Datasets:

rootsautomation
/

TABMEpp

Dataset card Data Studio Files Files and versions Community

Split (3)

train · 110k rows

doc_id stringlengths 8 8	pg_id int32 0 19	ocr stringlengths 36 500k	img unknown
fffm0049	6	{"lines_data": [{"Word": "-", "Confidence": 0.984, "X1": 0.339, "Y1": 0.37915, "X2": 0.34, "Y2": 0.37895, "X3": 0.331, "Y3": 0.38269, "X4": 0.33, "Y4": 0.35638, "page": 0}, {"Word": "CHANCES OF RECOVERY", "Confidence": 0.99467, "X1": 0.353, "Y1": 0.36599, "X2": 0.605, "Y2": 0.36579, "X3": 0.605, "Y3": 0.39322, "X4": 0.353, "Y4": 0.39322, "page": 0}, {"Word": "Disclosure that Arthur Godfrey's lung tumor", "Confidence": 0.9485, "X1": 0.373, "Y1": 0.4002, "X2": 0.618, "Y2": 0.4, "X3": 0.618, "Y3": 0.41822, "X4": 0.373, "Y4": 0.41954, "page": 0}, {"Word": "is malignant today raised in many minds the", "Confidence": 0.98438, "X1": 0.353, "Y1": 0.41731, "X2": 0.621, "Y2": 0.41711, "X3": 0.621, "Y3": 0.43401, "X4": 0.353, "Y4": 0.43401, "page": 0}, {"Word": "question of a person's chances of recovery from", "Confidence": 0.9515, "X1": 0.351, "Y1": 0.43178, "X2": 0.619, "Y2": 0.43158, "X3": 0.619, "Y3": 0.45112, "X4": 0.351, "Y4": 0.45112, "page": 0}, {"Word": "Jung cancer.", "Confidence": 0.9525, "X1": 0.353, "Y1": 0.4502, "X2": 0.422, "Y2": 0.45, "X3": 0.422, "Y3": 0.46427, "X4": 0.353, "Y4": 0.46559, "page": 0}, {"Word": "The American Cancer Society's booklet, \"1959", "Confidence": 0.91567, "X1": 0.374, "Y1": 0.46336, "X2": 0.618, "Y2": 0.46316, "X3": 0.618, "Y3": 0.48138, "X4": 0.374, "Y4": 0.48138, "page": 0}, {"Word": "Cancer Facts and Figures,\" states:", "Confidence": 0.9428, "X1": 0.353, "Y1": 0.48178, "X2": 0.542, "Y2": 0.48158, "X3": 0.542, "Y3": 0.49717, "X4": 0.353, "Y4": 0.49585, "page": 0}, {"Word": "The average survival from lung cancer is", "Confidence": 0.97871, "X1": 0.375, "Y1": 0.49494, "X2": 0.619, "Y2": 0.49474, "X3": 0.619, "Y3": 0.51164, "X4": 0.375, "Y4": 0.51296, "page": 0}, {"Word": "four per cent.", "Confidence": 0.99033, "X1": 0.354, "Y1": 0.51336, "X2": 0.431, "Y2": 0.51316, "X3": 0.431, "Y3": 0.52743, "X4": 0.354, "Y4": 0.52743, "page": 0}, {"Word": "Under the best conditions of early diagnosis", "Confidence": 0.97657, "X1": 0.373, "Y1": 0.52652, "X2": 0.617, "Y2": 0.52632, "X3": 0.617, "Y3": 0.54322, "X4": 0.373, "Y4": 0.54454, "page": 0}, {"Word": "and proper treatment, it adds, survival rises to", "Confidence": 0.9825, "X1": 0.352, "Y1": 0.54362, "X2": 0.617, "Y2": 0.54342, "X3": 0.617, "Y3": 0.55901, "X4": 0.352, "Y4": 0.56033, "page": 0}, {"Word": "34 per cent.", "Confidence": 0.97333, "X1": 0.353, "Y1": 0.56073, "X2": 0.42, "Y2": 0.56053, "X3": 0.42, "Y3": 0.5748, "X4": 0.353, "Y4": 0.5748, "page": 0}, {"Word": "Godfrey's cancerous tumor was discovered by", "Confidence": 0.979, "X1": 0.37, "Y1": 0.57388, "X2": 0.618, "Y2": 0.57368, "X3": 0.618, "Y3": 0.59059, "X4": 0.37, "Y4": 0.59059, "page": 0}, {"Word": "X-ray only a week ago and the tumor and a sec-", "Confidence": 0.95064, "X1": 0.352, "Y1": 0.59099, "X2": 0.616, "Y2": 0.59079, "X3": 0.616, "Y3": 0.60638, "X4": 0.352, "Y4": 0.60638, "page": 0}, {"Word": "tion of the lung was removed today.", "Confidence": 0.98357, "X1": 0.353, "Y1": 0.60678, "X2": 0.554, "Y2": 0.60658, "X3": 0.554, "Y3": 0.62217, "X4": 0.353, "Y4": 0.62085, "page": 0}, {"Word": "Lung cancer, which has increased eight times", "Confidence": 0.98771, "X1": 0.374, "Y1": 0.62257, "X2": 0.617, "Y2": 0.62237, "X3": 0.617, "Y3": 0.63796, "X4": 0.374, "Y4": 0.63664, "page": 0}, {"Word": "in the past 20 years, now Is the leading cause of", "Confidence": 0.95136, "X1": 0.352, "Y1": 0.63836, "X2": 0.618, "Y2": 0.63816, "X3": 0.618, "Y3": 0.65375, "X4": 0.352, "Y4": 0.65243, "page": 0}, {"Word": "cancer death in men.", "Confidence": 0.9535, "X1": 0.352, "Y1": 0.65283, "X2": 0.472, "Y2": 0.65263, "X3": 0.472, "Y3": 0.66822, "X4": 0.352, "Y4": 0.66954, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.984, "X1": 0.339, "Y1": 0.36073, "X2": 0.339, "Y2": 0.36053, "X3": 0.33, "Y3": 0.36164, "X4": 0.33, "Y4": 0.35506, "page": 0, "Index": 0}, {"Word": "CHANCES", "Confidence": 0.991, "X1": 0.354, "Y1": 0.36599, "X2": 0.449, "Y2": 0.36579, "X3": 0.449, "Y3": 0.39454, "X4": 0.353, "Y4": 0.39454, "page": 0, "Index": 1}, {"Word": "OF", "Confidence": 0.998, "X1": 0.458, "Y1": 0.36731, "X2": 0.487, "Y2": 0.36711, "X3": 0.487, "Y3": 0.39454, "X4": 0.458, "Y4": 0.39454, "page": 0, "Index": 2}, {"Word": "RECOVERY", "Confidence": 0.995, "X1": 0.497, "Y1": 0.36599, "X2": 0.602, "Y2": 0.36579, "X3": 0.602, "Y3": 0.39454, "X4": 0.497, "Y4": 0.39454, "page": 0, "Index": 3}, {"Word": "Disclosure", "Confidence": 0.969, "X1": 0.378, "Y1": 0.40283, "X2": 0.429, "Y2": 0.40263, "X3": 0.428, "Y3": 0.41954, "X4": 0.377, "Y4": 0.41954, "page": 0, "Index": 4}, {"Word": "that", "Confidence": 0.986, "X1": 0.431, "Y1": 0.40283, "X2": 0.459, "Y2": 0.40263, "X3": 0.459, "Y3": 0.41954, "X4": 0.431, "Y4": 0.41954, "page": 0, "Index": 5}, {"Word": "Arthur", "Confidence": 0.992, "X1": 0.462, "Y1": 0.40283, "X2": 0.499, "Y2": 0.40263, "X3": 0.499, "Y3": 0.41954, "X4": 0.461, "Y4": 0.41954, "page": 0, "Index": 6}, {"Word": "Godfrey's", "Confidence": 0.954, "X1": 0.503, "Y1": 0.40152, "X2": 0.55, "Y2": 0.40132, "X3": 0.55, "Y3": 0.41954, "X4": 0.502, "Y4": 0.41954, "page": 0, "Index": 7}, {"Word": "lung", "Confidence": 0.989, "X1": 0.553, "Y1": 0.40152, "X2": 0.58, "Y2": 0.40132, "X3": 0.58, "Y3": 0.41954, "X4": 0.552, "Y4": 0.41954, "page": 0, "Index": 8}, {"Word": "tumor", "Confidence": 0.801, "X1": 0.583, "Y1": 0.40152, "X2": 0.617, "Y2": 0.40132, "X3": 0.616, "Y3": 0.41954, "X4": 0.583, "Y4": 0.41954, "page": 0, "Index": 9}, {"Word": "is", "Confidence": 0.955, "X1": 0.354, "Y1": 0.41862, "X2": 0.364, "Y2": 0.41842, "X3": 0.364, "Y3": 0.43401, "X4": 0.354, "Y4": 0.43401, "page": 0, "Index": 10}, {"Word": "malignant", "Confidence": 0.951, "X1": 0.368, "Y1": 0.41862, "X2": 0.425, "Y2": 0.41842, "X3": 0.425, "Y3": 0.43533, "X4": 0.368, "Y4": 0.43401, "page": 0, "Index": 11}, {"Word": "today", "Confidence": 0.997, "X1": 0.43, "Y1": 0.41862, "X2": 0.46, "Y2": 0.41842, "X3": 0.461, "Y3": 0.43533, "X4": 0.43, "Y4": 0.43533, "page": 0, "Index": 12}, {"Word": "raised", "Confidence": 0.991, "X1": 0.466, "Y1": 0.41862, "X2": 0.499, "Y2": 0.41842, "X3": 0.5, "Y3": 0.43533, "X4": 0.467, "Y4": 0.43533, "page": 0, "Index": 13}, {"Word": "in", "Confidence": 0.998, "X1": 0.505, "Y1": 0.41862, "X2": 0.517, "Y2": 0.41842, "X3": 0.517, "Y3": 0.43401, "X4": 0.505, "Y4": 0.43533, "page": 0, "Index": 14}, {"Word": "many", "Confidence": 0.988, "X1": 0.523, "Y1": 0.41862, "X2": 0.554, "Y2": 0.41842, "X3": 0.555, "Y3": 0.43401, "X4": 0.524, "Y4": 0.43401, "page": 0, "Index": 15}, {"Word": "minds", "Confidence": 0.997, "X1": 0.559, "Y1": 0.41862, "X2": 0.594, "Y2": 0.41842, "X3": 0.595, "Y3": 0.43401, "X4": 0.56, "Y4": 0.43401, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.998, "X1": 0.598, "Y1": 0.41862, "X2": 0.618, "Y2": 0.41842, "X3": 0.618, "Y3": 0.43401, "X4": 0.599, "Y4": 0.43401, "page": 0, "Index": 17}, {"Word": "question", "Confidence": 0.883, "X1": 0.353, "Y1": 0.43309, "X2": 0.397, "Y2": 0.43289, "X3": 0.397, "Y3": 0.45112, "X4": 0.353, "Y4": 0.45112, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.992, "X1": 0.401, "Y1": 0.43441, "X2": 0.415, "Y2": 0.43421, "X3": 0.415, "Y3": 0.45112, "X4": 0.401, "Y4": 0.45112, "page": 0, "Index": 19}, {"Word": "a", "Confidence": 0.772, "X1": 0.418, "Y1": 0.43441, "X2": 0.426, "Y2": 0.43421, "X3": 0.426, "Y3": 0.45112, "X4": 0.418, "Y4": 0.45112, "page": 0, "Index": 20}, {"Word": "person's", "Confidence": 0.995, "X1": 0.429, "Y1": 0.43441, "X2": 0.473, "Y2": 0.43421, "X3": 0.473, "Y3": 0.45112, "X4": 0.429, "Y4": 0.45112, "page": 0, "Index": 21}, {"Word": "chances", "Confidence": 0.996, "X1": 0.476, "Y1": 0.43441, "X2": 0.522, "Y2": 0.43421, "X3": 0.522, "Y3": 0.45112, "X4": 0.476, "Y4": 0.45112, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.991, "X1": 0.525, "Y1": 0.43309, "X2": 0.537, "Y2": 0.43289, "X3": 0.537, "Y3": 0.45112, "X4": 0.525, "Y4": 0.45112, "page": 0, "Index": 23}, {"Word": "recovery", "Confidence": 0.994, "X1": 0.539, "Y1": 0.43309, "X2": 0.586, "Y2": 0.43289, "X3": 0.586, "Y3": 0.45112, "X4": 0.539, "Y4": 0.45112, "page": 0, "Index": 24}, {"Word": "from", "Confidence": 0.989, "X1": 0.589, "Y1": 0.43309, "X2": 0.613, "Y2": 0.43289, "X3": 0.613, "Y3": 0.45112, "X4": 0.589, "Y4": 0.45112, "page": 0, "Index": 25}, {"Word": "Jung", "Confidence": 0.91, "X1": 0.354, "Y1": 0.45152, "X2": 0.377, "Y2": 0.45132, "X3": 0.377, "Y3": 0.46559, "X4": 0.354, "Y4": 0.46559, "page": 0, "Index": 26}, {"Word": "cancer.", "Confidence": 0.995, "X1": 0.381, "Y1": 0.45152, "X2": 0.422, "Y2": 0.45132, "X3": 0.422, "Y3": 0.46559, "X4": 0.38, "Y4": 0.46559, "page": 0, "Index": 27}, {"Word": "The", "Confidence": 0.995, "X1": 0.376, "Y1": 0.46599, "X2": 0.397, "Y2": 0.46579, "X3": 0.396, "Y3": 0.48006, "X4": 0.375, "Y4": 0.48006, "page": 0, "Index": 28}, {"Word": "American", "Confidence": 0.996, "X1": 0.399, "Y1": 0.46599, "X2": 0.45, "Y2": 0.46579, "X3": 0.449, "Y3": 0.48138, "X4": 0.399, "Y4": 0.48006, "page": 0, "Index": 29}, {"Word": "Cancer", "Confidence": 0.994, "X1": 0.453, "Y1": 0.46599, "X2": 0.492, "Y2": 0.46579, "X3": 0.491, "Y3": 0.48138, "X4": 0.453, "Y4": 0.48138, "page": 0, "Index": 30}, {"Word": "Society's", "Confidence": 0.887, "X1": 0.494, "Y1": 0.46467, "X2": 0.541, "Y2": 0.46447, "X3": 0.54, "Y3": 0.48138, "X4": 0.494, "Y4": 0.48138, "page": 0, "Index": 31}, {"Word": "booklet,", "Confidence": 0.667, "X1": 0.543, "Y1": 0.46467, "X2": 0.585, "Y2": 0.46447, "X3": 0.585, "Y3": 0.48138, "X4": 0.543, "Y4": 0.48138, "page": 0, "Index": 32}, {"Word": "\"1959", "Confidence": 0.955, "X1": 0.588, "Y1": 0.46467, "X2": 0.617, "Y2": 0.46447, "X3": 0.617, "Y3": 0.48138, "X4": 0.587, "Y4": 0.48138, "page": 0, "Index": 33}, {"Word": "Cancer", "Confidence": 0.993, "X1": 0.354, "Y1": 0.48178, "X2": 0.391, "Y2": 0.48158, "X3": 0.39, "Y3": 0.49717, "X4": 0.353, "Y4": 0.49585, "page": 0, "Index": 34}, {"Word": "Facts", "Confidence": 0.849, "X1": 0.393, "Y1": 0.48178, "X2": 0.424, "Y2": 0.48158, "X3": 0.424, "Y3": 0.49717, "X4": 0.392, "Y4": 0.49717, "page": 0, "Index": 35}, {"Word": "and", "Confidence": 0.998, "X1": 0.427, "Y1": 0.48178, "X2": 0.447, "Y2": 0.48158, "X3": 0.447, "Y3": 0.49717, "X4": 0.426, "Y4": 0.49717, "page": 0, "Index": 36}, {"Word": "Figures,\"", "Confidence": 0.933, "X1": 0.451, "Y1": 0.48178, "X2": 0.501, "Y2": 0.48158, "X3": 0.5, "Y3": 0.49717, "X4": 0.451, "Y4": 0.49717, "page": 0, "Index": 37}, {"Word": "states:", "Confidence": 0.941, "X1": 0.503, "Y1": 0.48309, "X2": 0.541, "Y2": 0.48289, "X3": 0.541, "Y3": 0.49717, "X4": 0.503, "Y4": 0.49717, "page": 0, "Index": 38}, {"Word": "The", "Confidence": 0.998, "X1": 0.376, "Y1": 0.49757, "X2": 0.397, "Y2": 0.49737, "X3": 0.396, "Y3": 0.51164, "X4": 0.376, "Y4": 0.51164, "page": 0, "Index": 39}, {"Word": "average", "Confidence": 0.959, "X1": 0.402, "Y1": 0.49757, "X2": 0.446, "Y2": 0.49737, "X3": 0.445, "Y3": 0.51296, "X4": 0.402, "Y4": 0.51164, "page": 0, "Index": 40}, {"Word": "survival", "Confidence": 0.991, "X1": 0.45, "Y1": 0.49757, "X2": 0.497, "Y2": 0.49737, "X3": 0.496, "Y3": 0.51296, "X4": 0.45, "Y4": 0.51296, "page": 0, "Index": 41}, {"Word": "from", "Confidence": 0.984, "X1": 0.499, "Y1": 0.49757, "X2": 0.522, "Y2": 0.49737, "X3": 0.522, "Y3": 0.51296, "X4": 0.499, "Y4": 0.51296, "page": 0, "Index": 42}, {"Word": "lung", "Confidence": 0.981, "X1": 0.532, "Y1": 0.49757, "X2": 0.557, "Y2": 0.49737, "X3": 0.557, "Y3": 0.51296, "X4": 0.531, "Y4": 0.51296, "page": 0, "Index": 43}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.563, "Y1": 0.49625, "X2": 0.601, "Y2": 0.49605, "X3": 0.601, "Y3": 0.51296, "X4": 0.563, "Y4": 0.51296, "page": 0, "Index": 44}, {"Word": "is", "Confidence": 0.941, "X1": 0.605, "Y1": 0.49625, "X2": 0.618, "Y2": 0.49605, "X3": 0.617, "Y3": 0.51296, "X4": 0.605, "Y4": 0.51296, "page": 0, "Index": 45}, {"Word": "cent.", "Confidence": 0.991, "X1": 0.402, "Y1": 0.51336, "X2": 0.432, "Y2": 0.51316, "X3": 0.432, "Y3": 0.52743, "X4": 0.402, "Y4": 0.52875, "page": 0, "Index": 46}, {"Word": "four", "Confidence": 0.982, "X1": 0.354, "Y1": 0.51467, "X2": 0.377, "Y2": 0.51447, "X3": 0.376, "Y3": 0.52875, "X4": 0.354, "Y4": 0.52875, "page": 0, "Index": 47}, {"Word": "per", "Confidence": 0.998, "X1": 0.38, "Y1": 0.51336, "X2": 0.398, "Y2": 0.51316, "X3": 0.399, "Y3": 0.52875, "X4": 0.38, "Y4": 0.52875, "page": 0, "Index": 48}, {"Word": "Under", "Confidence": 0.997, "X1": 0.374, "Y1": 0.52915, "X2": 0.408, "Y2": 0.52895, "X3": 0.408, "Y3": 0.54322, "X4": 0.374, "Y4": 0.54322, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.994, "X1": 0.411, "Y1": 0.52783, "X2": 0.43, "Y2": 0.52763, "X3": 0.43, "Y3": 0.54454, "X4": 0.41, "Y4": 0.54322, "page": 0, "Index": 50}, {"Word": "best", "Confidence": 0.983, "X1": 0.433, "Y1": 0.52783, "X2": 0.457, "Y2": 0.52763, "X3": 0.456, "Y3": 0.54454, "X4": 0.432, "Y4": 0.54454, "page": 0, "Index": 51}, {"Word": "conditions", "Confidence": 0.945, "X1": 0.459, "Y1": 0.52783, "X2": 0.517, "Y2": 0.52763, "X3": 0.517, "Y3": 0.54454, "X4": 0.459, "Y4": 0.54454, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.998, "X1": 0.52, "Y1": 0.52783, "X2": 0.532, "Y2": 0.52763, "X3": 0.532, "Y3": 0.54454, "X4": 0.519, "Y4": 0.54454, "page": 0, "Index": 53}, {"Word": "early", "Confidence": 0.955, "X1": 0.534, "Y1": 0.52783, "X2": 0.564, "Y2": 0.52763, "X3": 0.563, "Y3": 0.54454, "X4": 0.534, "Y4": 0.54454, "page": 0, "Index": 54}, {"Word": "diagnosis", "Confidence": 0.964, "X1": 0.566, "Y1": 0.52652, "X2": 0.617, "Y2": 0.52632, "X3": 0.617, "Y3": 0.54322, "X4": 0.566, "Y4": 0.54454, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.995, "X1": 0.354, "Y1": 0.54494, "X2": 0.373, "Y2": 0.54474, "X3": 0.372, "Y3": 0.56033, "X4": 0.353, "Y4": 0.56033, "page": 0, "Index": 56}, {"Word": "proper", "Confidence": 0.996, "X1": 0.378, "Y1": 0.54494, "X2": 0.415, "Y2": 0.54474, "X3": 0.414, "Y3": 0.56033, "X4": 0.377, "Y4": 0.56033, "page": 0, "Index": 57}, {"Word": "treatment,", "Confidence": 0.965, "X1": 0.418, "Y1": 0.54362, "X2": 0.477, "Y2": 0.54342, "X3": 0.477, "Y3": 0.56033, "X4": 0.418, "Y4": 0.56033, "page": 0, "Index": 58}, {"Word": "it", "Confidence": 0.998, "X1": 0.479, "Y1": 0.54362, "X2": 0.491, "Y2": 0.54342, "X3": 0.49, "Y3": 0.56033, "X4": 0.479, "Y4": 0.56033, "page": 0, "Index": 59}, {"Word": "adds,", "Confidence": 0.995, "X1": 0.493, "Y1": 0.54362, "X2": 0.524, "Y2": 0.54342, "X3": 0.524, "Y3": 0.56033, "X4": 0.493, "Y4": 0.56033, "page": 0, "Index": 60}, {"Word": "survival", "Confidence": 0.934, "X1": 0.527, "Y1": 0.54362, "X2": 0.571, "Y2": 0.54342, "X3": 0.571, "Y3": 0.56033, "X4": 0.526, "Y4": 0.56033, "page": 0, "Index": 61}, {"Word": "rises", "Confidence": 0.98, "X1": 0.574, "Y1": 0.54362, "X2": 0.601, "Y2": 0.54342, "X3": 0.601, "Y3": 0.56033, "X4": 0.574, "Y4": 0.56033, "page": 0, "Index": 62}, {"Word": "to", "Confidence": 0.997, "X1": 0.605, "Y1": 0.54362, "X2": 0.617, "Y2": 0.54342, "X3": 0.617, "Y3": 0.56033, "X4": 0.605, "Y4": 0.56033, "page": 0, "Index": 63}, {"Word": "34", "Confidence": 0.991, "X1": 0.353, "Y1": 0.56073, "X2": 0.365, "Y2": 0.56053, "X3": 0.364, "Y3": 0.5748, "X4": 0.353, "Y4": 0.5748, "page": 0, "Index": 64}, {"Word": "per", "Confidence": 0.998, "X1": 0.368, "Y1": 0.56204, "X2": 0.387, "Y2": 0.56184, "X3": 0.387, "Y3": 0.57612, "X4": 0.368, "Y4": 0.5748, "page": 0, "Index": 65}, {"Word": "cent.", "Confidence": 0.931, "X1": 0.39, "Y1": 0.56073, "X2": 0.42, "Y2": 0.56053, "X3": 0.421, "Y3": 0.57612, "X4": 0.39, "Y4": 0.57612, "page": 0, "Index": 66}, {"Word": "Godfrey's", "Confidence": 0.993, "X1": 0.374, "Y1": 0.57652, "X2": 0.426, "Y2": 0.57632, "X3": 0.426, "Y3": 0.59059, "X4": 0.374, "Y4": 0.59059, "page": 0, "Index": 67}, {"Word": "cancerous", "Confidence": 0.995, "X1": 0.428, "Y1": 0.57652, "X2": 0.483, "Y2": 0.57632, "X3": 0.482, "Y3": 0.59059, "X4": 0.428, "Y4": 0.59059, "page": 0, "Index": 68}, {"Word": "tumor", "Confidence": 0.901, "X1": 0.485, "Y1": 0.57652, "X2": 0.519, "Y2": 0.57632, "X3": 0.518, "Y3": 0.59059, "X4": 0.484, "Y4": 0.59059, "page": 0, "Index": 69}, {"Word": "was", "Confidence": 0.993, "X1": 0.521, "Y1": 0.57652, "X2": 0.542, "Y2": 0.57632, "X3": 0.542, "Y3": 0.59059, "X4": 0.521, "Y4": 0.59059, "page": 0, "Index": 70}, {"Word": "discovered", "Confidence": 0.994, "X1": 0.545, "Y1": 0.5752, "X2": 0.6, "Y2": 0.575, "X3": 0.599, "Y3": 0.59059, "X4": 0.544, "Y4": 0.59059, "page": 0, "Index": 71}, {"Word": "by", "Confidence": 0.998, "X1": 0.603, "Y1": 0.5752, "X2": 0.617, "Y2": 0.575, "X3": 0.616, "Y3": 0.59059, "X4": 0.603, "Y4": 0.59059, "page": 0, "Index": 72}, {"Word": "X-ray", "Confidence": 0.995, "X1": 0.353, "Y1": 0.59099, "X2": 0.384, "Y2": 0.59079, "X3": 0.384, "Y3": 0.60638, "X4": 0.353, "Y4": 0.60769, "page": 0, "Index": 73}, {"Word": "only", "Confidence": 0.986, "X1": 0.387, "Y1": 0.59231, "X2": 0.411, "Y2": 0.59211, "X3": 0.41, "Y3": 0.60638, "X4": 0.386, "Y4": 0.60638, "page": 0, "Index": 74}, {"Word": "a", "Confidence": 0.995, "X1": 0.414, "Y1": 0.59231, "X2": 0.421, "Y2": 0.59211, "X3": 0.42, "Y3": 0.60638, "X4": 0.414, "Y4": 0.60638, "page": 0, "Index": 75}, {"Word": "week", "Confidence": 0.606, "X1": 0.423, "Y1": 0.59231, "X2": 0.451, "Y2": 0.59211, "X3": 0.45, "Y3": 0.60638, "X4": 0.423, "Y4": 0.60638, "page": 0, "Index": 76}, {"Word": "ago", "Confidence": 0.996, "X1": 0.454, "Y1": 0.59231, "X2": 0.474, "Y2": 0.59211, "X3": 0.474, "Y3": 0.60638, "X4": 0.453, "Y4": 0.60638, "page": 0, "Index": 77}, {"Word": "and", "Confidence": 0.998, "X1": 0.477, "Y1": 0.59231, "X2": 0.497, "Y2": 0.59211, "X3": 0.497, "Y3": 0.60638, "X4": 0.476, "Y4": 0.60638, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.998, "X1": 0.502, "Y1": 0.59231, "X2": 0.521, "Y2": 0.59211, "X3": 0.521, "Y3": 0.60638, "X4": 0.502, "Y4": 0.60638, "page": 0, "Index": 79}, {"Word": "tumor", "Confidence": 0.956, "X1": 0.523, "Y1": 0.59231, "X2": 0.557, "Y2": 0.59211, "X3": 0.556, "Y3": 0.60638, "X4": 0.523, "Y4": 0.60638, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.998, "X1": 0.559, "Y1": 0.59231, "X2": 0.58, "Y2": 0.59211, "X3": 0.579, "Y3": 0.60638, "X4": 0.559, "Y4": 0.60638, "page": 0, "Index": 81}, {"Word": "a", "Confidence": 0.998, "X1": 0.584, "Y1": 0.59231, "X2": 0.59, "Y2": 0.59211, "X3": 0.59, "Y3": 0.60638, "X4": 0.583, "Y4": 0.60638, "page": 0, "Index": 82}, {"Word": "sec-", "Confidence": 0.931, "X1": 0.594, "Y1": 0.59231, "X2": 0.616, "Y2": 0.59211, "X3": 0.616, "Y3": 0.60638, "X4": 0.593, "Y4": 0.60638, "page": 0, "Index": 83}, {"Word": "tion", "Confidence": 0.981, "X1": 0.354, "Y1": 0.60678, "X2": 0.372, "Y2": 0.60658, "X3": 0.372, "Y3": 0.62217, "X4": 0.353, "Y4": 0.62217, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.991, "X1": 0.378, "Y1": 0.60678, "X2": 0.391, "Y2": 0.60658, "X3": 0.391, "Y3": 0.62217, "X4": 0.377, "Y4": 0.62217, "page": 0, "Index": 85}, {"Word": "the", "Confidence": 0.993, "X1": 0.394, "Y1": 0.60678, "X2": 0.412, "Y2": 0.60658, "X3": 0.412, "Y3": 0.62217, "X4": 0.393, "Y4": 0.62217, "page": 0, "Index": 86}, {"Word": "lung", "Confidence": 0.988, "X1": 0.415, "Y1": 0.60678, "X2": 0.44, "Y2": 0.60658, "X3": 0.439, "Y3": 0.62217, "X4": 0.415, "Y4": 0.62217, "page": 0, "Index": 87}, {"Word": "was", "Confidence": 0.998, "X1": 0.445, "Y1": 0.60678, "X2": 0.466, "Y2": 0.60658, "X3": 0.466, "Y3": 0.62217, "X4": 0.445, "Y4": 0.62217, "page": 0, "Index": 88}, {"Word": "removed", "Confidence": 0.993, "X1": 0.468, "Y1": 0.60809, "X2": 0.514, "Y2": 0.60789, "X3": 0.514, "Y3": 0.62217, "X4": 0.468, "Y4": 0.62217, "page": 0, "Index": 89}, {"Word": "today.", "Confidence": 0.941, "X1": 0.519, "Y1": 0.60941, "X2": 0.554, "Y2": 0.60921, "X3": 0.554, "Y3": 0.62217, "X4": 0.519, "Y4": 0.62217, "page": 0, "Index": 90}, {"Word": "Lung", "Confidence": 0.988, "X1": 0.375, "Y1": 0.62257, "X2": 0.402, "Y2": 0.62237, "X3": 0.402, "Y3": 0.63664, "X4": 0.375, "Y4": 0.63664, "page": 0, "Index": 91}, {"Word": "cancer,", "Confidence": 0.991, "X1": 0.404, "Y1": 0.62257, "X2": 0.443, "Y2": 0.62237, "X3": 0.443, "Y3": 0.63796, "X4": 0.404, "Y4": 0.63664, "page": 0, "Index": 92}, {"Word": "which", "Confidence": 0.994, "X1": 0.445, "Y1": 0.62257, "X2": 0.478, "Y2": 0.62237, "X3": 0.478, "Y3": 0.63796, "X4": 0.445, "Y4": 0.63796, "page": 0, "Index": 93}, {"Word": "has", "Confidence": 0.998, "X1": 0.48, "Y1": 0.62257, "X2": 0.5, "Y2": 0.62237, "X3": 0.5, "Y3": 0.63796, "X4": 0.48, "Y4": 0.63796, "page": 0, "Index": 94}, {"Word": "increased", "Confidence": 0.991, "X1": 0.502, "Y1": 0.62257, "X2": 0.553, "Y2": 0.62237, "X3": 0.553, "Y3": 0.63796, "X4": 0.502, "Y4": 0.63796, "page": 0, "Index": 95}, {"Word": "eight", "Confidence": 0.955, "X1": 0.557, "Y1": 0.62257, "X2": 0.585, "Y2": 0.62237, "X3": 0.584, "Y3": 0.63796, "X4": 0.556, "Y4": 0.63796, "page": 0, "Index": 96}, {"Word": "times", "Confidence": 0.997, "X1": 0.587, "Y1": 0.62257, "X2": 0.617, "Y2": 0.62237, "X3": 0.617, "Y3": 0.63796, "X4": 0.587, "Y4": 0.63796, "page": 0, "Index": 97}, {"Word": "in", "Confidence": 0.992, "X1": 0.353, "Y1": 0.63704, "X2": 0.362, "Y2": 0.63684, "X3": 0.362, "Y3": 0.65243, "X4": 0.353, "Y4": 0.65243, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.367, "Y1": 0.63704, "X2": 0.386, "Y2": 0.63684, "X3": 0.385, "Y3": 0.65243, "X4": 0.366, "Y4": 0.65243, "page": 0, "Index": 99}, {"Word": "past", "Confidence": 0.987, "X1": 0.388, "Y1": 0.63836, "X2": 0.414, "Y2": 0.63816, "X3": 0.413, "Y3": 0.65375, "X4": 0.388, "Y4": 0.65243, "page": 0, "Index": 100}, {"Word": "20", "Confidence": 0.997, "X1": 0.416, "Y1": 0.63836, "X2": 0.428, "Y2": 0.63816, "X3": 0.428, "Y3": 0.65375, "X4": 0.416, "Y4": 0.65375, "page": 0, "Index": 101}, {"Word": "years,", "Confidence": 0.99, "X1": 0.431, "Y1": 0.63836, "X2": 0.463, "Y2": 0.63816, "X3": 0.463, "Y3": 0.65375, "X4": 0.43, "Y4": 0.65375, "page": 0, "Index": 102}, {"Word": "now", "Confidence": 0.998, "X1": 0.466, "Y1": 0.63836, "X2": 0.487, "Y2": 0.63816, "X3": 0.487, "Y3": 0.65375, "X4": 0.465, "Y4": 0.65375, "page": 0, "Index": 103}, {"Word": "Is", "Confidence": 0.801, "X1": 0.492, "Y1": 0.63836, "X2": 0.504, "Y2": 0.63816, "X3": 0.503, "Y3": 0.65375, "X4": 0.492, "Y4": 0.65375, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 0.998, "X1": 0.506, "Y1": 0.63836, "X2": 0.524, "Y2": 0.63816, "X3": 0.524, "Y3": 0.65375, "X4": 0.505, "Y4": 0.65375, "page": 0, "Index": 105}, {"Word": "leading", "Confidence": 0.759, "X1": 0.527, "Y1": 0.63836, "X2": 0.567, "Y2": 0.63816, "X3": 0.567, "Y3": 0.65375, "X4": 0.526, "Y4": 0.65375, "page": 0, "Index": 106}, {"Word": "cause", "Confidence": 0.947, "X1": 0.571, "Y1": 0.63836, "X2": 0.602, "Y2": 0.63816, "X3": 0.601, "Y3": 0.65375, "X4": 0.57, "Y4": 0.65506, "page": 0, "Index": 107}, {"Word": "of", "Confidence": 0.998, "X1": 0.604, "Y1": 0.63836, "X2": 0.618, "Y2": 0.63816, "X3": 0.617, "Y3": 0.65375, "X4": 0.604, "Y4": 0.65375, "page": 0, "Index": 108}, {"Word": "cancer", "Confidence": 0.992, "X1": 0.353, "Y1": 0.65415, "X2": 0.388, "Y2": 0.65395, "X3": 0.388, "Y3": 0.66822, "X4": 0.353, "Y4": 0.66954, "page": 0, "Index": 109}, {"Word": "death", "Confidence": 0.955, "X1": 0.391, "Y1": 0.65415, "X2": 0.421, "Y2": 0.65395, "X3": 0.421, "Y3": 0.66822, "X4": 0.391, "Y4": 0.66822, "page": 0, "Index": 110}, {"Word": "in", "Confidence": 0.998, "X1": 0.427, "Y1": 0.65415, "X2": 0.438, "Y2": 0.65395, "X3": 0.438, "Y3": 0.66822, "X4": 0.427, "Y4": 0.66822, "page": 0, "Index": 111}, {"Word": "men.", "Confidence": 0.869, "X1": 0.444, "Y1": 0.65546, "X2": 0.472, "Y2": 0.65526, "X3": 0.472, "Y3": 0.66954, "X4": 0.443, "Y4": 0.66822, "page": 0, "Index": 112}]}	"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"
fffm0049	5	{"lines_data": [{"Word": ".....", "Confidence": 0.603, "X1": 0.306, "Y1": 0.0502, "X2": 0.417, "Y2": 0.05, "X3": 0.417, "Y3": 0.07743, "X4": 0.306, "Y4": 0.07743, "page": 0}, {"Word": "...", "Confidence": 0.679, "X1": 0.437, "Y1": 0.05678, "X2": 0.458, "Y2": 0.05658, "X3": 0.457, "Y3": 0.06954, "X4": 0.437, "Y4": 0.06954, "page": 0}, {"Word": "..", "Confidence": 0.856, "X1": 0.468, "Y1": 0.05678, "X2": 0.486, "Y2": 0.05658, "X3": 0.486, "Y3": 0.06954, "X4": 0.468, "Y4": 0.07085, "page": 0}, {"Word": "30 -59", "Confidence": 0.658, "X1": 0.547, "Y1": 0.05283, "X2": 0.64, "Y2": 0.05263, "X3": 0.64, "Y3": 0.07743, "X4": 0.547, "Y4": 0.07348, "page": 0}, {"Word": "Hospital Echoes Word: 'It's Malignant!'", "Confidence": 0.9164, "X1": 0.055, "Y1": 0.33309, "X2": 0.901, "Y2": 0.33289, "X3": 0.901, "Y3": 0.40112, "X4": 0.055, "Y4": 0.40243, "page": 0}, {"Word": "'By. WILLIAM McCULLAM", "Confidence": 0.71267, "X1": 0.113, "Y1": 0.40152, "X2": 0.277, "Y2": 0.40132, "X3": 0.278, "Y3": 0.42217, "X4": 0.113, "Y4": 0.42875, "page": 0}, {"Word": "The news about the famed television and radio per-", "Confidence": 0.94611, "X1": 0.385, "Y1": 0.40546, "X2": 0.668, "Y2": 0.40526, "X3": 0.668, "Y3": 0.42217, "X4": 0.385, "Y4": 0.42348, "page": 0}, {"Word": "\"Everybody on this floor is holding their breath for the", "Confidence": 0.9036, "X1": 0.703, "Y1": 0.40809, "X2": 0.982, "Y2": 0.40789, "X3": 0.982, "Y3": 0.42348, "X4": 0.703, "Y4": 0.42217, "page": 0}, {"Word": "tenmon exploded like a bomb at 10:30 a. m. to- ' sonality-star patient in the hospital's Harkness Pavilion-", "Confidence": 0.79878, "X1": 0.119, "Y1": 0.42125, "X2": 0.668, "Y2": 0.42105, "X3": 0.668, "Y3": 0.43401, "X4": 0.119, "Y4": 0.44059, "page": 0}, {"Word": "news. Some of the girls are going around asking If the others", "Confidence": 0.8935, "X1": 0.68, "Y1": 0.42257, "X2": 0.981, "Y2": 0.42237, "X3": 0.981, "Y3": 0.43664, "X4": 0.68, "Y4": 0.43664, "page": 0}, {"Word": "Sex, Eegytwo. fateful words were uttered in the Columbia", "Confidence": 0.68822, "X1": 0.064, "Y1": 0.43967, "X2": 0.355, "Y2": 0.43947, "X3": 0.355, "Y3": 0.45506, "X4": 0.064, "Y4": 0.45769, "page": 0}, {"Word": "confirmed the fears of all who heard .. .", "Confidence": 0.86356, "X1": 0.363, "Y1": 0.43441, "X2": 0.567, "Y2": 0.43421, "X3": 0.567, "Y3": 0.44848, "X4": 0.363, "Y4": 0.4498, "page": 0}, {"Word": "have prayed for him.", "Confidence": 0.947, "X1": 0.682, "Y1": 0.43704, "X2": 0.791, "Y2": 0.43684, "X3": 0.791, "Y3": 0.45112, "X4": 0.682, "Y4": 0.45112, "page": 0}, {"Word": "Ever since Godfrey was wheeled into the operating room", "Confidence": 0.91089, "X1": 0.388, "Y1": 0.4502, "X2": 0.667, "Y2": 0.45, "X3": 0.667, "Y3": 0.46427, "X4": 0.388, "Y4": 0.46427, "page": 0}, {"Word": "\"This suspense is just awful.\"", "Confidence": 0.9382, "X1": 0.702, "Y1": 0.4502, "X2": 0.853, "Y2": 0.45, "X3": 0.853, "Y3": 0.46559, "X4": 0.702, "Y4": 0.46559, "page": 0}, {"Word": "Han'Medical Center:", "Confidence": 0.5095, "X1": 0.094, "Y1": 0.45415, "X2": 0.2, "Y2": 0.45395, "X3": 0.2, "Y3": 0.46954, "X4": 0.094, "Y4": 0.46954, "page": 0}, {"Word": "ilignant!\"", "Confidence": 0.143, "X1": 0.111, "Y1": 0.46994, "X2": 0.159, "Y2": 0.46974, "X3": 0.159, "Y3": 0.48269, "X4": 0.11, "Y4": 0.48138, "page": 0}, {"Word": "at 7:25 a.'m ., his condition was the concern of patients and", "Confidence": 0.9045, "X1": 0.368, "Y1": 0.46467, "X2": 0.667, "Y2": 0.46447, "X3": 0.667, "Y3": 0.47875, "X4": 0.368, "Y4": 0.48006, "page": 0}, {"Word": ". As the hands of the clock went slowly creeping from hour", "Confidence": 0.88608, "X1": 0.696, "Y1": 0.46731, "X2": 0.981, "Y2": 0.46711, "X3": 0.981, "Y3": 0.48269, "X4": 0.696, "Y4": 0.48006, "page": 0}, {"Word": "staff alike.", "Confidence": 0.6565, "X1": 0.367, "Y1": 0.48046, "X2": 0.422, "Y2": 0.48026, "X3": 0.422, "Y3": 0.49322, "X4": 0.367, "Y4": 0.49454, "page": 0}, {"Word": "to hour in the office of Stewart, the public relations man sat", "Confidence": 0.83533, "X1": 0.68, "Y1": 0.48309, "X2": 0.982, "Y2": 0.48289, "X3": 0.982, "Y3": 0.49717, "X4": 0.68, "Y4": 0.49454, "page": 0}, {"Word": "4.More than 25 reporters, waiting for word on Arthur God-", "Confidence": 0.8778, "X1": 0.063, "Y1": 0.48309, "X2": 0.353, "Y2": 0.48289, "X3": 0.353, "Y3": 0.49848, "X4": 0.063, "Y4": 0.49848, "page": 0}, {"Word": "freyAllung operation, daxbed ,pell-mell. from .. the. crowded", "Confidence": 0.55675, "X1": 0.053, "Y1": 0.49888, "X2": 0.353, "Y2": 0.49868, "X3": 0.353, "Y3": 0.51296, "X4": 0.053, "Y4": 0.51164, "page": 0}, {"Word": "Mrs. Lillian Parry, a receptionist, said as the long min-", "Confidence": 0.892, "X1": 0.388, "Y1": 0.49362, "X2": 0.667, "Y2": 0.49342, "X3": 0.667, "Y3": 0.50901, "X4": 0.388, "Y4": 0.50901, "page": 0}, {"Word": "tensely at his desk in front of his phone.", "Confidence": 0.97389, "X1": 0.68, "Y1": 0.49625, "X2": 0.896, "Y2": 0.49605, "X3": 0.896, "Y3": 0.51033, "X4": 0.68, "Y4": 0.50901, "page": 0}, {"Word": "Tourdi- floor publicity office of Ramell Stewart,looking for", "Confidence": 0.77712, "X1": 0.051, "Y1": 0.51204, "X2": 0.355, "Y2": 0.51184, "X3": 0.355, "Y3": 0.52612, "X4": 0.051, "Y4": 0.52612, "page": 0}, {"Word": "utes dragged on:", "Confidence": 0.884, "X1": 0.367, "Y1": 0.50941, "X2": 0.454, "Y2": 0.50921, "X3": 0.454, "Y3": 0.52348, "X4": 0.367, "Y4": 0.52348, "page": 0}, {"Word": "The reporters long since had stopped talking, them-", "Confidence": 0.94575, "X1": 0.701, "Y1": 0.51204, "X2": 0.981, "Y2": 0.51184, "X3": 0.981, "Y3": 0.52743, "X4": 0.701, "Y4": 0.52743, "page": 0}, {"Word": "\"I've never heard or seen anything like this. I just rot", "Confidence": 0.87218, "X1": 0.388, "Y1": 0.52257, "X2": 0.668, "Y2": 0.52237, "X3": 0.668, "Y3": 0.53796, "X4": 0.388, "Y4": 0.53796, "page": 0}, {"Word": "telephones.", "Confidence": 0.403, "X1": 0.051, "Y1": 0.52915, "X2": 0.118, "Y2": 0.52895, "X3": 0.118, "Y3": 0.54191, "X4": 0.051, "Y4": 0.53927, "page": 0}, {"Word": "selves hushed with expectancy. The air was thick with", "Confidence": 0.91667, "X1": 0.68, "Y1": 0.52783, "X2": 0.982, "Y2": 0.52763, "X3": 0.982, "Y3": 0.54322, "X4": 0.68, "Y4": 0.54059, "page": 0}, {"Word": "Racing through the usually brushed-halls, their voices", "Confidence": 0.92714, "X1": 0.059, "Y1": 0.54231, "X2": 0.354, "Y2": 0.54211, "X3": 0.354, "Y3": 0.55638, "X4": 0.059, "Y4": 0.55375, "page": 0}, {"Word": "a call from downstairs. They say that even the patienta", "Confidence": 0.8213, "X1": 0.368, "Y1": 0.53836, "X2": 0.668, "Y2": 0.53816, "X3": 0.668, "Y3": 0.55375, "X4": 0.368, "Y4": 0.55375, "page": 0}, {"Word": "cigaret smoke.", "Confidence": 0.725, "X1": 0.68, "Y1": 0.54231, "X2": 0.756, "Y2": 0.54211, "X3": 0.756, "Y3": 0.55506, "X4": 0.68, "Y4": 0.55506, "page": 0}, {"Word": "coming in want to know about Mr. Godfrey.", "Confidence": 0.93475, "X1": 0.368, "Y1": 0.55283, "X2": 0.59, "Y2": 0.55263, "X3": 0.59, "Y3": 0.56691, "X4": 0.368, "Y4": 0.56822, "page": 0}, {"Word": "todd the two words as they passed nurses in their starched", "Confidence": 0.86345, "X1": 0.069, "Y1": 0.55678, "X2": 0.354, "Y2": 0.55658, "X3": 0.354, "Y3": 0.57085, "X4": 0.069, "Y4": 0.56822, "page": 0}, {"Word": "Finally the phone rang, shattering the silence. Stewart", "Confidence": 0.78725, "X1": 0.698, "Y1": 0.55678, "X2": 0.983, "Y2": 0.55658, "X3": 0.983, "Y3": 0.57085, "X4": 0.698, "Y4": 0.57085, "page": 0}, {"Word": "willformis, receptioniets at their desks, doctors in white coats;", "Confidence": 0.69511, "X1": 0.056, "Y1": 0.57125, "X2": 0.354, "Y2": 0.57105, "X3": 0.354, "Y3": 0.58533, "X4": 0.056, "Y4": 0.58401, "page": 0}, {"Word": "\"They can't wait to gel the news, and neither can the", "Confidence": 0.78618, "X1": 0.385, "Y1": 0.56862, "X2": 0.669, "Y2": 0.56842, "X3": 0.669, "Y3": 0.58269, "X4": 0.385, "Y4": 0.58138, "page": 0}, {"Word": "grabbed if. The. reporters pushed forward.", "Confidence": 0.79383, "X1": 0.677, "Y1": 0.57125, "X2": 0.901, "Y2": 0.57105, "X3": 0.901, "Y3": 0.58533, "X4": 0.677, "Y4": 0.58401, "page": 0}, {"Word": "\"Il'a malignant!\"", "Confidence": 0.2955, "X1": 0.068, "Y1": 0.58309, "X2": 0.161, "Y2": 0.58289, "X3": 0.161, "Y3": 0.59717, "X4": 0.068, "Y4": 0.59717, "page": 0}, {"Word": "rest of us.\"", "Confidence": 0.92267, "X1": 0.368, "Y1": 0.58178, "X2": 0.427, "Y2": 0.58158, "X3": 0.427, "Y3": 0.59585, "X4": 0.368, "Y4": 0.59717, "page": 0}, {"Word": "Then came the announcement:", "Confidence": 0.92025, "X1": 0.702, "Y1": 0.58573, "X2": 0.86, "Y2": 0.58553, "X3": 0.86, "Y3": 0.59848, "X4": 0.702, "Y4": 0.59717, "page": 0}, {"Word": "\" \"\"There was no question in anybody's mind who and what", "Confidence": 0.796, "X1": 0.059, "Y1": 0.59888, "X2": 0.353, "Y2": 0.59868, "X3": 0.353, "Y3": 0.61296, "X4": 0.059, "Y4": 0.61164, "page": 0}, {"Word": "Joan Hollis. secretary to a doctor on the' ninth floor of", "Confidence": 0.86464, "X1": 0.389, "Y1": 0.59625, "X2": 0.668, "Y2": 0.59605, "X3": 0.668, "Y3": 0.61033, "X4": 0.389, "Y4": 0.61033, "page": 0}, {"Word": "\"It's malignant!\"", "Confidence": 0.641, "X1": 0.701, "Y1": 0.59888, "X2": 0.788, "Y2": 0.59868, "X3": 0.788, "Y3": 0.61296, "X4": 0.701, "Y4": 0.61164, "page": 0}, {"Word": "they were talking about.", "Confidence": 0.8525, "X1": 0.054, "Y1": 0.61204, "X2": 0.177, "Y2": 0.61184, "X3": 0.177, "Y3": 0.62743, "X4": 0.054, "Y4": 0.62743, "page": 0}, {"Word": "the hospital at 168th st. and Broadway, declared to an inter-", "Confidence": 0.95409, "X1": 0.367, "Y1": 0.61073, "X2": 0.666, "Y2": 0.61053, "X3": 0.666, "Y3": 0.6248, "X4": 0.367, "Y4": 0.6248, "page": 0}, {"Word": "viewer:", "Confidence": 0.642, "X1": 0.368, "Y1": 0.62652, "X2": 0.404, "Y2": 0.62632, "X3": 0.404, "Y3": 0.63796, "X4": 0.367, "Y4": 0.63796, "page": 0}, {"Word": "Within five minutes the news had been relayed to every-", "Confidence": 0.9371, "X1": 0.702, "Y1": 0.61204, "X2": 0.983, "Y2": 0.61184, "X3": 0.983, "Y3": 0.62875, "X4": 0.702, "Y4": 0.62743, "page": 0}, {"Word": "one In the huge hospital.", "Confidence": 0.9014, "X1": 0.681, "Y1": 0.62783, "X2": 0.806, "Y2": 0.62763, "X3": 0.806, "Y3": 0.64191, "X4": 0.681, "Y4": 0.64059, "page": 0}, {"Word": "TI087801", "Confidence": 0.329, "X1": 0.012, "Y1": 0.99362, "X2": 0.012, "Y2": 0.99342, "X3": 0.0, "Y3": 0.99322, "X4": 0.0, "Y4": 0.89454, "page": 0}], "words_data": [{"Word": ".....", "Confidence": 0.603, "X1": 0.309, "Y1": 0.05678, "X2": 0.415, "Y2": 0.05658, "X3": 0.415, "Y3": 0.07348, "X4": 0.31, "Y4": 0.07743, "page": 0, "Index": 0}, {"Word": "...", "Confidence": 0.679, "X1": 0.438, "Y1": 0.05678, "X2": 0.456, "Y2": 0.05658, "X3": 0.456, "Y3": 0.06954, "X4": 0.438, "Y4": 0.06954, "page": 0, "Index": 1}, {"Word": "..", "Confidence": 0.856, "X1": 0.473, "Y1": 0.05678, "X2": 0.484, "Y2": 0.05658, "X3": 0.485, "Y3": 0.06954, "X4": 0.474, "Y4": 0.07085, "page": 0, "Index": 2}, {"Word": "30", "Confidence": 0.959, "X1": 0.552, "Y1": 0.05152, "X2": 0.577, "Y2": 0.05132, "X3": 0.578, "Y3": 0.07348, "X4": 0.553, "Y4": 0.0748, "page": 0, "Index": 3}, {"Word": "-59", "Confidence": 0.357, "X1": 0.587, "Y1": 0.05415, "X2": 0.64, "Y2": 0.05395, "X3": 0.639, "Y3": 0.07875, "X4": 0.587, "Y4": 0.07348, "page": 0, "Index": 4}, {"Word": "Echoes", "Confidence": 0.997, "X1": 0.246, "Y1": 0.33573, "X2": 0.399, "Y2": 0.33553, "X3": 0.398, "Y3": 0.39717, "X4": 0.245, "Y4": 0.39848, "page": 0, "Index": 5}, {"Word": "Word:", "Confidence": 0.995, "X1": 0.421, "Y1": 0.33441, "X2": 0.566, "Y2": 0.33421, "X3": 0.565, "Y3": 0.39717, "X4": 0.42, "Y4": 0.39717, "page": 0, "Index": 6}, {"Word": "Hospital", "Confidence": 0.797, "X1": 0.056, "Y1": 0.33836, "X2": 0.236, "Y2": 0.33816, "X3": 0.235, "Y3": 0.39848, "X4": 0.056, "Y4": 0.40112, "page": 0, "Index": 7}, {"Word": "'It's", "Confidence": 0.835, "X1": 0.575, "Y1": 0.33441, "X2": 0.651, "Y2": 0.33421, "X3": 0.65, "Y3": 0.39848, "X4": 0.574, "Y4": 0.39848, "page": 0, "Index": 8}, {"Word": "Malignant!'", "Confidence": 0.958, "X1": 0.67, "Y1": 0.33967, "X2": 0.901, "Y2": 0.33947, "X3": 0.9, "Y3": 0.40243, "X4": 0.669, "Y4": 0.39848, "page": 0, "Index": 9}, {"Word": "'By.", "Confidence": 0.485, "X1": 0.122, "Y1": 0.40678, "X2": 0.147, "Y2": 0.40658, "X3": 0.147, "Y3": 0.42612, "X4": 0.122, "Y4": 0.42743, "page": 0, "Index": 10}, {"Word": "WILLIAM", "Confidence": 0.991, "X1": 0.15, "Y1": 0.40415, "X2": 0.201, "Y2": 0.40395, "X3": 0.201, "Y3": 0.42348, "X4": 0.15, "Y4": 0.42612, "page": 0, "Index": 11}, {"Word": "McCULLAM", "Confidence": 0.662, "X1": 0.208, "Y1": 0.40283, "X2": 0.273, "Y2": 0.40263, "X3": 0.273, "Y3": 0.42348, "X4": 0.208, "Y4": 0.42348, "page": 0, "Index": 12}, {"Word": "The", "Confidence": 0.994, "X1": 0.387, "Y1": 0.40678, "X2": 0.409, "Y2": 0.40658, "X3": 0.409, "Y3": 0.4248, "X4": 0.387, "Y4": 0.4248, "page": 0, "Index": 13}, {"Word": "news", "Confidence": 0.982, "X1": 0.412, "Y1": 0.40678, "X2": 0.439, "Y2": 0.40658, "X3": 0.44, "Y3": 0.42348, "X4": 0.412, "Y4": 0.42348, "page": 0, "Index": 14}, {"Word": "about", "Confidence": 0.991, "X1": 0.442, "Y1": 0.40678, "X2": 0.473, "Y2": 0.40658, "X3": 0.474, "Y3": 0.42217, "X4": 0.442, "Y4": 0.42348, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.476, "Y1": 0.40678, "X2": 0.495, "Y2": 0.40658, "X3": 0.495, "Y3": 0.42217, "X4": 0.476, "Y4": 0.42217, "page": 0, "Index": 16}, {"Word": "famed", "Confidence": 0.993, "X1": 0.499, "Y1": 0.40678, "X2": 0.531, "Y2": 0.40658, "X3": 0.531, "Y3": 0.42217, "X4": 0.499, "Y4": 0.42217, "page": 0, "Index": 17}, {"Word": "television", "Confidence": 0.941, "X1": 0.536, "Y1": 0.40678, "X2": 0.582, "Y2": 0.40658, "X3": 0.583, "Y3": 0.42217, "X4": 0.536, "Y4": 0.42217, "page": 0, "Index": 18}, {"Word": "and", "Confidence": 0.998, "X1": 0.588, "Y1": 0.40678, "X2": 0.609, "Y2": 0.40658, "X3": 0.609, "Y3": 0.42217, "X4": 0.589, "Y4": 0.42217, "page": 0, "Index": 19}, {"Word": "radio", "Confidence": 0.627, "X1": 0.613, "Y1": 0.40546, "X2": 0.641, "Y2": 0.40526, "X3": 0.642, "Y3": 0.42217, "X4": 0.613, "Y4": 0.42217, "page": 0, "Index": 20}, {"Word": "per-", "Confidence": 0.991, "X1": 0.645, "Y1": 0.40546, "X2": 0.667, "Y2": 0.40526, "X3": 0.668, "Y3": 0.42348, "X4": 0.646, "Y4": 0.42348, "page": 0, "Index": 21}, {"Word": "\"Everybody", "Confidence": 0.885, "X1": 0.704, "Y1": 0.40809, "X2": 0.76, "Y2": 0.40789, "X3": 0.759, "Y3": 0.42217, "X4": 0.703, "Y4": 0.42217, "page": 0, "Index": 22}, {"Word": "on", "Confidence": 0.949, "X1": 0.762, "Y1": 0.40809, "X2": 0.775, "Y2": 0.40789, "X3": 0.774, "Y3": 0.42217, "X4": 0.761, "Y4": 0.42217, "page": 0, "Index": 23}, {"Word": "this", "Confidence": 0.988, "X1": 0.778, "Y1": 0.40809, "X2": 0.798, "Y2": 0.40789, "X3": 0.798, "Y3": 0.42348, "X4": 0.778, "Y4": 0.42217, "page": 0, "Index": 24}, {"Word": "floor", "Confidence": 0.901, "X1": 0.801, "Y1": 0.40809, "X2": 0.825, "Y2": 0.40789, "X3": 0.825, "Y3": 0.42348, "X4": 0.8, "Y4": 0.42348, "page": 0, "Index": 25}, {"Word": "is", "Confidence": 0.998, "X1": 0.828, "Y1": 0.40809, "X2": 0.838, "Y2": 0.40789, "X3": 0.838, "Y3": 0.42348, "X4": 0.827, "Y4": 0.42348, "page": 0, "Index": 26}, {"Word": "holding", "Confidence": 0.899, "X1": 0.84, "Y1": 0.40809, "X2": 0.878, "Y2": 0.40789, "X3": 0.878, "Y3": 0.42348, "X4": 0.84, "Y4": 0.42348, "page": 0, "Index": 27}, {"Word": "their", "Confidence": 0.633, "X1": 0.881, "Y1": 0.40809, "X2": 0.906, "Y2": 0.40789, "X3": 0.907, "Y3": 0.42348, "X4": 0.881, "Y4": 0.42348, "page": 0, "Index": 28}, {"Word": "breath", "Confidence": 0.983, "X1": 0.909, "Y1": 0.40809, "X2": 0.941, "Y2": 0.40789, "X3": 0.942, "Y3": 0.42348, "X4": 0.909, "Y4": 0.42348, "page": 0, "Index": 29}, {"Word": "for", "Confidence": 0.991, "X1": 0.944, "Y1": 0.40941, "X2": 0.96, "Y2": 0.40921, "X3": 0.961, "Y3": 0.42348, "X4": 0.945, "Y4": 0.42348, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.809, "X1": 0.963, "Y1": 0.40941, "X2": 0.98, "Y2": 0.40921, "X3": 0.981, "Y3": 0.42348, "X4": 0.963, "Y4": 0.42348, "page": 0, "Index": 31}, {"Word": "m.", "Confidence": 0.935, "X1": 0.321, "Y1": 0.42388, "X2": 0.334, "Y2": 0.42368, "X3": 0.333, "Y3": 0.43796, "X4": 0.32, "Y4": 0.43927, "page": 0, "Index": 32}, {"Word": "to-", "Confidence": 0.64, "X1": 0.336, "Y1": 0.42388, "X2": 0.352, "Y2": 0.42368, "X3": 0.352, "Y3": 0.43796, "X4": 0.336, "Y4": 0.43796, "page": 0, "Index": 33}, {"Word": "'", "Confidence": 0.606, "X1": 0.354, "Y1": 0.42388, "X2": 0.361, "Y2": 0.42368, "X3": 0.361, "Y3": 0.43796, "X4": 0.354, "Y4": 0.43796, "page": 0, "Index": 34}, {"Word": "sonality-star", "Confidence": 0.658, "X1": 0.366, "Y1": 0.42257, "X2": 0.435, "Y2": 0.42237, "X3": 0.435, "Y3": 0.43796, "X4": 0.366, "Y4": 0.43796, "page": 0, "Index": 35}, {"Word": "patient", "Confidence": 0.853, "X1": 0.438, "Y1": 0.42257, "X2": 0.476, "Y2": 0.42237, "X3": 0.476, "Y3": 0.43664, "X4": 0.438, "Y4": 0.43796, "page": 0, "Index": 36}, {"Word": "in", "Confidence": 0.998, "X1": 0.478, "Y1": 0.42257, "X2": 0.489, "Y2": 0.42237, "X3": 0.489, "Y3": 0.43664, "X4": 0.478, "Y4": 0.43664, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.998, "X1": 0.494, "Y1": 0.42257, "X2": 0.511, "Y2": 0.42237, "X3": 0.511, "Y3": 0.43664, "X4": 0.494, "Y4": 0.43664, "page": 0, "Index": 38}, {"Word": "hospital's", "Confidence": 0.878, "X1": 0.514, "Y1": 0.42257, "X2": 0.563, "Y2": 0.42237, "X3": 0.563, "Y3": 0.43664, "X4": 0.514, "Y4": 0.43664, "page": 0, "Index": 39}, {"Word": "Harkness", "Confidence": 0.991, "X1": 0.565, "Y1": 0.42125, "X2": 0.614, "Y2": 0.42105, "X3": 0.614, "Y3": 0.43533, "X4": 0.565, "Y4": 0.43664, "page": 0, "Index": 40}, {"Word": "Pavilion-", "Confidence": 0.118, "X1": 0.616, "Y1": 0.42125, "X2": 0.663, "Y2": 0.42105, "X3": 0.663, "Y3": 0.43533, "X4": 0.616, "Y4": 0.43533, "page": 0, "Index": 41}, {"Word": "news.", "Confidence": 0.874, "X1": 0.682, "Y1": 0.42388, "X2": 0.71, "Y2": 0.42368, "X3": 0.709, "Y3": 0.43664, "X4": 0.681, "Y4": 0.43664, "page": 0, "Index": 42}, {"Word": "Some", "Confidence": 0.982, "X1": 0.712, "Y1": 0.42257, "X2": 0.738, "Y2": 0.42237, "X3": 0.738, "Y3": 0.43664, "X4": 0.711, "Y4": 0.43664, "page": 0, "Index": 43}, {"Word": "of", "Confidence": 0.997, "X1": 0.74, "Y1": 0.42257, "X2": 0.752, "Y2": 0.42237, "X3": 0.751, "Y3": 0.43664, "X4": 0.74, "Y4": 0.43664, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.754, "Y1": 0.42257, "X2": 0.771, "Y2": 0.42237, "X3": 0.77, "Y3": 0.43664, "X4": 0.753, "Y4": 0.43664, "page": 0, "Index": 45}, {"Word": "girls", "Confidence": 0.962, "X1": 0.773, "Y1": 0.42257, "X2": 0.795, "Y2": 0.42237, "X3": 0.795, "Y3": 0.43664, "X4": 0.773, "Y4": 0.43664, "page": 0, "Index": 46}, {"Word": "are", "Confidence": 0.998, "X1": 0.798, "Y1": 0.42257, "X2": 0.814, "Y2": 0.42237, "X3": 0.813, "Y3": 0.43664, "X4": 0.797, "Y4": 0.43664, "page": 0, "Index": 47}, {"Word": "going", "Confidence": 0.679, "X1": 0.816, "Y1": 0.42257, "X2": 0.843, "Y2": 0.42237, "X3": 0.843, "Y3": 0.43796, "X4": 0.816, "Y4": 0.43796, "page": 0, "Index": 48}, {"Word": "around", "Confidence": 0.991, "X1": 0.846, "Y1": 0.42257, "X2": 0.881, "Y2": 0.42237, "X3": 0.881, "Y3": 0.43796, "X4": 0.846, "Y4": 0.43796, "page": 0, "Index": 49}, {"Word": "asking", "Confidence": 0.834, "X1": 0.884, "Y1": 0.42388, "X2": 0.916, "Y2": 0.42368, "X3": 0.916, "Y3": 0.43796, "X4": 0.884, "Y4": 0.43796, "page": 0, "Index": 50}, {"Word": "If", "Confidence": 0.886, "X1": 0.918, "Y1": 0.42388, "X2": 0.928, "Y2": 0.42368, "X3": 0.927, "Y3": 0.43796, "X4": 0.918, "Y4": 0.43796, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.861, "X1": 0.93, "Y1": 0.42388, "X2": 0.947, "Y2": 0.42368, "X3": 0.947, "Y3": 0.43796, "X4": 0.929, "Y4": 0.43796, "page": 0, "Index": 52}, {"Word": "others", "Confidence": 0.66, "X1": 0.949, "Y1": 0.42388, "X2": 0.981, "Y2": 0.42368, "X3": 0.981, "Y3": 0.43796, "X4": 0.949, "Y4": 0.43796, "page": 0, "Index": 53}, {"Word": "tenmon", "Confidence": 0.659, "X1": 0.125, "Y1": 0.42652, "X2": 0.16, "Y2": 0.42632, "X3": 0.16, "Y3": 0.44059, "X4": 0.125, "Y4": 0.44059, "page": 0, "Index": 54}, {"Word": "exploded", "Confidence": 0.992, "X1": 0.163, "Y1": 0.4252, "X2": 0.205, "Y2": 0.425, "X3": 0.204, "Y3": 0.44059, "X4": 0.162, "Y4": 0.44059, "page": 0, "Index": 55}, {"Word": "like", "Confidence": 0.622, "X1": 0.207, "Y1": 0.4252, "X2": 0.226, "Y2": 0.425, "X3": 0.226, "Y3": 0.43927, "X4": 0.207, "Y4": 0.44059, "page": 0, "Index": 56}, {"Word": "a", "Confidence": 0.974, "X1": 0.228, "Y1": 0.4252, "X2": 0.235, "Y2": 0.425, "X3": 0.235, "Y3": 0.43927, "X4": 0.228, "Y4": 0.43927, "page": 0, "Index": 57}, {"Word": "bomb", "Confidence": 0.989, "X1": 0.238, "Y1": 0.4252, "X2": 0.265, "Y2": 0.425, "X3": 0.265, "Y3": 0.43927, "X4": 0.238, "Y4": 0.43927, "page": 0, "Index": 58}, {"Word": "at", "Confidence": 0.886, "X1": 0.267, "Y1": 0.4252, "X2": 0.279, "Y2": 0.425, "X3": 0.278, "Y3": 0.43927, "X4": 0.267, "Y4": 0.43927, "page": 0, "Index": 59}, {"Word": "10:30", "Confidence": 0.97, "X1": 0.281, "Y1": 0.42388, "X2": 0.307, "Y2": 0.42368, "X3": 0.307, "Y3": 0.43927, "X4": 0.28, "Y4": 0.43927, "page": 0, "Index": 60}, {"Word": "a.", "Confidence": 0.611, "X1": 0.309, "Y1": 0.42388, "X2": 0.318, "Y2": 0.42368, "X3": 0.318, "Y3": 0.43927, "X4": 0.309, "Y4": 0.43927, "page": 0, "Index": 61}, {"Word": "Sex,", "Confidence": 0.002, "X1": 0.065, "Y1": 0.44362, "X2": 0.082, "Y2": 0.44342, "X3": 0.082, "Y3": 0.45769, "X4": 0.065, "Y4": 0.45769, "page": 0, "Index": 62}, {"Word": "Eegytwo.", "Confidence": 0.319, "X1": 0.084, "Y1": 0.44231, "X2": 0.127, "Y2": 0.44211, "X3": 0.127, "Y3": 0.45638, "X4": 0.084, "Y4": 0.45769, "page": 0, "Index": 63}, {"Word": "fateful", "Confidence": 0.455, "X1": 0.129, "Y1": 0.44099, "X2": 0.165, "Y2": 0.44079, "X3": 0.165, "Y3": 0.45638, "X4": 0.129, "Y4": 0.45638, "page": 0, "Index": 64}, {"Word": "words", "Confidence": 0.813, "X1": 0.167, "Y1": 0.44099, "X2": 0.198, "Y2": 0.44079, "X3": 0.198, "Y3": 0.45506, "X4": 0.167, "Y4": 0.45638, "page": 0, "Index": 65}, {"Word": "were", "Confidence": 0.983, "X1": 0.201, "Y1": 0.43967, "X2": 0.225, "Y2": 0.43947, "X3": 0.225, "Y3": 0.45506, "X4": 0.202, "Y4": 0.45506, "page": 0, "Index": 66}, {"Word": "uttered", "Confidence": 0.991, "X1": 0.229, "Y1": 0.43967, "X2": 0.264, "Y2": 0.43947, "X3": 0.264, "Y3": 0.45506, "X4": 0.228, "Y4": 0.45506, "page": 0, "Index": 67}, {"Word": "in", "Confidence": 0.997, "X1": 0.269, "Y1": 0.44099, "X2": 0.28, "Y2": 0.44079, "X3": 0.28, "Y3": 0.45506, "X4": 0.269, "Y4": 0.45506, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.285, "Y1": 0.44099, "X2": 0.302, "Y2": 0.44079, "X3": 0.302, "Y3": 0.45506, "X4": 0.285, "Y4": 0.45506, "page": 0, "Index": 69}, {"Word": "Columbia", "Confidence": 0.636, "X1": 0.306, "Y1": 0.44231, "X2": 0.353, "Y2": 0.44211, "X3": 0.353, "Y3": 0.45506, "X4": 0.306, "Y4": 0.45506, "page": 0, "Index": 70}, {"Word": "confirmed", "Confidence": 0.873, "X1": 0.366, "Y1": 0.43573, "X2": 0.415, "Y2": 0.43553, "X3": 0.415, "Y3": 0.45112, "X4": 0.366, "Y4": 0.45112, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.994, "X1": 0.419, "Y1": 0.43573, "X2": 0.436, "Y2": 0.43553, "X3": 0.436, "Y3": 0.45112, "X4": 0.418, "Y4": 0.45112, "page": 0, "Index": 72}, {"Word": "fears", "Confidence": 0.884, "X1": 0.439, "Y1": 0.43573, "X2": 0.465, "Y2": 0.43553, "X3": 0.465, "Y3": 0.4498, "X4": 0.439, "Y4": 0.45112, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.998, "X1": 0.467, "Y1": 0.43573, "X2": 0.479, "Y2": 0.43553, "X3": 0.479, "Y3": 0.4498, "X4": 0.467, "Y4": 0.4498, "page": 0, "Index": 74}, {"Word": "all", "Confidence": 0.988, "X1": 0.481, "Y1": 0.43573, "X2": 0.496, "Y2": 0.43553, "X3": 0.496, "Y3": 0.4498, "X4": 0.481, "Y4": 0.4498, "page": 0, "Index": 75}, {"Word": "who", "Confidence": 0.998, "X1": 0.498, "Y1": 0.43573, "X2": 0.52, "Y2": 0.43553, "X3": 0.52, "Y3": 0.4498, "X4": 0.498, "Y4": 0.4498, "page": 0, "Index": 76}, {"Word": "heard", "Confidence": 0.942, "X1": 0.522, "Y1": 0.43704, "X2": 0.549, "Y2": 0.43684, "X3": 0.549, "Y3": 0.4498, "X4": 0.522, "Y4": 0.4498, "page": 0, "Index": 77}, {"Word": "..", "Confidence": 0.256, "X1": 0.551, "Y1": 0.43704, "X2": 0.558, "Y2": 0.43684, "X3": 0.558, "Y3": 0.4498, "X4": 0.551, "Y4": 0.4498, "page": 0, "Index": 78}, {"Word": ".", "Confidence": 0.839, "X1": 0.56, "Y1": 0.43704, "X2": 0.567, "Y2": 0.43684, "X3": 0.567, "Y3": 0.4498, "X4": 0.56, "Y4": 0.4498, "page": 0, "Index": 79}, {"Word": "have", "Confidence": 0.942, "X1": 0.683, "Y1": 0.43704, "X2": 0.706, "Y2": 0.43684, "X3": 0.705, "Y3": 0.45112, "X4": 0.682, "Y4": 0.45112, "page": 0, "Index": 80}, {"Word": "prayed", "Confidence": 0.997, "X1": 0.709, "Y1": 0.43704, "X2": 0.742, "Y2": 0.43684, "X3": 0.742, "Y3": 0.45112, "X4": 0.708, "Y4": 0.45112, "page": 0, "Index": 81}, {"Word": "for", "Confidence": 0.998, "X1": 0.746, "Y1": 0.43836, "X2": 0.762, "Y2": 0.43816, "X3": 0.762, "Y3": 0.45112, "X4": 0.745, "Y4": 0.45112, "page": 0, "Index": 82}, {"Word": "him.", "Confidence": 0.851, "X1": 0.765, "Y1": 0.43836, "X2": 0.791, "Y2": 0.43816, "X3": 0.791, "Y3": 0.45112, "X4": 0.765, "Y4": 0.45112, "page": 0, "Index": 83}, {"Word": "Ever", "Confidence": 0.993, "X1": 0.389, "Y1": 0.45152, "X2": 0.411, "Y2": 0.45132, "X3": 0.41, "Y3": 0.46427, "X4": 0.388, "Y4": 0.46427, "page": 0, "Index": 84}, {"Word": "since", "Confidence": 0.628, "X1": 0.413, "Y1": 0.4502, "X2": 0.439, "Y2": 0.45, "X3": 0.438, "Y3": 0.46427, "X4": 0.412, "Y4": 0.46427, "page": 0, "Index": 85}, {"Word": "Godfrey", "Confidence": 0.678, "X1": 0.441, "Y1": 0.4502, "X2": 0.482, "Y2": 0.45, "X3": 0.481, "Y3": 0.46427, "X4": 0.44, "Y4": 0.46427, "page": 0, "Index": 86}, {"Word": "was", "Confidence": 0.994, "X1": 0.484, "Y1": 0.4502, "X2": 0.504, "Y2": 0.45, "X3": 0.504, "Y3": 0.46427, "X4": 0.484, "Y4": 0.46427, "page": 0, "Index": 87}, {"Word": "wheeled", "Confidence": 0.993, "X1": 0.506, "Y1": 0.4502, "X2": 0.545, "Y2": 0.45, "X3": 0.544, "Y3": 0.46427, "X4": 0.506, "Y4": 0.46427, "page": 0, "Index": 88}, {"Word": "into", "Confidence": 0.968, "X1": 0.548, "Y1": 0.4502, "X2": 0.568, "Y2": 0.45, "X3": 0.568, "Y3": 0.46427, "X4": 0.547, "Y4": 0.46427, "page": 0, "Index": 89}, {"Word": "the", "Confidence": 0.998, "X1": 0.571, "Y1": 0.4502, "X2": 0.588, "Y2": 0.45, "X3": 0.588, "Y3": 0.46427, "X4": 0.571, "Y4": 0.46427, "page": 0, "Index": 90}, {"Word": "operating", "Confidence": 0.958, "X1": 0.59, "Y1": 0.45152, "X2": 0.638, "Y2": 0.45132, "X3": 0.638, "Y3": 0.46427, "X4": 0.59, "Y4": 0.46427, "page": 0, "Index": 91}, {"Word": "room", "Confidence": 0.988, "X1": 0.64, "Y1": 0.45152, "X2": 0.662, "Y2": 0.45132, "X3": 0.662, "Y3": 0.46427, "X4": 0.64, "Y4": 0.46427, "page": 0, "Index": 92}, {"Word": "\"This", "Confidence": 0.994, "X1": 0.702, "Y1": 0.45152, "X2": 0.731, "Y2": 0.45132, "X3": 0.731, "Y3": 0.46559, "X4": 0.702, "Y4": 0.46559, "page": 0, "Index": 93}, {"Word": "suspense", "Confidence": 0.991, "X1": 0.733, "Y1": 0.45283, "X2": 0.776, "Y2": 0.45263, "X3": 0.776, "Y3": 0.46691, "X4": 0.733, "Y4": 0.46559, "page": 0, "Index": 94}, {"Word": "is", "Confidence": 0.993, "X1": 0.779, "Y1": 0.45283, "X2": 0.789, "Y2": 0.45263, "X3": 0.789, "Y3": 0.46691, "X4": 0.778, "Y4": 0.46691, "page": 0, "Index": 95}, {"Word": "just", "Confidence": 0.97, "X1": 0.791, "Y1": 0.45152, "X2": 0.812, "Y2": 0.45132, "X3": 0.811, "Y3": 0.46691, "X4": 0.791, "Y4": 0.46691, "page": 0, "Index": 96}, {"Word": "awful.\"", "Confidence": 0.743, "X1": 0.814, "Y1": 0.45152, "X2": 0.851, "Y2": 0.45132, "X3": 0.85, "Y3": 0.46691, "X4": 0.813, "Y4": 0.46691, "page": 0, "Index": 97}, {"Word": "Han'Medical", "Confidence": 0.21, "X1": 0.095, "Y1": 0.45546, "X2": 0.159, "Y2": 0.45526, "X3": 0.159, "Y3": 0.46954, "X4": 0.095, "Y4": 0.46954, "page": 0, "Index": 98}, {"Word": "Center:", "Confidence": 0.809, "X1": 0.161, "Y1": 0.45546, "X2": 0.2, "Y2": 0.45526, "X3": 0.2, "Y3": 0.46954, "X4": 0.161, "Y4": 0.46954, "page": 0, "Index": 99}, {"Word": "ilignant!\"", "Confidence": 0.143, "X1": 0.111, "Y1": 0.46994, "X2": 0.159, "Y2": 0.46974, "X3": 0.159, "Y3": 0.48269, "X4": 0.111, "Y4": 0.48269, "page": 0, "Index": 100}, {"Word": "at", "Confidence": 0.82, "X1": 0.369, "Y1": 0.46599, "X2": 0.38, "Y2": 0.46579, "X3": 0.379, "Y3": 0.48138, "X4": 0.368, "Y4": 0.48138, "page": 0, "Index": 101}, {"Word": "7:25", "Confidence": 0.97, "X1": 0.382, "Y1": 0.46599, "X2": 0.404, "Y2": 0.46579, "X3": 0.403, "Y3": 0.48006, "X4": 0.382, "Y4": 0.48006, "page": 0, "Index": 102}, {"Word": "a.'m", "Confidence": 0.623, "X1": 0.406, "Y1": 0.46599, "X2": 0.425, "Y2": 0.46579, "X3": 0.425, "Y3": 0.48006, "X4": 0.406, "Y4": 0.48006, "page": 0, "Index": 103}, {"Word": ".,", "Confidence": 0.97, "X1": 0.428, "Y1": 0.46599, "X2": 0.434, "Y2": 0.46579, "X3": 0.434, "Y3": 0.48006, "X4": 0.428, "Y4": 0.48006, "page": 0, "Index": 104}, {"Word": "his", "Confidence": 0.995, "X1": 0.437, "Y1": 0.46599, "X2": 0.453, "Y2": 0.46579, "X3": 0.453, "Y3": 0.48006, "X4": 0.436, "Y4": 0.48006, "page": 0, "Index": 105}, {"Word": "condition", "Confidence": 0.946, "X1": 0.455, "Y1": 0.46467, "X2": 0.501, "Y2": 0.46447, "X3": 0.501, "Y3": 0.48006, "X4": 0.455, "Y4": 0.48006, "page": 0, "Index": 106}, {"Word": "was", "Confidence": 0.991, "X1": 0.506, "Y1": 0.46467, "X2": 0.525, "Y2": 0.46447, "X3": 0.525, "Y3": 0.48006, "X4": 0.505, "Y4": 0.48006, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.998, "X1": 0.527, "Y1": 0.46467, "X2": 0.545, "Y2": 0.46447, "X3": 0.545, "Y3": 0.48006, "X4": 0.527, "Y4": 0.48006, "page": 0, "Index": 108}, {"Word": "concern", "Confidence": 0.656, "X1": 0.548, "Y1": 0.46467, "X2": 0.586, "Y2": 0.46447, "X3": 0.585, "Y3": 0.48006, "X4": 0.547, "Y4": 0.48006, "page": 0, "Index": 109}, {"Word": "of", "Confidence": 0.998, "X1": 0.589, "Y1": 0.46467, "X2": 0.602, "Y2": 0.46447, "X3": 0.601, "Y3": 0.48006, "X4": 0.588, "Y4": 0.48006, "page": 0, "Index": 110}, {"Word": "patients", "Confidence": 0.889, "X1": 0.604, "Y1": 0.46599, "X2": 0.645, "Y2": 0.46579, "X3": 0.645, "Y3": 0.48006, "X4": 0.603, "Y4": 0.48006, "page": 0, "Index": 111}, {"Word": "and", "Confidence": 0.998, "X1": 0.647, "Y1": 0.46599, "X2": 0.667, "Y2": 0.46579, "X3": 0.666, "Y3": 0.47875, "X4": 0.647, "Y4": 0.48006, "page": 0, "Index": 112}, {"Word": ".", "Confidence": 0.022, "X1": 0.697, "Y1": 0.46599, "X2": 0.701, "Y2": 0.46579, "X3": 0.7, "Y3": 0.48006, "X4": 0.696, "Y4": 0.48006, "page": 0, "Index": 113}, {"Word": "As", "Confidence": 0.991, "X1": 0.703, "Y1": 0.46599, "X2": 0.715, "Y2": 0.46579, "X3": 0.714, "Y3": 0.48006, "X4": 0.702, "Y4": 0.48006, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.998, "X1": 0.717, "Y1": 0.46599, "X2": 0.733, "Y2": 0.46579, "X3": 0.732, "Y3": 0.48006, "X4": 0.716, "Y4": 0.48006, "page": 0, "Index": 115}, {"Word": "hands", "Confidence": 0.997, "X1": 0.735, "Y1": 0.46599, "X2": 0.765, "Y2": 0.46579, "X3": 0.765, "Y3": 0.48006, "X4": 0.735, "Y4": 0.48006, "page": 0, "Index": 116}, {"Word": "of", "Confidence": 0.997, "X1": 0.767, "Y1": 0.46599, "X2": 0.778, "Y2": 0.46579, "X3": 0.777, "Y3": 0.48006, "X4": 0.767, "Y4": 0.48006, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.986, "X1": 0.78, "Y1": 0.46599, "X2": 0.797, "Y2": 0.46579, "X3": 0.796, "Y3": 0.48138, "X4": 0.779, "Y4": 0.48006, "page": 0, "Index": 118}, {"Word": "clock", "Confidence": 0.774, "X1": 0.799, "Y1": 0.46731, "X2": 0.825, "Y2": 0.46711, "X3": 0.824, "Y3": 0.48138, "X4": 0.799, "Y4": 0.48138, "page": 0, "Index": 119}, {"Word": "went", "Confidence": 0.981, "X1": 0.827, "Y1": 0.46731, "X2": 0.851, "Y2": 0.46711, "X3": 0.85, "Y3": 0.48138, "X4": 0.827, "Y4": 0.48138, "page": 0, "Index": 120}, {"Word": "slowly", "Confidence": 0.964, "X1": 0.853, "Y1": 0.46731, "X2": 0.884, "Y2": 0.46711, "X3": 0.883, "Y3": 0.48138, "X4": 0.852, "Y4": 0.48138, "page": 0, "Index": 121}, {"Word": "creeping", "Confidence": 0.991, "X1": 0.886, "Y1": 0.46731, "X2": 0.927, "Y2": 0.46711, "X3": 0.927, "Y3": 0.48269, "X4": 0.885, "Y4": 0.48138, "page": 0, "Index": 122}, {"Word": "from", "Confidence": 0.948, "X1": 0.929, "Y1": 0.46731, "X2": 0.95, "Y2": 0.46711, "X3": 0.95, "Y3": 0.48269, "X4": 0.929, "Y4": 0.48269, "page": 0, "Index": 123}, {"Word": "hour", "Confidence": 0.984, "X1": 0.956, "Y1": 0.46862, "X2": 0.98, "Y2": 0.46842, "X3": 0.98, "Y3": 0.48269, "X4": 0.955, "Y4": 0.48269, "page": 0, "Index": 124}, {"Word": "staff", "Confidence": 0.67, "X1": 0.368, "Y1": 0.48178, "X2": 0.392, "Y2": 0.48158, "X3": 0.392, "Y3": 0.49454, "X4": 0.367, "Y4": 0.49454, "page": 0, "Index": 125}, {"Word": "alike.", "Confidence": 0.643, "X1": 0.395, "Y1": 0.48046, "X2": 0.423, "Y2": 0.48026, "X3": 0.423, "Y3": 0.49322, "X4": 0.394, "Y4": 0.49454, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.995, "X1": 0.682, "Y1": 0.48178, "X2": 0.691, "Y2": 0.48158, "X3": 0.69, "Y3": 0.49454, "X4": 0.681, "Y4": 0.49454, "page": 0, "Index": 127}, {"Word": "hour", "Confidence": 0.601, "X1": 0.693, "Y1": 0.48178, "X2": 0.717, "Y2": 0.48158, "X3": 0.717, "Y3": 0.49454, "X4": 0.692, "Y4": 0.49454, "page": 0, "Index": 128}, {"Word": "in", "Confidence": 0.905, "X1": 0.719, "Y1": 0.48178, "X2": 0.73, "Y2": 0.48158, "X3": 0.729, "Y3": 0.49454, "X4": 0.719, "Y4": 0.49454, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.733, "Y1": 0.48178, "X2": 0.75, "Y2": 0.48158, "X3": 0.749, "Y3": 0.49585, "X4": 0.732, "Y4": 0.49454, "page": 0, "Index": 130}, {"Word": "office", "Confidence": 0.847, "X1": 0.752, "Y1": 0.48178, "X2": 0.781, "Y2": 0.48158, "X3": 0.78, "Y3": 0.49585, "X4": 0.752, "Y4": 0.49585, "page": 0, "Index": 131}, {"Word": "of", "Confidence": 0.998, "X1": 0.783, "Y1": 0.48178, "X2": 0.794, "Y2": 0.48158, "X3": 0.794, "Y3": 0.49585, "X4": 0.782, "Y4": 0.49585, "page": 0, "Index": 132}, {"Word": "Stewart,", "Confidence": 0.854, "X1": 0.797, "Y1": 0.48178, "X2": 0.839, "Y2": 0.48158, "X3": 0.838, "Y3": 0.49585, "X4": 0.796, "Y4": 0.49585, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.993, "X1": 0.841, "Y1": 0.48178, "X2": 0.858, "Y2": 0.48158, "X3": 0.857, "Y3": 0.49585, "X4": 0.84, "Y4": 0.49585, "page": 0, "Index": 134}, {"Word": "public", "Confidence": 0.624, "X1": 0.86, "Y1": 0.48309, "X2": 0.891, "Y2": 0.48289, "X3": 0.89, "Y3": 0.49717, "X4": 0.86, "Y4": 0.49585, "page": 0, "Index": 135}, {"Word": "relations", "Confidence": 0.608, "X1": 0.893, "Y1": 0.48309, "X2": 0.937, "Y2": 0.48289, "X3": 0.937, "Y3": 0.49717, "X4": 0.893, "Y4": 0.49717, "page": 0, "Index": 136}, {"Word": "man", "Confidence": 0.645, "X1": 0.94, "Y1": 0.48309, "X2": 0.962, "Y2": 0.48289, "X3": 0.961, "Y3": 0.49717, "X4": 0.939, "Y4": 0.49717, "page": 0, "Index": 137}, {"Word": "sat", "Confidence": 0.956, "X1": 0.965, "Y1": 0.48441, "X2": 0.982, "Y2": 0.48421, "X3": 0.981, "Y3": 0.49717, "X4": 0.965, "Y4": 0.49717, "page": 0, "Index": 138}, {"Word": "4.More", "Confidence": 0.535, "X1": 0.065, "Y1": 0.48573, "X2": 0.099, "Y2": 0.48553, "X3": 0.099, "Y3": 0.49848, "X4": 0.065, "Y4": 0.49848, "page": 0, "Index": 139}, {"Word": "than", "Confidence": 0.955, "X1": 0.102, "Y1": 0.48441, "X2": 0.125, "Y2": 0.48421, "X3": 0.124, "Y3": 0.49848, "X4": 0.101, "Y4": 0.49848, "page": 0, "Index": 140}, {"Word": "25", "Confidence": 0.996, "X1": 0.128, "Y1": 0.48441, "X2": 0.139, "Y2": 0.48421, "X3": 0.138, "Y3": 0.49848, "X4": 0.128, "Y4": 0.49848, "page": 0, "Index": 141}, {"Word": "reporters,", "Confidence": 0.827, "X1": 0.141, "Y1": 0.48441, "X2": 0.189, "Y2": 0.48421, "X3": 0.189, "Y3": 0.49848, "X4": 0.14, "Y4": 0.49848, "page": 0, "Index": 142}, {"Word": "waiting", "Confidence": 0.823, "X1": 0.191, "Y1": 0.48441, "X2": 0.227, "Y2": 0.48421, "X3": 0.227, "Y3": 0.49848, "X4": 0.191, "Y4": 0.49848, "page": 0, "Index": 143}, {"Word": "for", "Confidence": 0.998, "X1": 0.23, "Y1": 0.48441, "X2": 0.246, "Y2": 0.48421, "X3": 0.246, "Y3": 0.49848, "X4": 0.229, "Y4": 0.49848, "page": 0, "Index": 144}, {"Word": "word", "Confidence": 0.991, "X1": 0.249, "Y1": 0.48441, "X2": 0.272, "Y2": 0.48421, "X3": 0.272, "Y3": 0.4998, "X4": 0.248, "Y4": 0.49848, "page": 0, "Index": 145}, {"Word": "on", "Confidence": 0.991, "X1": 0.275, "Y1": 0.48441, "X2": 0.288, "Y2": 0.48421, "X3": 0.287, "Y3": 0.4998, "X4": 0.275, "Y4": 0.4998, "page": 0, "Index": 146}, {"Word": "Arthur", "Confidence": 0.991, "X1": 0.291, "Y1": 0.48573, "X2": 0.325, "Y2": 0.48553, "X3": 0.324, "Y3": 0.4998, "X4": 0.29, "Y4": 0.4998, "page": 0, "Index": 147}, {"Word": "God-", "Confidence": 0.671, "X1": 0.327, "Y1": 0.48573, "X2": 0.353, "Y2": 0.48553, "X3": 0.353, "Y3": 0.4998, "X4": 0.326, "Y4": 0.4998, "page": 0, "Index": 148}, {"Word": "freyAllung", "Confidence": 0.236, "X1": 0.054, "Y1": 0.5002, "X2": 0.109, "Y2": 0.5, "X3": 0.109, "Y3": 0.51296, "X4": 0.054, "Y4": 0.51164, "page": 0, "Index": 149}, {"Word": "operation,", "Confidence": 0.643, "X1": 0.115, "Y1": 0.49888, "X2": 0.167, "Y2": 0.49868, "X3": 0.167, "Y3": 0.51296, "X4": 0.114, "Y4": 0.51296, "page": 0, "Index": 150}, {"Word": "daxbed", "Confidence": 0.659, "X1": 0.17, "Y1": 0.49888, "X2": 0.204, "Y2": 0.49868, "X3": 0.204, "Y3": 0.51296, "X4": 0.17, "Y4": 0.51296, "page": 0, "Index": 151}, {"Word": ",pell-mell.", "Confidence": 0.621, "X1": 0.206, "Y1": 0.49888, "X2": 0.257, "Y2": 0.49868, "X3": 0.257, "Y3": 0.51296, "X4": 0.206, "Y4": 0.51296, "page": 0, "Index": 152}, {"Word": "from", "Confidence": 0.723, "X1": 0.259, "Y1": 0.49888, "X2": 0.28, "Y2": 0.49868, "X3": 0.28, "Y3": 0.51296, "X4": 0.259, "Y4": 0.51296, "page": 0, "Index": 153}, {"Word": "..", "Confidence": 0.226, "X1": 0.283, "Y1": 0.49888, "X2": 0.288, "Y2": 0.49868, "X3": 0.288, "Y3": 0.51296, "X4": 0.283, "Y4": 0.51296, "page": 0, "Index": 154}, {"Word": "the.", "Confidence": 0.85, "X1": 0.29, "Y1": 0.5002, "X2": 0.311, "Y2": 0.5, "X3": 0.311, "Y3": 0.51296, "X4": 0.29, "Y4": 0.51296, "page": 0, "Index": 155}, {"Word": "crowded", "Confidence": 0.496, "X1": 0.313, "Y1": 0.5002, "X2": 0.353, "Y2": 0.5, "X3": 0.353, "Y3": 0.51296, "X4": 0.313, "Y4": 0.51296, "page": 0, "Index": 156}, {"Word": "Mrs.", "Confidence": 0.972, "X1": 0.389, "Y1": 0.49494, "X2": 0.411, "Y2": 0.49474, "X3": 0.411, "Y3": 0.50901, "X4": 0.389, "Y4": 0.50901, "page": 0, "Index": 157}, {"Word": "Lillian", "Confidence": 0.806, "X1": 0.413, "Y1": 0.49494, "X2": 0.446, "Y2": 0.49474, "X3": 0.445, "Y3": 0.50901, "X4": 0.413, "Y4": 0.50901, "page": 0, "Index": 158}, {"Word": "Parry,", "Confidence": 0.855, "X1": 0.449, "Y1": 0.49494, "X2": 0.482, "Y2": 0.49474, "X3": 0.481, "Y3": 0.50901, "X4": 0.449, "Y4": 0.50901, "page": 0, "Index": 159}, {"Word": "a", "Confidence": 0.955, "X1": 0.484, "Y1": 0.49494, "X2": 0.491, "Y2": 0.49474, "X3": 0.49, "Y3": 0.50901, "X4": 0.484, "Y4": 0.50901, "page": 0, "Index": 160}, {"Word": "receptionist,", "Confidence": 0.851, "X1": 0.494, "Y1": 0.49494, "X2": 0.556, "Y2": 0.49474, "X3": 0.555, "Y3": 0.50901, "X4": 0.494, "Y4": 0.50901, "page": 0, "Index": 161}, {"Word": "said", "Confidence": 0.64, "X1": 0.558, "Y1": 0.49494, "X2": 0.578, "Y2": 0.49474, "X3": 0.578, "Y3": 0.50901, "X4": 0.557, "Y4": 0.50901, "page": 0, "Index": 162}, {"Word": "as", "Confidence": 0.996, "X1": 0.581, "Y1": 0.49494, "X2": 0.594, "Y2": 0.49474, "X3": 0.594, "Y3": 0.50901, "X4": 0.581, "Y4": 0.50901, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.958, "X1": 0.597, "Y1": 0.49494, "X2": 0.613, "Y2": 0.49474, "X3": 0.613, "Y3": 0.50901, "X4": 0.596, "Y4": 0.50901, "page": 0, "Index": 164}, {"Word": "long", "Confidence": 0.982, "X1": 0.616, "Y1": 0.49494, "X2": 0.639, "Y2": 0.49474, "X3": 0.639, "Y3": 0.50901, "X4": 0.615, "Y4": 0.50901, "page": 0, "Index": 165}, {"Word": "min-", "Confidence": 0.905, "X1": 0.642, "Y1": 0.49494, "X2": 0.668, "Y2": 0.49474, "X3": 0.667, "Y3": 0.50901, "X4": 0.641, "Y4": 0.50901, "page": 0, "Index": 166}, {"Word": "tensely", "Confidence": 0.991, "X1": 0.681, "Y1": 0.49625, "X2": 0.715, "Y2": 0.49605, "X3": 0.714, "Y3": 0.51033, "X4": 0.681, "Y4": 0.50901, "page": 0, "Index": 167}, {"Word": "at", "Confidence": 0.914, "X1": 0.719, "Y1": 0.49625, "X2": 0.732, "Y2": 0.49605, "X3": 0.731, "Y3": 0.51033, "X4": 0.719, "Y4": 0.51033, "page": 0, "Index": 168}, {"Word": "his", "Confidence": 0.981, "X1": 0.734, "Y1": 0.49625, "X2": 0.751, "Y2": 0.49605, "X3": 0.75, "Y3": 0.51033, "X4": 0.734, "Y4": 0.51033, "page": 0, "Index": 169}, {"Word": "desk", "Confidence": 0.982, "X1": 0.754, "Y1": 0.49625, "X2": 0.776, "Y2": 0.49605, "X3": 0.775, "Y3": 0.51033, "X4": 0.753, "Y4": 0.51033, "page": 0, "Index": 170}, {"Word": "in", "Confidence": 0.998, "X1": 0.781, "Y1": 0.49625, "X2": 0.791, "Y2": 0.49605, "X3": 0.791, "Y3": 0.51033, "X4": 0.78, "Y4": 0.51033, "page": 0, "Index": 171}, {"Word": "front", "Confidence": 0.991, "X1": 0.796, "Y1": 0.49625, "X2": 0.823, "Y2": 0.49605, "X3": 0.823, "Y3": 0.51033, "X4": 0.795, "Y4": 0.51033, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.995, "X1": 0.826, "Y1": 0.49625, "X2": 0.838, "Y2": 0.49605, "X3": 0.838, "Y3": 0.51033, "X4": 0.826, "Y4": 0.51033, "page": 0, "Index": 173}, {"Word": "his", "Confidence": 0.955, "X1": 0.841, "Y1": 0.49757, "X2": 0.858, "Y2": 0.49737, "X3": 0.857, "Y3": 0.51164, "X4": 0.841, "Y4": 0.51033, "page": 0, "Index": 174}, {"Word": "phone.", "Confidence": 0.958, "X1": 0.862, "Y1": 0.49757, "X2": 0.896, "Y2": 0.49737, "X3": 0.896, "Y3": 0.51164, "X4": 0.861, "Y4": 0.51164, "page": 0, "Index": 175}, {"Word": "Tourdi-", "Confidence": 0.307, "X1": 0.054, "Y1": 0.51467, "X2": 0.088, "Y2": 0.51447, "X3": 0.088, "Y3": 0.52612, "X4": 0.054, "Y4": 0.52612, "page": 0, "Index": 176}, {"Word": "floor", "Confidence": 0.999, "X1": 0.091, "Y1": 0.51336, "X2": 0.113, "Y2": 0.51316, "X3": 0.113, "Y3": 0.52743, "X4": 0.091, "Y4": 0.52612, "page": 0, "Index": 177}, {"Word": "publicity", "Confidence": 0.919, "X1": 0.117, "Y1": 0.51204, "X2": 0.159, "Y2": 0.51184, "X3": 0.159, "Y3": 0.52743, "X4": 0.117, "Y4": 0.52743, "page": 0, "Index": 178}, {"Word": "office", "Confidence": 1, "X1": 0.163, "Y1": 0.51204, "X2": 0.192, "Y2": 0.51184, "X3": 0.192, "Y3": 0.52743, "X4": 0.163, "Y4": 0.52743, "page": 0, "Index": 179}, {"Word": "of", "Confidence": 1, "X1": 0.196, "Y1": 0.51204, "X2": 0.208, "Y2": 0.51184, "X3": 0.208, "Y3": 0.52743, "X4": 0.196, "Y4": 0.52743, "page": 0, "Index": 180}, {"Word": "Ramell", "Confidence": 0.289, "X1": 0.211, "Y1": 0.51204, "X2": 0.249, "Y2": 0.51184, "X3": 0.249, "Y3": 0.52743, "X4": 0.211, "Y4": 0.52743, "page": 0, "Index": 181}, {"Word": "Stewart,looking", "Confidence": 0.703, "X1": 0.251, "Y1": 0.51336, "X2": 0.332, "Y2": 0.51316, "X3": 0.332, "Y3": 0.52743, "X4": 0.251, "Y4": 0.52743, "page": 0, "Index": 182}, {"Word": "for", "Confidence": 1, "X1": 0.337, "Y1": 0.51467, "X2": 0.353, "Y2": 0.51447, "X3": 0.353, "Y3": 0.52743, "X4": 0.337, "Y4": 0.52743, "page": 0, "Index": 183}, {"Word": "utes", "Confidence": 0.992, "X1": 0.368, "Y1": 0.51073, "X2": 0.389, "Y2": 0.51053, "X3": 0.388, "Y3": 0.5248, "X4": 0.368, "Y4": 0.52348, "page": 0, "Index": 184}, {"Word": "dragged", "Confidence": 0.662, "X1": 0.392, "Y1": 0.51073, "X2": 0.431, "Y2": 0.51053, "X3": 0.431, "Y3": 0.52348, "X4": 0.391, "Y4": 0.5248, "page": 0, "Index": 185}, {"Word": "on:", "Confidence": 0.998, "X1": 0.435, "Y1": 0.51073, "X2": 0.454, "Y2": 0.51053, "X3": 0.453, "Y3": 0.52348, "X4": 0.435, "Y4": 0.52348, "page": 0, "Index": 186}, {"Word": "The", "Confidence": 0.991, "X1": 0.702, "Y1": 0.51336, "X2": 0.722, "Y2": 0.51316, "X3": 0.722, "Y3": 0.52743, "X4": 0.702, "Y4": 0.52743, "page": 0, "Index": 187}, {"Word": "reporters", "Confidence": 0.991, "X1": 0.727, "Y1": 0.51336, "X2": 0.773, "Y2": 0.51316, "X3": 0.773, "Y3": 0.52743, "X4": 0.726, "Y4": 0.52743, "page": 0, "Index": 188}, {"Word": "long", "Confidence": 0.894, "X1": 0.777, "Y1": 0.51336, "X2": 0.801, "Y2": 0.51316, "X3": 0.8, "Y3": 0.52743, "X4": 0.777, "Y4": 0.52743, "page": 0, "Index": 189}, {"Word": "since", "Confidence": 0.993, "X1": 0.805, "Y1": 0.51336, "X2": 0.832, "Y2": 0.51316, "X3": 0.831, "Y3": 0.52743, "X4": 0.805, "Y4": 0.52743, "page": 0, "Index": 190}, {"Word": "had", "Confidence": 0.991, "X1": 0.837, "Y1": 0.51336, "X2": 0.856, "Y2": 0.51316, "X3": 0.856, "Y3": 0.52743, "X4": 0.836, "Y4": 0.52743, "page": 0, "Index": 191}, {"Word": "stopped", "Confidence": 0.996, "X1": 0.862, "Y1": 0.51336, "X2": 0.9, "Y2": 0.51316, "X3": 0.9, "Y3": 0.52743, "X4": 0.862, "Y4": 0.52743, "page": 0, "Index": 192}, {"Word": "\"I've", "Confidence": 0.941, "X1": 0.39, "Y1": 0.52388, "X2": 0.413, "Y2": 0.52368, "X3": 0.413, "Y3": 0.53796, "X4": 0.389, "Y4": 0.53796, "page": 0, "Index": 193}, {"Word": "never", "Confidence": 0.966, "X1": 0.416, "Y1": 0.52388, "X2": 0.444, "Y2": 0.52368, "X3": 0.444, "Y3": 0.53796, "X4": 0.415, "Y4": 0.53796, "page": 0, "Index": 194}, {"Word": "heard", "Confidence": 0.983, "X1": 0.447, "Y1": 0.52388, "X2": 0.475, "Y2": 0.52368, "X3": 0.475, "Y3": 0.53796, "X4": 0.446, "Y4": 0.53796, "page": 0, "Index": 195}, {"Word": "or", "Confidence": 0.997, "X1": 0.479, "Y1": 0.52388, "X2": 0.491, "Y2": 0.52368, "X3": 0.491, "Y3": 0.53796, "X4": 0.479, "Y4": 0.53796, "page": 0, "Index": 196}, {"Word": "seen", "Confidence": 0.804, "X1": 0.494, "Y1": 0.52388, "X2": 0.516, "Y2": 0.52368, "X3": 0.515, "Y3": 0.53796, "X4": 0.493, "Y4": 0.53796, "page": 0, "Index": 197}, {"Word": "anything", "Confidence": 0.773, "X1": 0.519, "Y1": 0.52388, "X2": 0.564, "Y2": 0.52368, "X3": 0.564, "Y3": 0.53796, "X4": 0.519, "Y4": 0.53796, "page": 0, "Index": 198}, {"Word": "like", "Confidence": 0.943, "X1": 0.567, "Y1": 0.52388, "X2": 0.587, "Y2": 0.52368, "X3": 0.587, "Y3": 0.53796, "X4": 0.567, "Y4": 0.53796, "page": 0, "Index": 199}, {"Word": "this.", "Confidence": 0.91, "X1": 0.59, "Y1": 0.52388, "X2": 0.615, "Y2": 0.52368, "X3": 0.615, "Y3": 0.53796, "X4": 0.59, "Y4": 0.53796, "page": 0, "Index": 200}, {"Word": "I", "Confidence": 0.659, "X1": 0.617, "Y1": 0.52388, "X2": 0.624, "Y2": 0.52368, "X3": 0.624, "Y3": 0.53796, "X4": 0.617, "Y4": 0.53796, "page": 0, "Index": 201}, {"Word": "just", "Confidence": 0.972, "X1": 0.627, "Y1": 0.52388, "X2": 0.648, "Y2": 0.52368, "X3": 0.648, "Y3": 0.53796, "X4": 0.627, "Y4": 0.53796, "page": 0, "Index": 202}, {"Word": "rot", "Confidence": 0.646, "X1": 0.65, "Y1": 0.5252, "X2": 0.668, "Y2": 0.525, "X3": 0.668, "Y3": 0.53796, "X4": 0.65, "Y4": 0.53796, "page": 0, "Index": 203}, {"Word": "talking,", "Confidence": 0.907, "X1": 0.907, "Y1": 0.51336, "X2": 0.948, "Y2": 0.51316, "X3": 0.948, "Y3": 0.52875, "X4": 0.906, "Y4": 0.52743, "page": 0, "Index": 204}, {"Word": "them-", "Confidence": 0.803, "X1": 0.951, "Y1": 0.51336, "X2": 0.982, "Y2": 0.51316, "X3": 0.981, "Y3": 0.52875, "X4": 0.951, "Y4": 0.52875, "page": 0, "Index": 205}, {"Word": "telephones.", "Confidence": 0.403, "X1": 0.054, "Y1": 0.52915, "X2": 0.11, "Y2": 0.52895, "X3": 0.11, "Y3": 0.54191, "X4": 0.054, "Y4": 0.53927, "page": 0, "Index": 206}, {"Word": "selves", "Confidence": 0.803, "X1": 0.681, "Y1": 0.52783, "X2": 0.71, "Y2": 0.52763, "X3": 0.709, "Y3": 0.54191, "X4": 0.68, "Y4": 0.54059, "page": 0, "Index": 207}, {"Word": "hushed", "Confidence": 0.991, "X1": 0.715, "Y1": 0.52783, "X2": 0.751, "Y2": 0.52763, "X3": 0.75, "Y3": 0.54191, "X4": 0.714, "Y4": 0.54191, "page": 0, "Index": 208}, {"Word": "with", "Confidence": 0.99, "X1": 0.758, "Y1": 0.52783, "X2": 0.779, "Y2": 0.52763, "X3": 0.778, "Y3": 0.54191, "X4": 0.757, "Y4": 0.54191, "page": 0, "Index": 209}, {"Word": "expectancy.", "Confidence": 0.686, "X1": 0.787, "Y1": 0.52783, "X2": 0.848, "Y2": 0.52763, "X3": 0.847, "Y3": 0.54322, "X4": 0.787, "Y4": 0.54191, "page": 0, "Index": 210}, {"Word": "The", "Confidence": 0.991, "X1": 0.852, "Y1": 0.52783, "X2": 0.872, "Y2": 0.52763, "X3": 0.872, "Y3": 0.54322, "X4": 0.852, "Y4": 0.54322, "page": 0, "Index": 211}, {"Word": "air", "Confidence": 0.854, "X1": 0.878, "Y1": 0.52915, "X2": 0.894, "Y2": 0.52895, "X3": 0.894, "Y3": 0.54322, "X4": 0.878, "Y4": 0.54322, "page": 0, "Index": 212}, {"Word": "was", "Confidence": 0.998, "X1": 0.899, "Y1": 0.52915, "X2": 0.92, "Y2": 0.52895, "X3": 0.92, "Y3": 0.54322, "X4": 0.899, "Y4": 0.54322, "page": 0, "Index": 213}, {"Word": "thick", "Confidence": 0.955, "X1": 0.925, "Y1": 0.52915, "X2": 0.951, "Y2": 0.52895, "X3": 0.951, "Y3": 0.54322, "X4": 0.925, "Y4": 0.54322, "page": 0, "Index": 214}, {"Word": "with", "Confidence": 0.982, "X1": 0.958, "Y1": 0.52915, "X2": 0.98, "Y2": 0.52895, "X3": 0.98, "Y3": 0.54322, "X4": 0.958, "Y4": 0.54322, "page": 0, "Index": 215}, {"Word": "Racing", "Confidence": 1, "X1": 0.076, "Y1": 0.54099, "X2": 0.109, "Y2": 0.54079, "X3": 0.109, "Y3": 0.55506, "X4": 0.075, "Y4": 0.55375, "page": 0, "Index": 216}, {"Word": "through", "Confidence": 1, "X1": 0.114, "Y1": 0.54099, "X2": 0.152, "Y2": 0.54079, "X3": 0.152, "Y3": 0.55506, "X4": 0.114, "Y4": 0.55506, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 1, "X1": 0.159, "Y1": 0.54099, "X2": 0.175, "Y2": 0.54079, "X3": 0.175, "Y3": 0.55506, "X4": 0.159, "Y4": 0.55506, "page": 0, "Index": 218}, {"Word": "usually", "Confidence": 1, "X1": 0.18, "Y1": 0.54231, "X2": 0.215, "Y2": 0.54211, "X3": 0.215, "Y3": 0.55638, "X4": 0.18, "Y4": 0.55506, "page": 0, "Index": 219}, {"Word": "brushed-halls,", "Confidence": 0.49, "X1": 0.221, "Y1": 0.54362, "X2": 0.292, "Y2": 0.54342, "X3": 0.291, "Y3": 0.55638, "X4": 0.221, "Y4": 0.55638, "page": 0, "Index": 220}, {"Word": "their", "Confidence": 1, "X1": 0.294, "Y1": 0.54362, "X2": 0.319, "Y2": 0.54342, "X3": 0.319, "Y3": 0.55638, "X4": 0.293, "Y4": 0.55638, "page": 0, "Index": 221}, {"Word": "voices", "Confidence": 1, "X1": 0.324, "Y1": 0.54494, "X2": 0.353, "Y2": 0.54474, "X3": 0.353, "Y3": 0.55638, "X4": 0.323, "Y4": 0.55638, "page": 0, "Index": 222}, {"Word": "a", "Confidence": 0.692, "X1": 0.369, "Y1": 0.53967, "X2": 0.376, "Y2": 0.53947, "X3": 0.375, "Y3": 0.55375, "X4": 0.369, "Y4": 0.55375, "page": 0, "Index": 223}, {"Word": "call", "Confidence": 0.804, "X1": 0.38, "Y1": 0.53967, "X2": 0.4, "Y2": 0.53947, "X3": 0.4, "Y3": 0.55375, "X4": 0.379, "Y4": 0.55375, "page": 0, "Index": 224}, {"Word": "from", "Confidence": 0.624, "X1": 0.403, "Y1": 0.53967, "X2": 0.424, "Y2": 0.53947, "X3": 0.424, "Y3": 0.55375, "X4": 0.402, "Y4": 0.55375, "page": 0, "Index": 225}, {"Word": "downstairs.", "Confidence": 0.551, "X1": 0.433, "Y1": 0.53836, "X2": 0.491, "Y2": 0.53816, "X3": 0.491, "Y3": 0.55375, "X4": 0.432, "Y4": 0.55375, "page": 0, "Index": 226}, {"Word": "They", "Confidence": 0.99, "X1": 0.497, "Y1": 0.53836, "X2": 0.522, "Y2": 0.53816, "X3": 0.522, "Y3": 0.55375, "X4": 0.496, "Y4": 0.55375, "page": 0, "Index": 227}, {"Word": "say", "Confidence": 0.909, "X1": 0.527, "Y1": 0.53836, "X2": 0.544, "Y2": 0.53816, "X3": 0.544, "Y3": 0.55375, "X4": 0.526, "Y4": 0.55375, "page": 0, "Index": 228}, {"Word": "that", "Confidence": 0.985, "X1": 0.548, "Y1": 0.53967, "X2": 0.571, "Y2": 0.53947, "X3": 0.571, "Y3": 0.55375, "X4": 0.548, "Y4": 0.55375, "page": 0, "Index": 229}, {"Word": "even", "Confidence": 0.988, "X1": 0.575, "Y1": 0.53967, "X2": 0.598, "Y2": 0.53947, "X3": 0.598, "Y3": 0.55375, "X4": 0.575, "Y4": 0.55375, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.998, "X1": 0.604, "Y1": 0.53967, "X2": 0.622, "Y2": 0.53947, "X3": 0.622, "Y3": 0.55375, "X4": 0.604, "Y4": 0.55375, "page": 0, "Index": 231}, {"Word": "patienta", "Confidence": 0.672, "X1": 0.626, "Y1": 0.53967, "X2": 0.667, "Y2": 0.53947, "X3": 0.667, "Y3": 0.55375, "X4": 0.626, "Y4": 0.55375, "page": 0, "Index": 232}, {"Word": "cigaret", "Confidence": 0.664, "X1": 0.681, "Y1": 0.54231, "X2": 0.715, "Y2": 0.54211, "X3": 0.715, "Y3": 0.55638, "X4": 0.68, "Y4": 0.55638, "page": 0, "Index": 233}, {"Word": "smoke.", "Confidence": 0.786, "X1": 0.719, "Y1": 0.54362, "X2": 0.755, "Y2": 0.54342, "X3": 0.755, "Y3": 0.55506, "X4": 0.719, "Y4": 0.55638, "page": 0, "Index": 234}, {"Word": "about", "Confidence": 0.941, "X1": 0.49, "Y1": 0.55415, "X2": 0.52, "Y2": 0.55395, "X3": 0.519, "Y3": 0.56691, "X4": 0.49, "Y4": 0.56691, "page": 0, "Index": 235}, {"Word": "Mr.", "Confidence": 0.973, "X1": 0.522, "Y1": 0.55415, "X2": 0.541, "Y2": 0.55395, "X3": 0.541, "Y3": 0.56691, "X4": 0.521, "Y4": 0.56691, "page": 0, "Index": 236}, {"Word": "Godfrey.", "Confidence": 0.777, "X1": 0.543, "Y1": 0.55415, "X2": 0.589, "Y2": 0.55395, "X3": 0.589, "Y3": 0.56691, "X4": 0.543, "Y4": 0.56691, "page": 0, "Index": 237}, {"Word": "todd", "Confidence": 0.501, "X1": 0.07, "Y1": 0.55546, "X2": 0.087, "Y2": 0.55526, "X3": 0.087, "Y3": 0.56822, "X4": 0.069, "Y4": 0.56822, "page": 0, "Index": 238}, {"Word": "the", "Confidence": 0.666, "X1": 0.09, "Y1": 0.55546, "X2": 0.106, "Y2": 0.55526, "X3": 0.106, "Y3": 0.56954, "X4": 0.089, "Y4": 0.56822, "page": 0, "Index": 239}, {"Word": "two", "Confidence": 0.994, "X1": 0.109, "Y1": 0.55546, "X2": 0.128, "Y2": 0.55526, "X3": 0.127, "Y3": 0.56954, "X4": 0.109, "Y4": 0.56954, "page": 0, "Index": 240}, {"Word": "words", "Confidence": 0.997, "X1": 0.13, "Y1": 0.55546, "X2": 0.159, "Y2": 0.55526, "X3": 0.158, "Y3": 0.56954, "X4": 0.13, "Y4": 0.56954, "page": 0, "Index": 241}, {"Word": "as", "Confidence": 0.623, "X1": 0.161, "Y1": 0.55546, "X2": 0.173, "Y2": 0.55526, "X3": 0.173, "Y3": 0.56954, "X4": 0.16, "Y4": 0.56954, "page": 0, "Index": 242}, {"Word": "they", "Confidence": 0.979, "X1": 0.176, "Y1": 0.55678, "X2": 0.198, "Y2": 0.55658, "X3": 0.197, "Y3": 0.56954, "X4": 0.175, "Y4": 0.56954, "page": 0, "Index": 243}, {"Word": "passed", "Confidence": 0.881, "X1": 0.2, "Y1": 0.55678, "X2": 0.232, "Y2": 0.55658, "X3": 0.231, "Y3": 0.57085, "X4": 0.199, "Y4": 0.56954, "page": 0, "Index": 244}, {"Word": "nurses", "Confidence": 0.905, "X1": 0.236, "Y1": 0.55678, "X2": 0.268, "Y2": 0.55658, "X3": 0.267, "Y3": 0.57085, "X4": 0.235, "Y4": 0.57085, "page": 0, "Index": 245}, {"Word": "in", "Confidence": 0.998, "X1": 0.27, "Y1": 0.55678, "X2": 0.281, "Y2": 0.55658, "X3": 0.28, "Y3": 0.57085, "X4": 0.269, "Y4": 0.57085, "page": 0, "Index": 246}, {"Word": "their", "Confidence": 0.981, "X1": 0.283, "Y1": 0.55809, "X2": 0.309, "Y2": 0.55789, "X3": 0.309, "Y3": 0.57085, "X4": 0.283, "Y4": 0.57085, "page": 0, "Index": 247}, {"Word": "starched", "Confidence": 0.973, "X1": 0.311, "Y1": 0.55809, "X2": 0.352, "Y2": 0.55789, "X3": 0.352, "Y3": 0.56954, "X4": 0.311, "Y4": 0.57085, "page": 0, "Index": 248}, {"Word": "coming", "Confidence": 0.821, "X1": 0.37, "Y1": 0.55415, "X2": 0.403, "Y2": 0.55395, "X3": 0.403, "Y3": 0.56822, "X4": 0.369, "Y4": 0.56954, "page": 0, "Index": 249}, {"Word": "in", "Confidence": 0.997, "X1": 0.405, "Y1": 0.55415, "X2": 0.416, "Y2": 0.55395, "X3": 0.416, "Y3": 0.56822, "X4": 0.405, "Y4": 0.56822, "page": 0, "Index": 250}, {"Word": "want", "Confidence": 0.981, "X1": 0.42, "Y1": 0.55415, "X2": 0.446, "Y2": 0.55395, "X3": 0.445, "Y3": 0.56822, "X4": 0.419, "Y4": 0.56822, "page": 0, "Index": 251}, {"Word": "to", "Confidence": 0.997, "X1": 0.448, "Y1": 0.55415, "X2": 0.458, "Y2": 0.55395, "X3": 0.458, "Y3": 0.56822, "X4": 0.447, "Y4": 0.56822, "page": 0, "Index": 252}, {"Word": "know", "Confidence": 0.991, "X1": 0.461, "Y1": 0.55415, "X2": 0.486, "Y2": 0.55395, "X3": 0.486, "Y3": 0.56822, "X4": 0.46, "Y4": 0.56822, "page": 0, "Index": 253}, {"Word": "Finally", "Confidence": 0.622, "X1": 0.701, "Y1": 0.55678, "X2": 0.736, "Y2": 0.55658, "X3": 0.736, "Y3": 0.57085, "X4": 0.701, "Y4": 0.57085, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.998, "X1": 0.74, "Y1": 0.55678, "X2": 0.757, "Y2": 0.55658, "X3": 0.757, "Y3": 0.57085, "X4": 0.74, "Y4": 0.57085, "page": 0, "Index": 255}, {"Word": "phone", "Confidence": 0.991, "X1": 0.761, "Y1": 0.55678, "X2": 0.792, "Y2": 0.55658, "X3": 0.792, "Y3": 0.57085, "X4": 0.761, "Y4": 0.57085, "page": 0, "Index": 256}, {"Word": "rang,", "Confidence": 0.675, "X1": 0.795, "Y1": 0.55809, "X2": 0.824, "Y2": 0.55789, "X3": 0.823, "Y3": 0.57217, "X4": 0.795, "Y4": 0.57085, "page": 0, "Index": 257}, {"Word": "shattering", "Confidence": 0.645, "X1": 0.826, "Y1": 0.55809, "X2": 0.877, "Y2": 0.55789, "X3": 0.876, "Y3": 0.57217, "X4": 0.825, "Y4": 0.57217, "page": 0, "Index": 258}, {"Word": "the", "Confidence": 0.998, "X1": 0.88, "Y1": 0.55809, "X2": 0.898, "Y2": 0.55789, "X3": 0.898, "Y3": 0.57217, "X4": 0.88, "Y4": 0.57217, "page": 0, "Index": 259}, {"Word": "silence.", "Confidence": 0.606, "X1": 0.902, "Y1": 0.55678, "X2": 0.939, "Y2": 0.55658, "X3": 0.939, "Y3": 0.57217, "X4": 0.901, "Y4": 0.57217, "page": 0, "Index": 260}, {"Word": "Stewart", "Confidence": 0.763, "X1": 0.941, "Y1": 0.55678, "X2": 0.982, "Y2": 0.55658, "X3": 0.981, "Y3": 0.57217, "X4": 0.941, "Y4": 0.57217, "page": 0, "Index": 261}, {"Word": "willformis,", "Confidence": 0.28, "X1": 0.056, "Y1": 0.57125, "X2": 0.101, "Y2": 0.57105, "X3": 0.1, "Y3": 0.58401, "X4": 0.056, "Y4": 0.58401, "page": 0, "Index": 262}, {"Word": "receptioniets", "Confidence": 0.164, "X1": 0.103, "Y1": 0.57125, "X2": 0.165, "Y2": 0.57105, "X3": 0.165, "Y3": 0.58533, "X4": 0.102, "Y4": 0.58401, "page": 0, "Index": 263}, {"Word": "at", "Confidence": 0.997, "X1": 0.167, "Y1": 0.57125, "X2": 0.179, "Y2": 0.57105, "X3": 0.178, "Y3": 0.58533, "X4": 0.167, "Y4": 0.58533, "page": 0, "Index": 264}, {"Word": "their", "Confidence": 0.652, "X1": 0.181, "Y1": 0.57125, "X2": 0.206, "Y2": 0.57105, "X3": 0.206, "Y3": 0.58533, "X4": 0.18, "Y4": 0.58533, "page": 0, "Index": 265}, {"Word": "desks,", "Confidence": 0.835, "X1": 0.208, "Y1": 0.57125, "X2": 0.239, "Y2": 0.57105, "X3": 0.238, "Y3": 0.58533, "X4": 0.208, "Y4": 0.58533, "page": 0, "Index": 266}, {"Word": "doctors", "Confidence": 0.982, "X1": 0.241, "Y1": 0.57257, "X2": 0.276, "Y2": 0.57237, "X3": 0.276, "Y3": 0.58533, "X4": 0.24, "Y4": 0.58533, "page": 0, "Index": 267}, {"Word": "in", "Confidence": 0.996, "X1": 0.279, "Y1": 0.57257, "X2": 0.288, "Y2": 0.57237, "X3": 0.288, "Y3": 0.58533, "X4": 0.279, "Y4": 0.58533, "page": 0, "Index": 268}, {"Word": "white", "Confidence": 0.7, "X1": 0.294, "Y1": 0.57257, "X2": 0.32, "Y2": 0.57237, "X3": 0.32, "Y3": 0.58533, "X4": 0.293, "Y4": 0.58533, "page": 0, "Index": 269}, {"Word": "coats;", "Confidence": 0.65, "X1": 0.323, "Y1": 0.57388, "X2": 0.354, "Y2": 0.57368, "X3": 0.354, "Y3": 0.58401, "X4": 0.323, "Y4": 0.58533, "page": 0, "Index": 270}, {"Word": "\"They", "Confidence": 0.637, "X1": 0.388, "Y1": 0.56862, "X2": 0.419, "Y2": 0.56842, "X3": 0.418, "Y3": 0.58269, "X4": 0.388, "Y4": 0.58269, "page": 0, "Index": 271}, {"Word": "can't", "Confidence": 0.869, "X1": 0.423, "Y1": 0.56862, "X2": 0.45, "Y2": 0.56842, "X3": 0.449, "Y3": 0.58269, "X4": 0.423, "Y4": 0.58269, "page": 0, "Index": 272}, {"Word": "wait", "Confidence": 0.642, "X1": 0.452, "Y1": 0.56862, "X2": 0.475, "Y2": 0.56842, "X3": 0.475, "Y3": 0.58269, "X4": 0.452, "Y4": 0.58269, "page": 0, "Index": 273}, {"Word": "to", "Confidence": 0.335, "X1": 0.478, "Y1": 0.56862, "X2": 0.489, "Y2": 0.56842, "X3": 0.489, "Y3": 0.58269, "X4": 0.477, "Y4": 0.58269, "page": 0, "Index": 274}, {"Word": "gel", "Confidence": 0.377, "X1": 0.492, "Y1": 0.56862, "X2": 0.51, "Y2": 0.56842, "X3": 0.509, "Y3": 0.58269, "X4": 0.492, "Y4": 0.58269, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.993, "X1": 0.512, "Y1": 0.56862, "X2": 0.53, "Y2": 0.56842, "X3": 0.53, "Y3": 0.58269, "X4": 0.512, "Y4": 0.58269, "page": 0, "Index": 276}, {"Word": "news,", "Confidence": 0.951, "X1": 0.533, "Y1": 0.56862, "X2": 0.562, "Y2": 0.56842, "X3": 0.562, "Y3": 0.58269, "X4": 0.533, "Y4": 0.58269, "page": 0, "Index": 277}, {"Word": "and", "Confidence": 0.998, "X1": 0.564, "Y1": 0.56862, "X2": 0.583, "Y2": 0.56842, "X3": 0.583, "Y3": 0.58269, "X4": 0.564, "Y4": 0.58269, "page": 0, "Index": 278}, {"Word": "neither", "Confidence": 0.97, "X1": 0.587, "Y1": 0.56862, "X2": 0.624, "Y2": 0.56842, "X3": 0.624, "Y3": 0.58269, "X4": 0.587, "Y4": 0.58269, "page": 0, "Index": 279}, {"Word": "can", "Confidence": 0.885, "X1": 0.627, "Y1": 0.56994, "X2": 0.645, "Y2": 0.56974, "X3": 0.645, "Y3": 0.58269, "X4": 0.627, "Y4": 0.58269, "page": 0, "Index": 280}, {"Word": "the", "Confidence": 0.991, "X1": 0.65, "Y1": 0.56994, "X2": 0.667, "Y2": 0.56974, "X3": 0.666, "Y3": 0.58269, "X4": 0.649, "Y4": 0.58269, "page": 0, "Index": 281}, {"Word": "grabbed", "Confidence": 0.995, "X1": 0.68, "Y1": 0.57257, "X2": 0.719, "Y2": 0.57237, "X3": 0.719, "Y3": 0.58533, "X4": 0.68, "Y4": 0.58533, "page": 0, "Index": 282}, {"Word": "if.", "Confidence": 0.196, "X1": 0.725, "Y1": 0.57125, "X2": 0.74, "Y2": 0.57105, "X3": 0.739, "Y3": 0.58533, "X4": 0.725, "Y4": 0.58533, "page": 0, "Index": 283}, {"Word": "The.", "Confidence": 0.815, "X1": 0.744, "Y1": 0.57125, "X2": 0.766, "Y2": 0.57105, "X3": 0.765, "Y3": 0.58533, "X4": 0.743, "Y4": 0.58533, "page": 0, "Index": 284}, {"Word": "reporters", "Confidence": 0.971, "X1": 0.768, "Y1": 0.57257, "X2": 0.813, "Y2": 0.57237, "X3": 0.812, "Y3": 0.58533, "X4": 0.767, "Y4": 0.58533, "page": 0, "Index": 285}, {"Word": "pushed", "Confidence": 0.991, "X1": 0.817, "Y1": 0.57257, "X2": 0.851, "Y2": 0.57237, "X3": 0.851, "Y3": 0.58533, "X4": 0.817, "Y4": 0.58533, "page": 0, "Index": 286}, {"Word": "forward.", "Confidence": 0.795, "X1": 0.858, "Y1": 0.57257, "X2": 0.901, "Y2": 0.57237, "X3": 0.901, "Y3": 0.58533, "X4": 0.858, "Y4": 0.58533, "page": 0, "Index": 287}, {"Word": "malignant!\"", "Confidence": 0.484, "X1": 0.1, "Y1": 0.58441, "X2": 0.16, "Y2": 0.58421, "X3": 0.159, "Y3": 0.59717, "X4": 0.099, "Y4": 0.59848, "page": 0, "Index": 288}, {"Word": "rest", "Confidence": 0.906, "X1": 0.369, "Y1": 0.58441, "X2": 0.388, "Y2": 0.58421, "X3": 0.387, "Y3": 0.59717, "X4": 0.368, "Y4": 0.59717, "page": 0, "Index": 289}, {"Word": "of", "Confidence": 0.955, "X1": 0.39, "Y1": 0.58441, "X2": 0.402, "Y2": 0.58421, "X3": 0.401, "Y3": 0.59717, "X4": 0.389, "Y4": 0.59717, "page": 0, "Index": 290}, {"Word": "us.\"", "Confidence": 0.907, "X1": 0.405, "Y1": 0.58309, "X2": 0.424, "Y2": 0.58289, "X3": 0.424, "Y3": 0.59585, "X4": 0.405, "Y4": 0.59717, "page": 0, "Index": 291}, {"Word": "\"Il'a", "Confidence": 0.107, "X1": 0.076, "Y1": 0.58441, "X2": 0.098, "Y2": 0.58421, "X3": 0.097, "Y3": 0.59848, "X4": 0.074, "Y4": 0.59717, "page": 0, "Index": 292}, {"Word": "Then", "Confidence": 0.984, "X1": 0.703, "Y1": 0.58573, "X2": 0.726, "Y2": 0.58553, "X3": 0.725, "Y3": 0.59848, "X4": 0.703, "Y4": 0.59848, "page": 0, "Index": 293}, {"Word": "came", "Confidence": 0.933, "X1": 0.731, "Y1": 0.58573, "X2": 0.757, "Y2": 0.58553, "X3": 0.757, "Y3": 0.59848, "X4": 0.731, "Y4": 0.59848, "page": 0, "Index": 294}, {"Word": "the", "Confidence": 0.996, "X1": 0.762, "Y1": 0.58573, "X2": 0.778, "Y2": 0.58553, "X3": 0.778, "Y3": 0.59848, "X4": 0.762, "Y4": 0.59848, "page": 0, "Index": 295}, {"Word": "announcement:", "Confidence": 0.768, "X1": 0.783, "Y1": 0.58704, "X2": 0.86, "Y2": 0.58684, "X3": 0.859, "Y3": 0.5998, "X4": 0.782, "Y4": 0.59848, "page": 0, "Index": 296}, {"Word": "\"", "Confidence": 0.004, "X1": 0.06, "Y1": 0.59888, "X2": 0.066, "Y2": 0.59868, "X3": 0.066, "Y3": 0.61296, "X4": 0.059, "Y4": 0.61296, "page": 0, "Index": 297}, {"Word": "\"\"There", "Confidence": 0.293, "X1": 0.069, "Y1": 0.59888, "X2": 0.104, "Y2": 0.59868, "X3": 0.104, "Y3": 0.61296, "X4": 0.068, "Y4": 0.61296, "page": 0, "Index": 298}, {"Word": "was", "Confidence": 0.994, "X1": 0.106, "Y1": 0.59888, "X2": 0.126, "Y2": 0.59868, "X3": 0.125, "Y3": 0.61296, "X4": 0.106, "Y4": 0.61296, "page": 0, "Index": 299}, {"Word": "no", "Confidence": 0.981, "X1": 0.128, "Y1": 0.59888, "X2": 0.142, "Y2": 0.59868, "X3": 0.141, "Y3": 0.61296, "X4": 0.128, "Y4": 0.61296, "page": 0, "Index": 300}, {"Word": "question", "Confidence": 0.896, "X1": 0.144, "Y1": 0.59888, "X2": 0.184, "Y2": 0.59868, "X3": 0.183, "Y3": 0.61296, "X4": 0.144, "Y4": 0.61296, "page": 0, "Index": 301}, {"Word": "in", "Confidence": 0.998, "X1": 0.187, "Y1": 0.59888, "X2": 0.198, "Y2": 0.59868, "X3": 0.198, "Y3": 0.61427, "X4": 0.187, "Y4": 0.61296, "page": 0, "Index": 302}, {"Word": "anybody's", "Confidence": 0.888, "X1": 0.201, "Y1": 0.59888, "X2": 0.25, "Y2": 0.59868, "X3": 0.25, "Y3": 0.61427, "X4": 0.201, "Y4": 0.61427, "page": 0, "Index": 303}, {"Word": "mind", "Confidence": 0.988, "X1": 0.252, "Y1": 0.59888, "X2": 0.279, "Y2": 0.59868, "X3": 0.279, "Y3": 0.61427, "X4": 0.252, "Y4": 0.61427, "page": 0, "Index": 304}, {"Word": "who", "Confidence": 0.872, "X1": 0.282, "Y1": 0.59888, "X2": 0.303, "Y2": 0.59868, "X3": 0.303, "Y3": 0.61427, "X4": 0.282, "Y4": 0.61427, "page": 0, "Index": 305}, {"Word": "and", "Confidence": 0.998, "X1": 0.305, "Y1": 0.6002, "X2": 0.325, "Y2": 0.6, "X3": 0.325, "Y3": 0.61427, "X4": 0.305, "Y4": 0.61427, "page": 0, "Index": 306}, {"Word": "what", "Confidence": 0.844, "X1": 0.328, "Y1": 0.6002, "X2": 0.354, "Y2": 0.6, "X3": 0.354, "Y3": 0.61427, "X4": 0.328, "Y4": 0.61427, "page": 0, "Index": 307}, {"Word": "Joan", "Confidence": 0.909, "X1": 0.39, "Y1": 0.59757, "X2": 0.411, "Y2": 0.59737, "X3": 0.411, "Y3": 0.61164, "X4": 0.389, "Y4": 0.61164, "page": 0, "Index": 308}, {"Word": "Hollis.", "Confidence": 0.672, "X1": 0.415, "Y1": 0.59757, "X2": 0.449, "Y2": 0.59737, "X3": 0.448, "Y3": 0.61164, "X4": 0.415, "Y4": 0.61164, "page": 0, "Index": 309}, {"Word": "secretary", "Confidence": 0.891, "X1": 0.451, "Y1": 0.59757, "X2": 0.496, "Y2": 0.59737, "X3": 0.495, "Y3": 0.61164, "X4": 0.451, "Y4": 0.61164, "page": 0, "Index": 310}, {"Word": "to", "Confidence": 0.996, "X1": 0.499, "Y1": 0.59757, "X2": 0.51, "Y2": 0.59737, "X3": 0.51, "Y3": 0.61164, "X4": 0.499, "Y4": 0.61164, "page": 0, "Index": 311}, {"Word": "a", "Confidence": 0.991, "X1": 0.514, "Y1": 0.59757, "X2": 0.52, "Y2": 0.59737, "X3": 0.52, "Y3": 0.61164, "X4": 0.514, "Y4": 0.61164, "page": 0, "Index": 312}, {"Word": "doctor", "Confidence": 0.849, "X1": 0.524, "Y1": 0.59757, "X2": 0.556, "Y2": 0.59737, "X3": 0.556, "Y3": 0.61164, "X4": 0.524, "Y4": 0.61164, "page": 0, "Index": 313}, {"Word": "on", "Confidence": 0.706, "X1": 0.559, "Y1": 0.59757, "X2": 0.572, "Y2": 0.59737, "X3": 0.571, "Y3": 0.61164, "X4": 0.559, "Y4": 0.61164, "page": 0, "Index": 314}, {"Word": "the'", "Confidence": 0.79, "X1": 0.576, "Y1": 0.59757, "X2": 0.594, "Y2": 0.59737, "X3": 0.594, "Y3": 0.61164, "X4": 0.576, "Y4": 0.61164, "page": 0, "Index": 315}, {"Word": "ninth", "Confidence": 0.719, "X1": 0.596, "Y1": 0.59757, "X2": 0.623, "Y2": 0.59737, "X3": 0.623, "Y3": 0.61164, "X4": 0.596, "Y4": 0.61164, "page": 0, "Index": 316}, {"Word": "floor", "Confidence": 0.991, "X1": 0.628, "Y1": 0.59757, "X2": 0.652, "Y2": 0.59737, "X3": 0.652, "Y3": 0.61164, "X4": 0.627, "Y4": 0.61164, "page": 0, "Index": 317}, {"Word": "of", "Confidence": 0.997, "X1": 0.654, "Y1": 0.59757, "X2": 0.667, "Y2": 0.59737, "X3": 0.667, "Y3": 0.61164, "X4": 0.654, "Y4": 0.61164, "page": 0, "Index": 318}, {"Word": "\"It's", "Confidence": 0.66, "X1": 0.702, "Y1": 0.59888, "X2": 0.723, "Y2": 0.59868, "X3": 0.723, "Y3": 0.61296, "X4": 0.702, "Y4": 0.61033, "page": 0, "Index": 319}, {"Word": "malignant!\"", "Confidence": 0.622, "X1": 0.728, "Y1": 0.6002, "X2": 0.788, "Y2": 0.6, "X3": 0.787, "Y3": 0.61164, "X4": 0.728, "Y4": 0.61296, "page": 0, "Index": 320}, {"Word": "they", "Confidence": 0.988, "X1": 0.055, "Y1": 0.61336, "X2": 0.077, "Y2": 0.61316, "X3": 0.076, "Y3": 0.62743, "X4": 0.054, "Y4": 0.62743, "page": 0, "Index": 321}, {"Word": "were", "Confidence": 0.942, "X1": 0.081, "Y1": 0.61204, "X2": 0.104, "Y2": 0.61184, "X3": 0.103, "Y3": 0.62743, "X4": 0.08, "Y4": 0.62743, "page": 0, "Index": 322}, {"Word": "talking", "Confidence": 0.795, "X1": 0.108, "Y1": 0.61336, "X2": 0.142, "Y2": 0.61316, "X3": 0.142, "Y3": 0.62743, "X4": 0.107, "Y4": 0.62743, "page": 0, "Index": 323}, {"Word": "the", "Confidence": 0.955, "X1": 0.368, "Y1": 0.61073, "X2": 0.384, "Y2": 0.61053, "X3": 0.383, "Y3": 0.62612, "X4": 0.368, "Y4": 0.62612, "page": 0, "Index": 324}, {"Word": "hospital", "Confidence": 0.851, "X1": 0.386, "Y1": 0.61073, "X2": 0.426, "Y2": 0.61053, "X3": 0.425, "Y3": 0.62612, "X4": 0.385, "Y4": 0.62612, "page": 0, "Index": 325}, {"Word": "at", "Confidence": 0.997, "X1": 0.428, "Y1": 0.61073, "X2": 0.439, "Y2": 0.61053, "X3": 0.439, "Y3": 0.62612, "X4": 0.428, "Y4": 0.62612, "page": 0, "Index": 326}, {"Word": "168th", "Confidence": 0.962, "X1": 0.442, "Y1": 0.61073, "X2": 0.469, "Y2": 0.61053, "X3": 0.468, "Y3": 0.62612, "X4": 0.441, "Y4": 0.62612, "page": 0, "Index": 327}, {"Word": "st.", "Confidence": 0.955, "X1": 0.472, "Y1": 0.61073, "X2": 0.484, "Y2": 0.61053, "X3": 0.484, "Y3": 0.62612, "X4": 0.471, "Y4": 0.62612, "page": 0, "Index": 328}, {"Word": "and", "Confidence": 0.998, "X1": 0.487, "Y1": 0.61204, "X2": 0.506, "Y2": 0.61184, "X3": 0.505, "Y3": 0.62612, "X4": 0.486, "Y4": 0.62612, "page": 0, "Index": 329}, {"Word": "Broadway,", "Confidence": 0.941, "X1": 0.509, "Y1": 0.61204, "X2": 0.561, "Y2": 0.61184, "X3": 0.561, "Y3": 0.62612, "X4": 0.508, "Y4": 0.62612, "page": 0, "Index": 330}, {"Word": "declared", "Confidence": 0.85, "X1": 0.563, "Y1": 0.61204, "X2": 0.604, "Y2": 0.61184, "X3": 0.604, "Y3": 0.6248, "X4": 0.563, "Y4": 0.62612, "page": 0, "Index": 331}, {"Word": "to", "Confidence": 0.998, "X1": 0.607, "Y1": 0.61204, "X2": 0.618, "Y2": 0.61184, "X3": 0.619, "Y3": 0.6248, "X4": 0.607, "Y4": 0.6248, "page": 0, "Index": 332}, {"Word": "an", "Confidence": 0.997, "X1": 0.621, "Y1": 0.61204, "X2": 0.632, "Y2": 0.61184, "X3": 0.633, "Y3": 0.6248, "X4": 0.621, "Y4": 0.6248, "page": 0, "Index": 333}, {"Word": "inter-", "Confidence": 0.991, "X1": 0.636, "Y1": 0.61204, "X2": 0.666, "Y2": 0.61184, "X3": 0.666, "Y3": 0.6248, "X4": 0.637, "Y4": 0.6248, "page": 0, "Index": 334}, {"Word": "Within", "Confidence": 0.993, "X1": 0.703, "Y1": 0.61336, "X2": 0.735, "Y2": 0.61316, "X3": 0.735, "Y3": 0.62743, "X4": 0.703, "Y4": 0.62612, "page": 0, "Index": 335}, {"Word": "five", "Confidence": 0.989, "X1": 0.738, "Y1": 0.61336, "X2": 0.757, "Y2": 0.61316, "X3": 0.757, "Y3": 0.62743, "X4": 0.738, "Y4": 0.62743, "page": 0, "Index": 336}, {"Word": "minutes", "Confidence": 0.991, "X1": 0.759, "Y1": 0.61336, "X2": 0.8, "Y2": 0.61316, "X3": 0.799, "Y3": 0.62743, "X4": 0.759, "Y4": 0.62743, "page": 0, "Index": 337}, {"Word": "about.", "Confidence": 0.685, "X1": 0.147, "Y1": 0.61336, "X2": 0.177, "Y2": 0.61316, "X3": 0.177, "Y3": 0.62875, "X4": 0.147, "Y4": 0.62743, "page": 0, "Index": 338}, {"Word": "the", "Confidence": 0.998, "X1": 0.802, "Y1": 0.61336, "X2": 0.819, "Y2": 0.61316, "X3": 0.819, "Y3": 0.62875, "X4": 0.802, "Y4": 0.62743, "page": 0, "Index": 339}, {"Word": "news", "Confidence": 0.987, "X1": 0.821, "Y1": 0.61336, "X2": 0.847, "Y2": 0.61316, "X3": 0.846, "Y3": 0.62875, "X4": 0.821, "Y4": 0.62875, "page": 0, "Index": 340}, {"Word": "had", "Confidence": 0.992, "X1": 0.849, "Y1": 0.61336, "X2": 0.867, "Y2": 0.61316, "X3": 0.867, "Y3": 0.62875, "X4": 0.848, "Y4": 0.62875, "page": 0, "Index": 341}, {"Word": "been", "Confidence": 0.785, "X1": 0.87, "Y1": 0.61336, "X2": 0.893, "Y2": 0.61316, "X3": 0.893, "Y3": 0.62875, "X4": 0.87, "Y4": 0.62875, "page": 0, "Index": 342}, {"Word": "relayed", "Confidence": 0.668, "X1": 0.896, "Y1": 0.61336, "X2": 0.933, "Y2": 0.61316, "X3": 0.932, "Y3": 0.62875, "X4": 0.896, "Y4": 0.62875, "page": 0, "Index": 343}, {"Word": "to", "Confidence": 0.998, "X1": 0.936, "Y1": 0.61336, "X2": 0.947, "Y2": 0.61316, "X3": 0.947, "Y3": 0.63006, "X4": 0.936, "Y4": 0.62875, "page": 0, "Index": 344}, {"Word": "every-", "Confidence": 0.97, "X1": 0.949, "Y1": 0.61336, "X2": 0.982, "Y2": 0.61316, "X3": 0.981, "Y3": 0.63006, "X4": 0.949, "Y4": 0.63006, "page": 0, "Index": 345}, {"Word": "viewer:", "Confidence": 0.642, "X1": 0.368, "Y1": 0.62783, "X2": 0.404, "Y2": 0.62763, "X3": 0.404, "Y3": 0.63927, "X4": 0.368, "Y4": 0.63796, "page": 0, "Index": 346}, {"Word": "one", "Confidence": 0.613, "X1": 0.682, "Y1": 0.62915, "X2": 0.698, "Y2": 0.62895, "X3": 0.697, "Y3": 0.64059, "X4": 0.681, "Y4": 0.64059, "page": 0, "Index": 347}, {"Word": "In", "Confidence": 0.995, "X1": 0.701, "Y1": 0.62915, "X2": 0.711, "Y2": 0.62895, "X3": 0.71, "Y3": 0.64059, "X4": 0.7, "Y4": 0.64059, "page": 0, "Index": 348}, {"Word": "the", "Confidence": 0.998, "X1": 0.716, "Y1": 0.62783, "X2": 0.732, "Y2": 0.62763, "X3": 0.732, "Y3": 0.64059, "X4": 0.715, "Y4": 0.64059, "page": 0, "Index": 349}, {"Word": "huge", "Confidence": 0.956, "X1": 0.736, "Y1": 0.62783, "X2": 0.76, "Y2": 0.62763, "X3": 0.76, "Y3": 0.64191, "X4": 0.735, "Y4": 0.64191, "page": 0, "Index": 350}, {"Word": "hospital.", "Confidence": 0.945, "X1": 0.763, "Y1": 0.62915, "X2": 0.806, "Y2": 0.62895, "X3": 0.806, "Y3": 0.64191, "X4": 0.763, "Y4": 0.64191, "page": 0, "Index": 351}, {"Word": "TI087801", "Confidence": 0.329, "X1": 0.013, "Y1": 0.98836, "X2": 0.012, "Y2": 0.98816, "X3": 0.0, "Y3": 0.98796, "X4": 0.0, "Y4": 0.89717, "page": 0, "Index": 352}]}	"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"
fffm0049	1	{"lines_data": [{"Word": "---", "Confidence": 0.78, "X1": 0.251, "Y1": 0.08441, "X2": 0.253, "Y2": 0.08421, "X3": 0.244, "Y3": 0.08401, "X4": 0.241, "Y4": 0.05506, "page": 0}, {"Word": "Durham Manning Hennes 171/59", "Confidence": 0.51525, "X1": 0.481, "Y1": 0.03704, "X2": 0.794, "Y2": 0.03684, "X3": 0.795, "Y3": 0.08269, "X4": 0.481, "Y4": 0.08927, "page": 0}, {"Word": "Godfray Stones", "Confidence": 0.144, "X1": 0.103, "Y1": 0.05678, "X2": 0.228, "Y2": 0.05658, "X3": 0.229, "Y3": 0.09191, "X4": 0.103, "Y4": 0.10112, "page": 0}, {"Word": "Godfrey's Saga: 'Major Phenomenon'", "Confidence": 0.974, "X1": 0.266, "Y1": 0.09494, "X2": 0.834, "Y2": 0.09474, "X3": 0.834, "Y3": 0.14585, "X4": 0.266, "Y4": 0.1498, "page": 0}, {"Word": "By WILLIAM GLOVER", "Confidence": 0.62333, "X1": 0.263, "Y1": 0.15941, "X2": 0.381, "Y2": 0.15921, "X3": 0.381, "Y3": 0.18269, "X4": 0.263, "Y4": 0.18269, "page": 0}, {"Word": "\"In 1927, he went into the Coast \|members, backstage and on\"cam- . WEc", "Confidence": 0.64331, "X1": 0.4, "Y1": 0.16599, "X2": 0.727, "Y2": 0.16579, "X3": 0.727, "Y3": 0.18006, "X4": 0.4, "Y4": 0.18006, "page": 0}, {"Word": "Guard at Baltimore yp -yea", "Confidence": 0.7518, "X1": 0.388, "Y1": 0.18046, "X2": 0.536, "Y2": 0.18026, "X3": 0.536, "Y3": 0.19717, "X4": 0.388, "Y4": 0.19322, "page": 0}, {"Word": "lara, were shuffled . about .and The relax", "Confidence": 0.43225, "X1": 0.546, "Y1": 0.17783, "X2": 0.72, "Y2": 0.17763, "X3": 0.72, "Y3": 0.19191, "X4": 0.546, "Y4": 0.19322, "page": 0}, {"Word": "-NEW YORK (AP), Arthur God- Later on WFBR. in' that city, the leased as the \"old Redhead\" alter- lacrh", "Confidence": 0.63889, "X1": 0.24, "Y1": 0.18836, "X2": 0.72, "Y2": 0.18816, "X3": 0.72, "Y3": 0.20638, "X4": 0.239, "Y4": 0.20243, "page": 0}, {"Word": "fed programming to meet the com- don Co", "Confidence": 0.78038, "X1": 0.544, "Y1": 0.20415, "X2": 0.731, "Y2": 0.20395, "X3": 0.731, "Y3": 0.21691, "X4": 0.544, "Y4": 0.21822, "page": 0}, {"Word": ".frey hit the airwaves in October made his radio debut on an ama", "Confidence": 0.77069, "X1": 0.243, "Y1": 0.20546, "X2": 0.544, "Y2": 0.20526, "X3": 0.543, "Y3": 0.21954, "X4": 0.243, "Y4": 0.21559, "page": 0}, {"Word": "M.19. Ever since. a. lot of people teur program, His' first comme", "Confidence": 0.69792, "X1": 0.24, "Y1": 0.21862, "X2": 0.539, "Y2": 0.21842, "X3": 0.539, "Y3": 0.23138, "X4": 0.24, "Y4": 0.22875, "page": 0}, {"Word": "petition of new rivals .. .", "Confidence": 0.71517, "X1": 0.543, "Y1": 0.21862, "X2": 0.671, "Y2": 0.21842, "X3": 0.671, "Y3": 0.23533, "X4": 0.543, "Y4": 0.23269, "page": 0}, {"Word": "Tried to bolfarm", "Confidence": 0.44833, "X1": 0.696, "Y1": 0.21731, "X2": 0.774, "Y2": 0.21711, "X3": 0.773, "Y3": 0.23138, "X4": 0.696, "Y4": 0.23006, "page": 0}, {"Word": "Including the (renowned . redhead cial was for a pet shop. He got $5 .. In 1955, also' Godfrey underwent and they have a daughte", "Confidence": 0.8372, "X1": 0.24, "Y1": 0.22915, "X2": 0.816, "Y2": 0.22895, "X3": 0.816, "Y3": 0.24717, "X4": 0.24, "Y4": 0.24454, "page": 0}, {"Word": "the first of several operations for and two sons, Dick and Mike", "Confidence": 0.77433, "X1": 0.543, "Y1": 0.24231, "X2": 0.825, "Y2": 0.24211, "X3": 0.825, "Y3": 0.25638, "X4": 0.543, "Y4": 0.26164, "page": 0}, {"Word": "himself, have been trying to and- as \"\"Red\" Godfrey, . the Ware", "Confidence": 0.55917, "X1": 0.242, "Y1": 0.24494, "X2": 0.53, "Y2": 0.24474, "X3": 0.53, "Y3": 0.26033, "X4": 0.242, "Y4": 0.25375, "page": 0}, {"Word": "\"lyta, \"explain, and pinpoint his Banjoist.\"", "Confidence": 0.50783, "X1": 0.238, "Y1": 0.25546, "X2": 0.444, "Y2": 0.25526, "X3": 0.444, "Y3": 0.27085, "X4": 0.238, "Y4": 0.26822, "page": 0}, {"Word": "an old hip injury.", "Confidence": 0.9015, "X1": 0.545, "Y1": 0.25941, "X2": 0.631, "Y2": 0.25921, "X3": 0.631, "Y3": 0.27348, "X4": 0.545, "Y4": 0.27348, "page": 0}, {"Word": "The other day\" Godfrey paused", "Confidence": 0.6868, "X1": 0.704, "Y1": 0.25809, "X2": 0.845, "Y2": 0.25789, "X3": 0.845, "Y3": 0.27217, "X4": 0.704, "Y4": 0.27217, "page": 0}, {"Word": "amazing career.", "Confidence": 0.7435, "X1": 0.246, "Y1": 0.26731, "X2": 0.322, "Y2": 0.26711, "X3": 0.322, "Y3": 0.28138, "X4": 0.246, "Y4": 0.28006, "page": 0}, {"Word": "\" His relaxed mood and brash kid-", "Confidence": 0.839, "X1": 0.397, "Y1": 0.27125, "X2": 0.548, "Y2": 0.27105, "X3": 0.548, "Y3": 0.28664, "X4": 0.397, "Y4": 0.28664, "page": 0}, {"Word": "He again made news in .1954 just before; going to the hospital", "Confidence": 0.57083, "X1": 0.556, "Y1": 0.27125, "X2": 0.847, "Y2": 0.27105, "X3": 0.847, "Y3": 0.28401, "X4": 0.556, "Y4": 0.28533, "page": 0}, {"Word": "\"It's because people believe in ding of commercials found a quick when he buzzed the Teterboro, for his' lung\" operation. His only", "Confidence": 0.833, "X1": 0.252, "Y1": 0.28309, "X2": 0.848, "Y2": 0.28289, "X3": 0.848, "Y3": 0.2998, "X4": 0.251, "Y4": 0.29717, "page": 0}, {"Word": "me,\" he remarked once with audience. He moved on to an NBC \|N.J. airport while piloting a pri- worry, he remarked, was the pas-", "Confidence": 0.85379, "X1": 0.246, "Y1": 0.29625, "X2": 0.847, "Y2": 0.29605, "X3": 0.847, "Y3": 0.31296, "X4": 0.246, "Y4": 0.31033, "page": 0}, {"Word": "a typical Godfrey eyebrow lift.", "Confidence": 0.761, "X1": 0.245, "Y1": 0.30809, "X2": 0.397, "Y2": 0.30789, "X3": 0.397, "Y3": 0.32348, "X4": 0.245, "Y4": 0.32348, "page": 0}, {"Word": "staff announcing job - and then vate plane. Later, he was tempo- sibility of becoming an invalid.", "Confidence": 0.84906, "X1": 0.398, "Y1": 0.30941, "X2": 0.835, "Y2": 0.30921, "X3": 0.835, "Y3": 0.32348, "X4": 0.398, "Y4": 0.32743, "page": 0}, {"Word": "\"How the hell else can you explain", "Confidence": 0.93014, "X1": 0.245, "Y1": 0.32125, "X2": 0.397, "Y2": 0.32105, "X3": 0.397, "Y3": 0.33664, "X4": 0.244, "Y4": 0.33401, "page": 0}, {"Word": "was knocked out of action for two rarily grounded by the CAA.", "Confidence": 0.94425, "X1": 0.397, "Y1": 0.32388, "X2": 0.673, "Y2": 0.32368, "X3": 0.673, "Y3": 0.33796, "X4": 0.397, "Y4": 0.33927, "page": 0}, {"Word": "\"With-all (hose, people plugging", "Confidence": 0.689, "X1": 0.706, "Y1": 0.3252, "X2": 0.849, "Y2": 0.325, "X3": 0.849, "Y3": 0.34059, "X4": 0.705, "Y4": 0.33796, "page": 0}, {"Word": "years by a serious accident-while \"In private life, the Godfrey for me,\" he said, \"we got to win", "Confidence": 0.67133, "X1": 0.393, "Y1": 0.33836, "X2": 0.848, "Y2": 0.33816, "X3": 0.848, "Y3": 0.35638, "X4": 0.393, "Y4": 0.35375, "page": 0}, {"Word": "Comedian Fred Allen called him driving.a car.", "Confidence": 0.90771, "X1": 0.252, "Y1": 0.35152, "X2": 0.463, "Y2": 0.35132, "X3": 0.463, "Y3": 0.36559, "X4": 0.252, "Y4": 0.36427, "page": 0}, {"Word": "charm made him familiar with this thing.\"", "Confidence": 0.74829, "X1": 0.548, "Y1": 0.34757, "X2": 0.758, "Y2": 0.34737, "X3": 0.759, "Y3": 0.36427, "X4": 0.548, "Y4": 0.36559, "page": 0}, {"Word": "\"the. man with . the >barefoot)", "Confidence": 0.65317, "X1": 0.244, "Y1": 0.36467, "X2": 0.401, "Y2": 0.36447, "X3": 0.401, "Y3": 0.37743, "X4": 0.244, "Y4": 0.37743, "page": 0}, {"Word": "When that siege ended, Godfrey men high in national affairs and", "Confidence": 0.71445, "X1": 0.397, "Y1": 0.36073, "X2": 0.711, "Y2": 0.36053, "X3": 0.711, "Y3": 0.37612, "X4": 0.397, "Y4": 0.38269, "page": 0}, {"Word": "voice.\" Others have described his", "Confidence": 0.7748, "X1": 0.247, "Y1": 0.3752, "X2": 0.403, "Y2": 0.375, "X3": 0.403, "Y3": 0.38927, "X4": 0.247, "Y4": 0.38927, "page": 0}, {"Word": "joined's CBS station in' Washing-", "Confidence": 0.6042, "X1": 0.394, "Y1": 0.37915, "X2": 0.554, "Y2": 0.37895, "X3": 0.554, "Y3": 0.39454, "X4": 0.394, "Y4": 0.39454, "page": 0}, {"Word": "business,", "Confidence": 0.64, "X1": 0.543, "Y1": 0.37652, "X2": 0.589, "Y2": 0.37632, "X3": 0.588, "Y3": 0.38927, "X4": 0.543, "Y4": 0.38664, "page": 0}, {"Word": "vocal equipment as\" \"bribery\" ton as an all-night diecijocke, . Bist polent continuing import -!", "Confidence": 0.56207, "X1": 0.247, "Y1": 0.38573, "X2": 0.703, "Y2": 0.38553, "X3": 0.703, "Y3": 0.40375, "X4": 0.247, "Y4": 0.40506, "page": 0}, {"Word": "\"warty\" and \"a shoebox \"full of The, Columbia network soon took ance on the airwaves was under-", "Confidence": 0.72724, "X1": 0.245, "Y1": 0.4002, "X2": 0.701, "Y2": 0.4, "X3": 0.701, "Y3": 0.41691, "X4": 0.245, "Y4": 0.41822, "page": 0}, {"Word": "bullfrogs.\"", "Confidence": 0.425, "X1": 0.246, "Y1": 0.41467, "X2": 0.296, "Y2": 0.41447, "X3": 0.296, "Y3": 0.42612, "X4": 0.246, "Y4": 0.42743, "page": 0}, {"Word": "\" him to New York-butthis . flest Hned - when CBS . recently an-\"", "Confidence": 0.49371, "X1": 0.39, "Y1": 0.41336, "X2": 0.701, "Y2": 0.41316, "X3": 0.701, "Y3": 0.4248, "X4": 0.39, "Y4": 0.43138, "page": 0}, {"Word": "ARTHUR GODFREY", "Confidence": 0.8415, "X1": 0.123, "Y1": 0.43046, "X2": 0.22, "Y2": 0.43026, "X3": 0.22, "Y3": 0.44454, "X4": 0.123, "Y4": 0.44717, "page": 0}, {"Word": "The Godfrey personality also in-", "Confidence": 0.8236, "X1": 0.253, "Y1": 0.42915, "X2": 0.398, "Y2": 0.42895, "X3": 0.398, "Y3": 0.44191, "X4": 0.253, "Y4": 0.44059, "page": 0}, {"Word": "sponsored show was \"a flop. \"It nounced he would take over the", "Confidence": 0.69417, "X1": 0.391, "Y1": 0.4252, "X2": 0.7, "Y2": 0.425, "X3": 0.701, "Y3": 0.43927, "X4": 0.391, "Y4": 0.44585, "page": 0}, {"Word": "cludes driving energy, a flair for wasn't until 1944 that he caught \"Person to Person\" show next fall", "Confidence": 0.81111, "X1": 0.247, "Y1": 0.43836, "X2": 0.7, "Y2": 0.43816, "X3": 0.7, "Y3": 0.45375, "X4": 0.247, "Y4": 0.45769, "page": 0}, {"Word": ". . .. Navy Reserve Pilot", "Confidence": 0.76633, "X1": 0.097, "Y1": 0.44757, "X2": 0.231, "Y2": 0.44737, "X3": 0.231, "Y3": 0.46164, "X4": 0.097, "Y4": 0.46822, "page": 0}, {"Word": "beadlines, an instinct for show-", "Confidence": 0.7036, "X1": 0.246, "Y1": 0.45415, "X2": 0.398, "Y2": 0.45395, "X3": 0.398, "Y3": 0.46691, "X4": 0.246, "Y4": 0.46559, "page": 0}, {"Word": "fire with a national audience and while Edward R. Murrow is on", "Confidence": 0.81467, "X1": 0.391, "Y1": 0.4502, "X2": 0.698, "Y2": 0.45, "X3": 0.698, "Y3": 0.46427, "X4": 0.391, "Y4": 0.47085, "page": 0}, {"Word": "manship.", "Confidence": 0.824, "X1": 0.245, "Y1": 0.46862, "X2": 0.293, "Y2": 0.46842, "X3": 0.293, "Y3": 0.48138, "X4": 0.244, "Y4": 0.47743, "page": 0}, {"Word": "\"here's that man again\" became", "Confidence": 0.9118, "X1": 0.396, "Y1": 0.46862, "X2": 0.553, "Y2": 0.46842, "X3": 0.553, "Y3": 0.48269, "X4": 0.396, "Y4": 0.48269, "page": 0}, {"Word": "a leave of absence.", "Confidence": 0.87525, "X1": 0.547, "Y1": 0.46467, "X2": 0.636, "Y2": 0.46447, "X3": 0.636, "Y3": 0.47875, "X4": 0.547, "Y4": 0.47875, "page": 0}, {"Word": "\"One of the major phenomens a catch phrase.", "Confidence": 0.84113, "X1": 0.253, "Y1": 0.48178, "X2": 0.468, "Y2": 0.48158, "X3": 0.468, "Y3": 0.49585, "X4": 0.253, "Y4": 0.49191, "page": 0}, {"Word": "[of his era,\" proclaimed the trade", "Confidence": 0.66033, "X1": 0.242, "Y1": 0.49231, "X2": 0.396, "Y2": 0.49211, "X3": 0.396, "Y3": 0.50638, "X4": 0.242, "Y4": 0.50638, "page": 0}, {"Word": "His salesmanship made him one", "Confidence": 0.8964, "X1": 0.404, "Y1": 0.49757, "X2": 0.554, "Y2": 0.49737, "X3": 0.554, "Y3": 0.51164, "X4": 0.404, "Y4": 0.51164, "page": 0}, {"Word": "magazine Variety, noting his es-", "Confidence": 0.9104, "X1": 0.246, "Y1": 0.50415, "X2": 0.399, "Y2": 0.50395, "X3": 0.399, "Y3": 0.51822, "X4": 0.246, "Y4": 0.51822, "page": 0}, {"Word": "of CBS network's greatest assets.", "Confidence": 0.8962, "X1": 0.397, "Y1": 0.50941, "X2": 0.546, "Y2": 0.50921, "X3": 0.546, "Y3": 0.52348, "X4": 0.397, "Y4": 0.52348, "page": 0}, {"Word": "timated present weekly audience;", "Confidence": 0.79075, "X1": 0.246, "Y1": 0.51731, "X2": 0.4, "Y2": 0.51711, "X3": 0.4, "Y3": 0.53138, "X4": 0.246, "Y4": 0.53006, "page": 0}, {"Word": "Ills weeldy air hours zoomed and", "Confidence": 0.87983, "X1": 0.392, "Y1": 0.52257, "X2": 0.548, "Y2": 0.52237, "X3": 0.548, "Y3": 0.53533, "X4": 0.392, "Y4": 0.53533, "page": 0}, {"Word": "of 44 million.", "Confidence": 0.58133, "X1": 0.247, "Y1": 0.53046, "X2": 0.306, "Y2": 0.53026, "X3": 0.305, "Y3": 0.54322, "X4": 0.247, "Y4": 0.54322, "page": 0}, {"Word": "During the peak of the Godfrey", "Confidence": 0.83733, "X1": 0.252, "Y1": 0.54099, "X2": 0.397, "Y2": 0.54079, "X3": 0.397, "Y3": 0.55638, "X4": 0.252, "Y4": 0.55769, "page": 0}, {"Word": "The worked, on both radio and tele-", "Confidence": 0.77743, "X1": 0.393, "Y1": 0.53309, "X2": 0.549, "Y2": 0.53289, "X3": 0.549, "Y3": 0.54848, "X4": 0.393, "Y4": 0.5498, "page": 0}, {"Word": "vision. By 1950, his shows grossed", "Confidence": 0.79, "X1": 0.395, "Y1": 0.54757, "X2": 0.549, "Y2": 0.54737, "X3": 0.549, "Y3": 0.56164, "X4": 0.395, "Y4": 0.56164, "page": 0}, {"Word": "radio-TV era his income scared", "Confidence": 0.8568, "X1": 0.246, "Y1": 0.55546, "X2": 0.396, "Y2": 0.55526, "X3": 0.396, "Y3": 0.56954, "X4": 0.246, "Y4": 0.56822, "page": 0}, {"Word": "sevea million dollars revenue.", "Confidence": 0.77325, "X1": 0.398, "Y1": 0.56204, "X2": 0.53, "Y2": 0.56184, "X3": 0.53, "Y3": 0.57612, "X4": 0.398, "Y4": 0.5748, "page": 0}, {"Word": "past the million dollar-a-year", "Confidence": 0.8455, "X1": 0.246, "Y1": 0.56862, "X2": 0.397, "Y2": 0.56842, "X3": 0.397, "Y3": 0.58269, "X4": 0.246, "Y4": 0.58269, "page": 0}, {"Word": "mark. It was a long climb.", "Confidence": 0.79167, "X1": 0.246, "Y1": 0.58178, "X2": 0.369, "Y2": 0.58158, "X3": 0.369, "Y3": 0.59585, "X4": 0.246, "Y4": 0.59585, "page": 0}, {"Word": "There were fireworks along -the", "Confidence": 0.8916, "X1": 0.402, "Y1": 0.57652, "X2": 0.55, "Y2": 0.57632, "X3": 0.55, "Y3": 0.59059, "X4": 0.402, "Y4": 0.59059, "page": 0}, {"Word": "Godfrey was born Aug. 31, 1903 way. too, climaxed in 1953 when", "Confidence": 0.78042, "X1": 0.254, "Y1": 0.58836, "X2": 0.548, "Y2": 0.58816, "X3": 0.548, "Y3": 0.60243, "X4": 0.254, "Y4": 0.61033, "page": 0}, {"Word": "she- fired \"singer . Julius.> LaRosa", "Confidence": 0.64217, "X1": 0.39, "Y1": 0.60283, "X2": 0.549, "Y2": 0.60263, "X3": 0.549, "Y3": 0.61559, "X4": 0.391, "Y4": 0.61691, "page": 0}, {"Word": "In New York, a newspaperman's", "Confidence": 0.7672, "X1": 0.246, "Y1": 0.60809, "X2": 0.402, "Y2": 0.60789, "X3": 0.402, "Y3": 0.62217, "X4": 0.246, "Y4": 0.62085, "page": 0}, {"Word": "son. He grew up in Hasbrouck from the \"\"Godfrey Gang\" during", "Confidence": 0.77245, "X1": 0.246, "Y1": 0.61599, "X2": 0.549, "Y2": 0.61579, "X3": 0.549, "Y3": 0.62875, "X4": 0.246, "Y4": 0.63533, "page": 0}, {"Word": "Heights, N.J. When financial woes a broadcast. During the next two", "Confidence": 0.85255, "X1": 0.246, "Y1": 0.62783, "X2": 0.549, "Y2": 0.62763, "X3": 0.549, "Y3": 0.64059, "X4": 0.246, "Y4": 0.64848, "page": 0}, {"Word": "pinched the family. the freckle. years a number of other staff", "Confidence": 0.83418, "X1": 0.246, "Y1": 0.63967, "X2": 0.549, "Y2": 0.63947, "X3": 0.549, "Y3": 0.65375, "X4": 0.246, "Y4": 0.66164, "page": 0}, {"Word": "faced. lad of 15 quit high school,", "Confidence": 0.79271, "X1": 0.245, "Y1": 0.65809, "X2": 0.397, "Y2": 0.65789, "X3": 0.397, "Y3": 0.67348, "X4": 0.245, "Y4": 0.67348, "page": 0}, {"Word": "set off on a hit-or-miss assortment", "Confidence": 0.91617, "X1": 0.246, "Y1": 0.67257, "X2": 0.397, "Y2": 0.67237, "X3": 0.397, "Y3": 0.68533, "X4": 0.246, "Y4": 0.68664, "page": 0}, {"Word": "of tasks: office boy, coal miner,", "Confidence": 0.81633, "X1": 0.247, "Y1": 0.68573, "X2": 0.395, "Y2": 0.68553, "X3": 0.395, "Y3": 0.6998, "X4": 0.247, "Y4": 0.6998, "page": 0}, {"Word": "farmband, tire finisher in Akron,", "Confidence": 0.6548, "X1": 0.246, "Y1": 0.69888, "X2": 0.395, "Y2": 0.69868, "X3": 0.395, "Y3": 0.71164, "X4": 0.246, "Y4": 0.71164, "page": 0}, {"Word": "The Navy hitch, which he fond-", "Confidence": 0.93333, "X1": 0.255, "Y1": 0.72388, "X2": 0.396, "Y2": 0.72368, "X3": 0.395, "Y3": 0.73796, "X4": 0.255, "Y4": 0.73796, "page": 0}, {"Word": "ly kept a tople for years, began)", "Confidence": 0.785, "X1": 0.246, "Y1": 0.73836, "X2": 0.399, "Y2": 0.73816, "X3": 0.398, "Y3": 0.75243, "X4": 0.246, "Y4": 0.75243, "page": 0}, {"Word": "in 1920. He was a radio operator y", "Confidence": 0.752, "X1": 0.246, "Y1": 0.7502, "X2": 0.408, "Y2": 0.75, "X3": 0.408, "Y3": 0.76559, "X4": 0.246, "Y4": 0.76427, "page": 0}, {"Word": "on a destroyer, learned to play e", "Confidence": 0.76514, "X1": 0.246, "Y1": 0.76336, "X2": 0.409, "Y2": 0.76316, "X3": 0.409, "Y3": 0.77875, "X4": 0.246, "Y4": 0.77743, "page": 0}, {"Word": "the ukulele; took his first airplane c", "Confidence": 0.697, "X1": 0.247, "Y1": 0.77652, "X2": 0.409, "Y2": 0.77632, "X3": 0.409, "Y3": 0.79059, "X4": 0.247, "Y4": 0.78927, "page": 0}, {"Word": "ride. After that came' another A", "Confidence": 0.65483, "X1": 0.247, "Y1": 0.78836, "X2": 0.409, "Y2": 0.78816, "X3": 0.409, "Y3": 0.80375, "X4": 0.247, "Y4": 0.80243, "page": 0}, {"Word": "work miscellany that included sell- B", "Confidence": 0.7195, "X1": 0.247, "Y1": 0.80283, "X2": 0.41, "Y2": 0.80263, "X3": 0.41, "Y3": 0.81822, "X4": 0.247, "Y4": 0.81822, "page": 0}, {"Word": "ing cemetery.lots.", "Confidence": 0.824, "X1": 0.246, "Y1": 0.81599, "X2": 0.328, "Y2": 0.81579, "X3": 0.328, "Y3": 0.83006, "X4": 0.246, "Y4": 0.83006, "page": 0}, {"Word": "TI087801", "Confidence": 0.741, "X1": 0.015, "Y1": 0.99494, "X2": 0.015, "Y2": 0.99474, "X3": 0.0, "Y3": 0.99454, "X4": 0.0, "Y4": 0.90506, "page": 0}], "words_data": [{"Word": "---", "Confidence": 0.78, "X1": 0.251, "Y1": 0.07783, "X2": 0.253, "Y2": 0.07763, "X3": 0.244, "Y3": 0.07875, "X4": 0.242, "Y4": 0.05506, "page": 0, "Index": 0}, {"Word": "Manning", "Confidence": 0.63, "X1": 0.561, "Y1": 0.04888, "X2": 0.635, "Y2": 0.04868, "X3": 0.634, "Y3": 0.08796, "X4": 0.561, "Y4": 0.08927, "page": 0, "Index": 1}, {"Word": "Hennes", "Confidence": 0.42, "X1": 0.641, "Y1": 0.04362, "X2": 0.715, "Y2": 0.04342, "X3": 0.715, "Y3": 0.08664, "X4": 0.64, "Y4": 0.08796, "page": 0, "Index": 2}, {"Word": "171/59", "Confidence": 0.727, "X1": 0.732, "Y1": 0.03836, "X2": 0.794, "Y2": 0.03816, "X3": 0.794, "Y3": 0.08401, "X4": 0.731, "Y4": 0.08664, "page": 0, "Index": 3}, {"Word": "Godfray", "Confidence": 0.067, "X1": 0.103, "Y1": 0.06073, "X2": 0.161, "Y2": 0.06053, "X3": 0.162, "Y3": 0.09717, "X4": 0.103, "Y4": 0.10243, "page": 0, "Index": 4}, {"Word": "Stones", "Confidence": 0.221, "X1": 0.166, "Y1": 0.05678, "X2": 0.225, "Y2": 0.05658, "X3": 0.227, "Y3": 0.09191, "X4": 0.167, "Y4": 0.09585, "page": 0, "Index": 5}, {"Word": "Durham", "Confidence": 0.284, "X1": 0.482, "Y1": 0.05283, "X2": 0.549, "Y2": 0.05263, "X3": 0.549, "Y3": 0.08927, "X4": 0.481, "Y4": 0.08796, "page": 0, "Index": 6}, {"Word": "Phenomenon'", "Confidence": 0.966, "X1": 0.623, "Y1": 0.09625, "X2": 0.834, "Y2": 0.09605, "X3": 0.831, "Y3": 0.14191, "X4": 0.621, "Y4": 0.14848, "page": 0, "Index": 7}, {"Word": "Godfrey's", "Confidence": 0.991, "X1": 0.268, "Y1": 0.09757, "X2": 0.409, "Y2": 0.09737, "X3": 0.408, "Y3": 0.1498, "X4": 0.267, "Y4": 0.14717, "page": 0, "Index": 8}, {"Word": "Saga:", "Confidence": 0.998, "X1": 0.417, "Y1": 0.09625, "X2": 0.503, "Y2": 0.09605, "X3": 0.502, "Y3": 0.1498, "X4": 0.416, "Y4": 0.1498, "page": 0, "Index": 9}, {"Word": "'Major", "Confidence": 0.941, "X1": 0.511, "Y1": 0.09625, "X2": 0.615, "Y2": 0.09605, "X3": 0.613, "Y3": 0.14848, "X4": 0.509, "Y4": 0.1498, "page": 0, "Index": 10}, {"Word": "By", "Confidence": 0.073, "X1": 0.265, "Y1": 0.16073, "X2": 0.282, "Y2": 0.16053, "X3": 0.281, "Y3": 0.18401, "X4": 0.263, "Y4": 0.18401, "page": 0, "Index": 11}, {"Word": "WILLIAM", "Confidence": 0.961, "X1": 0.285, "Y1": 0.16073, "X2": 0.327, "Y2": 0.16053, "X3": 0.327, "Y3": 0.18401, "X4": 0.284, "Y4": 0.18401, "page": 0, "Index": 12}, {"Word": "GLOVER", "Confidence": 0.836, "X1": 0.331, "Y1": 0.16204, "X2": 0.371, "Y2": 0.16184, "X3": 0.371, "Y3": 0.18269, "X4": 0.33, "Y4": 0.18401, "page": 0, "Index": 13}, {"Word": "\"In", "Confidence": 0.763, "X1": 0.401, "Y1": 0.16599, "X2": 0.417, "Y2": 0.16579, "X3": 0.416, "Y3": 0.18138, "X4": 0.401, "Y4": 0.18138, "page": 0, "Index": 14}, {"Word": "1927,", "Confidence": 0.661, "X1": 0.419, "Y1": 0.16599, "X2": 0.44, "Y2": 0.16579, "X3": 0.44, "Y3": 0.18138, "X4": 0.419, "Y4": 0.18138, "page": 0, "Index": 15}, {"Word": "he", "Confidence": 0.997, "X1": 0.442, "Y1": 0.16599, "X2": 0.455, "Y2": 0.16579, "X3": 0.455, "Y3": 0.18138, "X4": 0.442, "Y4": 0.18138, "page": 0, "Index": 16}, {"Word": "went", "Confidence": 0.691, "X1": 0.457, "Y1": 0.16599, "X2": 0.48, "Y2": 0.16579, "X3": 0.479, "Y3": 0.18138, "X4": 0.457, "Y4": 0.18138, "page": 0, "Index": 17}, {"Word": "into", "Confidence": 0.598, "X1": 0.482, "Y1": 0.16599, "X2": 0.5, "Y2": 0.16579, "X3": 0.5, "Y3": 0.18006, "X4": 0.482, "Y4": 0.18138, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.991, "X1": 0.503, "Y1": 0.16599, "X2": 0.517, "Y2": 0.16579, "X3": 0.517, "Y3": 0.18006, "X4": 0.503, "Y4": 0.18006, "page": 0, "Index": 19}, {"Word": "Coast", "Confidence": 0.639, "X1": 0.52, "Y1": 0.16599, "X2": 0.543, "Y2": 0.16579, "X3": 0.543, "Y3": 0.18006, "X4": 0.519, "Y4": 0.18006, "page": 0, "Index": 20}, {"Word": "\|members,", "Confidence": 0.603, "X1": 0.545, "Y1": 0.16599, "X2": 0.592, "Y2": 0.16579, "X3": 0.592, "Y3": 0.18006, "X4": 0.545, "Y4": 0.18006, "page": 0, "Index": 21}, {"Word": "backstage", "Confidence": 0.654, "X1": 0.594, "Y1": 0.16599, "X2": 0.638, "Y2": 0.16579, "X3": 0.638, "Y3": 0.18006, "X4": 0.594, "Y4": 0.18006, "page": 0, "Index": 22}, {"Word": "and", "Confidence": 0.996, "X1": 0.64, "Y1": 0.16731, "X2": 0.657, "Y2": 0.16711, "X3": 0.657, "Y3": 0.18006, "X4": 0.64, "Y4": 0.18006, "page": 0, "Index": 23}, {"Word": "on\"cam-", "Confidence": 0.127, "X1": 0.66, "Y1": 0.16731, "X2": 0.697, "Y2": 0.16711, "X3": 0.697, "Y3": 0.18138, "X4": 0.66, "Y4": 0.18006, "page": 0, "Index": 24}, {"Word": ".", "Confidence": 0.564, "X1": 0.699, "Y1": 0.16731, "X2": 0.705, "Y2": 0.16711, "X3": 0.705, "Y3": 0.18138, "X4": 0.699, "Y4": 0.18138, "page": 0, "Index": 25}, {"Word": "WEc", "Confidence": 0.079, "X1": 0.707, "Y1": 0.16731, "X2": 0.726, "Y2": 0.16711, "X3": 0.726, "Y3": 0.18138, "X4": 0.707, "Y4": 0.18138, "page": 0, "Index": 26}, {"Word": "Guard", "Confidence": 1, "X1": 0.397, "Y1": 0.18046, "X2": 0.425, "Y2": 0.18026, "X3": 0.425, "Y3": 0.19322, "X4": 0.397, "Y4": 0.19454, "page": 0, "Index": 27}, {"Word": "at", "Confidence": 0.997, "X1": 0.43, "Y1": 0.17915, "X2": 0.442, "Y2": 0.17895, "X3": 0.442, "Y3": 0.19322, "X4": 0.431, "Y4": 0.19322, "page": 0, "Index": 28}, {"Word": "Baltimore", "Confidence": 1, "X1": 0.445, "Y1": 0.18046, "X2": 0.489, "Y2": 0.18026, "X3": 0.489, "Y3": 0.19322, "X4": 0.445, "Y4": 0.19322, "page": 0, "Index": 29}, {"Word": "yp", "Confidence": 0.358, "X1": 0.506, "Y1": 0.18309, "X2": 0.515, "Y2": 0.18289, "X3": 0.515, "Y3": 0.19585, "X4": 0.506, "Y4": 0.19454, "page": 0, "Index": 30}, {"Word": "-yea", "Confidence": 0.404, "X1": 0.517, "Y1": 0.18441, "X2": 0.536, "Y2": 0.18421, "X3": 0.536, "Y3": 0.19717, "X4": 0.517, "Y4": 0.19585, "page": 0, "Index": 31}, {"Word": "lara,", "Confidence": 0.057, "X1": 0.547, "Y1": 0.18046, "X2": 0.569, "Y2": 0.18026, "X3": 0.568, "Y3": 0.19322, "X4": 0.546, "Y4": 0.19322, "page": 0, "Index": 32}, {"Word": "were", "Confidence": 0.983, "X1": 0.571, "Y1": 0.18046, "X2": 0.592, "Y2": 0.18026, "X3": 0.592, "Y3": 0.19322, "X4": 0.57, "Y4": 0.19322, "page": 0, "Index": 33}, {"Word": "shuffled", "Confidence": 0.795, "X1": 0.595, "Y1": 0.17915, "X2": 0.629, "Y2": 0.17895, "X3": 0.629, "Y3": 0.19322, "X4": 0.595, "Y4": 0.19322, "page": 0, "Index": 34}, {"Word": ".", "Confidence": 0.234, "X1": 0.631, "Y1": 0.17915, "X2": 0.632, "Y2": 0.17895, "X3": 0.632, "Y3": 0.19322, "X4": 0.631, "Y4": 0.19322, "page": 0, "Index": 35}, {"Word": "about", "Confidence": 0.885, "X1": 0.634, "Y1": 0.17915, "X2": 0.657, "Y2": 0.17895, "X3": 0.657, "Y3": 0.19191, "X4": 0.634, "Y4": 0.19322, "page": 0, "Index": 36}, {"Word": ".and", "Confidence": 0.391, "X1": 0.659, "Y1": 0.17915, "X2": 0.679, "Y2": 0.17895, "X3": 0.679, "Y3": 0.19191, "X4": 0.659, "Y4": 0.19191, "page": 0, "Index": 37}, {"Word": "The", "Confidence": 0.021, "X1": 0.683, "Y1": 0.17915, "X2": 0.696, "Y2": 0.17895, "X3": 0.696, "Y3": 0.19191, "X4": 0.683, "Y4": 0.19191, "page": 0, "Index": 38}, {"Word": "relax", "Confidence": 0.092, "X1": 0.698, "Y1": 0.18046, "X2": 0.72, "Y2": 0.18026, "X3": 0.72, "Y3": 0.19191, "X4": 0.698, "Y4": 0.19191, "page": 0, "Index": 39}, {"Word": "-NEW", "Confidence": 0.668, "X1": 0.246, "Y1": 0.18573, "X2": 0.276, "Y2": 0.18553, "X3": 0.276, "Y3": 0.20243, "X4": 0.245, "Y4": 0.20112, "page": 0, "Index": 40}, {"Word": "YORK", "Confidence": 0.991, "X1": 0.282, "Y1": 0.18836, "X2": 0.308, "Y2": 0.18816, "X3": 0.308, "Y3": 0.20243, "X4": 0.282, "Y4": 0.20243, "page": 0, "Index": 41}, {"Word": "(AP),", "Confidence": 0.778, "X1": 0.313, "Y1": 0.18836, "X2": 0.34, "Y2": 0.18816, "X3": 0.34, "Y3": 0.20375, "X4": 0.312, "Y4": 0.20243, "page": 0, "Index": 42}, {"Word": "Arthur", "Confidence": 0.886, "X1": 0.342, "Y1": 0.18967, "X2": 0.371, "Y2": 0.18947, "X3": 0.371, "Y3": 0.20506, "X4": 0.342, "Y4": 0.20375, "page": 0, "Index": 43}, {"Word": "God-", "Confidence": 0.665, "X1": 0.373, "Y1": 0.19099, "X2": 0.395, "Y2": 0.19079, "X3": 0.395, "Y3": 0.20506, "X4": 0.373, "Y4": 0.20506, "page": 0, "Index": 44}, {"Word": "Later", "Confidence": 0.849, "X1": 0.397, "Y1": 0.19099, "X2": 0.419, "Y2": 0.19079, "X3": 0.419, "Y3": 0.20506, "X4": 0.397, "Y4": 0.20506, "page": 0, "Index": 45}, {"Word": "on", "Confidence": 0.396, "X1": 0.423, "Y1": 0.19231, "X2": 0.435, "Y2": 0.19211, "X3": 0.435, "Y3": 0.20506, "X4": 0.423, "Y4": 0.20506, "page": 0, "Index": 46}, {"Word": "WFBR.", "Confidence": 0.656, "X1": 0.439, "Y1": 0.19231, "X2": 0.471, "Y2": 0.19211, "X3": 0.471, "Y3": 0.20638, "X4": 0.439, "Y4": 0.20506, "page": 0, "Index": 47}, {"Word": "in'", "Confidence": 0.312, "X1": 0.473, "Y1": 0.19231, "X2": 0.485, "Y2": 0.19211, "X3": 0.485, "Y3": 0.20638, "X4": 0.473, "Y4": 0.20638, "page": 0, "Index": 48}, {"Word": "that", "Confidence": 0.983, "X1": 0.487, "Y1": 0.19362, "X2": 0.507, "Y2": 0.19342, "X3": 0.507, "Y3": 0.20638, "X4": 0.487, "Y4": 0.20638, "page": 0, "Index": 49}, {"Word": "city,", "Confidence": 0.48, "X1": 0.509, "Y1": 0.19362, "X2": 0.527, "Y2": 0.19342, "X3": 0.527, "Y3": 0.20638, "X4": 0.509, "Y4": 0.20638, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.218, "X1": 0.529, "Y1": 0.19362, "X2": 0.545, "Y2": 0.19342, "X3": 0.545, "Y3": 0.20638, "X4": 0.529, "Y4": 0.20638, "page": 0, "Index": 51}, {"Word": "leased", "Confidence": 0.444, "X1": 0.548, "Y1": 0.19362, "X2": 0.576, "Y2": 0.19342, "X3": 0.576, "Y3": 0.20638, "X4": 0.548, "Y4": 0.20638, "page": 0, "Index": 52}, {"Word": "as", "Confidence": 0.279, "X1": 0.578, "Y1": 0.19362, "X2": 0.588, "Y2": 0.19342, "X3": 0.588, "Y3": 0.20506, "X4": 0.578, "Y4": 0.20638, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.958, "X1": 0.59, "Y1": 0.19362, "X2": 0.605, "Y2": 0.19342, "X3": 0.605, "Y3": 0.20506, "X4": 0.59, "Y4": 0.20506, "page": 0, "Index": 54}, {"Word": "\"old", "Confidence": 0.853, "X1": 0.607, "Y1": 0.19362, "X2": 0.625, "Y2": 0.19342, "X3": 0.625, "Y3": 0.20506, "X4": 0.607, "Y4": 0.20506, "page": 0, "Index": 55}, {"Word": "Redhead\"", "Confidence": 0.651, "X1": 0.627, "Y1": 0.19231, "X2": 0.67, "Y2": 0.19211, "X3": 0.67, "Y3": 0.20506, "X4": 0.627, "Y4": 0.20506, "page": 0, "Index": 56}, {"Word": "alter-", "Confidence": 0.857, "X1": 0.672, "Y1": 0.19231, "X2": 0.694, "Y2": 0.19211, "X3": 0.694, "Y3": 0.20375, "X4": 0.672, "Y4": 0.20375, "page": 0, "Index": 57}, {"Word": "lacrh", "Confidence": 0.215, "X1": 0.696, "Y1": 0.19099, "X2": 0.719, "Y2": 0.19079, "X3": 0.72, "Y3": 0.20375, "X4": 0.696, "Y4": 0.20375, "page": 0, "Index": 58}, {"Word": ".frey", "Confidence": 0.605, "X1": 0.244, "Y1": 0.20283, "X2": 0.265, "Y2": 0.20263, "X3": 0.265, "Y3": 0.21691, "X4": 0.244, "Y4": 0.21691, "page": 0, "Index": 59}, {"Word": "hit", "Confidence": 0.998, "X1": 0.269, "Y1": 0.20283, "X2": 0.283, "Y2": 0.20263, "X3": 0.283, "Y3": 0.21691, "X4": 0.269, "Y4": 0.21691, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.994, "X1": 0.285, "Y1": 0.20283, "X2": 0.301, "Y2": 0.20263, "X3": 0.301, "Y3": 0.21691, "X4": 0.285, "Y4": 0.21691, "page": 0, "Index": 61}, {"Word": "airwaves", "Confidence": 0.856, "X1": 0.304, "Y1": 0.20283, "X2": 0.344, "Y2": 0.20263, "X3": 0.344, "Y3": 0.21691, "X4": 0.304, "Y4": 0.21691, "page": 0, "Index": 62}, {"Word": "in", "Confidence": 0.852, "X1": 0.347, "Y1": 0.20283, "X2": 0.357, "Y2": 0.20263, "X3": 0.357, "Y3": 0.21691, "X4": 0.347, "Y4": 0.21691, "page": 0, "Index": 63}, {"Word": "October", "Confidence": 0.901, "X1": 0.36, "Y1": 0.20415, "X2": 0.395, "Y2": 0.20395, "X3": 0.395, "Y3": 0.21822, "X4": 0.36, "Y4": 0.21691, "page": 0, "Index": 64}, {"Word": "made", "Confidence": 0.951, "X1": 0.398, "Y1": 0.20415, "X2": 0.422, "Y2": 0.20395, "X3": 0.422, "Y3": 0.21822, "X4": 0.397, "Y4": 0.21822, "page": 0, "Index": 65}, {"Word": "his", "Confidence": 0.997, "X1": 0.424, "Y1": 0.20546, "X2": 0.438, "Y2": 0.20526, "X3": 0.438, "Y3": 0.21822, "X4": 0.424, "Y4": 0.21822, "page": 0, "Index": 66}, {"Word": "radio", "Confidence": 0.981, "X1": 0.44, "Y1": 0.20546, "X2": 0.465, "Y2": 0.20526, "X3": 0.464, "Y3": 0.21822, "X4": 0.44, "Y4": 0.21822, "page": 0, "Index": 67}, {"Word": "debut", "Confidence": 0.879, "X1": 0.467, "Y1": 0.20678, "X2": 0.492, "Y2": 0.20658, "X3": 0.492, "Y3": 0.21822, "X4": 0.466, "Y4": 0.21822, "page": 0, "Index": 68}, {"Word": "on", "Confidence": 0.107, "X1": 0.494, "Y1": 0.20678, "X2": 0.505, "Y2": 0.20658, "X3": 0.505, "Y3": 0.21822, "X4": 0.494, "Y4": 0.21822, "page": 0, "Index": 69}, {"Word": "an", "Confidence": 0.792, "X1": 0.509, "Y1": 0.20678, "X2": 0.519, "Y2": 0.20658, "X3": 0.519, "Y3": 0.21822, "X4": 0.509, "Y4": 0.21822, "page": 0, "Index": 70}, {"Word": "ama", "Confidence": 0.106, "X1": 0.523, "Y1": 0.20678, "X2": 0.542, "Y2": 0.20658, "X3": 0.542, "Y3": 0.21954, "X4": 0.523, "Y4": 0.21822, "page": 0, "Index": 71}, {"Word": "fed", "Confidence": 0.327, "X1": 0.545, "Y1": 0.20546, "X2": 0.559, "Y2": 0.20526, "X3": 0.559, "Y3": 0.21954, "X4": 0.545, "Y4": 0.21954, "page": 0, "Index": 72}, {"Word": "programming", "Confidence": 0.899, "X1": 0.561, "Y1": 0.20546, "X2": 0.62, "Y2": 0.20526, "X3": 0.62, "Y3": 0.21822, "X4": 0.561, "Y4": 0.21954, "page": 0, "Index": 73}, {"Word": "to", "Confidence": 0.998, "X1": 0.623, "Y1": 0.20546, "X2": 0.632, "Y2": 0.20526, "X3": 0.632, "Y3": 0.21822, "X4": 0.623, "Y4": 0.21822, "page": 0, "Index": 74}, {"Word": "meet", "Confidence": 0.857, "X1": 0.634, "Y1": 0.20546, "X2": 0.656, "Y2": 0.20526, "X3": 0.656, "Y3": 0.21822, "X4": 0.634, "Y4": 0.21822, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.932, "X1": 0.658, "Y1": 0.20546, "X2": 0.672, "Y2": 0.20526, "X3": 0.672, "Y3": 0.21822, "X4": 0.658, "Y4": 0.21822, "page": 0, "Index": 76}, {"Word": "com-", "Confidence": 0.671, "X1": 0.674, "Y1": 0.20546, "X2": 0.696, "Y2": 0.20526, "X3": 0.697, "Y3": 0.21822, "X4": 0.674, "Y4": 0.21822, "page": 0, "Index": 77}, {"Word": "don", "Confidence": 0.676, "X1": 0.698, "Y1": 0.20546, "X2": 0.715, "Y2": 0.20526, "X3": 0.716, "Y3": 0.21822, "X4": 0.699, "Y4": 0.21822, "page": 0, "Index": 78}, {"Word": "Co", "Confidence": 0.883, "X1": 0.718, "Y1": 0.20415, "X2": 0.731, "Y2": 0.20395, "X3": 0.731, "Y3": 0.21822, "X4": 0.718, "Y4": 0.21822, "page": 0, "Index": 79}, {"Word": "M.19.", "Confidence": 0.04, "X1": 0.241, "Y1": 0.21599, "X2": 0.27, "Y2": 0.21579, "X3": 0.27, "Y3": 0.23006, "X4": 0.241, "Y4": 0.22875, "page": 0, "Index": 80}, {"Word": "Ever", "Confidence": 0.988, "X1": 0.272, "Y1": 0.21599, "X2": 0.294, "Y2": 0.21579, "X3": 0.294, "Y3": 0.23006, "X4": 0.272, "Y4": 0.23006, "page": 0, "Index": 81}, {"Word": "since.", "Confidence": 0.641, "X1": 0.298, "Y1": 0.21599, "X2": 0.323, "Y2": 0.21579, "X3": 0.323, "Y3": 0.23006, "X4": 0.298, "Y4": 0.23006, "page": 0, "Index": 82}, {"Word": "a.", "Confidence": 0.744, "X1": 0.325, "Y1": 0.21599, "X2": 0.333, "Y2": 0.21579, "X3": 0.333, "Y3": 0.23006, "X4": 0.325, "Y4": 0.23006, "page": 0, "Index": 83}, {"Word": "lot", "Confidence": 0.616, "X1": 0.335, "Y1": 0.21731, "X2": 0.35, "Y2": 0.21711, "X3": 0.35, "Y3": 0.23006, "X4": 0.335, "Y4": 0.23006, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.993, "X1": 0.352, "Y1": 0.21731, "X2": 0.363, "Y2": 0.21711, "X3": 0.363, "Y3": 0.23138, "X4": 0.352, "Y4": 0.23006, "page": 0, "Index": 85}, {"Word": "people", "Confidence": 0.856, "X1": 0.366, "Y1": 0.21731, "X2": 0.395, "Y2": 0.21711, "X3": 0.395, "Y3": 0.23138, "X4": 0.366, "Y4": 0.23138, "page": 0, "Index": 86}, {"Word": "teur", "Confidence": 0.905, "X1": 0.398, "Y1": 0.21731, "X2": 0.416, "Y2": 0.21711, "X3": 0.416, "Y3": 0.23138, "X4": 0.397, "Y4": 0.23138, "page": 0, "Index": 87}, {"Word": "program,", "Confidence": 0.658, "X1": 0.419, "Y1": 0.21862, "X2": 0.462, "Y2": 0.21842, "X3": 0.461, "Y3": 0.23138, "X4": 0.419, "Y4": 0.23138, "page": 0, "Index": 88}, {"Word": "His'", "Confidence": 0.507, "X1": 0.464, "Y1": 0.21862, "X2": 0.481, "Y2": 0.21842, "X3": 0.481, "Y3": 0.23138, "X4": 0.463, "Y4": 0.23138, "page": 0, "Index": 89}, {"Word": "first", "Confidence": 0.607, "X1": 0.483, "Y1": 0.21862, "X2": 0.504, "Y2": 0.21842, "X3": 0.503, "Y3": 0.23138, "X4": 0.483, "Y4": 0.23138, "page": 0, "Index": 90}, {"Word": "comme", "Confidence": 0.82, "X1": 0.507, "Y1": 0.21994, "X2": 0.539, "Y2": 0.21974, "X3": 0.538, "Y3": 0.23138, "X4": 0.506, "Y4": 0.23138, "page": 0, "Index": 91}, {"Word": "petition", "Confidence": 0.672, "X1": 0.548, "Y1": 0.21862, "X2": 0.581, "Y2": 0.21842, "X3": 0.581, "Y3": 0.23269, "X4": 0.548, "Y4": 0.23269, "page": 0, "Index": 92}, {"Word": "of", "Confidence": 0.882, "X1": 0.583, "Y1": 0.21862, "X2": 0.594, "Y2": 0.21842, "X3": 0.594, "Y3": 0.23269, "X4": 0.583, "Y4": 0.23269, "page": 0, "Index": 93}, {"Word": "new", "Confidence": 0.998, "X1": 0.596, "Y1": 0.21862, "X2": 0.613, "Y2": 0.21842, "X3": 0.613, "Y3": 0.23269, "X4": 0.596, "Y4": 0.23269, "page": 0, "Index": 94}, {"Word": "rivals", "Confidence": 0.61, "X1": 0.617, "Y1": 0.21994, "X2": 0.64, "Y2": 0.21974, "X3": 0.64, "Y3": 0.23401, "X4": 0.617, "Y4": 0.23269, "page": 0, "Index": 95}, {"Word": "..", "Confidence": 0.848, "X1": 0.642, "Y1": 0.21994, "X2": 0.652, "Y2": 0.21974, "X3": 0.652, "Y3": 0.23401, "X4": 0.642, "Y4": 0.23401, "page": 0, "Index": 96}, {"Word": ".", "Confidence": 0.281, "X1": 0.654, "Y1": 0.22125, "X2": 0.661, "Y2": 0.22105, "X3": 0.66, "Y3": 0.23533, "X4": 0.654, "Y4": 0.23401, "page": 0, "Index": 97}, {"Word": "Tried", "Confidence": 0.604, "X1": 0.697, "Y1": 0.21731, "X2": 0.717, "Y2": 0.21711, "X3": 0.717, "Y3": 0.23138, "X4": 0.697, "Y4": 0.23138, "page": 0, "Index": 98}, {"Word": "to", "Confidence": 0.673, "X1": 0.72, "Y1": 0.21731, "X2": 0.73, "Y2": 0.21711, "X3": 0.73, "Y3": 0.23138, "X4": 0.72, "Y4": 0.23138, "page": 0, "Index": 99}, {"Word": "bolfarm", "Confidence": 0.068, "X1": 0.737, "Y1": 0.21862, "X2": 0.77, "Y2": 0.21842, "X3": 0.77, "Y3": 0.23006, "X4": 0.737, "Y4": 0.23138, "page": 0, "Index": 100}, {"Word": "Including", "Confidence": 1, "X1": 0.247, "Y1": 0.22783, "X2": 0.287, "Y2": 0.22763, "X3": 0.287, "Y3": 0.24059, "X4": 0.247, "Y4": 0.23927, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 1, "X1": 0.292, "Y1": 0.22915, "X2": 0.308, "Y2": 0.22895, "X3": 0.307, "Y3": 0.24191, "X4": 0.292, "Y4": 0.24191, "page": 0, "Index": 102}, {"Word": "(renowned", "Confidence": 0.622, "X1": 0.31, "Y1": 0.23046, "X2": 0.352, "Y2": 0.23026, "X3": 0.352, "Y3": 0.24322, "X4": 0.31, "Y4": 0.24191, "page": 0, "Index": 103}, {"Word": ".", "Confidence": 0.496, "X1": 0.354, "Y1": 0.23046, "X2": 0.357, "Y2": 0.23026, "X3": 0.357, "Y3": 0.24322, "X4": 0.354, "Y4": 0.24322, "page": 0, "Index": 104}, {"Word": "redhead", "Confidence": 0.796, "X1": 0.359, "Y1": 0.23046, "X2": 0.394, "Y2": 0.23026, "X3": 0.394, "Y3": 0.24454, "X4": 0.359, "Y4": 0.24322, "page": 0, "Index": 105}, {"Word": "cial", "Confidence": 0.94, "X1": 0.398, "Y1": 0.23046, "X2": 0.415, "Y2": 0.23026, "X3": 0.415, "Y3": 0.24454, "X4": 0.398, "Y4": 0.24454, "page": 0, "Index": 106}, {"Word": "was", "Confidence": 0.999, "X1": 0.417, "Y1": 0.23178, "X2": 0.434, "Y2": 0.23158, "X3": 0.434, "Y3": 0.24585, "X4": 0.417, "Y4": 0.24454, "page": 0, "Index": 107}, {"Word": "for", "Confidence": 1, "X1": 0.436, "Y1": 0.23178, "X2": 0.451, "Y2": 0.23158, "X3": 0.45, "Y3": 0.24585, "X4": 0.436, "Y4": 0.24585, "page": 0, "Index": 108}, {"Word": "a", "Confidence": 0.999, "X1": 0.453, "Y1": 0.23178, "X2": 0.458, "Y2": 0.23158, "X3": 0.458, "Y3": 0.24585, "X4": 0.452, "Y4": 0.24585, "page": 0, "Index": 109}, {"Word": "pet", "Confidence": 1, "X1": 0.461, "Y1": 0.23178, "X2": 0.475, "Y2": 0.23158, "X3": 0.475, "Y3": 0.24585, "X4": 0.461, "Y4": 0.24585, "page": 0, "Index": 110}, {"Word": "shop.", "Confidence": 0.983, "X1": 0.477, "Y1": 0.23178, "X2": 0.502, "Y2": 0.23158, "X3": 0.501, "Y3": 0.24585, "X4": 0.477, "Y4": 0.24585, "page": 0, "Index": 111}, {"Word": "He", "Confidence": 0.999, "X1": 0.504, "Y1": 0.23178, "X2": 0.517, "Y2": 0.23158, "X3": 0.516, "Y3": 0.24585, "X4": 0.503, "Y4": 0.24585, "page": 0, "Index": 112}, {"Word": "got", "Confidence": 0.997, "X1": 0.519, "Y1": 0.23178, "X2": 0.533, "Y2": 0.23158, "X3": 0.532, "Y3": 0.24585, "X4": 0.518, "Y4": 0.24585, "page": 0, "Index": 113}, {"Word": "$5", "Confidence": 1, "X1": 0.535, "Y1": 0.23178, "X2": 0.546, "Y2": 0.23158, "X3": 0.546, "Y3": 0.24585, "X4": 0.534, "Y4": 0.24585, "page": 0, "Index": 114}, {"Word": "..", "Confidence": 0.404, "X1": 0.549, "Y1": 0.23178, "X2": 0.555, "Y2": 0.23158, "X3": 0.555, "Y3": 0.24585, "X4": 0.548, "Y4": 0.24585, "page": 0, "Index": 115}, {"Word": "In", "Confidence": 0.996, "X1": 0.557, "Y1": 0.23309, "X2": 0.568, "Y2": 0.23289, "X3": 0.567, "Y3": 0.24585, "X4": 0.557, "Y4": 0.24585, "page": 0, "Index": 116}, {"Word": "1955,", "Confidence": 0.415, "X1": 0.57, "Y1": 0.23309, "X2": 0.591, "Y2": 0.23289, "X3": 0.591, "Y3": 0.24585, "X4": 0.569, "Y4": 0.24585, "page": 0, "Index": 117}, {"Word": "also'", "Confidence": 0.735, "X1": 0.593, "Y1": 0.23309, "X2": 0.612, "Y2": 0.23289, "X3": 0.612, "Y3": 0.24585, "X4": 0.593, "Y4": 0.24585, "page": 0, "Index": 118}, {"Word": "Godfrey", "Confidence": 0.376, "X1": 0.614, "Y1": 0.23178, "X2": 0.649, "Y2": 0.23158, "X3": 0.649, "Y3": 0.24585, "X4": 0.614, "Y4": 0.24585, "page": 0, "Index": 119}, {"Word": "underwent", "Confidence": 0.793, "X1": 0.651, "Y1": 0.23178, "X2": 0.697, "Y2": 0.23158, "X3": 0.696, "Y3": 0.24454, "X4": 0.651, "Y4": 0.24585, "page": 0, "Index": 120}, {"Word": "and", "Confidence": 1, "X1": 0.699, "Y1": 0.23178, "X2": 0.715, "Y2": 0.23158, "X3": 0.714, "Y3": 0.24454, "X4": 0.699, "Y4": 0.24454, "page": 0, "Index": 121}, {"Word": "they", "Confidence": 0.992, "X1": 0.721, "Y1": 0.23178, "X2": 0.739, "Y2": 0.23158, "X3": 0.739, "Y3": 0.24454, "X4": 0.72, "Y4": 0.24454, "page": 0, "Index": 122}, {"Word": "have", "Confidence": 0.958, "X1": 0.744, "Y1": 0.23178, "X2": 0.766, "Y2": 0.23158, "X3": 0.765, "Y3": 0.24322, "X4": 0.744, "Y4": 0.24454, "page": 0, "Index": 123}, {"Word": "a", "Confidence": 0.469, "X1": 0.77, "Y1": 0.23046, "X2": 0.776, "Y2": 0.23026, "X3": 0.776, "Y3": 0.24322, "X4": 0.77, "Y4": 0.24322, "page": 0, "Index": 124}, {"Word": "daughte", "Confidence": 0.961, "X1": 0.782, "Y1": 0.23046, "X2": 0.816, "Y2": 0.23026, "X3": 0.815, "Y3": 0.24191, "X4": 0.781, "Y4": 0.24322, "page": 0, "Index": 125}, {"Word": "himself,", "Confidence": 0.495, "X1": 0.246, "Y1": 0.24099, "X2": 0.283, "Y2": 0.24079, "X3": 0.283, "Y3": 0.25506, "X4": 0.246, "Y4": 0.25506, "page": 0, "Index": 126}, {"Word": "have", "Confidence": 0.962, "X1": 0.285, "Y1": 0.24231, "X2": 0.306, "Y2": 0.24211, "X3": 0.306, "Y3": 0.25506, "X4": 0.285, "Y4": 0.25506, "page": 0, "Index": 127}, {"Word": "been", "Confidence": 0.623, "X1": 0.309, "Y1": 0.24231, "X2": 0.33, "Y2": 0.24211, "X3": 0.33, "Y3": 0.25638, "X4": 0.308, "Y4": 0.25506, "page": 0, "Index": 128}, {"Word": "trying", "Confidence": 0.852, "X1": 0.333, "Y1": 0.24231, "X2": 0.36, "Y2": 0.24211, "X3": 0.36, "Y3": 0.25638, "X4": 0.333, "Y4": 0.25638, "page": 0, "Index": 129}, {"Word": "to", "Confidence": 0.994, "X1": 0.362, "Y1": 0.24362, "X2": 0.373, "Y2": 0.24342, "X3": 0.373, "Y3": 0.25638, "X4": 0.362, "Y4": 0.25638, "page": 0, "Index": 130}, {"Word": "and-", "Confidence": 0.5, "X1": 0.375, "Y1": 0.24362, "X2": 0.397, "Y2": 0.24342, "X3": 0.396, "Y3": 0.25769, "X4": 0.375, "Y4": 0.25638, "page": 0, "Index": 131}, {"Word": "as", "Confidence": 0.155, "X1": 0.399, "Y1": 0.24362, "X2": 0.409, "Y2": 0.24342, "X3": 0.409, "Y3": 0.25769, "X4": 0.398, "Y4": 0.25769, "page": 0, "Index": 132}, {"Word": "\"\"Red\"", "Confidence": 0.06, "X1": 0.412, "Y1": 0.24494, "X2": 0.44, "Y2": 0.24474, "X3": 0.44, "Y3": 0.25769, "X4": 0.412, "Y4": 0.25769, "page": 0, "Index": 133}, {"Word": "two", "Confidence": 0.606, "X1": 0.718, "Y1": 0.24494, "X2": 0.734, "Y2": 0.24474, "X3": 0.734, "Y3": 0.25769, "X4": 0.718, "Y4": 0.25901, "page": 0, "Index": 134}, {"Word": "sons,", "Confidence": 0.201, "X1": 0.736, "Y1": 0.24494, "X2": 0.758, "Y2": 0.24474, "X3": 0.758, "Y3": 0.25769, "X4": 0.736, "Y4": 0.25769, "page": 0, "Index": 135}, {"Word": "Dick", "Confidence": 0.852, "X1": 0.76, "Y1": 0.24362, "X2": 0.781, "Y2": 0.24342, "X3": 0.781, "Y3": 0.25638, "X4": 0.76, "Y4": 0.25769, "page": 0, "Index": 136}, {"Word": "and", "Confidence": 0.956, "X1": 0.783, "Y1": 0.24362, "X2": 0.8, "Y2": 0.24342, "X3": 0.8, "Y3": 0.25638, "X4": 0.784, "Y4": 0.25638, "page": 0, "Index": 137}, {"Word": "Mike", "Confidence": 0.686, "X1": 0.802, "Y1": 0.24231, "X2": 0.824, "Y2": 0.24211, "X3": 0.824, "Y3": 0.25506, "X4": 0.802, "Y4": 0.25638, "page": 0, "Index": 138}, {"Word": "Godfrey,", "Confidence": 0.63, "X1": 0.442, "Y1": 0.24494, "X2": 0.479, "Y2": 0.24474, "X3": 0.479, "Y3": 0.25901, "X4": 0.442, "Y4": 0.25769, "page": 0, "Index": 139}, {"Word": ".", "Confidence": 0.613, "X1": 0.481, "Y1": 0.24494, "X2": 0.483, "Y2": 0.24474, "X3": 0.483, "Y3": 0.25901, "X4": 0.481, "Y4": 0.25901, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.189, "X1": 0.485, "Y1": 0.24494, "X2": 0.501, "Y2": 0.24474, "X3": 0.501, "Y3": 0.26033, "X4": 0.485, "Y4": 0.25901, "page": 0, "Index": 141}, {"Word": "Ware", "Confidence": 0.637, "X1": 0.507, "Y1": 0.24625, "X2": 0.529, "Y2": 0.24605, "X3": 0.529, "Y3": 0.26033, "X4": 0.507, "Y4": 0.26033, "page": 0, "Index": 142}, {"Word": "the", "Confidence": 0.993, "X1": 0.549, "Y1": 0.24757, "X2": 0.564, "Y2": 0.24737, "X3": 0.563, "Y3": 0.26164, "X4": 0.548, "Y4": 0.26164, "page": 0, "Index": 143}, {"Word": "first", "Confidence": 0.991, "X1": 0.566, "Y1": 0.24757, "X2": 0.586, "Y2": 0.24737, "X3": 0.586, "Y3": 0.26164, "X4": 0.565, "Y4": 0.26164, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.588, "Y1": 0.24757, "X2": 0.599, "Y2": 0.24737, "X3": 0.598, "Y3": 0.26033, "X4": 0.588, "Y4": 0.26164, "page": 0, "Index": 145}, {"Word": "several", "Confidence": 0.811, "X1": 0.601, "Y1": 0.24625, "X2": 0.633, "Y2": 0.24605, "X3": 0.633, "Y3": 0.26033, "X4": 0.6, "Y4": 0.26033, "page": 0, "Index": 146}, {"Word": "operations", "Confidence": 0.259, "X1": 0.635, "Y1": 0.24625, "X2": 0.68, "Y2": 0.24605, "X3": 0.679, "Y3": 0.25901, "X4": 0.635, "Y4": 0.26033, "page": 0, "Index": 147}, {"Word": "for", "Confidence": 0.991, "X1": 0.682, "Y1": 0.24625, "X2": 0.697, "Y2": 0.24605, "X3": 0.697, "Y3": 0.25901, "X4": 0.682, "Y4": 0.25901, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.948, "X1": 0.7, "Y1": 0.24494, "X2": 0.716, "Y2": 0.24474, "X3": 0.716, "Y3": 0.25901, "X4": 0.7, "Y4": 0.25901, "page": 0, "Index": 149}, {"Word": "\"lyta,", "Confidence": 0.136, "X1": 0.24, "Y1": 0.25546, "X2": 0.268, "Y2": 0.25526, "X3": 0.268, "Y3": 0.26954, "X4": 0.239, "Y4": 0.26954, "page": 0, "Index": 150}, {"Word": "\"explain,", "Confidence": 0.291, "X1": 0.271, "Y1": 0.25415, "X2": 0.313, "Y2": 0.25395, "X3": 0.313, "Y3": 0.26822, "X4": 0.27, "Y4": 0.26954, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.315, "Y1": 0.25415, "X2": 0.332, "Y2": 0.25395, "X3": 0.332, "Y3": 0.26822, "X4": 0.315, "Y4": 0.26822, "page": 0, "Index": 152}, {"Word": "pinpoint", "Confidence": 0.254, "X1": 0.338, "Y1": 0.25546, "X2": 0.375, "Y2": 0.25526, "X3": 0.375, "Y3": 0.26954, "X4": 0.338, "Y4": 0.26822, "page": 0, "Index": 153}, {"Word": "his", "Confidence": 0.902, "X1": 0.38, "Y1": 0.25546, "X2": 0.396, "Y2": 0.25526, "X3": 0.395, "Y3": 0.26954, "X4": 0.38, "Y4": 0.26954, "page": 0, "Index": 154}, {"Word": "Banjoist.\"", "Confidence": 0.466, "X1": 0.398, "Y1": 0.25809, "X2": 0.441, "Y2": 0.25789, "X3": 0.441, "Y3": 0.27217, "X4": 0.398, "Y4": 0.26954, "page": 0, "Index": 155}, {"Word": "an", "Confidence": 0.998, "X1": 0.549, "Y1": 0.26073, "X2": 0.56, "Y2": 0.26053, "X3": 0.56, "Y3": 0.27348, "X4": 0.549, "Y4": 0.2748, "page": 0, "Index": 156}, {"Word": "old", "Confidence": 0.967, "X1": 0.563, "Y1": 0.26073, "X2": 0.577, "Y2": 0.26053, "X3": 0.577, "Y3": 0.27348, "X4": 0.563, "Y4": 0.27348, "page": 0, "Index": 157}, {"Word": "hip", "Confidence": 0.998, "X1": 0.579, "Y1": 0.26073, "X2": 0.594, "Y2": 0.26053, "X3": 0.594, "Y3": 0.27348, "X4": 0.579, "Y4": 0.27348, "page": 0, "Index": 158}, {"Word": "injury.", "Confidence": 0.643, "X1": 0.596, "Y1": 0.26204, "X2": 0.63, "Y2": 0.26184, "X3": 0.63, "Y3": 0.2748, "X4": 0.596, "Y4": 0.27348, "page": 0, "Index": 159}, {"Word": "The", "Confidence": 0.809, "X1": 0.707, "Y1": 0.25941, "X2": 0.724, "Y2": 0.25921, "X3": 0.724, "Y3": 0.27217, "X4": 0.708, "Y4": 0.27217, "page": 0, "Index": 160}, {"Word": "other", "Confidence": 0.773, "X1": 0.728, "Y1": 0.25941, "X2": 0.752, "Y2": 0.25921, "X3": 0.752, "Y3": 0.27217, "X4": 0.728, "Y4": 0.27217, "page": 0, "Index": 161}, {"Word": "day\"", "Confidence": 0.306, "X1": 0.755, "Y1": 0.25941, "X2": 0.774, "Y2": 0.25921, "X3": 0.775, "Y3": 0.27217, "X4": 0.755, "Y4": 0.27217, "page": 0, "Index": 162}, {"Word": "Godfrey", "Confidence": 0.779, "X1": 0.776, "Y1": 0.25941, "X2": 0.812, "Y2": 0.25921, "X3": 0.812, "Y3": 0.27217, "X4": 0.776, "Y4": 0.27217, "page": 0, "Index": 163}, {"Word": "paused", "Confidence": 0.767, "X1": 0.816, "Y1": 0.25941, "X2": 0.846, "Y2": 0.25921, "X3": 0.846, "Y3": 0.27348, "X4": 0.817, "Y4": 0.27217, "page": 0, "Index": 164}, {"Word": "amazing", "Confidence": 0.625, "X1": 0.248, "Y1": 0.26862, "X2": 0.284, "Y2": 0.26842, "X3": 0.283, "Y3": 0.28138, "X4": 0.247, "Y4": 0.28006, "page": 0, "Index": 165}, {"Word": "career.", "Confidence": 0.862, "X1": 0.288, "Y1": 0.26862, "X2": 0.321, "Y2": 0.26842, "X3": 0.321, "Y3": 0.28138, "X4": 0.287, "Y4": 0.28138, "page": 0, "Index": 166}, {"Word": "\"", "Confidence": 0.471, "X1": 0.398, "Y1": 0.27125, "X2": 0.404, "Y2": 0.27105, "X3": 0.403, "Y3": 0.28664, "X4": 0.398, "Y4": 0.28664, "page": 0, "Index": 167}, {"Word": "His", "Confidence": 0.958, "X1": 0.406, "Y1": 0.27125, "X2": 0.42, "Y2": 0.27105, "X3": 0.419, "Y3": 0.28664, "X4": 0.406, "Y4": 0.28664, "page": 0, "Index": 168}, {"Word": "relaxed", "Confidence": 0.991, "X1": 0.422, "Y1": 0.27125, "X2": 0.455, "Y2": 0.27105, "X3": 0.455, "Y3": 0.28664, "X4": 0.422, "Y4": 0.28664, "page": 0, "Index": 169}, {"Word": "mood", "Confidence": 0.987, "X1": 0.457, "Y1": 0.27125, "X2": 0.48, "Y2": 0.27105, "X3": 0.48, "Y3": 0.28664, "X4": 0.457, "Y4": 0.28664, "page": 0, "Index": 170}, {"Word": "and", "Confidence": 0.998, "X1": 0.483, "Y1": 0.27125, "X2": 0.498, "Y2": 0.27105, "X3": 0.498, "Y3": 0.28664, "X4": 0.483, "Y4": 0.28664, "page": 0, "Index": 171}, {"Word": "brash", "Confidence": 0.803, "X1": 0.5, "Y1": 0.27125, "X2": 0.525, "Y2": 0.27105, "X3": 0.525, "Y3": 0.28664, "X4": 0.5, "Y4": 0.28664, "page": 0, "Index": 172}, {"Word": "kid-", "Confidence": 0.665, "X1": 0.527, "Y1": 0.27125, "X2": 0.548, "Y2": 0.27105, "X3": 0.548, "Y3": 0.28664, "X4": 0.527, "Y4": 0.28664, "page": 0, "Index": 173}, {"Word": "He", "Confidence": 0.641, "X1": 0.557, "Y1": 0.27257, "X2": 0.57, "Y2": 0.27237, "X3": 0.57, "Y3": 0.28664, "X4": 0.557, "Y4": 0.28664, "page": 0, "Index": 174}, {"Word": "again", "Confidence": 0.634, "X1": 0.575, "Y1": 0.27257, "X2": 0.6, "Y2": 0.27237, "X3": 0.6, "Y3": 0.28664, "X4": 0.575, "Y4": 0.28664, "page": 0, "Index": 175}, {"Word": "made", "Confidence": 0.988, "X1": 0.605, "Y1": 0.27257, "X2": 0.631, "Y2": 0.27237, "X3": 0.631, "Y3": 0.28664, "X4": 0.605, "Y4": 0.28664, "page": 0, "Index": 176}, {"Word": "news", "Confidence": 0.69, "X1": 0.636, "Y1": 0.27125, "X2": 0.659, "Y2": 0.27105, "X3": 0.659, "Y3": 0.28664, "X4": 0.636, "Y4": 0.28664, "page": 0, "Index": 177}, {"Word": "in", "Confidence": 0.971, "X1": 0.663, "Y1": 0.27125, "X2": 0.673, "Y2": 0.27105, "X3": 0.673, "Y3": 0.28664, "X4": 0.663, "Y4": 0.28664, "page": 0, "Index": 178}, {"Word": ".1954", "Confidence": 0.456, "X1": 0.675, "Y1": 0.27125, "X2": 0.697, "Y2": 0.27105, "X3": 0.697, "Y3": 0.28533, "X4": 0.675, "Y4": 0.28664, "page": 0, "Index": 179}, {"Word": "just", "Confidence": 0.503, "X1": 0.699, "Y1": 0.27125, "X2": 0.718, "Y2": 0.27105, "X3": 0.718, "Y3": 0.28533, "X4": 0.699, "Y4": 0.28533, "page": 0, "Index": 180}, {"Word": "before;", "Confidence": 0.564, "X1": 0.72, "Y1": 0.27125, "X2": 0.75, "Y2": 0.27105, "X3": 0.75, "Y3": 0.28533, "X4": 0.72, "Y4": 0.28533, "page": 0, "Index": 181}, {"Word": "going", "Confidence": 0.418, "X1": 0.752, "Y1": 0.27257, "X2": 0.776, "Y2": 0.27237, "X3": 0.776, "Y3": 0.28401, "X4": 0.752, "Y4": 0.28533, "page": 0, "Index": 182}, {"Word": "to", "Confidence": 0.323, "X1": 0.782, "Y1": 0.27257, "X2": 0.791, "Y2": 0.27237, "X3": 0.791, "Y3": 0.28401, "X4": 0.782, "Y4": 0.28401, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.626, "X1": 0.794, "Y1": 0.27257, "X2": 0.809, "Y2": 0.27237, "X3": 0.809, "Y3": 0.28401, "X4": 0.794, "Y4": 0.28401, "page": 0, "Index": 184}, {"Word": "hospital", "Confidence": 0.036, "X1": 0.813, "Y1": 0.27257, "X2": 0.847, "Y2": 0.27237, "X3": 0.847, "Y3": 0.28269, "X4": 0.813, "Y4": 0.28401, "page": 0, "Index": 185}, {"Word": "\"It's", "Confidence": 0.801, "X1": 0.255, "Y1": 0.28309, "X2": 0.277, "Y2": 0.28289, "X3": 0.276, "Y3": 0.29585, "X4": 0.254, "Y4": 0.29585, "page": 0, "Index": 186}, {"Word": "because", "Confidence": 0.991, "X1": 0.28, "Y1": 0.28309, "X2": 0.315, "Y2": 0.28289, "X3": 0.314, "Y3": 0.29717, "X4": 0.279, "Y4": 0.29717, "page": 0, "Index": 187}, {"Word": "people", "Confidence": 0.61, "X1": 0.318, "Y1": 0.28309, "X2": 0.347, "Y2": 0.28289, "X3": 0.346, "Y3": 0.29717, "X4": 0.317, "Y4": 0.29717, "page": 0, "Index": 188}, {"Word": "operation.", "Confidence": 0.848, "X1": 0.76, "Y1": 0.28573, "X2": 0.806, "Y2": 0.28553, "X3": 0.805, "Y3": 0.29717, "X4": 0.76, "Y4": 0.29848, "page": 0, "Index": 189}, {"Word": "His", "Confidence": 0.946, "X1": 0.808, "Y1": 0.28573, "X2": 0.825, "Y2": 0.28553, "X3": 0.824, "Y3": 0.29717, "X4": 0.808, "Y4": 0.29717, "page": 0, "Index": 190}, {"Word": "only", "Confidence": 0.887, "X1": 0.828, "Y1": 0.28573, "X2": 0.848, "Y2": 0.28553, "X3": 0.847, "Y3": 0.29717, "X4": 0.828, "Y4": 0.29717, "page": 0, "Index": 191}, {"Word": "believe", "Confidence": 0.663, "X1": 0.35, "Y1": 0.28441, "X2": 0.381, "Y2": 0.28421, "X3": 0.38, "Y3": 0.29848, "X4": 0.349, "Y4": 0.29717, "page": 0, "Index": 192}, {"Word": "in", "Confidence": 0.996, "X1": 0.384, "Y1": 0.28441, "X2": 0.394, "Y2": 0.28421, "X3": 0.394, "Y3": 0.29848, "X4": 0.383, "Y4": 0.29848, "page": 0, "Index": 193}, {"Word": "ding", "Confidence": 0.991, "X1": 0.398, "Y1": 0.28441, "X2": 0.417, "Y2": 0.28421, "X3": 0.416, "Y3": 0.29848, "X4": 0.397, "Y4": 0.29848, "page": 0, "Index": 194}, {"Word": "of", "Confidence": 0.669, "X1": 0.419, "Y1": 0.28441, "X2": 0.428, "Y2": 0.28421, "X3": 0.427, "Y3": 0.29848, "X4": 0.418, "Y4": 0.29848, "page": 0, "Index": 195}, {"Word": "commercials", "Confidence": 0.784, "X1": 0.43, "Y1": 0.28441, "X2": 0.484, "Y2": 0.28421, "X3": 0.484, "Y3": 0.2998, "X4": 0.429, "Y4": 0.29848, "page": 0, "Index": 196}, {"Word": "found", "Confidence": 0.855, "X1": 0.486, "Y1": 0.28441, "X2": 0.512, "Y2": 0.28421, "X3": 0.511, "Y3": 0.2998, "X4": 0.486, "Y4": 0.2998, "page": 0, "Index": 197}, {"Word": "a", "Confidence": 0.854, "X1": 0.514, "Y1": 0.28573, "X2": 0.519, "Y2": 0.28553, "X3": 0.519, "Y3": 0.2998, "X4": 0.513, "Y4": 0.2998, "page": 0, "Index": 198}, {"Word": "quick", "Confidence": 0.957, "X1": 0.521, "Y1": 0.28573, "X2": 0.545, "Y2": 0.28553, "X3": 0.545, "Y3": 0.2998, "X4": 0.521, "Y4": 0.2998, "page": 0, "Index": 199}, {"Word": "when", "Confidence": 0.982, "X1": 0.549, "Y1": 0.28573, "X2": 0.572, "Y2": 0.28553, "X3": 0.571, "Y3": 0.2998, "X4": 0.549, "Y4": 0.2998, "page": 0, "Index": 200}, {"Word": "he", "Confidence": 0.991, "X1": 0.578, "Y1": 0.28573, "X2": 0.591, "Y2": 0.28553, "X3": 0.59, "Y3": 0.2998, "X4": 0.577, "Y4": 0.2998, "page": 0, "Index": 201}, {"Word": "buzzed", "Confidence": 0.863, "X1": 0.596, "Y1": 0.28573, "X2": 0.626, "Y2": 0.28553, "X3": 0.625, "Y3": 0.2998, "X4": 0.595, "Y4": 0.2998, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.866, "X1": 0.631, "Y1": 0.28573, "X2": 0.646, "Y2": 0.28553, "X3": 0.646, "Y3": 0.2998, "X4": 0.631, "Y4": 0.2998, "page": 0, "Index": 203}, {"Word": "Teterboro,", "Confidence": 0.889, "X1": 0.653, "Y1": 0.28573, "X2": 0.697, "Y2": 0.28553, "X3": 0.697, "Y3": 0.29848, "X4": 0.652, "Y4": 0.2998, "page": 0, "Index": 204}, {"Word": "for", "Confidence": 0.357, "X1": 0.699, "Y1": 0.28573, "X2": 0.713, "Y2": 0.28553, "X3": 0.713, "Y3": 0.29848, "X4": 0.699, "Y4": 0.29848, "page": 0, "Index": 205}, {"Word": "his'", "Confidence": 0.649, "X1": 0.717, "Y1": 0.28573, "X2": 0.733, "Y2": 0.28553, "X3": 0.732, "Y3": 0.29848, "X4": 0.716, "Y4": 0.29848, "page": 0, "Index": 206}, {"Word": "lung\"", "Confidence": 0.877, "X1": 0.735, "Y1": 0.28573, "X2": 0.758, "Y2": 0.28553, "X3": 0.757, "Y3": 0.29848, "X4": 0.734, "Y4": 0.29848, "page": 0, "Index": 207}, {"Word": "me,\"", "Confidence": 0.647, "X1": 0.247, "Y1": 0.29625, "X2": 0.269, "Y2": 0.29605, "X3": 0.269, "Y3": 0.30901, "X4": 0.247, "Y4": 0.30769, "page": 0, "Index": 208}, {"Word": "he", "Confidence": 0.995, "X1": 0.277, "Y1": 0.29625, "X2": 0.289, "Y2": 0.29605, "X3": 0.289, "Y3": 0.30901, "X4": 0.276, "Y4": 0.30901, "page": 0, "Index": 209}, {"Word": "remarked", "Confidence": 0.993, "X1": 0.296, "Y1": 0.29757, "X2": 0.339, "Y2": 0.29737, "X3": 0.338, "Y3": 0.31033, "X4": 0.296, "Y4": 0.30901, "page": 0, "Index": 210}, {"Word": "once", "Confidence": 0.836, "X1": 0.346, "Y1": 0.29757, "X2": 0.367, "Y2": 0.29737, "X3": 0.366, "Y3": 0.31033, "X4": 0.346, "Y4": 0.31033, "page": 0, "Index": 211}, {"Word": "with", "Confidence": 0.621, "X1": 0.374, "Y1": 0.29757, "X2": 0.395, "Y2": 0.29737, "X3": 0.394, "Y3": 0.31164, "X4": 0.374, "Y4": 0.31033, "page": 0, "Index": 212}, {"Word": "audience.", "Confidence": 0.761, "X1": 0.398, "Y1": 0.29888, "X2": 0.438, "Y2": 0.29868, "X3": 0.438, "Y3": 0.31164, "X4": 0.398, "Y4": 0.31164, "page": 0, "Index": 213}, {"Word": "He", "Confidence": 0.925, "X1": 0.441, "Y1": 0.29888, "X2": 0.453, "Y2": 0.29868, "X3": 0.453, "Y3": 0.31164, "X4": 0.44, "Y4": 0.31164, "page": 0, "Index": 214}, {"Word": "moved", "Confidence": 0.995, "X1": 0.455, "Y1": 0.29888, "X2": 0.484, "Y2": 0.29868, "X3": 0.484, "Y3": 0.31296, "X4": 0.455, "Y4": 0.31164, "page": 0, "Index": 215}, {"Word": "on", "Confidence": 0.846, "X1": 0.486, "Y1": 0.29888, "X2": 0.497, "Y2": 0.29868, "X3": 0.497, "Y3": 0.31296, "X4": 0.486, "Y4": 0.31296, "page": 0, "Index": 216}, {"Word": "to", "Confidence": 0.955, "X1": 0.499, "Y1": 0.29888, "X2": 0.508, "Y2": 0.29868, "X3": 0.508, "Y3": 0.31296, "X4": 0.499, "Y4": 0.31296, "page": 0, "Index": 217}, {"Word": "an", "Confidence": 0.998, "X1": 0.51, "Y1": 0.29888, "X2": 0.522, "Y2": 0.29868, "X3": 0.522, "Y3": 0.31296, "X4": 0.51, "Y4": 0.31296, "page": 0, "Index": 218}, {"Word": "NBC", "Confidence": 0.991, "X1": 0.524, "Y1": 0.29888, "X2": 0.543, "Y2": 0.29868, "X3": 0.543, "Y3": 0.31296, "X4": 0.524, "Y4": 0.31296, "page": 0, "Index": 219}, {"Word": "\|N.J.", "Confidence": 0.612, "X1": 0.545, "Y1": 0.29888, "X2": 0.569, "Y2": 0.29868, "X3": 0.569, "Y3": 0.31296, "X4": 0.545, "Y4": 0.31296, "page": 0, "Index": 220}, {"Word": "airport", "Confidence": 0.735, "X1": 0.571, "Y1": 0.29888, "X2": 0.604, "Y2": 0.29868, "X3": 0.604, "Y3": 0.31296, "X4": 0.571, "Y4": 0.31296, "page": 0, "Index": 221}, {"Word": "while", "Confidence": 0.936, "X1": 0.606, "Y1": 0.29888, "X2": 0.63, "Y2": 0.29868, "X3": 0.63, "Y3": 0.31296, "X4": 0.606, "Y4": 0.31296, "page": 0, "Index": 222}, {"Word": "piloting", "Confidence": 0.796, "X1": 0.633, "Y1": 0.29888, "X2": 0.666, "Y2": 0.29868, "X3": 0.667, "Y3": 0.31296, "X4": 0.633, "Y4": 0.31296, "page": 0, "Index": 223}, {"Word": "a", "Confidence": 0.994, "X1": 0.669, "Y1": 0.29888, "X2": 0.675, "Y2": 0.29868, "X3": 0.675, "Y3": 0.31296, "X4": 0.669, "Y4": 0.31296, "page": 0, "Index": 224}, {"Word": "pri-", "Confidence": 0.66, "X1": 0.68, "Y1": 0.29888, "X2": 0.697, "Y2": 0.29868, "X3": 0.697, "Y3": 0.31296, "X4": 0.68, "Y4": 0.31296, "page": 0, "Index": 225}, {"Word": "worry,", "Confidence": 0.792, "X1": 0.699, "Y1": 0.29888, "X2": 0.728, "Y2": 0.29868, "X3": 0.728, "Y3": 0.31164, "X4": 0.7, "Y4": 0.31296, "page": 0, "Index": 226}, {"Word": "he", "Confidence": 0.958, "X1": 0.73, "Y1": 0.29888, "X2": 0.742, "Y2": 0.29868, "X3": 0.742, "Y3": 0.31164, "X4": 0.73, "Y4": 0.31164, "page": 0, "Index": 227}, {"Word": "remarked,", "Confidence": 0.941, "X1": 0.744, "Y1": 0.29757, "X2": 0.79, "Y2": 0.29737, "X3": 0.79, "Y3": 0.31164, "X4": 0.744, "Y4": 0.31164, "page": 0, "Index": 228}, {"Word": "was", "Confidence": 0.998, "X1": 0.792, "Y1": 0.29757, "X2": 0.809, "Y2": 0.29737, "X3": 0.81, "Y3": 0.31033, "X4": 0.792, "Y4": 0.31164, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.903, "X1": 0.811, "Y1": 0.29757, "X2": 0.826, "Y2": 0.29737, "X3": 0.827, "Y3": 0.31033, "X4": 0.812, "Y4": 0.31033, "page": 0, "Index": 230}, {"Word": "pas-", "Confidence": 0.603, "X1": 0.829, "Y1": 0.29757, "X2": 0.847, "Y2": 0.29737, "X3": 0.847, "Y3": 0.31033, "X4": 0.829, "Y4": 0.31033, "page": 0, "Index": 231}, {"Word": "a", "Confidence": 0.991, "X1": 0.247, "Y1": 0.30941, "X2": 0.253, "Y2": 0.30921, "X3": 0.253, "Y3": 0.32348, "X4": 0.246, "Y4": 0.32348, "page": 0, "Index": 232}, {"Word": "typical", "Confidence": 0.361, "X1": 0.26, "Y1": 0.30941, "X2": 0.293, "Y2": 0.30921, "X3": 0.292, "Y3": 0.32217, "X4": 0.259, "Y4": 0.32348, "page": 0, "Index": 233}, {"Word": "Godfrey", "Confidence": 0.612, "X1": 0.296, "Y1": 0.30809, "X2": 0.331, "Y2": 0.30789, "X3": 0.33, "Y3": 0.32217, "X4": 0.295, "Y4": 0.32217, "page": 0, "Index": 234}, {"Word": "eyebrow", "Confidence": 0.91, "X1": 0.336, "Y1": 0.30941, "X2": 0.372, "Y2": 0.30921, "X3": 0.371, "Y3": 0.32348, "X4": 0.336, "Y4": 0.32217, "page": 0, "Index": 235}, {"Word": "lift.", "Confidence": 0.931, "X1": 0.378, "Y1": 0.30941, "X2": 0.398, "Y2": 0.30921, "X3": 0.397, "Y3": 0.3248, "X4": 0.377, "Y4": 0.32348, "page": 0, "Index": 236}, {"Word": "staff", "Confidence": 0.887, "X1": 0.398, "Y1": 0.31336, "X2": 0.419, "Y2": 0.31316, "X3": 0.419, "Y3": 0.32743, "X4": 0.398, "Y4": 0.32743, "page": 0, "Index": 237}, {"Word": "announcing", "Confidence": 0.637, "X1": 0.421, "Y1": 0.31336, "X2": 0.471, "Y2": 0.31316, "X3": 0.471, "Y3": 0.32743, "X4": 0.421, "Y4": 0.32743, "page": 0, "Index": 238}, {"Word": "job", "Confidence": 0.958, "X1": 0.473, "Y1": 0.31336, "X2": 0.488, "Y2": 0.31316, "X3": 0.488, "Y3": 0.32743, "X4": 0.473, "Y4": 0.32743, "page": 0, "Index": 239}, {"Word": "-", "Confidence": 0.807, "X1": 0.491, "Y1": 0.31336, "X2": 0.498, "Y2": 0.31316, "X3": 0.497, "Y3": 0.32743, "X4": 0.491, "Y4": 0.32743, "page": 0, "Index": 240}, {"Word": "and", "Confidence": 0.998, "X1": 0.506, "Y1": 0.31204, "X2": 0.522, "Y2": 0.31184, "X3": 0.522, "Y3": 0.32612, "X4": 0.505, "Y4": 0.32743, "page": 0, "Index": 241}, {"Word": "then", "Confidence": 0.573, "X1": 0.525, "Y1": 0.31204, "X2": 0.545, "Y2": 0.31184, "X3": 0.545, "Y3": 0.32612, "X4": 0.525, "Y4": 0.32612, "page": 0, "Index": 242}, {"Word": "vate", "Confidence": 0.881, "X1": 0.55, "Y1": 0.31204, "X2": 0.569, "Y2": 0.31184, "X3": 0.569, "Y3": 0.32612, "X4": 0.549, "Y4": 0.32612, "page": 0, "Index": 243}, {"Word": "plane.", "Confidence": 0.856, "X1": 0.571, "Y1": 0.31204, "X2": 0.599, "Y2": 0.31184, "X3": 0.599, "Y3": 0.32612, "X4": 0.571, "Y4": 0.32612, "page": 0, "Index": 244}, {"Word": "Later,", "Confidence": 0.847, "X1": 0.601, "Y1": 0.31204, "X2": 0.63, "Y2": 0.31184, "X3": 0.629, "Y3": 0.32612, "X4": 0.601, "Y4": 0.32612, "page": 0, "Index": 245}, {"Word": "he", "Confidence": 0.799, "X1": 0.632, "Y1": 0.31204, "X2": 0.644, "Y2": 0.31184, "X3": 0.643, "Y3": 0.32612, "X4": 0.631, "Y4": 0.32612, "page": 0, "Index": 246}, {"Word": "was", "Confidence": 0.994, "X1": 0.646, "Y1": 0.31204, "X2": 0.664, "Y2": 0.31184, "X3": 0.664, "Y3": 0.32612, "X4": 0.646, "Y4": 0.32612, "page": 0, "Index": 247}, {"Word": "tempo-", "Confidence": 0.698, "X1": 0.667, "Y1": 0.31204, "X2": 0.698, "Y2": 0.31184, "X3": 0.698, "Y3": 0.3248, "X4": 0.666, "Y4": 0.32612, "page": 0, "Index": 248}, {"Word": "sibility", "Confidence": 0.797, "X1": 0.7, "Y1": 0.31073, "X2": 0.73, "Y2": 0.31053, "X3": 0.729, "Y3": 0.3248, "X4": 0.7, "Y4": 0.3248, "page": 0, "Index": 249}, {"Word": "of", "Confidence": 0.956, "X1": 0.732, "Y1": 0.31073, "X2": 0.742, "Y2": 0.31053, "X3": 0.742, "Y3": 0.3248, "X4": 0.732, "Y4": 0.3248, "page": 0, "Index": 250}, {"Word": "becoming", "Confidence": 0.957, "X1": 0.744, "Y1": 0.31073, "X2": 0.786, "Y2": 0.31053, "X3": 0.786, "Y3": 0.3248, "X4": 0.744, "Y4": 0.3248, "page": 0, "Index": 251}, {"Word": "an", "Confidence": 0.997, "X1": 0.789, "Y1": 0.31073, "X2": 0.8, "Y2": 0.31053, "X3": 0.799, "Y3": 0.32348, "X4": 0.788, "Y4": 0.32348, "page": 0, "Index": 252}, {"Word": "invalid.", "Confidence": 0.792, "X1": 0.802, "Y1": 0.30941, "X2": 0.836, "Y2": 0.30921, "X3": 0.835, "Y3": 0.32348, "X4": 0.801, "Y4": 0.32348, "page": 0, "Index": 253}, {"Word": "\"How", "Confidence": 0.96, "X1": 0.247, "Y1": 0.32125, "X2": 0.271, "Y2": 0.32105, "X3": 0.27, "Y3": 0.33401, "X4": 0.246, "Y4": 0.33269, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.994, "X1": 0.274, "Y1": 0.32125, "X2": 0.287, "Y2": 0.32105, "X3": 0.287, "Y3": 0.33533, "X4": 0.273, "Y4": 0.33401, "page": 0, "Index": 255}, {"Word": "hell", "Confidence": 0.939, "X1": 0.289, "Y1": 0.32257, "X2": 0.306, "Y2": 0.32237, "X3": 0.305, "Y3": 0.33664, "X4": 0.289, "Y4": 0.33533, "page": 0, "Index": 256}, {"Word": "else", "Confidence": 0.984, "X1": 0.308, "Y1": 0.32257, "X2": 0.325, "Y2": 0.32237, "X3": 0.325, "Y3": 0.33664, "X4": 0.307, "Y4": 0.33664, "page": 0, "Index": 257}, {"Word": "can", "Confidence": 0.871, "X1": 0.327, "Y1": 0.32257, "X2": 0.342, "Y2": 0.32237, "X3": 0.342, "Y3": 0.33664, "X4": 0.327, "Y4": 0.33664, "page": 0, "Index": 258}, {"Word": "you", "Confidence": 0.998, "X1": 0.345, "Y1": 0.32257, "X2": 0.36, "Y2": 0.32237, "X3": 0.36, "Y3": 0.33664, "X4": 0.344, "Y4": 0.33664, "page": 0, "Index": 259}, {"Word": "explain", "Confidence": 0.765, "X1": 0.363, "Y1": 0.32125, "X2": 0.395, "Y2": 0.32105, "X3": 0.395, "Y3": 0.33664, "X4": 0.362, "Y4": 0.33664, "page": 0, "Index": 260}, {"Word": "the", "Confidence": 0.998, "X1": 0.633, "Y1": 0.3252, "X2": 0.648, "Y2": 0.325, "X3": 0.648, "Y3": 0.33796, "X4": 0.633, "Y4": 0.33927, "page": 0, "Index": 261}, {"Word": "CAA.", "Confidence": 0.932, "X1": 0.65, "Y1": 0.32388, "X2": 0.673, "Y2": 0.32368, "X3": 0.673, "Y3": 0.33796, "X4": 0.65, "Y4": 0.33796, "page": 0, "Index": 262}, {"Word": "was", "Confidence": 0.998, "X1": 0.398, "Y1": 0.32652, "X2": 0.415, "Y2": 0.32632, "X3": 0.415, "Y3": 0.33927, "X4": 0.398, "Y4": 0.33927, "page": 0, "Index": 263}, {"Word": "knocked", "Confidence": 0.925, "X1": 0.417, "Y1": 0.32652, "X2": 0.453, "Y2": 0.32632, "X3": 0.453, "Y3": 0.33927, "X4": 0.417, "Y4": 0.33927, "page": 0, "Index": 264}, {"Word": "out", "Confidence": 0.994, "X1": 0.455, "Y1": 0.32652, "X2": 0.47, "Y2": 0.32632, "X3": 0.47, "Y3": 0.33927, "X4": 0.455, "Y4": 0.33927, "page": 0, "Index": 265}, {"Word": "of", "Confidence": 0.997, "X1": 0.472, "Y1": 0.32652, "X2": 0.482, "Y2": 0.32632, "X3": 0.482, "Y3": 0.33927, "X4": 0.472, "Y4": 0.33927, "page": 0, "Index": 266}, {"Word": "action", "Confidence": 0.967, "X1": 0.484, "Y1": 0.32652, "X2": 0.51, "Y2": 0.32632, "X3": 0.51, "Y3": 0.33927, "X4": 0.484, "Y4": 0.33927, "page": 0, "Index": 267}, {"Word": "for", "Confidence": 0.668, "X1": 0.512, "Y1": 0.32652, "X2": 0.526, "Y2": 0.32632, "X3": 0.526, "Y3": 0.33927, "X4": 0.512, "Y4": 0.33927, "page": 0, "Index": 268}, {"Word": "two", "Confidence": 0.995, "X1": 0.528, "Y1": 0.3252, "X2": 0.545, "Y2": 0.325, "X3": 0.545, "Y3": 0.33927, "X4": 0.528, "Y4": 0.33927, "page": 0, "Index": 269}, {"Word": "rarily", "Confidence": 0.927, "X1": 0.549, "Y1": 0.3252, "X2": 0.574, "Y2": 0.325, "X3": 0.574, "Y3": 0.33927, "X4": 0.549, "Y4": 0.33927, "page": 0, "Index": 270}, {"Word": "grounded", "Confidence": 0.932, "X1": 0.576, "Y1": 0.3252, "X2": 0.617, "Y2": 0.325, "X3": 0.617, "Y3": 0.33927, "X4": 0.576, "Y4": 0.33927, "page": 0, "Index": 271}, {"Word": "by", "Confidence": 0.998, "X1": 0.619, "Y1": 0.3252, "X2": 0.631, "Y2": 0.325, "X3": 0.631, "Y3": 0.33927, "X4": 0.619, "Y4": 0.33927, "page": 0, "Index": 272}, {"Word": "\"With-all", "Confidence": 0.613, "X1": 0.707, "Y1": 0.3252, "X2": 0.75, "Y2": 0.325, "X3": 0.75, "Y3": 0.33927, "X4": 0.706, "Y4": 0.33927, "page": 0, "Index": 273}, {"Word": "(hose,", "Confidence": 0.651, "X1": 0.753, "Y1": 0.3252, "X2": 0.777, "Y2": 0.325, "X3": 0.776, "Y3": 0.34059, "X4": 0.752, "Y4": 0.33927, "page": 0, "Index": 274}, {"Word": "people", "Confidence": 0.847, "X1": 0.779, "Y1": 0.32652, "X2": 0.807, "Y2": 0.32632, "X3": 0.807, "Y3": 0.34059, "X4": 0.778, "Y4": 0.34059, "page": 0, "Index": 275}, {"Word": "plugging", "Confidence": 0.645, "X1": 0.81, "Y1": 0.32652, "X2": 0.848, "Y2": 0.32632, "X3": 0.848, "Y3": 0.34191, "X4": 0.809, "Y4": 0.34059, "page": 0, "Index": 276}, {"Word": "years", "Confidence": 0.9, "X1": 0.397, "Y1": 0.33967, "X2": 0.422, "Y2": 0.33947, "X3": 0.422, "Y3": 0.35243, "X4": 0.397, "Y4": 0.35375, "page": 0, "Index": 277}, {"Word": "by", "Confidence": 0.998, "X1": 0.424, "Y1": 0.33967, "X2": 0.436, "Y2": 0.33947, "X3": 0.436, "Y3": 0.35243, "X4": 0.424, "Y4": 0.35243, "page": 0, "Index": 278}, {"Word": "a", "Confidence": 0.991, "X1": 0.439, "Y1": 0.33967, "X2": 0.446, "Y2": 0.33947, "X3": 0.446, "Y3": 0.35243, "X4": 0.439, "Y4": 0.35243, "page": 0, "Index": 279}, {"Word": "serious", "Confidence": 0.893, "X1": 0.448, "Y1": 0.33836, "X2": 0.48, "Y2": 0.33816, "X3": 0.48, "Y3": 0.35243, "X4": 0.448, "Y4": 0.35243, "page": 0, "Index": 280}, {"Word": "accident-while", "Confidence": 0.378, "X1": 0.482, "Y1": 0.33836, "X2": 0.547, "Y2": 0.33816, "X3": 0.547, "Y3": 0.35243, "X4": 0.482, "Y4": 0.35243, "page": 0, "Index": 281}, {"Word": "\"In", "Confidence": 0.039, "X1": 0.553, "Y1": 0.33836, "X2": 0.568, "Y2": 0.33816, "X3": 0.568, "Y3": 0.35243, "X4": 0.553, "Y4": 0.35243, "page": 0, "Index": 282}, {"Word": "private", "Confidence": 0.889, "X1": 0.575, "Y1": 0.33836, "X2": 0.608, "Y2": 0.33816, "X3": 0.608, "Y3": 0.35243, "X4": 0.574, "Y4": 0.35243, "page": 0, "Index": 283}, {"Word": "life,", "Confidence": 0.748, "X1": 0.614, "Y1": 0.33836, "X2": 0.635, "Y2": 0.33816, "X3": 0.635, "Y3": 0.35243, "X4": 0.614, "Y4": 0.35243, "page": 0, "Index": 284}, {"Word": "the", "Confidence": 0.894, "X1": 0.639, "Y1": 0.33836, "X2": 0.655, "Y2": 0.33816, "X3": 0.655, "Y3": 0.35243, "X4": 0.639, "Y4": 0.35243, "page": 0, "Index": 285}, {"Word": "Godfrey", "Confidence": 0.619, "X1": 0.662, "Y1": 0.33836, "X2": 0.697, "Y2": 0.33816, "X3": 0.697, "Y3": 0.35375, "X4": 0.662, "Y4": 0.35243, "page": 0, "Index": 286}, {"Word": "for", "Confidence": 0.955, "X1": 0.699, "Y1": 0.33836, "X2": 0.713, "Y2": 0.33816, "X3": 0.713, "Y3": 0.35375, "X4": 0.699, "Y4": 0.35375, "page": 0, "Index": 287}, {"Word": "me,\"", "Confidence": 0.2, "X1": 0.715, "Y1": 0.33967, "X2": 0.739, "Y2": 0.33947, "X3": 0.738, "Y3": 0.35375, "X4": 0.715, "Y4": 0.35375, "page": 0, "Index": 288}, {"Word": "he", "Confidence": 0.609, "X1": 0.742, "Y1": 0.33967, "X2": 0.753, "Y2": 0.33947, "X3": 0.753, "Y3": 0.35375, "X4": 0.741, "Y4": 0.35375, "page": 0, "Index": 289}, {"Word": "said,", "Confidence": 0.591, "X1": 0.755, "Y1": 0.33967, "X2": 0.778, "Y2": 0.33947, "X3": 0.778, "Y3": 0.35506, "X4": 0.755, "Y4": 0.35375, "page": 0, "Index": 290}, {"Word": "\"we", "Confidence": 0.053, "X1": 0.78, "Y1": 0.34099, "X2": 0.799, "Y2": 0.34079, "X3": 0.799, "Y3": 0.35506, "X4": 0.78, "Y4": 0.35506, "page": 0, "Index": 291}, {"Word": "got", "Confidence": 0.66, "X1": 0.801, "Y1": 0.34099, "X2": 0.816, "Y2": 0.34079, "X3": 0.815, "Y3": 0.35638, "X4": 0.801, "Y4": 0.35506, "page": 0, "Index": 292}, {"Word": "to", "Confidence": 0.991, "X1": 0.818, "Y1": 0.34099, "X2": 0.829, "Y2": 0.34079, "X3": 0.828, "Y3": 0.35638, "X4": 0.818, "Y4": 0.35638, "page": 0, "Index": 293}, {"Word": "win", "Confidence": 0.676, "X1": 0.832, "Y1": 0.34099, "X2": 0.847, "Y2": 0.34079, "X3": 0.847, "Y3": 0.35638, "X4": 0.831, "Y4": 0.35638, "page": 0, "Index": 294}, {"Word": "Comedian", "Confidence": 0.991, "X1": 0.255, "Y1": 0.35152, "X2": 0.298, "Y2": 0.35132, "X3": 0.297, "Y3": 0.36427, "X4": 0.254, "Y4": 0.36559, "page": 0, "Index": 295}, {"Word": "Fred", "Confidence": 0.998, "X1": 0.3, "Y1": 0.3502, "X2": 0.321, "Y2": 0.35, "X3": 0.321, "Y3": 0.36427, "X4": 0.299, "Y4": 0.36427, "page": 0, "Index": 296}, {"Word": "Allen", "Confidence": 0.955, "X1": 0.323, "Y1": 0.3502, "X2": 0.347, "Y2": 0.35, "X3": 0.346, "Y3": 0.36559, "X4": 0.323, "Y4": 0.36427, "page": 0, "Index": 297}, {"Word": "called", "Confidence": 0.955, "X1": 0.349, "Y1": 0.35152, "X2": 0.375, "Y2": 0.35132, "X3": 0.374, "Y3": 0.36559, "X4": 0.348, "Y4": 0.36559, "page": 0, "Index": 298}, {"Word": "him", "Confidence": 0.901, "X1": 0.377, "Y1": 0.35152, "X2": 0.392, "Y2": 0.35132, "X3": 0.392, "Y3": 0.36559, "X4": 0.376, "Y4": 0.36559, "page": 0, "Index": 299}, {"Word": "driving.a", "Confidence": 0.659, "X1": 0.398, "Y1": 0.35283, "X2": 0.44, "Y2": 0.35263, "X3": 0.439, "Y3": 0.36559, "X4": 0.398, "Y4": 0.36559, "page": 0, "Index": 300}, {"Word": "car.", "Confidence": 0.895, "X1": 0.443, "Y1": 0.35415, "X2": 0.463, "Y2": 0.35395, "X3": 0.463, "Y3": 0.36559, "X4": 0.443, "Y4": 0.36559, "page": 0, "Index": 301}, {"Word": "charm", "Confidence": 0.991, "X1": 0.549, "Y1": 0.35152, "X2": 0.574, "Y2": 0.35132, "X3": 0.574, "Y3": 0.36427, "X4": 0.55, "Y4": 0.36427, "page": 0, "Index": 302}, {"Word": "made", "Confidence": 0.678, "X1": 0.582, "Y1": 0.35152, "X2": 0.609, "Y2": 0.35132, "X3": 0.609, "Y3": 0.36559, "X4": 0.583, "Y4": 0.36427, "page": 0, "Index": 303}, {"Word": "him", "Confidence": 0.995, "X1": 0.612, "Y1": 0.35152, "X2": 0.629, "Y2": 0.35132, "X3": 0.629, "Y3": 0.36559, "X4": 0.613, "Y4": 0.36559, "page": 0, "Index": 304}, {"Word": "familiar", "Confidence": 0.801, "X1": 0.636, "Y1": 0.35152, "X2": 0.674, "Y2": 0.35132, "X3": 0.674, "Y3": 0.36559, "X4": 0.636, "Y4": 0.36559, "page": 0, "Index": 305}, {"Word": "with", "Confidence": 0.615, "X1": 0.678, "Y1": 0.3502, "X2": 0.697, "Y2": 0.35, "X3": 0.697, "Y3": 0.36559, "X4": 0.678, "Y4": 0.36559, "page": 0, "Index": 306}, {"Word": "this", "Confidence": 0.981, "X1": 0.7, "Y1": 0.3502, "X2": 0.717, "Y2": 0.35, "X3": 0.717, "Y3": 0.36559, "X4": 0.7, "Y4": 0.36559, "page": 0, "Index": 307}, {"Word": "thing.\"", "Confidence": 0.177, "X1": 0.719, "Y1": 0.34757, "X2": 0.751, "Y2": 0.34737, "X3": 0.751, "Y3": 0.36427, "X4": 0.719, "Y4": 0.36559, "page": 0, "Index": 308}, {"Word": "\"the.", "Confidence": 0.289, "X1": 0.248, "Y1": 0.36467, "X2": 0.274, "Y2": 0.36447, "X3": 0.273, "Y3": 0.37743, "X4": 0.247, "Y4": 0.37743, "page": 0, "Index": 309}, {"Word": "man", "Confidence": 0.97, "X1": 0.277, "Y1": 0.36467, "X2": 0.296, "Y2": 0.36447, "X3": 0.295, "Y3": 0.37743, "X4": 0.276, "Y4": 0.37743, "page": 0, "Index": 310}, {"Word": "with", "Confidence": 0.62, "X1": 0.306, "Y1": 0.36599, "X2": 0.326, "Y2": 0.36579, "X3": 0.326, "Y3": 0.37743, "X4": 0.306, "Y4": 0.37743, "page": 0, "Index": 311}, {"Word": ".", "Confidence": 0.678, "X1": 0.33, "Y1": 0.36599, "X2": 0.333, "Y2": 0.36579, "X3": 0.332, "Y3": 0.37743, "X4": 0.33, "Y4": 0.37743, "page": 0, "Index": 312}, {"Word": "the", "Confidence": 0.998, "X1": 0.335, "Y1": 0.36599, "X2": 0.35, "Y2": 0.36579, "X3": 0.35, "Y3": 0.37743, "X4": 0.334, "Y4": 0.37743, "page": 0, "Index": 313}, {"Word": ">barefoot)", "Confidence": 0.364, "X1": 0.355, "Y1": 0.36467, "X2": 0.4, "Y2": 0.36447, "X3": 0.401, "Y3": 0.37743, "X4": 0.355, "Y4": 0.37743, "page": 0, "Index": 314}, {"Word": "affairs", "Confidence": 0.867, "X1": 0.647, "Y1": 0.36204, "X2": 0.677, "Y2": 0.36184, "X3": 0.677, "Y3": 0.37743, "X4": 0.647, "Y4": 0.37875, "page": 0, "Index": 315}, {"Word": "and", "Confidence": 0.943, "X1": 0.68, "Y1": 0.36204, "X2": 0.697, "Y2": 0.36184, "X3": 0.697, "Y3": 0.37743, "X4": 0.68, "Y4": 0.37743, "page": 0, "Index": 316}, {"Word": "When", "Confidence": 0.439, "X1": 0.406, "Y1": 0.36862, "X2": 0.43, "Y2": 0.36842, "X3": 0.43, "Y3": 0.38138, "X4": 0.406, "Y4": 0.38269, "page": 0, "Index": 317}, {"Word": "that", "Confidence": 0.955, "X1": 0.432, "Y1": 0.36731, "X2": 0.452, "Y2": 0.36711, "X3": 0.452, "Y3": 0.38138, "X4": 0.432, "Y4": 0.38138, "page": 0, "Index": 318}, {"Word": "siege", "Confidence": 0.656, "X1": 0.454, "Y1": 0.36731, "X2": 0.478, "Y2": 0.36711, "X3": 0.478, "Y3": 0.38138, "X4": 0.454, "Y4": 0.38138, "page": 0, "Index": 319}, {"Word": "ended,", "Confidence": 0.663, "X1": 0.48, "Y1": 0.36731, "X2": 0.509, "Y2": 0.36711, "X3": 0.509, "Y3": 0.38006, "X4": 0.48, "Y4": 0.38138, "page": 0, "Index": 320}, {"Word": "Godfrey", "Confidence": 0.793, "X1": 0.511, "Y1": 0.36599, "X2": 0.547, "Y2": 0.36579, "X3": 0.546, "Y3": 0.38006, "X4": 0.511, "Y4": 0.38006, "page": 0, "Index": 321}, {"Word": "men", "Confidence": 0.71, "X1": 0.549, "Y1": 0.36599, "X2": 0.568, "Y2": 0.36579, "X3": 0.568, "Y3": 0.37875, "X4": 0.549, "Y4": 0.38006, "page": 0, "Index": 322}, {"Word": "high", "Confidence": 0.612, "X1": 0.571, "Y1": 0.36467, "X2": 0.592, "Y2": 0.36447, "X3": 0.591, "Y3": 0.37875, "X4": 0.571, "Y4": 0.37875, "page": 0, "Index": 323}, {"Word": "in", "Confidence": 0.619, "X1": 0.595, "Y1": 0.36467, "X2": 0.605, "Y2": 0.36447, "X3": 0.605, "Y3": 0.37875, "X4": 0.595, "Y4": 0.37875, "page": 0, "Index": 324}, {"Word": "national", "Confidence": 0.602, "X1": 0.608, "Y1": 0.36336, "X2": 0.645, "Y2": 0.36316, "X3": 0.645, "Y3": 0.37875, "X4": 0.608, "Y4": 0.37875, "page": 0, "Index": 325}, {"Word": "voice.\"", "Confidence": 0.624, "X1": 0.247, "Y1": 0.37783, "X2": 0.277, "Y2": 0.37763, "X3": 0.277, "Y3": 0.38927, "X4": 0.247, "Y4": 0.38927, "page": 0, "Index": 326}, {"Word": "Others", "Confidence": 0.994, "X1": 0.281, "Y1": 0.37783, "X2": 0.31, "Y2": 0.37763, "X3": 0.31, "Y3": 0.39059, "X4": 0.281, "Y4": 0.39059, "page": 0, "Index": 327}, {"Word": "have", "Confidence": 0.91, "X1": 0.312, "Y1": 0.37783, "X2": 0.334, "Y2": 0.37763, "X3": 0.334, "Y3": 0.39059, "X4": 0.312, "Y4": 0.39059, "page": 0, "Index": 328}, {"Word": "described", "Confidence": 0.682, "X1": 0.336, "Y1": 0.37652, "X2": 0.378, "Y2": 0.37632, "X3": 0.378, "Y3": 0.39059, "X4": 0.336, "Y4": 0.39059, "page": 0, "Index": 329}, {"Word": "his", "Confidence": 0.664, "X1": 0.381, "Y1": 0.37652, "X2": 0.395, "Y2": 0.37632, "X3": 0.395, "Y3": 0.39059, "X4": 0.381, "Y4": 0.39059, "page": 0, "Index": 330}, {"Word": "joined's", "Confidence": 0.147, "X1": 0.397, "Y1": 0.38046, "X2": 0.434, "Y2": 0.38026, "X3": 0.434, "Y3": 0.39322, "X4": 0.397, "Y4": 0.39454, "page": 0, "Index": 331}, {"Word": "CBS", "Confidence": 0.998, "X1": 0.437, "Y1": 0.38046, "X2": 0.456, "Y2": 0.38026, "X3": 0.456, "Y3": 0.39322, "X4": 0.437, "Y4": 0.39322, "page": 0, "Index": 332}, {"Word": "station", "Confidence": 0.851, "X1": 0.46, "Y1": 0.38046, "X2": 0.49, "Y2": 0.38026, "X3": 0.49, "Y3": 0.39322, "X4": 0.46, "Y4": 0.39322, "page": 0, "Index": 333}, {"Word": "in'", "Confidence": 0.614, "X1": 0.493, "Y1": 0.38046, "X2": 0.505, "Y2": 0.38026, "X3": 0.505, "Y3": 0.39322, "X4": 0.493, "Y4": 0.39322, "page": 0, "Index": 334}, {"Word": "Washing-", "Confidence": 0.411, "X1": 0.507, "Y1": 0.38178, "X2": 0.548, "Y2": 0.38158, "X3": 0.549, "Y3": 0.39454, "X4": 0.507, "Y4": 0.39322, "page": 0, "Index": 335}, {"Word": "business,", "Confidence": 0.64, "X1": 0.549, "Y1": 0.37652, "X2": 0.589, "Y2": 0.37632, "X3": 0.589, "Y3": 0.38927, "X4": 0.55, "Y4": 0.38796, "page": 0, "Index": 336}, {"Word": "vocal", "Confidence": 0.991, "X1": 0.248, "Y1": 0.38967, "X2": 0.272, "Y2": 0.38947, "X3": 0.272, "Y3": 0.40243, "X4": 0.248, "Y4": 0.40243, "page": 0, "Index": 337}, {"Word": "equipment", "Confidence": 0.958, "X1": 0.277, "Y1": 0.39099, "X2": 0.325, "Y2": 0.39079, "X3": 0.324, "Y3": 0.40375, "X4": 0.277, "Y4": 0.40243, "page": 0, "Index": 338}, {"Word": "as\"", "Confidence": 0.583, "X1": 0.33, "Y1": 0.39099, "X2": 0.346, "Y2": 0.39079, "X3": 0.346, "Y3": 0.40375, "X4": 0.33, "Y4": 0.40375, "page": 0, "Index": 339}, {"Word": "\"bribery\"", "Confidence": 0.465, "X1": 0.348, "Y1": 0.39231, "X2": 0.392, "Y2": 0.39211, "X3": 0.391, "Y3": 0.40506, "X4": 0.348, "Y4": 0.40375, "page": 0, "Index": 340}, {"Word": "ton", "Confidence": 0.734, "X1": 0.398, "Y1": 0.39231, "X2": 0.413, "Y2": 0.39211, "X3": 0.412, "Y3": 0.40506, "X4": 0.397, "Y4": 0.40506, "page": 0, "Index": 341}, {"Word": "as", "Confidence": 0.632, "X1": 0.418, "Y1": 0.39231, "X2": 0.43, "Y2": 0.39211, "X3": 0.429, "Y3": 0.40506, "X4": 0.417, "Y4": 0.40506, "page": 0, "Index": 342}, {"Word": "an", "Confidence": 0.887, "X1": 0.434, "Y1": 0.39231, "X2": 0.445, "Y2": 0.39211, "X3": 0.445, "Y3": 0.40506, "X4": 0.434, "Y4": 0.40506, "page": 0, "Index": 343}, {"Word": "all-night", "Confidence": 0.84, "X1": 0.451, "Y1": 0.39231, "X2": 0.489, "Y2": 0.39211, "X3": 0.488, "Y3": 0.40506, "X4": 0.45, "Y4": 0.40506, "page": 0, "Index": 344}, {"Word": "diecijocke,", "Confidence": 0.027, "X1": 0.492, "Y1": 0.39099, "X2": 0.541, "Y2": 0.39079, "X3": 0.54, "Y3": 0.40506, "X4": 0.491, "Y4": 0.40506, "page": 0, "Index": 345}, {"Word": ".", "Confidence": 0.005, "X1": 0.543, "Y1": 0.39099, "X2": 0.549, "Y2": 0.39079, "X3": 0.548, "Y3": 0.40506, "X4": 0.542, "Y4": 0.40506, "page": 0, "Index": 346}, {"Word": "Bist", "Confidence": 0.052, "X1": 0.559, "Y1": 0.39099, "X2": 0.578, "Y2": 0.39079, "X3": 0.577, "Y3": 0.40506, "X4": 0.558, "Y4": 0.40506, "page": 0, "Index": 347}, {"Word": "polent", "Confidence": 0.691, "X1": 0.58, "Y1": 0.38967, "X2": 0.609, "Y2": 0.38947, "X3": 0.608, "Y3": 0.40375, "X4": 0.579, "Y4": 0.40506, "page": 0, "Index": 348}, {"Word": "continuing", "Confidence": 0.468, "X1": 0.614, "Y1": 0.38836, "X2": 0.659, "Y2": 0.38816, "X3": 0.658, "Y3": 0.40375, "X4": 0.613, "Y4": 0.40375, "page": 0, "Index": 349}, {"Word": "import", "Confidence": 0.854, "X1": 0.666, "Y1": 0.38704, "X2": 0.692, "Y2": 0.38684, "X3": 0.691, "Y3": 0.40243, "X4": 0.665, "Y4": 0.40375, "page": 0, "Index": 350}, {"Word": "-!", "Confidence": 0.244, "X1": 0.694, "Y1": 0.38573, "X2": 0.703, "Y2": 0.38553, "X3": 0.702, "Y3": 0.40243, "X4": 0.693, "Y4": 0.40243, "page": 0, "Index": 351}, {"Word": "\"warty\"", "Confidence": 0.795, "X1": 0.246, "Y1": 0.40283, "X2": 0.283, "Y2": 0.40263, "X3": 0.283, "Y3": 0.41691, "X4": 0.246, "Y4": 0.41559, "page": 0, "Index": 352}, {"Word": "and", "Confidence": 0.955, "X1": 0.289, "Y1": 0.40283, "X2": 0.305, "Y2": 0.40263, "X3": 0.305, "Y3": 0.41691, "X4": 0.288, "Y4": 0.41691, "page": 0, "Index": 353}, {"Word": "\"a", "Confidence": 0.671, "X1": 0.31, "Y1": 0.40415, "X2": 0.322, "Y2": 0.40395, "X3": 0.322, "Y3": 0.41691, "X4": 0.31, "Y4": 0.41691, "page": 0, "Index": 354}, {"Word": "took", "Confidence": 0.664, "X1": 0.528, "Y1": 0.40415, "X2": 0.547, "Y2": 0.40395, "X3": 0.546, "Y3": 0.41691, "X4": 0.527, "Y4": 0.41822, "page": 0, "Index": 355}, {"Word": "ance", "Confidence": 0.537, "X1": 0.55, "Y1": 0.40415, "X2": 0.572, "Y2": 0.40395, "X3": 0.571, "Y3": 0.41691, "X4": 0.55, "Y4": 0.41691, "page": 0, "Index": 356}, {"Word": "on", "Confidence": 0.771, "X1": 0.574, "Y1": 0.40415, "X2": 0.585, "Y2": 0.40395, "X3": 0.585, "Y3": 0.41691, "X4": 0.573, "Y4": 0.41691, "page": 0, "Index": 357}, {"Word": "the", "Confidence": 0.993, "X1": 0.589, "Y1": 0.40415, "X2": 0.604, "Y2": 0.40395, "X3": 0.603, "Y3": 0.41691, "X4": 0.588, "Y4": 0.41691, "page": 0, "Index": 358}, {"Word": "airwaves", "Confidence": 0.629, "X1": 0.607, "Y1": 0.40283, "X2": 0.647, "Y2": 0.40263, "X3": 0.646, "Y3": 0.41559, "X4": 0.606, "Y4": 0.41691, "page": 0, "Index": 359}, {"Word": "was", "Confidence": 0.998, "X1": 0.649, "Y1": 0.40152, "X2": 0.667, "Y2": 0.40132, "X3": 0.667, "Y3": 0.41427, "X4": 0.648, "Y4": 0.41559, "page": 0, "Index": 360}, {"Word": "under-", "Confidence": 0.807, "X1": 0.669, "Y1": 0.40152, "X2": 0.7, "Y2": 0.40132, "X3": 0.7, "Y3": 0.41427, "X4": 0.669, "Y4": 0.41427, "page": 0, "Index": 361}, {"Word": "bullfrogs.\"", "Confidence": 0.425, "X1": 0.246, "Y1": 0.41599, "X2": 0.291, "Y2": 0.41579, "X3": 0.292, "Y3": 0.42612, "X4": 0.246, "Y4": 0.42743, "page": 0, "Index": 362}, {"Word": "shoebox", "Confidence": 0.849, "X1": 0.326, "Y1": 0.40415, "X2": 0.36, "Y2": 0.40395, "X3": 0.359, "Y3": 0.41822, "X4": 0.325, "Y4": 0.41691, "page": 0, "Index": 363}, {"Word": "\"full", "Confidence": 0.802, "X1": 0.362, "Y1": 0.40415, "X2": 0.383, "Y2": 0.40395, "X3": 0.383, "Y3": 0.41822, "X4": 0.361, "Y4": 0.41822, "page": 0, "Index": 364}, {"Word": "of", "Confidence": 0.002, "X1": 0.386, "Y1": 0.40415, "X2": 0.396, "Y2": 0.40395, "X3": 0.396, "Y3": 0.41822, "X4": 0.385, "Y4": 0.41822, "page": 0, "Index": 365}, {"Word": "The,", "Confidence": 0.648, "X1": 0.398, "Y1": 0.40546, "X2": 0.417, "Y2": 0.40526, "X3": 0.416, "Y3": 0.41822, "X4": 0.398, "Y4": 0.41822, "page": 0, "Index": 366}, {"Word": "Columbia", "Confidence": 0.866, "X1": 0.419, "Y1": 0.40546, "X2": 0.461, "Y2": 0.40526, "X3": 0.46, "Y3": 0.41822, "X4": 0.418, "Y4": 0.41822, "page": 0, "Index": 367}, {"Word": "network", "Confidence": 0.72, "X1": 0.464, "Y1": 0.40546, "X2": 0.499, "Y2": 0.40526, "X3": 0.498, "Y3": 0.41822, "X4": 0.463, "Y4": 0.41822, "page": 0, "Index": 368}, {"Word": "soon", "Confidence": 0.656, "X1": 0.504, "Y1": 0.40546, "X2": 0.523, "Y2": 0.40526, "X3": 0.523, "Y3": 0.41822, "X4": 0.503, "Y4": 0.41822, "page": 0, "Index": 369}, {"Word": "when", "Confidence": 0.963, "X1": 0.58, "Y1": 0.41467, "X2": 0.603, "Y2": 0.41447, "X3": 0.602, "Y3": 0.42743, "X4": 0.58, "Y4": 0.42875, "page": 0, "Index": 370}, {"Word": "CBS", "Confidence": 0.652, "X1": 0.611, "Y1": 0.41467, "X2": 0.63, "Y2": 0.41447, "X3": 0.63, "Y3": 0.42743, "X4": 0.611, "Y4": 0.42743, "page": 0, "Index": 371}, {"Word": ".", "Confidence": 0.066, "X1": 0.635, "Y1": 0.41467, "X2": 0.637, "Y2": 0.41447, "X3": 0.636, "Y3": 0.42743, "X4": 0.634, "Y4": 0.42743, "page": 0, "Index": 372}, {"Word": "recently", "Confidence": 0.614, "X1": 0.639, "Y1": 0.41467, "X2": 0.675, "Y2": 0.41447, "X3": 0.674, "Y3": 0.42612, "X4": 0.638, "Y4": 0.42743, "page": 0, "Index": 373}, {"Word": "an-\"", "Confidence": 0.669, "X1": 0.684, "Y1": 0.41336, "X2": 0.701, "Y2": 0.41316, "X3": 0.7, "Y3": 0.42612, "X4": 0.683, "Y4": 0.42612, "page": 0, "Index": 374}, {"Word": "\"", "Confidence": 0.005, "X1": 0.391, "Y1": 0.41994, "X2": 0.395, "Y2": 0.41974, "X3": 0.396, "Y3": 0.43269, "X4": 0.391, "Y4": 0.43269, "page": 0, "Index": 375}, {"Word": "him", "Confidence": 0.849, "X1": 0.397, "Y1": 0.41994, "X2": 0.411, "Y2": 0.41974, "X3": 0.412, "Y3": 0.43269, "X4": 0.398, "Y4": 0.43269, "page": 0, "Index": 376}, {"Word": "to", "Confidence": 0.997, "X1": 0.419, "Y1": 0.41862, "X2": 0.43, "Y2": 0.41842, "X3": 0.43, "Y3": 0.43138, "X4": 0.42, "Y4": 0.43138, "page": 0, "Index": 377}, {"Word": "New", "Confidence": 0.994, "X1": 0.434, "Y1": 0.41862, "X2": 0.452, "Y2": 0.41842, "X3": 0.452, "Y3": 0.43138, "X4": 0.434, "Y4": 0.43138, "page": 0, "Index": 378}, {"Word": "York-butthis", "Confidence": 0.604, "X1": 0.46, "Y1": 0.41599, "X2": 0.521, "Y2": 0.41579, "X3": 0.521, "Y3": 0.43006, "X4": 0.46, "Y4": 0.43138, "page": 0, "Index": 379}, {"Word": ".", "Confidence": 0.058, "X1": 0.523, "Y1": 0.41599, "X2": 0.525, "Y2": 0.41579, "X3": 0.525, "Y3": 0.43006, "X4": 0.523, "Y4": 0.43006, "page": 0, "Index": 380}, {"Word": "flest", "Confidence": 0.068, "X1": 0.527, "Y1": 0.41599, "X2": 0.547, "Y2": 0.41579, "X3": 0.547, "Y3": 0.42875, "X4": 0.526, "Y4": 0.43006, "page": 0, "Index": 381}, {"Word": "Hned", "Confidence": 0.31, "X1": 0.55, "Y1": 0.41599, "X2": 0.571, "Y2": 0.41579, "X3": 0.571, "Y3": 0.42875, "X4": 0.55, "Y4": 0.42875, "page": 0, "Index": 382}, {"Word": "-", "Confidence": 0.063, "X1": 0.574, "Y1": 0.41599, "X2": 0.578, "Y2": 0.41579, "X3": 0.578, "Y3": 0.42875, "X4": 0.574, "Y4": 0.42875, "page": 0, "Index": 383}, {"Word": "ARTHUR", "Confidence": 0.897, "X1": 0.124, "Y1": 0.43178, "X2": 0.162, "Y2": 0.43158, "X3": 0.161, "Y3": 0.44585, "X4": 0.123, "Y4": 0.44717, "page": 0, "Index": 384}, {"Word": "GODFREY", "Confidence": 0.786, "X1": 0.167, "Y1": 0.43178, "X2": 0.214, "Y2": 0.43158, "X3": 0.214, "Y3": 0.44585, "X4": 0.167, "Y4": 0.44585, "page": 0, "Index": 385}, {"Word": "The", "Confidence": 0.998, "X1": 0.256, "Y1": 0.42915, "X2": 0.272, "Y2": 0.42895, "X3": 0.271, "Y3": 0.44191, "X4": 0.255, "Y4": 0.44191, "page": 0, "Index": 386}, {"Word": "Godfrey", "Confidence": 0.976, "X1": 0.274, "Y1": 0.42915, "X2": 0.31, "Y2": 0.42895, "X3": 0.309, "Y3": 0.44191, "X4": 0.273, "Y4": 0.44191, "page": 0, "Index": 387}, {"Word": "personality", "Confidence": 0.648, "X1": 0.312, "Y1": 0.42915, "X2": 0.36, "Y2": 0.42895, "X3": 0.359, "Y3": 0.44191, "X4": 0.312, "Y4": 0.44191, "page": 0, "Index": 388}, {"Word": "also", "Confidence": 0.615, "X1": 0.362, "Y1": 0.42915, "X2": 0.38, "Y2": 0.42895, "X3": 0.38, "Y3": 0.44191, "X4": 0.361, "Y4": 0.44191, "page": 0, "Index": 389}, {"Word": "in-", "Confidence": 0.881, "X1": 0.382, "Y1": 0.42915, "X2": 0.397, "Y2": 0.42895, "X3": 0.397, "Y3": 0.44191, "X4": 0.382, "Y4": 0.44191, "page": 0, "Index": 390}, {"Word": "sponsored", "Confidence": 0.606, "X1": 0.397, "Y1": 0.43178, "X2": 0.441, "Y2": 0.43158, "X3": 0.44, "Y3": 0.44454, "X4": 0.397, "Y4": 0.44585, "page": 0, "Index": 391}, {"Word": "show", "Confidence": 0.989, "X1": 0.446, "Y1": 0.43178, "X2": 0.467, "Y2": 0.43158, "X3": 0.467, "Y3": 0.44454, "X4": 0.446, "Y4": 0.44454, "page": 0, "Index": 392}, {"Word": "was", "Confidence": 0.998, "X1": 0.475, "Y1": 0.43046, "X2": 0.491, "Y2": 0.43026, "X3": 0.491, "Y3": 0.44322, "X4": 0.475, "Y4": 0.44454, "page": 0, "Index": 393}, {"Word": "\"a", "Confidence": 0.075, "X1": 0.493, "Y1": 0.43046, "X2": 0.505, "Y2": 0.43026, "X3": 0.505, "Y3": 0.44322, "X4": 0.493, "Y4": 0.44322, "page": 0, "Index": 394}, {"Word": "flop.", "Confidence": 0.657, "X1": 0.511, "Y1": 0.43046, "X2": 0.531, "Y2": 0.43026, "X3": 0.531, "Y3": 0.44322, "X4": 0.511, "Y4": 0.44322, "page": 0, "Index": 395}, {"Word": "\"It", "Confidence": 0.145, "X1": 0.533, "Y1": 0.42915, "X2": 0.548, "Y2": 0.42895, "X3": 0.547, "Y3": 0.44322, "X4": 0.533, "Y4": 0.44322, "page": 0, "Index": 396}, {"Word": "nounced", "Confidence": 0.237, "X1": 0.55, "Y1": 0.42915, "X2": 0.585, "Y2": 0.42895, "X3": 0.584, "Y3": 0.44191, "X4": 0.549, "Y4": 0.44322, "page": 0, "Index": 397}, {"Word": "he", "Confidence": 0.68, "X1": 0.59, "Y1": 0.42783, "X2": 0.601, "Y2": 0.42763, "X3": 0.6, "Y3": 0.44191, "X4": 0.589, "Y4": 0.44191, "page": 0, "Index": 398}, {"Word": "would", "Confidence": 0.994, "X1": 0.605, "Y1": 0.42783, "X2": 0.631, "Y2": 0.42763, "X3": 0.631, "Y3": 0.44059, "X4": 0.605, "Y4": 0.44191, "page": 0, "Index": 399}, {"Word": "take", "Confidence": 0.969, "X1": 0.635, "Y1": 0.42783, "X2": 0.655, "Y2": 0.42763, "X3": 0.654, "Y3": 0.44059, "X4": 0.635, "Y4": 0.44059, "page": 0, "Index": 400}, {"Word": "over", "Confidence": 0.982, "X1": 0.659, "Y1": 0.42652, "X2": 0.68, "Y2": 0.42632, "X3": 0.679, "Y3": 0.44059, "X4": 0.659, "Y4": 0.44059, "page": 0, "Index": 401}, {"Word": "the", "Confidence": 0.998, "X1": 0.683, "Y1": 0.42652, "X2": 0.698, "Y2": 0.42632, "X3": 0.698, "Y3": 0.43927, "X4": 0.683, "Y4": 0.44059, "page": 0, "Index": 402}, {"Word": "cludes", "Confidence": 0.905, "X1": 0.248, "Y1": 0.44231, "X2": 0.276, "Y2": 0.44211, "X3": 0.275, "Y3": 0.45506, "X4": 0.248, "Y4": 0.45375, "page": 0, "Index": 403}, {"Word": "driving", "Confidence": 0.991, "X1": 0.278, "Y1": 0.44362, "X2": 0.309, "Y2": 0.44342, "X3": 0.309, "Y3": 0.45506, "X4": 0.277, "Y4": 0.45506, "page": 0, "Index": 404}, {"Word": "energy,", "Confidence": 0.852, "X1": 0.313, "Y1": 0.44362, "X2": 0.346, "Y2": 0.44342, "X3": 0.346, "Y3": 0.45638, "X4": 0.312, "Y4": 0.45506, "page": 0, "Index": 405}, {"Word": "a", "Confidence": 0.991, "X1": 0.348, "Y1": 0.44362, "X2": 0.354, "Y2": 0.44342, "X3": 0.354, "Y3": 0.45638, "X4": 0.348, "Y4": 0.45638, "page": 0, "Index": 406}, {"Word": "flair", "Confidence": 0.609, "X1": 0.357, "Y1": 0.44362, "X2": 0.378, "Y2": 0.44342, "X3": 0.377, "Y3": 0.45638, "X4": 0.357, "Y4": 0.45638, "page": 0, "Index": 407}, {"Word": "for", "Confidence": 0.791, "X1": 0.381, "Y1": 0.44362, "X2": 0.395, "Y2": 0.44342, "X3": 0.394, "Y3": 0.45638, "X4": 0.38, "Y4": 0.45638, "page": 0, "Index": 408}, {"Word": "wasn't", "Confidence": 0.707, "X1": 0.398, "Y1": 0.44362, "X2": 0.428, "Y2": 0.44342, "X3": 0.427, "Y3": 0.45638, "X4": 0.398, "Y4": 0.45638, "page": 0, "Index": 409}, {"Word": "until", "Confidence": 0.851, "X1": 0.43, "Y1": 0.44362, "X2": 0.453, "Y2": 0.44342, "X3": 0.452, "Y3": 0.45638, "X4": 0.43, "Y4": 0.45638, "page": 0, "Index": 410}, {"Word": "1944", "Confidence": 0.942, "X1": 0.456, "Y1": 0.44362, "X2": 0.475, "Y2": 0.44342, "X3": 0.475, "Y3": 0.45638, "X4": 0.455, "Y4": 0.45638, "page": 0, "Index": 411}, {"Word": "that", "Confidence": 0.991, "X1": 0.478, "Y1": 0.44362, "X2": 0.498, "Y2": 0.44342, "X3": 0.497, "Y3": 0.45638, "X4": 0.478, "Y4": 0.45638, "page": 0, "Index": 412}, {"Word": "he", "Confidence": 0.955, "X1": 0.5, "Y1": 0.44362, "X2": 0.513, "Y2": 0.44342, "X3": 0.513, "Y3": 0.45638, "X4": 0.5, "Y4": 0.45638, "page": 0, "Index": 413}, {"Word": "caught", "Confidence": 0.443, "X1": 0.517, "Y1": 0.44231, "X2": 0.548, "Y2": 0.44211, "X3": 0.547, "Y3": 0.45506, "X4": 0.517, "Y4": 0.45638, "page": 0, "Index": 414}, {"Word": "\"Person", "Confidence": 0.474, "X1": 0.55, "Y1": 0.44231, "X2": 0.585, "Y2": 0.44211, "X3": 0.585, "Y3": 0.45506, "X4": 0.55, "Y4": 0.45506, "page": 0, "Index": 415}, {"Word": "to", "Confidence": 0.722, "X1": 0.587, "Y1": 0.44099, "X2": 0.597, "Y2": 0.44079, "X3": 0.597, "Y3": 0.45506, "X4": 0.587, "Y4": 0.45506, "page": 0, "Index": 416}, {"Word": "Person\"", "Confidence": 0.872, "X1": 0.599, "Y1": 0.44099, "X2": 0.635, "Y2": 0.44079, "X3": 0.635, "Y3": 0.45375, "X4": 0.599, "Y4": 0.45506, "page": 0, "Index": 417}, {"Word": "show", "Confidence": 0.983, "X1": 0.637, "Y1": 0.43967, "X2": 0.657, "Y2": 0.43947, "X3": 0.657, "Y3": 0.45243, "X4": 0.637, "Y4": 0.45375, "page": 0, "Index": 418}, {"Word": "next", "Confidence": 0.843, "X1": 0.661, "Y1": 0.43967, "X2": 0.68, "Y2": 0.43947, "X3": 0.68, "Y3": 0.45243, "X4": 0.66, "Y4": 0.45243, "page": 0, "Index": 419}, {"Word": "fall", "Confidence": 0.678, "X1": 0.682, "Y1": 0.43836, "X2": 0.699, "Y2": 0.43816, "X3": 0.699, "Y3": 0.45112, "X4": 0.682, "Y4": 0.45243, "page": 0, "Index": 420}, {"Word": ".", "Confidence": 0.712, "X1": 0.097, "Y1": 0.45546, "X2": 0.103, "Y2": 0.45526, "X3": 0.103, "Y3": 0.46691, "X4": 0.097, "Y4": 0.46691, "page": 0, "Index": 421}, {"Word": ".", "Confidence": 0.855, "X1": 0.11, "Y1": 0.45283, "X2": 0.116, "Y2": 0.45263, "X3": 0.116, "Y3": 0.46559, "X4": 0.11, "Y4": 0.46691, "page": 0, "Index": 422}, {"Word": "..", "Confidence": 0.637, "X1": 0.119, "Y1": 0.4502, "X2": 0.135, "Y2": 0.45, "X3": 0.135, "Y3": 0.46427, "X4": 0.119, "Y4": 0.46559, "page": 0, "Index": 423}, {"Word": "Navy", "Confidence": 0.982, "X1": 0.138, "Y1": 0.44888, "X2": 0.162, "Y2": 0.44868, "X3": 0.162, "Y3": 0.46296, "X4": 0.137, "Y4": 0.46427, "page": 0, "Index": 424}, {"Word": "Reserve", "Confidence": 0.783, "X1": 0.166, "Y1": 0.44757, "X2": 0.203, "Y2": 0.44737, "X3": 0.202, "Y3": 0.46296, "X4": 0.165, "Y4": 0.46296, "page": 0, "Index": 425}, {"Word": "Pilot", "Confidence": 0.629, "X1": 0.208, "Y1": 0.44888, "X2": 0.231, "Y2": 0.44868, "X3": 0.23, "Y3": 0.46296, "X4": 0.206, "Y4": 0.46296, "page": 0, "Index": 426}, {"Word": "beadlines,", "Confidence": 0.217, "X1": 0.247, "Y1": 0.45546, "X2": 0.292, "Y2": 0.45526, "X3": 0.292, "Y3": 0.46691, "X4": 0.247, "Y4": 0.46691, "page": 0, "Index": 427}, {"Word": "an", "Confidence": 0.813, "X1": 0.296, "Y1": 0.45546, "X2": 0.307, "Y2": 0.45526, "X3": 0.307, "Y3": 0.46691, "X4": 0.296, "Y4": 0.46691, "page": 0, "Index": 428}, {"Word": "instinct", "Confidence": 0.879, "X1": 0.313, "Y1": 0.45546, "X2": 0.346, "Y2": 0.45526, "X3": 0.346, "Y3": 0.46691, "X4": 0.313, "Y4": 0.46691, "page": 0, "Index": 429}, {"Word": "for", "Confidence": 0.998, "X1": 0.35, "Y1": 0.45546, "X2": 0.364, "Y2": 0.45526, "X3": 0.364, "Y3": 0.46691, "X4": 0.35, "Y4": 0.46691, "page": 0, "Index": 430}, {"Word": "while", "Confidence": 0.322, "X1": 0.55, "Y1": 0.45415, "X2": 0.574, "Y2": 0.45395, "X3": 0.574, "Y3": 0.46691, "X4": 0.551, "Y4": 0.46822, "page": 0, "Index": 431}, {"Word": "Edward", "Confidence": 0.992, "X1": 0.577, "Y1": 0.45283, "X2": 0.611, "Y2": 0.45263, "X3": 0.612, "Y3": 0.46691, "X4": 0.577, "Y4": 0.46691, "page": 0, "Index": 432}, {"Word": "R.", "Confidence": 0.966, "X1": 0.62, "Y1": 0.45283, "X2": 0.633, "Y2": 0.45263, "X3": 0.633, "Y3": 0.46559, "X4": 0.62, "Y4": 0.46691, "page": 0, "Index": 433}, {"Word": "Murrow", "Confidence": 0.944, "X1": 0.635, "Y1": 0.45152, "X2": 0.668, "Y2": 0.45132, "X3": 0.669, "Y3": 0.46559, "X4": 0.635, "Y4": 0.46559, "page": 0, "Index": 434}, {"Word": "is", "Confidence": 0.996, "X1": 0.673, "Y1": 0.4502, "X2": 0.683, "Y2": 0.45, "X3": 0.684, "Y3": 0.46559, "X4": 0.674, "Y4": 0.46559, "page": 0, "Index": 435}, {"Word": "on", "Confidence": 0.621, "X1": 0.686, "Y1": 0.4502, "X2": 0.697, "Y2": 0.45, "X3": 0.697, "Y3": 0.46559, "X4": 0.686, "Y4": 0.46559, "page": 0, "Index": 436}, {"Word": "show-", "Confidence": 0.611, "X1": 0.369, "Y1": 0.45415, "X2": 0.397, "Y2": 0.45395, "X3": 0.397, "Y3": 0.46822, "X4": 0.369, "Y4": 0.46691, "page": 0, "Index": 437}, {"Word": "fire", "Confidence": 0.716, "X1": 0.397, "Y1": 0.45809, "X2": 0.414, "Y2": 0.45789, "X3": 0.414, "Y3": 0.47085, "X4": 0.398, "Y4": 0.47085, "page": 0, "Index": 438}, {"Word": "with", "Confidence": 0.969, "X1": 0.417, "Y1": 0.45809, "X2": 0.436, "Y2": 0.45789, "X3": 0.437, "Y3": 0.47085, "X4": 0.417, "Y4": 0.47085, "page": 0, "Index": 439}, {"Word": "a", "Confidence": 0.996, "X1": 0.439, "Y1": 0.45678, "X2": 0.445, "Y2": 0.45658, "X3": 0.446, "Y3": 0.46954, "X4": 0.44, "Y4": 0.46954, "page": 0, "Index": 440}, {"Word": "national", "Confidence": 0.842, "X1": 0.449, "Y1": 0.45678, "X2": 0.485, "Y2": 0.45658, "X3": 0.485, "Y3": 0.46954, "X4": 0.45, "Y4": 0.46954, "page": 0, "Index": 441}, {"Word": "audience", "Confidence": 0.621, "X1": 0.487, "Y1": 0.45546, "X2": 0.527, "Y2": 0.45526, "X3": 0.527, "Y3": 0.46822, "X4": 0.488, "Y4": 0.46954, "page": 0, "Index": 442}, {"Word": "and", "Confidence": 0.791, "X1": 0.53, "Y1": 0.45546, "X2": 0.546, "Y2": 0.45526, "X3": 0.547, "Y3": 0.46822, "X4": 0.53, "Y4": 0.46822, "page": 0, "Index": 443}, {"Word": "manship.", "Confidence": 0.824, "X1": 0.247, "Y1": 0.46862, "X2": 0.288, "Y2": 0.46842, "X3": 0.289, "Y3": 0.48138, "X4": 0.246, "Y4": 0.47875, "page": 0, "Index": 444}, {"Word": "\"here's", "Confidence": 0.991, "X1": 0.397, "Y1": 0.46994, "X2": 0.43, "Y2": 0.46974, "X3": 0.431, "Y3": 0.48269, "X4": 0.398, "Y4": 0.48138, "page": 0, "Index": 445}, {"Word": "that", "Confidence": 0.899, "X1": 0.433, "Y1": 0.46994, "X2": 0.453, "Y2": 0.46974, "X3": 0.453, "Y3": 0.48269, "X4": 0.433, "Y4": 0.48269, "page": 0, "Index": 446}, {"Word": "man", "Confidence": 0.963, "X1": 0.455, "Y1": 0.46994, "X2": 0.475, "Y2": 0.46974, "X3": 0.475, "Y3": 0.48269, "X4": 0.455, "Y4": 0.48269, "page": 0, "Index": 447}, {"Word": "again\"", "Confidence": 0.844, "X1": 0.479, "Y1": 0.46994, "X2": 0.509, "Y2": 0.46974, "X3": 0.508, "Y3": 0.48269, "X4": 0.479, "Y4": 0.48269, "page": 0, "Index": 448}, {"Word": "became", "Confidence": 0.862, "X1": 0.513, "Y1": 0.46862, "X2": 0.547, "Y2": 0.46842, "X3": 0.547, "Y3": 0.48269, "X4": 0.513, "Y4": 0.48269, "page": 0, "Index": 449}, {"Word": "a", "Confidence": 0.9, "X1": 0.55, "Y1": 0.46467, "X2": 0.556, "Y2": 0.46447, "X3": 0.556, "Y3": 0.47875, "X4": 0.55, "Y4": 0.47875, "page": 0, "Index": 450}, {"Word": "leave", "Confidence": 0.942, "X1": 0.558, "Y1": 0.46467, "X2": 0.583, "Y2": 0.46447, "X3": 0.583, "Y3": 0.47875, "X4": 0.558, "Y4": 0.47875, "page": 0, "Index": 451}, {"Word": "of", "Confidence": 0.998, "X1": 0.585, "Y1": 0.46467, "X2": 0.596, "Y2": 0.46447, "X3": 0.596, "Y3": 0.47875, "X4": 0.585, "Y4": 0.47875, "page": 0, "Index": 452}, {"Word": "absence.", "Confidence": 0.661, "X1": 0.598, "Y1": 0.46467, "X2": 0.636, "Y2": 0.46447, "X3": 0.636, "Y3": 0.47875, "X4": 0.598, "Y4": 0.47875, "page": 0, "Index": 453}, {"Word": "\"One", "Confidence": 0.955, "X1": 0.254, "Y1": 0.47915, "X2": 0.279, "Y2": 0.47895, "X3": 0.278, "Y3": 0.49191, "X4": 0.254, "Y4": 0.49191, "page": 0, "Index": 454}, {"Word": "of", "Confidence": 0.851, "X1": 0.282, "Y1": 0.47915, "X2": 0.293, "Y2": 0.47895, "X3": 0.292, "Y3": 0.49322, "X4": 0.282, "Y4": 0.49322, "page": 0, "Index": 455}, {"Word": "the", "Confidence": 0.998, "X1": 0.295, "Y1": 0.48046, "X2": 0.311, "Y2": 0.48026, "X3": 0.311, "Y3": 0.49322, "X4": 0.295, "Y4": 0.49322, "page": 0, "Index": 456}, {"Word": "major", "Confidence": 0.947, "X1": 0.315, "Y1": 0.48046, "X2": 0.342, "Y2": 0.48026, "X3": 0.342, "Y3": 0.49322, "X4": 0.314, "Y4": 0.49322, "page": 0, "Index": 457}, {"Word": "phenomens", "Confidence": 0.569, "X1": 0.346, "Y1": 0.48178, "X2": 0.395, "Y2": 0.48158, "X3": 0.394, "Y3": 0.49454, "X4": 0.345, "Y4": 0.49322, "page": 0, "Index": 458}, {"Word": "a", "Confidence": 0.766, "X1": 0.398, "Y1": 0.48178, "X2": 0.404, "Y2": 0.48158, "X3": 0.404, "Y3": 0.49454, "X4": 0.398, "Y4": 0.49454, "page": 0, "Index": 459}, {"Word": "catch", "Confidence": 0.675, "X1": 0.407, "Y1": 0.48309, "X2": 0.431, "Y2": 0.48289, "X3": 0.431, "Y3": 0.49454, "X4": 0.407, "Y4": 0.49454, "page": 0, "Index": 460}, {"Word": "phrase.", "Confidence": 0.968, "X1": 0.435, "Y1": 0.48309, "X2": 0.468, "Y2": 0.48289, "X3": 0.467, "Y3": 0.49585, "X4": 0.434, "Y4": 0.49585, "page": 0, "Index": 461}, {"Word": "[of", "Confidence": 0.153, "X1": 0.244, "Y1": 0.49362, "X2": 0.256, "Y2": 0.49342, "X3": 0.256, "Y3": 0.50638, "X4": 0.243, "Y4": 0.50769, "page": 0, "Index": 462}, {"Word": "his", "Confidence": 0.76, "X1": 0.258, "Y1": 0.49362, "X2": 0.273, "Y2": 0.49342, "X3": 0.272, "Y3": 0.50638, "X4": 0.258, "Y4": 0.50638, "page": 0, "Index": 463}, {"Word": "era,\"", "Confidence": 0.66, "X1": 0.275, "Y1": 0.49362, "X2": 0.299, "Y2": 0.49342, "X3": 0.298, "Y3": 0.50638, "X4": 0.275, "Y4": 0.50638, "page": 0, "Index": 464}, {"Word": "proclaimed", "Confidence": 0.525, "X1": 0.302, "Y1": 0.49362, "X2": 0.351, "Y2": 0.49342, "X3": 0.351, "Y3": 0.50638, "X4": 0.302, "Y4": 0.50638, "page": 0, "Index": 465}, {"Word": "the", "Confidence": 0.998, "X1": 0.353, "Y1": 0.49362, "X2": 0.369, "Y2": 0.49342, "X3": 0.368, "Y3": 0.50638, "X4": 0.353, "Y4": 0.50638, "page": 0, "Index": 466}, {"Word": "trade", "Confidence": 0.866, "X1": 0.371, "Y1": 0.49362, "X2": 0.395, "Y2": 0.49342, "X3": 0.395, "Y3": 0.50638, "X4": 0.371, "Y4": 0.50638, "page": 0, "Index": 467}, {"Word": "His", "Confidence": 0.997, "X1": 0.406, "Y1": 0.49888, "X2": 0.422, "Y2": 0.49868, "X3": 0.421, "Y3": 0.51164, "X4": 0.405, "Y4": 0.51033, "page": 0, "Index": 468}, {"Word": "salesmanship", "Confidence": 0.977, "X1": 0.424, "Y1": 0.49888, "X2": 0.482, "Y2": 0.49868, "X3": 0.482, "Y3": 0.51164, "X4": 0.423, "Y4": 0.51164, "page": 0, "Index": 469}, {"Word": "made", "Confidence": 0.985, "X1": 0.484, "Y1": 0.49888, "X2": 0.509, "Y2": 0.49868, "X3": 0.509, "Y3": 0.51164, "X4": 0.484, "Y4": 0.51164, "page": 0, "Index": 470}, {"Word": "him", "Confidence": 0.991, "X1": 0.511, "Y1": 0.49888, "X2": 0.526, "Y2": 0.49868, "X3": 0.526, "Y3": 0.51164, "X4": 0.511, "Y4": 0.51164, "page": 0, "Index": 471}, {"Word": "one", "Confidence": 0.532, "X1": 0.531, "Y1": 0.49888, "X2": 0.548, "Y2": 0.49868, "X3": 0.547, "Y3": 0.51164, "X4": 0.531, "Y4": 0.51164, "page": 0, "Index": 472}, {"Word": "magazine", "Confidence": 0.994, "X1": 0.247, "Y1": 0.50678, "X2": 0.288, "Y2": 0.50658, "X3": 0.288, "Y3": 0.51822, "X4": 0.247, "Y4": 0.51822, "page": 0, "Index": 473}, {"Word": "Variety,", "Confidence": 0.813, "X1": 0.293, "Y1": 0.50678, "X2": 0.33, "Y2": 0.50658, "X3": 0.33, "Y3": 0.51954, "X4": 0.293, "Y4": 0.51822, "page": 0, "Index": 474}, {"Word": "noting", "Confidence": 0.899, "X1": 0.332, "Y1": 0.50546, "X2": 0.359, "Y2": 0.50526, "X3": 0.359, "Y3": 0.51954, "X4": 0.332, "Y4": 0.51954, "page": 0, "Index": 475}, {"Word": "his", "Confidence": 0.914, "X1": 0.362, "Y1": 0.50546, "X2": 0.378, "Y2": 0.50526, "X3": 0.378, "Y3": 0.51954, "X4": 0.363, "Y4": 0.51954, "page": 0, "Index": 476}, {"Word": "es-", "Confidence": 0.932, "X1": 0.381, "Y1": 0.50546, "X2": 0.397, "Y2": 0.50526, "X3": 0.397, "Y3": 0.51954, "X4": 0.381, "Y4": 0.51954, "page": 0, "Index": 477}, {"Word": "of", "Confidence": 0.93, "X1": 0.398, "Y1": 0.51073, "X2": 0.408, "Y2": 0.51053, "X3": 0.408, "Y3": 0.52348, "X4": 0.398, "Y4": 0.5248, "page": 0, "Index": 478}, {"Word": "CBS", "Confidence": 0.998, "X1": 0.41, "Y1": 0.51073, "X2": 0.429, "Y2": 0.51053, "X3": 0.429, "Y3": 0.52348, "X4": 0.41, "Y4": 0.52348, "page": 0, "Index": 479}, {"Word": "network's", "Confidence": 0.676, "X1": 0.432, "Y1": 0.51073, "X2": 0.476, "Y2": 0.51053, "X3": 0.476, "Y3": 0.52348, "X4": 0.433, "Y4": 0.52348, "page": 0, "Index": 480}, {"Word": "greatest", "Confidence": 0.995, "X1": 0.478, "Y1": 0.51073, "X2": 0.516, "Y2": 0.51053, "X3": 0.515, "Y3": 0.52348, "X4": 0.478, "Y4": 0.52348, "page": 0, "Index": 481}, {"Word": "assets.", "Confidence": 0.882, "X1": 0.518, "Y1": 0.51073, "X2": 0.547, "Y2": 0.51053, "X3": 0.547, "Y3": 0.5248, "X4": 0.518, "Y4": 0.52348, "page": 0, "Index": 482}, {"Word": "timated", "Confidence": 0.973, "X1": 0.247, "Y1": 0.51862, "X2": 0.28, "Y2": 0.51842, "X3": 0.28, "Y3": 0.53138, "X4": 0.246, "Y4": 0.53006, "page": 0, "Index": 483}, {"Word": "present", "Confidence": 0.873, "X1": 0.284, "Y1": 0.51862, "X2": 0.318, "Y2": 0.51842, "X3": 0.318, "Y3": 0.53138, "X4": 0.284, "Y4": 0.53138, "page": 0, "Index": 484}, {"Word": "weekly", "Confidence": 0.991, "X1": 0.321, "Y1": 0.51862, "X2": 0.352, "Y2": 0.51842, "X3": 0.352, "Y3": 0.53138, "X4": 0.321, "Y4": 0.53138, "page": 0, "Index": 485}, {"Word": "audience;", "Confidence": 0.326, "X1": 0.356, "Y1": 0.51862, "X2": 0.4, "Y2": 0.51842, "X3": 0.4, "Y3": 0.53138, "X4": 0.356, "Y4": 0.53138, "page": 0, "Index": 486}, {"Word": "Ills", "Confidence": 0.581, "X1": 0.397, "Y1": 0.52388, "X2": 0.414, "Y2": 0.52368, "X3": 0.414, "Y3": 0.53664, "X4": 0.398, "Y4": 0.53664, "page": 0, "Index": 487}, {"Word": "weeldy", "Confidence": 0.866, "X1": 0.416, "Y1": 0.52388, "X2": 0.447, "Y2": 0.52368, "X3": 0.447, "Y3": 0.53664, "X4": 0.417, "Y4": 0.53664, "page": 0, "Index": 488}, {"Word": "air", "Confidence": 0.998, "X1": 0.45, "Y1": 0.52388, "X2": 0.464, "Y2": 0.52368, "X3": 0.464, "Y3": 0.53664, "X4": 0.45, "Y4": 0.53664, "page": 0, "Index": 489}, {"Word": "hours", "Confidence": 0.903, "X1": 0.466, "Y1": 0.52388, "X2": 0.492, "Y2": 0.52368, "X3": 0.492, "Y3": 0.53664, "X4": 0.466, "Y4": 0.53664, "page": 0, "Index": 490}, {"Word": "zoomed", "Confidence": 0.933, "X1": 0.494, "Y1": 0.52388, "X2": 0.527, "Y2": 0.52368, "X3": 0.527, "Y3": 0.53664, "X4": 0.494, "Y4": 0.53664, "page": 0, "Index": 491}, {"Word": "and", "Confidence": 0.998, "X1": 0.53, "Y1": 0.52257, "X2": 0.547, "Y2": 0.52237, "X3": 0.547, "Y3": 0.53664, "X4": 0.53, "Y4": 0.53664, "page": 0, "Index": 492}, {"Word": "of", "Confidence": 0.902, "X1": 0.248, "Y1": 0.53046, "X2": 0.257, "Y2": 0.53026, "X3": 0.257, "Y3": 0.54322, "X4": 0.248, "Y4": 0.54322, "page": 0, "Index": 493}, {"Word": "44", "Confidence": 0.134, "X1": 0.26, "Y1": 0.53046, "X2": 0.271, "Y2": 0.53026, "X3": 0.271, "Y3": 0.54454, "X4": 0.26, "Y4": 0.54322, "page": 0, "Index": 494}, {"Word": "million.", "Confidence": 0.708, "X1": 0.273, "Y1": 0.53178, "X2": 0.306, "Y2": 0.53158, "X3": 0.306, "Y3": 0.54322, "X4": 0.273, "Y4": 0.54454, "page": 0, "Index": 495}, {"Word": "During", "Confidence": 0.994, "X1": 0.254, "Y1": 0.54362, "X2": 0.285, "Y2": 0.54342, "X3": 0.285, "Y3": 0.55769, "X4": 0.254, "Y4": 0.55638, "page": 0, "Index": 496}, {"Word": "the", "Confidence": 0.994, "X1": 0.288, "Y1": 0.54362, "X2": 0.303, "Y2": 0.54342, "X3": 0.303, "Y3": 0.55769, "X4": 0.288, "Y4": 0.55769, "page": 0, "Index": 497}, {"Word": "peak", "Confidence": 0.626, "X1": 0.305, "Y1": 0.54362, "X2": 0.327, "Y2": 0.54342, "X3": 0.327, "Y3": 0.55769, "X4": 0.305, "Y4": 0.55769, "page": 0, "Index": 498}, {"Word": "of", "Confidence": 0.902, "X1": 0.33, "Y1": 0.54362, "X2": 0.339, "Y2": 0.54342, "X3": 0.339, "Y3": 0.55769, "X4": 0.33, "Y4": 0.55769, "page": 0, "Index": 499}, {"Word": "the", "Confidence": 0.881, "X1": 0.342, "Y1": 0.54231, "X2": 0.357, "Y2": 0.54211, "X3": 0.357, "Y3": 0.55769, "X4": 0.342, "Y4": 0.55769, "page": 0, "Index": 500}, {"Word": "Godfrey", "Confidence": 0.627, "X1": 0.359, "Y1": 0.54231, "X2": 0.395, "Y2": 0.54211, "X3": 0.394, "Y3": 0.55769, "X4": 0.359, "Y4": 0.55769, "page": 0, "Index": 501}, {"Word": "The", "Confidence": 0.819, "X1": 0.394, "Y1": 0.53704, "X2": 0.409, "Y2": 0.53684, "X3": 0.409, "Y3": 0.5498, "X4": 0.394, "Y4": 0.55112, "page": 0, "Index": 502}, {"Word": "worked,", "Confidence": 0.653, "X1": 0.412, "Y1": 0.53573, "X2": 0.444, "Y2": 0.53553, "X3": 0.444, "Y3": 0.54848, "X4": 0.412, "Y4": 0.5498, "page": 0, "Index": 503}, {"Word": "on", "Confidence": 0.997, "X1": 0.446, "Y1": 0.53573, "X2": 0.457, "Y2": 0.53553, "X3": 0.457, "Y3": 0.54848, "X4": 0.446, "Y4": 0.54848, "page": 0, "Index": 504}, {"Word": "both", "Confidence": 0.538, "X1": 0.46, "Y1": 0.53573, "X2": 0.48, "Y2": 0.53553, "X3": 0.48, "Y3": 0.54848, "X4": 0.46, "Y4": 0.54848, "page": 0, "Index": 505}, {"Word": "radio", "Confidence": 0.628, "X1": 0.482, "Y1": 0.53573, "X2": 0.506, "Y2": 0.53553, "X3": 0.506, "Y3": 0.54848, "X4": 0.482, "Y4": 0.54848, "page": 0, "Index": 506}, {"Word": "and", "Confidence": 0.998, "X1": 0.508, "Y1": 0.53441, "X2": 0.525, "Y2": 0.53421, "X3": 0.525, "Y3": 0.54848, "X4": 0.508, "Y4": 0.54848, "page": 0, "Index": 507}, {"Word": "tele-", "Confidence": 0.809, "X1": 0.527, "Y1": 0.53441, "X2": 0.549, "Y2": 0.53421, "X3": 0.549, "Y3": 0.54848, "X4": 0.527, "Y4": 0.54848, "page": 0, "Index": 508}, {"Word": "vision.", "Confidence": 0.759, "X1": 0.398, "Y1": 0.54757, "X2": 0.427, "Y2": 0.54737, "X3": 0.428, "Y3": 0.56164, "X4": 0.398, "Y4": 0.56164, "page": 0, "Index": 509}, {"Word": "By", "Confidence": 0.942, "X1": 0.43, "Y1": 0.54888, "X2": 0.443, "Y2": 0.54868, "X3": 0.443, "Y3": 0.56164, "X4": 0.43, "Y4": 0.56164, "page": 0, "Index": 510}, {"Word": "1950,", "Confidence": 0.567, "X1": 0.445, "Y1": 0.54888, "X2": 0.466, "Y2": 0.54868, "X3": 0.466, "Y3": 0.56164, "X4": 0.445, "Y4": 0.56164, "page": 0, "Index": 511}, {"Word": "his", "Confidence": 0.886, "X1": 0.468, "Y1": 0.54888, "X2": 0.482, "Y2": 0.54868, "X3": 0.482, "Y3": 0.56164, "X4": 0.468, "Y4": 0.56164, "page": 0, "Index": 512}, {"Word": "shows", "Confidence": 0.645, "X1": 0.484, "Y1": 0.54888, "X2": 0.512, "Y2": 0.54868, "X3": 0.511, "Y3": 0.56164, "X4": 0.484, "Y4": 0.56164, "page": 0, "Index": 513}, {"Word": "grossed", "Confidence": 0.941, "X1": 0.514, "Y1": 0.54888, "X2": 0.548, "Y2": 0.54868, "X3": 0.547, "Y3": 0.56164, "X4": 0.513, "Y4": 0.56164, "page": 0, "Index": 514}, {"Word": "radio-TV", "Confidence": 0.896, "X1": 0.247, "Y1": 0.55678, "X2": 0.284, "Y2": 0.55658, "X3": 0.284, "Y3": 0.56954, "X4": 0.247, "Y4": 0.56954, "page": 0, "Index": 515}, {"Word": "era", "Confidence": 0.906, "X1": 0.29, "Y1": 0.55678, "X2": 0.305, "Y2": 0.55658, "X3": 0.305, "Y3": 0.56954, "X4": 0.29, "Y4": 0.56954, "page": 0, "Index": 516}, {"Word": "his", "Confidence": 0.848, "X1": 0.31, "Y1": 0.55678, "X2": 0.325, "Y2": 0.55658, "X3": 0.325, "Y3": 0.56954, "X4": 0.31, "Y4": 0.56954, "page": 0, "Index": 517}, {"Word": "income", "Confidence": 0.7, "X1": 0.329, "Y1": 0.55809, "X2": 0.361, "Y2": 0.55789, "X3": 0.361, "Y3": 0.56954, "X4": 0.329, "Y4": 0.56954, "page": 0, "Index": 518}, {"Word": "scared", "Confidence": 0.934, "X1": 0.365, "Y1": 0.55678, "X2": 0.394, "Y2": 0.55658, "X3": 0.394, "Y3": 0.56954, "X4": 0.365, "Y4": 0.56954, "page": 0, "Index": 519}, {"Word": "sevea", "Confidence": 0.884, "X1": 0.399, "Y1": 0.56204, "X2": 0.423, "Y2": 0.56184, "X3": 0.423, "Y3": 0.57612, "X4": 0.399, "Y4": 0.57612, "page": 0, "Index": 520}, {"Word": "million", "Confidence": 0.664, "X1": 0.426, "Y1": 0.56204, "X2": 0.456, "Y2": 0.56184, "X3": 0.456, "Y3": 0.57612, "X4": 0.426, "Y4": 0.57612, "page": 0, "Index": 521}, {"Word": "dollars", "Confidence": 0.876, "X1": 0.459, "Y1": 0.56204, "X2": 0.489, "Y2": 0.56184, "X3": 0.489, "Y3": 0.57612, "X4": 0.458, "Y4": 0.57612, "page": 0, "Index": 522}, {"Word": "revenue.", "Confidence": 0.669, "X1": 0.492, "Y1": 0.56336, "X2": 0.53, "Y2": 0.56316, "X3": 0.53, "Y3": 0.57612, "X4": 0.491, "Y4": 0.57612, "page": 0, "Index": 523}, {"Word": "past", "Confidence": 0.991, "X1": 0.247, "Y1": 0.56994, "X2": 0.267, "Y2": 0.56974, "X3": 0.267, "Y3": 0.58269, "X4": 0.247, "Y4": 0.58269, "page": 0, "Index": 524}, {"Word": "the", "Confidence": 0.994, "X1": 0.275, "Y1": 0.56994, "X2": 0.29, "Y2": 0.56974, "X3": 0.29, "Y3": 0.58269, "X4": 0.274, "Y4": 0.58269, "page": 0, "Index": 525}, {"Word": "million", "Confidence": 0.768, "X1": 0.298, "Y1": 0.56994, "X2": 0.329, "Y2": 0.56974, "X3": 0.329, "Y3": 0.58269, "X4": 0.298, "Y4": 0.58269, "page": 0, "Index": 526}, {"Word": "dollar-a-year", "Confidence": 0.629, "X1": 0.339, "Y1": 0.56862, "X2": 0.395, "Y2": 0.56842, "X3": 0.395, "Y3": 0.58269, "X4": 0.339, "Y4": 0.58269, "page": 0, "Index": 527}, {"Word": "mark.", "Confidence": 0.658, "X1": 0.247, "Y1": 0.58309, "X2": 0.275, "Y2": 0.58289, "X3": 0.274, "Y3": 0.59585, "X4": 0.247, "Y4": 0.59585, "page": 0, "Index": 528}, {"Word": "It", "Confidence": 0.934, "X1": 0.277, "Y1": 0.58309, "X2": 0.286, "Y2": 0.58289, "X3": 0.286, "Y3": 0.59585, "X4": 0.276, "Y4": 0.59585, "page": 0, "Index": 529}, {"Word": "was", "Confidence": 0.944, "X1": 0.288, "Y1": 0.58309, "X2": 0.307, "Y2": 0.58289, "X3": 0.306, "Y3": 0.59585, "X4": 0.288, "Y4": 0.59585, "page": 0, "Index": 530}, {"Word": "a", "Confidence": 0.631, "X1": 0.309, "Y1": 0.58309, "X2": 0.315, "Y2": 0.58289, "X3": 0.315, "Y3": 0.59585, "X4": 0.309, "Y4": 0.59585, "page": 0, "Index": 531}, {"Word": "long", "Confidence": 0.801, "X1": 0.319, "Y1": 0.58309, "X2": 0.338, "Y2": 0.58289, "X3": 0.337, "Y3": 0.59585, "X4": 0.319, "Y4": 0.59585, "page": 0, "Index": 532}, {"Word": "climb.", "Confidence": 0.782, "X1": 0.341, "Y1": 0.58309, "X2": 0.369, "Y2": 0.58289, "X3": 0.368, "Y3": 0.59585, "X4": 0.34, "Y4": 0.59585, "page": 0, "Index": 533}, {"Word": "There", "Confidence": 0.997, "X1": 0.407, "Y1": 0.57783, "X2": 0.433, "Y2": 0.57763, "X3": 0.433, "Y3": 0.59191, "X4": 0.407, "Y4": 0.59191, "page": 0, "Index": 534}, {"Word": "were", "Confidence": 0.986, "X1": 0.436, "Y1": 0.57783, "X2": 0.457, "Y2": 0.57763, "X3": 0.457, "Y3": 0.59191, "X4": 0.435, "Y4": 0.59191, "page": 0, "Index": 535}, {"Word": "fireworks", "Confidence": 0.891, "X1": 0.46, "Y1": 0.57783, "X2": 0.503, "Y2": 0.57763, "X3": 0.503, "Y3": 0.59191, "X4": 0.459, "Y4": 0.59191, "page": 0, "Index": 536}, {"Word": "along", "Confidence": 0.966, "X1": 0.506, "Y1": 0.57783, "X2": 0.528, "Y2": 0.57763, "X3": 0.528, "Y3": 0.59191, "X4": 0.505, "Y4": 0.59191, "page": 0, "Index": 537}, {"Word": "-the", "Confidence": 0.618, "X1": 0.53, "Y1": 0.57783, "X2": 0.548, "Y2": 0.57763, "X3": 0.548, "Y3": 0.59191, "X4": 0.53, "Y4": 0.59191, "page": 0, "Index": 538}, {"Word": "1903", "Confidence": 0.726, "X1": 0.376, "Y1": 0.59362, "X2": 0.396, "Y2": 0.59342, "X3": 0.396, "Y3": 0.60769, "X4": 0.376, "Y4": 0.60769, "page": 0, "Index": 539}, {"Word": "way.", "Confidence": 0.813, "X1": 0.399, "Y1": 0.59231, "X2": 0.421, "Y2": 0.59211, "X3": 0.421, "Y3": 0.60769, "X4": 0.399, "Y4": 0.60769, "page": 0, "Index": 540}, {"Word": "too,", "Confidence": 0.612, "X1": 0.423, "Y1": 0.59231, "X2": 0.442, "Y2": 0.59211, "X3": 0.441, "Y3": 0.60638, "X4": 0.423, "Y4": 0.60769, "page": 0, "Index": 541}, {"Word": "climaxed", "Confidence": 0.911, "X1": 0.444, "Y1": 0.59099, "X2": 0.484, "Y2": 0.59079, "X3": 0.484, "Y3": 0.60506, "X4": 0.444, "Y4": 0.60638, "page": 0, "Index": 542}, {"Word": "in", "Confidence": 0.998, "X1": 0.487, "Y1": 0.59099, "X2": 0.498, "Y2": 0.59079, "X3": 0.498, "Y3": 0.60375, "X4": 0.487, "Y4": 0.60506, "page": 0, "Index": 543}, {"Word": "1953", "Confidence": 0.927, "X1": 0.501, "Y1": 0.58967, "X2": 0.521, "Y2": 0.58947, "X3": 0.521, "Y3": 0.60243, "X4": 0.5, "Y4": 0.60375, "page": 0, "Index": 544}, {"Word": "when", "Confidence": 0.622, "X1": 0.524, "Y1": 0.58967, "X2": 0.547, "Y2": 0.58947, "X3": 0.547, "Y3": 0.60112, "X4": 0.524, "Y4": 0.60243, "page": 0, "Index": 545}, {"Word": "Godfrey", "Confidence": 0.607, "X1": 0.255, "Y1": 0.59625, "X2": 0.29, "Y2": 0.59605, "X3": 0.29, "Y3": 0.60901, "X4": 0.255, "Y4": 0.60901, "page": 0, "Index": 546}, {"Word": "was", "Confidence": 0.998, "X1": 0.293, "Y1": 0.59494, "X2": 0.311, "Y2": 0.59474, "X3": 0.311, "Y3": 0.60901, "X4": 0.292, "Y4": 0.60901, "page": 0, "Index": 547}, {"Word": "born", "Confidence": 0.816, "X1": 0.313, "Y1": 0.59494, "X2": 0.334, "Y2": 0.59474, "X3": 0.334, "Y3": 0.60901, "X4": 0.313, "Y4": 0.60901, "page": 0, "Index": 548}, {"Word": "Aug.", "Confidence": 0.681, "X1": 0.337, "Y1": 0.59362, "X2": 0.359, "Y2": 0.59342, "X3": 0.359, "Y3": 0.60901, "X4": 0.337, "Y4": 0.60901, "page": 0, "Index": 549}, {"Word": "31,", "Confidence": 0.654, "X1": 0.361, "Y1": 0.59362, "X2": 0.374, "Y2": 0.59342, "X3": 0.374, "Y3": 0.60901, "X4": 0.361, "Y4": 0.60901, "page": 0, "Index": 550}, {"Word": "\"singer", "Confidence": 0.643, "X1": 0.441, "Y1": 0.60415, "X2": 0.473, "Y2": 0.60395, "X3": 0.473, "Y3": 0.61691, "X4": 0.441, "Y4": 0.61822, "page": 0, "Index": 551}, {"Word": ".", "Confidence": 0.397, "X1": 0.475, "Y1": 0.60415, "X2": 0.478, "Y2": 0.60395, "X3": 0.478, "Y3": 0.61691, "X4": 0.475, "Y4": 0.61691, "page": 0, "Index": 552}, {"Word": "Julius.>", "Confidence": 0.61, "X1": 0.48, "Y1": 0.60415, "X2": 0.511, "Y2": 0.60395, "X3": 0.511, "Y3": 0.61691, "X4": 0.48, "Y4": 0.61691, "page": 0, "Index": 553}, {"Word": "LaRosa", "Confidence": 0.869, "X1": 0.513, "Y1": 0.60283, "X2": 0.548, "Y2": 0.60263, "X3": 0.547, "Y3": 0.61691, "X4": 0.513, "Y4": 0.61691, "page": 0, "Index": 554}, {"Word": "In", "Confidence": 0.955, "X1": 0.246, "Y1": 0.60678, "X2": 0.256, "Y2": 0.60658, "X3": 0.256, "Y3": 0.62217, "X4": 0.246, "Y4": 0.62217, "page": 0, "Index": 555}, {"Word": "New", "Confidence": 0.629, "X1": 0.259, "Y1": 0.60809, "X2": 0.278, "Y2": 0.60789, "X3": 0.278, "Y3": 0.62217, "X4": 0.259, "Y4": 0.62217, "page": 0, "Index": 556}, {"Word": "York,", "Confidence": 0.941, "X1": 0.284, "Y1": 0.60941, "X2": 0.31, "Y2": 0.60921, "X3": 0.311, "Y3": 0.62217, "X4": 0.284, "Y4": 0.62217, "page": 0, "Index": 557}, {"Word": "a", "Confidence": 0.794, "X1": 0.313, "Y1": 0.60941, "X2": 0.319, "Y2": 0.60921, "X3": 0.319, "Y3": 0.62217, "X4": 0.313, "Y4": 0.62217, "page": 0, "Index": 558}, {"Word": "newspaperman's", "Confidence": 0.517, "X1": 0.322, "Y1": 0.60809, "X2": 0.396, "Y2": 0.60789, "X3": 0.396, "Y3": 0.62217, "X4": 0.323, "Y4": 0.62217, "page": 0, "Index": 559}, {"Word": "she-", "Confidence": 0.496, "X1": 0.391, "Y1": 0.60415, "X2": 0.413, "Y2": 0.60395, "X3": 0.413, "Y3": 0.61822, "X4": 0.391, "Y4": 0.61822, "page": 0, "Index": 560}, {"Word": "fired", "Confidence": 0.838, "X1": 0.415, "Y1": 0.60415, "X2": 0.438, "Y2": 0.60395, "X3": 0.438, "Y3": 0.61822, "X4": 0.416, "Y4": 0.61822, "page": 0, "Index": 561}, {"Word": "son.", "Confidence": 0.602, "X1": 0.247, "Y1": 0.62125, "X2": 0.267, "Y2": 0.62105, "X3": 0.267, "Y3": 0.63533, "X4": 0.247, "Y4": 0.63533, "page": 0, "Index": 562}, {"Word": "He", "Confidence": 0.992, "X1": 0.269, "Y1": 0.62125, "X2": 0.284, "Y2": 0.62105, "X3": 0.283, "Y3": 0.63533, "X4": 0.269, "Y4": 0.63533, "page": 0, "Index": 563}, {"Word": "grew", "Confidence": 0.986, "X1": 0.29, "Y1": 0.61994, "X2": 0.311, "Y2": 0.61974, "X3": 0.311, "Y3": 0.63401, "X4": 0.29, "Y4": 0.63401, "page": 0, "Index": 564}, {"Word": "up", "Confidence": 0.811, "X1": 0.318, "Y1": 0.61994, "X2": 0.329, "Y2": 0.61974, "X3": 0.329, "Y3": 0.63401, "X4": 0.318, "Y4": 0.63401, "page": 0, "Index": 565}, {"Word": "in", "Confidence": 0.997, "X1": 0.334, "Y1": 0.61994, "X2": 0.344, "Y2": 0.61974, "X3": 0.344, "Y3": 0.63401, "X4": 0.334, "Y4": 0.63401, "page": 0, "Index": 566}, {"Word": "Hasbrouck", "Confidence": 0.612, "X1": 0.348, "Y1": 0.61862, "X2": 0.394, "Y2": 0.61842, "X3": 0.394, "Y3": 0.63269, "X4": 0.348, "Y4": 0.63401, "page": 0, "Index": 567}, {"Word": "from", "Confidence": 0.885, "X1": 0.399, "Y1": 0.61862, "X2": 0.416, "Y2": 0.61842, "X3": 0.416, "Y3": 0.63269, "X4": 0.398, "Y4": 0.63269, "page": 0, "Index": 568}, {"Word": "the", "Confidence": 0.998, "X1": 0.423, "Y1": 0.61862, "X2": 0.438, "Y2": 0.61842, "X3": 0.438, "Y3": 0.63138, "X4": 0.423, "Y4": 0.63269, "page": 0, "Index": 569}, {"Word": "\"\"Godfrey", "Confidence": 0.121, "X1": 0.44, "Y1": 0.61731, "X2": 0.483, "Y2": 0.61711, "X3": 0.482, "Y3": 0.63138, "X4": 0.44, "Y4": 0.63138, "page": 0, "Index": 570}, {"Word": "Gang\"", "Confidence": 0.643, "X1": 0.486, "Y1": 0.61731, "X2": 0.515, "Y2": 0.61711, "X3": 0.514, "Y3": 0.63006, "X4": 0.485, "Y4": 0.63138, "page": 0, "Index": 571}, {"Word": "during", "Confidence": 0.85, "X1": 0.519, "Y1": 0.61599, "X2": 0.547, "Y2": 0.61579, "X3": 0.547, "Y3": 0.63006, "X4": 0.519, "Y4": 0.63006, "page": 0, "Index": 572}, {"Word": "N.J.", "Confidence": 0.99, "X1": 0.285, "Y1": 0.63309, "X2": 0.304, "Y2": 0.63289, "X3": 0.304, "Y3": 0.64717, "X4": 0.285, "Y4": 0.64848, "page": 0, "Index": 573}, {"Word": "When", "Confidence": 0.991, "X1": 0.306, "Y1": 0.63309, "X2": 0.33, "Y2": 0.63289, "X3": 0.33, "Y3": 0.64717, "X4": 0.306, "Y4": 0.64717, "page": 0, "Index": 574}, {"Word": "financial", "Confidence": 0.514, "X1": 0.332, "Y1": 0.63309, "X2": 0.371, "Y2": 0.63289, "X3": 0.371, "Y3": 0.64585, "X4": 0.332, "Y4": 0.64717, "page": 0, "Index": 575}, {"Word": "woes", "Confidence": 0.971, "X1": 0.373, "Y1": 0.63178, "X2": 0.396, "Y2": 0.63158, "X3": 0.396, "Y3": 0.64585, "X4": 0.373, "Y4": 0.64585, "page": 0, "Index": 576}, {"Word": "a", "Confidence": 0.934, "X1": 0.399, "Y1": 0.63178, "X2": 0.405, "Y2": 0.63158, "X3": 0.405, "Y3": 0.64585, "X4": 0.399, "Y4": 0.64585, "page": 0, "Index": 577}, {"Word": "broadcast.", "Confidence": 0.919, "X1": 0.408, "Y1": 0.63046, "X2": 0.455, "Y2": 0.63026, "X3": 0.454, "Y3": 0.64454, "X4": 0.408, "Y4": 0.64585, "page": 0, "Index": 578}, {"Word": "During", "Confidence": 0.969, "X1": 0.457, "Y1": 0.62915, "X2": 0.488, "Y2": 0.62895, "X3": 0.487, "Y3": 0.64322, "X4": 0.456, "Y4": 0.64454, "page": 0, "Index": 579}, {"Word": "the", "Confidence": 0.998, "X1": 0.491, "Y1": 0.62915, "X2": 0.506, "Y2": 0.62895, "X3": 0.506, "Y3": 0.64191, "X4": 0.49, "Y4": 0.64322, "page": 0, "Index": 580}, {"Word": "next", "Confidence": 0.619, "X1": 0.508, "Y1": 0.62783, "X2": 0.529, "Y2": 0.62763, "X3": 0.528, "Y3": 0.64191, "X4": 0.508, "Y4": 0.64191, "page": 0, "Index": 581}, {"Word": "two", "Confidence": 0.856, "X1": 0.531, "Y1": 0.62783, "X2": 0.548, "Y2": 0.62763, "X3": 0.548, "Y3": 0.64059, "X4": 0.53, "Y4": 0.64191, "page": 0, "Index": 582}, {"Word": "Heights,", "Confidence": 0.617, "X1": 0.247, "Y1": 0.63441, "X2": 0.283, "Y2": 0.63421, "X3": 0.283, "Y3": 0.64848, "X4": 0.247, "Y4": 0.64848, "page": 0, "Index": 583}, {"Word": "years", "Confidence": 0.904, "X1": 0.398, "Y1": 0.64362, "X2": 0.423, "Y2": 0.64342, "X3": 0.423, "Y3": 0.65769, "X4": 0.398, "Y4": 0.65901, "page": 0, "Index": 584}, {"Word": "a", "Confidence": 0.995, "X1": 0.429, "Y1": 0.64362, "X2": 0.435, "Y2": 0.64342, "X3": 0.435, "Y3": 0.65769, "X4": 0.429, "Y4": 0.65769, "page": 0, "Index": 585}, {"Word": "number", "Confidence": 0.955, "X1": 0.441, "Y1": 0.64231, "X2": 0.476, "Y2": 0.64211, "X3": 0.476, "Y3": 0.65638, "X4": 0.441, "Y4": 0.65769, "page": 0, "Index": 586}, {"Word": "of", "Confidence": 0.996, "X1": 0.481, "Y1": 0.64231, "X2": 0.493, "Y2": 0.64211, "X3": 0.493, "Y3": 0.65638, "X4": 0.48, "Y4": 0.65638, "page": 0, "Index": 587}, {"Word": "other", "Confidence": 0.656, "X1": 0.497, "Y1": 0.64099, "X2": 0.522, "Y2": 0.64079, "X3": 0.521, "Y3": 0.65506, "X4": 0.496, "Y4": 0.65638, "page": 0, "Index": 588}, {"Word": "staff", "Confidence": 0.601, "X1": 0.527, "Y1": 0.64099, "X2": 0.549, "Y2": 0.64079, "X3": 0.549, "Y3": 0.65375, "X4": 0.526, "Y4": 0.65506, "page": 0, "Index": 589}, {"Word": "pinched", "Confidence": 0.905, "X1": 0.247, "Y1": 0.64757, "X2": 0.281, "Y2": 0.64737, "X3": 0.281, "Y3": 0.66164, "X4": 0.247, "Y4": 0.66164, "page": 0, "Index": 590}, {"Word": "the", "Confidence": 0.998, "X1": 0.285, "Y1": 0.64625, "X2": 0.301, "Y2": 0.64605, "X3": 0.3, "Y3": 0.66164, "X4": 0.285, "Y4": 0.66164, "page": 0, "Index": 591}, {"Word": "family.", "Confidence": 0.738, "X1": 0.304, "Y1": 0.64625, "X2": 0.339, "Y2": 0.64605, "X3": 0.339, "Y3": 0.66033, "X4": 0.304, "Y4": 0.66033, "page": 0, "Index": 592}, {"Word": "the", "Confidence": 0.998, "X1": 0.341, "Y1": 0.64625, "X2": 0.358, "Y2": 0.64605, "X3": 0.357, "Y3": 0.66033, "X4": 0.341, "Y4": 0.66033, "page": 0, "Index": 593}, {"Word": "freckle.", "Confidence": 0.43, "X1": 0.361, "Y1": 0.64494, "X2": 0.396, "Y2": 0.64474, "X3": 0.396, "Y3": 0.65901, "X4": 0.36, "Y4": 0.66033, "page": 0, "Index": 594}, {"Word": "faced.", "Confidence": 0.53, "X1": 0.246, "Y1": 0.65941, "X2": 0.272, "Y2": 0.65921, "X3": 0.272, "Y3": 0.67348, "X4": 0.246, "Y4": 0.67348, "page": 0, "Index": 595}, {"Word": "lad", "Confidence": 0.832, "X1": 0.274, "Y1": 0.65941, "X2": 0.29, "Y2": 0.65921, "X3": 0.29, "Y3": 0.67348, "X4": 0.274, "Y4": 0.67348, "page": 0, "Index": 596}, {"Word": "of", "Confidence": 0.997, "X1": 0.293, "Y1": 0.65941, "X2": 0.304, "Y2": 0.65921, "X3": 0.304, "Y3": 0.6748, "X4": 0.293, "Y4": 0.67348, "page": 0, "Index": 597}, {"Word": "15", "Confidence": 0.847, "X1": 0.306, "Y1": 0.65941, "X2": 0.317, "Y2": 0.65921, "X3": 0.317, "Y3": 0.6748, "X4": 0.306, "Y4": 0.6748, "page": 0, "Index": 598}, {"Word": "quit", "Confidence": 0.621, "X1": 0.319, "Y1": 0.65941, "X2": 0.339, "Y2": 0.65921, "X3": 0.338, "Y3": 0.6748, "X4": 0.319, "Y4": 0.6748, "page": 0, "Index": 599}, {"Word": "high", "Confidence": 0.988, "X1": 0.341, "Y1": 0.65941, "X2": 0.361, "Y2": 0.65921, "X3": 0.361, "Y3": 0.6748, "X4": 0.341, "Y4": 0.6748, "page": 0, "Index": 600}, {"Word": "school,", "Confidence": 0.734, "X1": 0.364, "Y1": 0.65941, "X2": 0.397, "Y2": 0.65921, "X3": 0.397, "Y3": 0.67348, "X4": 0.364, "Y4": 0.6748, "page": 0, "Index": 601}, {"Word": "set", "Confidence": 0.998, "X1": 0.247, "Y1": 0.67388, "X2": 0.26, "Y2": 0.67368, "X3": 0.26, "Y3": 0.68664, "X4": 0.247, "Y4": 0.68664, "page": 0, "Index": 602}, {"Word": "off", "Confidence": 0.968, "X1": 0.262, "Y1": 0.67388, "X2": 0.275, "Y2": 0.67368, "X3": 0.275, "Y3": 0.68664, "X4": 0.262, "Y4": 0.68664, "page": 0, "Index": 603}, {"Word": "on", "Confidence": 0.941, "X1": 0.277, "Y1": 0.67388, "X2": 0.288, "Y2": 0.67368, "X3": 0.287, "Y3": 0.68664, "X4": 0.277, "Y4": 0.68664, "page": 0, "Index": 604}, {"Word": "a", "Confidence": 0.805, "X1": 0.29, "Y1": 0.67388, "X2": 0.296, "Y2": 0.67368, "X3": 0.296, "Y3": 0.68664, "X4": 0.29, "Y4": 0.68664, "page": 0, "Index": 605}, {"Word": "hit-or-miss", "Confidence": 0.899, "X1": 0.298, "Y1": 0.67388, "X2": 0.345, "Y2": 0.67368, "X3": 0.345, "Y3": 0.68664, "X4": 0.298, "Y4": 0.68664, "page": 0, "Index": 606}, {"Word": "assortment", "Confidence": 0.886, "X1": 0.347, "Y1": 0.67388, "X2": 0.397, "Y2": 0.67368, "X3": 0.396, "Y3": 0.68664, "X4": 0.347, "Y4": 0.68664, "page": 0, "Index": 607}, {"Word": "of", "Confidence": 0.683, "X1": 0.248, "Y1": 0.68704, "X2": 0.257, "Y2": 0.68684, "X3": 0.257, "Y3": 0.6998, "X4": 0.248, "Y4": 0.6998, "page": 0, "Index": 608}, {"Word": "tasks:", "Confidence": 0.83, "X1": 0.26, "Y1": 0.68573, "X2": 0.289, "Y2": 0.68553, "X3": 0.289, "Y3": 0.6998, "X4": 0.26, "Y4": 0.6998, "page": 0, "Index": 609}, {"Word": "office", "Confidence": 0.984, "X1": 0.291, "Y1": 0.68573, "X2": 0.317, "Y2": 0.68553, "X3": 0.317, "Y3": 0.6998, "X4": 0.291, "Y4": 0.6998, "page": 0, "Index": 610}, {"Word": "boy,", "Confidence": 0.654, "X1": 0.32, "Y1": 0.68573, "X2": 0.341, "Y2": 0.68553, "X3": 0.341, "Y3": 0.6998, "X4": 0.32, "Y4": 0.6998, "page": 0, "Index": 611}, {"Word": "coal", "Confidence": 0.953, "X1": 0.343, "Y1": 0.68573, "X2": 0.363, "Y2": 0.68553, "X3": 0.363, "Y3": 0.6998, "X4": 0.343, "Y4": 0.6998, "page": 0, "Index": 612}, {"Word": "miner,", "Confidence": 0.794, "X1": 0.365, "Y1": 0.68704, "X2": 0.396, "Y2": 0.68684, "X3": 0.395, "Y3": 0.6998, "X4": 0.365, "Y4": 0.6998, "page": 0, "Index": 613}, {"Word": "farmband,", "Confidence": 0.731, "X1": 0.247, "Y1": 0.69888, "X2": 0.293, "Y2": 0.69868, "X3": 0.292, "Y3": 0.71296, "X4": 0.246, "Y4": 0.71296, "page": 0, "Index": 614}, {"Word": "tire", "Confidence": 0.309, "X1": 0.295, "Y1": 0.69888, "X2": 0.313, "Y2": 0.69868, "X3": 0.313, "Y3": 0.71296, "X4": 0.294, "Y4": 0.71296, "page": 0, "Index": 615}, {"Word": "finisher", "Confidence": 0.682, "X1": 0.315, "Y1": 0.69888, "X2": 0.349, "Y2": 0.69868, "X3": 0.349, "Y3": 0.71296, "X4": 0.315, "Y4": 0.71296, "page": 0, "Index": 616}, {"Word": "in", "Confidence": 0.783, "X1": 0.352, "Y1": 0.69888, "X2": 0.363, "Y2": 0.69868, "X3": 0.362, "Y3": 0.71296, "X4": 0.351, "Y4": 0.71296, "page": 0, "Index": 617}, {"Word": "Akron,", "Confidence": 0.769, "X1": 0.366, "Y1": 0.69888, "X2": 0.395, "Y2": 0.69868, "X3": 0.395, "Y3": 0.71296, "X4": 0.365, "Y4": 0.71296, "page": 0, "Index": 618}, {"Word": "The", "Confidence": 0.998, "X1": 0.256, "Y1": 0.72388, "X2": 0.272, "Y2": 0.72368, "X3": 0.272, "Y3": 0.73796, "X4": 0.256, "Y4": 0.73796, "page": 0, "Index": 619}, {"Word": "Navy", "Confidence": 0.986, "X1": 0.274, "Y1": 0.72388, "X2": 0.299, "Y2": 0.72368, "X3": 0.299, "Y3": 0.73796, "X4": 0.274, "Y4": 0.73796, "page": 0, "Index": 620}, {"Word": "hitch,", "Confidence": 0.874, "X1": 0.301, "Y1": 0.72388, "X2": 0.327, "Y2": 0.72368, "X3": 0.327, "Y3": 0.73796, "X4": 0.301, "Y4": 0.73796, "page": 0, "Index": 621}, {"Word": "which", "Confidence": 0.994, "X1": 0.33, "Y1": 0.72388, "X2": 0.355, "Y2": 0.72368, "X3": 0.355, "Y3": 0.73796, "X4": 0.33, "Y4": 0.73796, "page": 0, "Index": 622}, {"Word": "he", "Confidence": 0.991, "X1": 0.358, "Y1": 0.72388, "X2": 0.37, "Y2": 0.72368, "X3": 0.37, "Y3": 0.73927, "X4": 0.358, "Y4": 0.73796, "page": 0, "Index": 623}, {"Word": "fond-", "Confidence": 0.757, "X1": 0.372, "Y1": 0.72388, "X2": 0.396, "Y2": 0.72368, "X3": 0.396, "Y3": 0.73927, "X4": 0.372, "Y4": 0.73927, "page": 0, "Index": 624}, {"Word": "ly", "Confidence": 0.927, "X1": 0.247, "Y1": 0.73836, "X2": 0.257, "Y2": 0.73816, "X3": 0.257, "Y3": 0.75243, "X4": 0.247, "Y4": 0.75243, "page": 0, "Index": 625}, {"Word": "kept", "Confidence": 0.988, "X1": 0.259, "Y1": 0.73836, "X2": 0.282, "Y2": 0.73816, "X3": 0.282, "Y3": 0.75243, "X4": 0.259, "Y4": 0.75243, "page": 0, "Index": 626}, {"Word": "a", "Confidence": 0.995, "X1": 0.284, "Y1": 0.73836, "X2": 0.29, "Y2": 0.73816, "X3": 0.29, "Y3": 0.75243, "X4": 0.284, "Y4": 0.75243, "page": 0, "Index": 627}, {"Word": "tople", "Confidence": 0.656, "X1": 0.293, "Y1": 0.73836, "X2": 0.317, "Y2": 0.73816, "X3": 0.317, "Y3": 0.75243, "X4": 0.293, "Y4": 0.75243, "page": 0, "Index": 628}, {"Word": "for", "Confidence": 0.469, "X1": 0.32, "Y1": 0.73836, "X2": 0.335, "Y2": 0.73816, "X3": 0.335, "Y3": 0.75243, "X4": 0.32, "Y4": 0.75243, "page": 0, "Index": 629}, {"Word": "years,", "Confidence": 0.851, "X1": 0.338, "Y1": 0.73836, "X2": 0.366, "Y2": 0.73816, "X3": 0.366, "Y3": 0.75243, "X4": 0.338, "Y4": 0.75243, "page": 0, "Index": 630}, {"Word": "began)", "Confidence": 0.609, "X1": 0.368, "Y1": 0.73836, "X2": 0.399, "Y2": 0.73816, "X3": 0.399, "Y3": 0.75375, "X4": 0.368, "Y4": 0.75243, "page": 0, "Index": 631}, {"Word": "in", "Confidence": 0.994, "X1": 0.247, "Y1": 0.7502, "X2": 0.256, "Y2": 0.75, "X3": 0.257, "Y3": 0.76296, "X4": 0.247, "Y4": 0.76296, "page": 0, "Index": 632}, {"Word": "1920.", "Confidence": 0.638, "X1": 0.259, "Y1": 0.75152, "X2": 0.281, "Y2": 0.75132, "X3": 0.281, "Y3": 0.76427, "X4": 0.26, "Y4": 0.76296, "page": 0, "Index": 633}, {"Word": "He", "Confidence": 0.994, "X1": 0.283, "Y1": 0.75152, "X2": 0.297, "Y2": 0.75132, "X3": 0.298, "Y3": 0.76559, "X4": 0.284, "Y4": 0.76427, "page": 0, "Index": 634}, {"Word": "was", "Confidence": 0.998, "X1": 0.3, "Y1": 0.75152, "X2": 0.319, "Y2": 0.75132, "X3": 0.319, "Y3": 0.76559, "X4": 0.3, "Y4": 0.76559, "page": 0, "Index": 635}, {"Word": "a", "Confidence": 0.996, "X1": 0.321, "Y1": 0.75152, "X2": 0.328, "Y2": 0.75132, "X3": 0.328, "Y3": 0.76559, "X4": 0.322, "Y4": 0.76559, "page": 0, "Index": 636}, {"Word": "radio", "Confidence": 0.557, "X1": 0.331, "Y1": 0.75152, "X2": 0.356, "Y2": 0.75132, "X3": 0.356, "Y3": 0.76691, "X4": 0.331, "Y4": 0.76559, "page": 0, "Index": 637}, {"Word": "operator", "Confidence": 0.636, "X1": 0.358, "Y1": 0.75152, "X2": 0.396, "Y2": 0.75132, "X3": 0.396, "Y3": 0.76691, "X4": 0.358, "Y4": 0.76691, "page": 0, "Index": 638}, {"Word": "y", "Confidence": 0.203, "X1": 0.399, "Y1": 0.75152, "X2": 0.405, "Y2": 0.75132, "X3": 0.406, "Y3": 0.76691, "X4": 0.399, "Y4": 0.76691, "page": 0, "Index": 639}, {"Word": "on", "Confidence": 0.791, "X1": 0.247, "Y1": 0.76336, "X2": 0.257, "Y2": 0.76316, "X3": 0.258, "Y3": 0.77743, "X4": 0.248, "Y4": 0.77743, "page": 0, "Index": 640}, {"Word": "a", "Confidence": 0.955, "X1": 0.262, "Y1": 0.76467, "X2": 0.268, "Y2": 0.76447, "X3": 0.269, "Y3": 0.77743, "X4": 0.263, "Y4": 0.77743, "page": 0, "Index": 641}, {"Word": "destroyer,", "Confidence": 0.683, "X1": 0.274, "Y1": 0.76467, "X2": 0.32, "Y2": 0.76447, "X3": 0.321, "Y3": 0.77743, "X4": 0.275, "Y4": 0.77743, "page": 0, "Index": 642}, {"Word": "learned", "Confidence": 0.941, "X1": 0.322, "Y1": 0.76467, "X2": 0.356, "Y2": 0.76447, "X3": 0.357, "Y3": 0.77875, "X4": 0.323, "Y4": 0.77743, "page": 0, "Index": 643}, {"Word": "to", "Confidence": 0.78, "X1": 0.36, "Y1": 0.76467, "X2": 0.371, "Y2": 0.76447, "X3": 0.372, "Y3": 0.77875, "X4": 0.361, "Y4": 0.77875, "page": 0, "Index": 644}, {"Word": "play", "Confidence": 0.982, "X1": 0.375, "Y1": 0.76467, "X2": 0.395, "Y2": 0.76447, "X3": 0.396, "Y3": 0.77875, "X4": 0.376, "Y4": 0.77875, "page": 0, "Index": 645}, {"Word": "e", "Confidence": 0.224, "X1": 0.399, "Y1": 0.76467, "X2": 0.405, "Y2": 0.76447, "X3": 0.406, "Y3": 0.78006, "X4": 0.4, "Y4": 0.77875, "page": 0, "Index": 646}, {"Word": "the", "Confidence": 0.955, "X1": 0.247, "Y1": 0.77652, "X2": 0.261, "Y2": 0.77632, "X3": 0.261, "Y3": 0.78927, "X4": 0.248, "Y4": 0.78927, "page": 0, "Index": 647}, {"Word": "ukulele;", "Confidence": 0.645, "X1": 0.263, "Y1": 0.77652, "X2": 0.297, "Y2": 0.77632, "X3": 0.297, "Y3": 0.79059, "X4": 0.263, "Y4": 0.78927, "page": 0, "Index": 648}, {"Word": "took", "Confidence": 0.814, "X1": 0.299, "Y1": 0.77652, "X2": 0.318, "Y2": 0.77632, "X3": 0.319, "Y3": 0.79059, "X4": 0.3, "Y4": 0.79059, "page": 0, "Index": 649}, {"Word": "his", "Confidence": 0.997, "X1": 0.321, "Y1": 0.77652, "X2": 0.335, "Y2": 0.77632, "X3": 0.335, "Y3": 0.79059, "X4": 0.321, "Y4": 0.79059, "page": 0, "Index": 650}, {"Word": "first", "Confidence": 0.991, "X1": 0.337, "Y1": 0.77652, "X2": 0.357, "Y2": 0.77632, "X3": 0.357, "Y3": 0.79059, "X4": 0.337, "Y4": 0.79059, "page": 0, "Index": 651}, {"Word": "airplane", "Confidence": 0.31, "X1": 0.359, "Y1": 0.77783, "X2": 0.395, "Y2": 0.77763, "X3": 0.395, "Y3": 0.79059, "X4": 0.359, "Y4": 0.79059, "page": 0, "Index": 652}, {"Word": "c", "Confidence": 0.167, "X1": 0.399, "Y1": 0.77783, "X2": 0.405, "Y2": 0.77763, "X3": 0.405, "Y3": 0.79059, "X4": 0.399, "Y4": 0.79059, "page": 0, "Index": 653}, {"Word": "ride.", "Confidence": 0.661, "X1": 0.248, "Y1": 0.78967, "X2": 0.271, "Y2": 0.78947, "X3": 0.271, "Y3": 0.80375, "X4": 0.247, "Y4": 0.80243, "page": 0, "Index": 654}, {"Word": "After", "Confidence": 0.993, "X1": 0.276, "Y1": 0.78967, "X2": 0.299, "Y2": 0.78947, "X3": 0.299, "Y3": 0.80375, "X4": 0.276, "Y4": 0.80375, "page": 0, "Index": 655}, {"Word": "that", "Confidence": 0.962, "X1": 0.305, "Y1": 0.78967, "X2": 0.325, "Y2": 0.78947, "X3": 0.325, "Y3": 0.80375, "X4": 0.305, "Y4": 0.80375, "page": 0, "Index": 656}, {"Word": "came'", "Confidence": 0.682, "X1": 0.331, "Y1": 0.78967, "X2": 0.361, "Y2": 0.78947, "X3": 0.36, "Y3": 0.80375, "X4": 0.331, "Y4": 0.80375, "page": 0, "Index": 657}, {"Word": "another", "Confidence": 0.565, "X1": 0.363, "Y1": 0.78967, "X2": 0.396, "Y2": 0.78947, "X3": 0.396, "Y3": 0.80243, "X4": 0.363, "Y4": 0.80375, "page": 0, "Index": 658}, {"Word": "A", "Confidence": 0.066, "X1": 0.4, "Y1": 0.78967, "X2": 0.406, "Y2": 0.78947, "X3": 0.406, "Y3": 0.80243, "X4": 0.4, "Y4": 0.80243, "page": 0, "Index": 659}, {"Word": "work", "Confidence": 0.991, "X1": 0.247, "Y1": 0.80415, "X2": 0.269, "Y2": 0.80395, "X3": 0.269, "Y3": 0.81691, "X4": 0.247, "Y4": 0.81691, "page": 0, "Index": 660}, {"Word": "miscellany", "Confidence": 0.827, "X1": 0.271, "Y1": 0.80283, "X2": 0.317, "Y2": 0.80263, "X3": 0.317, "Y3": 0.81691, "X4": 0.271, "Y4": 0.81691, "page": 0, "Index": 661}, {"Word": "that", "Confidence": 0.848, "X1": 0.32, "Y1": 0.80283, "X2": 0.337, "Y2": 0.80263, "X3": 0.337, "Y3": 0.81691, "X4": 0.319, "Y4": 0.81691, "page": 0, "Index": 662}, {"Word": "included", "Confidence": 0.993, "X1": 0.339, "Y1": 0.80283, "X2": 0.375, "Y2": 0.80263, "X3": 0.375, "Y3": 0.81822, "X4": 0.339, "Y4": 0.81691, "page": 0, "Index": 663}, {"Word": "sell-", "Confidence": 0.658, "X1": 0.377, "Y1": 0.80283, "X2": 0.397, "Y2": 0.80263, "X3": 0.397, "Y3": 0.81822, "X4": 0.377, "Y4": 0.81822, "page": 0, "Index": 664}, {"Word": "B", "Confidence": 0, "X1": 0.399, "Y1": 0.80283, "X2": 0.405, "Y2": 0.80263, "X3": 0.405, "Y3": 0.81822, "X4": 0.399, "Y4": 0.81822, "page": 0, "Index": 665}, {"Word": "ing", "Confidence": 0.998, "X1": 0.247, "Y1": 0.81731, "X2": 0.261, "Y2": 0.81711, "X3": 0.261, "Y3": 0.83006, "X4": 0.247, "Y4": 0.83006, "page": 0, "Index": 666}, {"Word": "cemetery.lots.", "Confidence": 0.65, "X1": 0.265, "Y1": 0.81731, "X2": 0.328, "Y2": 0.81711, "X3": 0.328, "Y3": 0.83138, "X4": 0.265, "Y4": 0.83006, "page": 0, "Index": 667}, {"Word": "TI087801", "Confidence": 0.741, "X1": 0.015, "Y1": 0.99494, "X2": 0.015, "Y2": 0.99474, "X3": 0.0, "Y3": 0.99585, "X4": 0.0, "Y4": 0.90769, "page": 0, "Index": 668}]}	"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"
fffm0049	8	{"lines_data": [{"Word": "BI-41", "Confidence": 0.513, "X1": 0.11316, "Y1": 0.1882, "X2": 0.16316, "Y2": 0.188, "X3": 0.16316, "Y3": 0.2028, "X4": 0.11184, "Y4": 0.2018, "page": 0}, {"Word": "AZT-LZ", "Confidence": 0.476, "X1": 0.43816, "Y1": 0.1742, "X2": 0.65, "Y2": 0.174, "X3": 0.65, "Y3": 0.2138, "X4": 0.43816, "Y4": 0.2168, "page": 0}, {"Word": "( GODFREY)", "Confidence": 0.612, "X1": 0.16447, "Y1": 0.2142, "X2": 0.26974, "Y2": 0.214, "X3": 0.26974, "Y3": 0.2318, "X4": 0.16579, "Y4": 0.2338, "page": 0}, {"Word": "...", "Confidence": 0.249, "X1": 0.94211, "Y1": 0.2392, "X2": 0.94737, "Y2": 0.239, "X3": 0.94079, "Y3": 0.2408, "X4": 0.93421, "Y4": 0.2268, "page": 0}, {"Word": "TODAY AND DEUNE WS HEX VE CKE SECTICH: P. A.L. LING S. A. C7. S .T IF.", "Confidence": 0.67576, "X1": 0.09211, "Y1": 0.2702, "X2": 0.83553, "Y2": 0.27, "X3": 0.83553, "Y3": 0.2878, "X4": 0.09211, "Y4": 0.2938, "page": 0}, {"Word": "... .", "Confidence": 0.6945, "X1": 0.99342, "Y1": 0.3012, "X2": 0.99342, "Y2": 0.301, "X3": 0.98684, "Y3": 0.3008, "X4": 0.98684, "Y4": 0.2818, "page": 0}, {"Word": "TWO HOURS AFTER THE TV ENTERTAINER CADEAUERT AN EXPLOI AFOLY", "Confidence": 0.6137, "X1": 0.10526, "Y1": 0.3002, "X2": 0.80658, "Y2": 0.3, "X3": 0.80658, "Y3": 0.3158, "X4": 0.10526, "Y4": 0.3208, "page": 0}, {"Word": "OPERATION AT COLUMBIA-PRESBYTERIAN MEDISIL CENERI CHE G7 NES SURGONS", "Confidence": 0.34033, "X1": 0.09342, "Y1": 0.3142, "X2": 0.88553, "Y2": 0.314, "X3": 0.88553, "Y3": 0.3298, "X4": 0.09342, "Y4": 0.3348, "page": 0}, {"Word": "ANNOUNCED ::", "Confidence": 0.475, "X1": 0.09474, "Y1": 0.3342, "X2": 0.22632, "Y2": 0.334, "X3": 0.22632, "Y3": 0.3478, "X4": 0.09474, "Y4": 0.3488, "page": 0}, {"Word": "LOHATHE LESION IN MIR. GODFREY'S LEFT LUIS HAS BEEN! IDENTIFIED AS BEING", "Confidence": 0.53658, "X1": 0.09211, "Y1": 0.3432, "X2": 0.89474, "Y2": 0.343, "X3": 0.89474, "Y3": 0.3598, "X4": 0.09211, "Y4": 0.3638, "page": 0}, {"Word": "RA MALIGNANT TULIOR.", "Confidence": 0.484, "X1": 0.08553, "Y1": 0.3622, "X2": 0.30263, "Y2": 0.362, "X3": 0.30263, "Y3": 0.3788, "X4": 0.08553, "Y4": 0.3768, "page": 0}, {"Word": "\"THE SECTION OF THE LUNG CONTAINING \"I\": TUIN: IS BEING LEHOVED. 6", "Confidence": 0.63658, "X1": 0.13026, "Y1": 0.3682, "X2": 0.91316, "Y2": 0.368, "X3": 0.91316, "Y3": 0.3928, "X4": 0.13026, "Y4": 0.3948, "page": 0}, {"Word": "THIS CONDITION IS EXCELLENT. \"", "Confidence": 0.4966, "X1": 0.12895, "Y1": 0.3902, "X2": 0.46447, "Y2": 0.39, "X3": 0.46447, "Y3": 0.4058, "X4": 0.12895, "Y4": 0.4088, "page": 0}, {"Word": "-0-", "Confidence": 0.481, "X1": 0.45921, "Y1": 0.4032, "X2": 0.48947, "Y2": 0.403, "X3": 0.49474, "Y3": 0.4188, "X4": 0.46447, "Y4": 0.4248, "page": 0}, {"Word": "CUPI-42)", "Confidence": 0.404, "X1": 0.075, "Y1": 0.4212, "X2": 0.20132, "Y2": 0.421, "X3": 0.20132, "Y3": 0.4388, "X4": 0.075, "Y4": 0.4388, "page": 0}, {"Word": ": 54/30 -- JR1033A", "Confidence": 0.4695, "X1": 0.15, "Y1": 0.4342, "X2": 0.33553, "Y2": 0.434, "X3": 0.33553, "Y3": 0.4518, "X4": 0.15, "Y4": 0.4528, "page": 0}, {"Word": "3. Here", "Confidence": 0.2905, "X1": 0.90526, "Y1": 0.4352, "X2": 0.97895, "Y2": 0.435, "X3": 0.98684, "Y3": 0.4508, "X4": 0.91711, "Y4": 0.4808, "page": 0}, {"Word": "Aim -", "Confidence": 0.195, "X1": 0.85395, "Y1": 0.4502, "X2": 0.92237, "Y2": 0.45, "X3": 0.92895, "Y3": 0.4678, "X4": 0.86053, "Y4": 0.4818, "page": 0}, {"Word": "TI087801", "Confidence": 0.607, "X1": 0.89868, "Y1": 0.9842, "X2": 0.98816, "Y2": 0.984, "X3": 0.98816, "Y3": 0.9988, "X4": 0.89868, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "BI-41", "Confidence": 0.513, "X1": 0.11184, "Y1": 0.1882, "X2": 0.16316, "Y2": 0.188, "X3": 0.16316, "Y3": 0.2028, "X4": 0.11184, "Y4": 0.2018, "page": 0, "Index": 0}, {"Word": "AZT-LZ", "Confidence": 0.476, "X1": 0.44868, "Y1": 0.1752, "X2": 0.64605, "Y2": 0.175, "X3": 0.64605, "Y3": 0.2138, "X4": 0.44737, "Y4": 0.2178, "page": 0, "Index": 1}, {"Word": "(", "Confidence": 0.846, "X1": 0.16579, "Y1": 0.2162, "X2": 0.16842, "Y2": 0.216, "X3": 0.16974, "Y3": 0.2348, "X4": 0.16711, "Y4": 0.2348, "page": 0, "Index": 2}, {"Word": "GODFREY)", "Confidence": 0.378, "X1": 0.17368, "Y1": 0.2152, "X2": 0.26974, "Y2": 0.215, "X3": 0.26974, "Y3": 0.2328, "X4": 0.17368, "Y4": 0.2338, "page": 0, "Index": 3}, {"Word": "...", "Confidence": 0.249, "X1": 0.94342, "Y1": 0.2382, "X2": 0.94868, "Y2": 0.238, "X3": 0.93947, "Y3": 0.2398, "X4": 0.93421, "Y4": 0.2258, "page": 0, "Index": 4}, {"Word": "S", "Confidence": 0.964, "X1": 0.74211, "Y1": 0.2712, "X2": 0.75526, "Y2": 0.271, "X3": 0.75658, "Y3": 0.2878, "X4": 0.74211, "Y4": 0.2888, "page": 0, "Index": 5}, {"Word": ".T", "Confidence": 0.883, "X1": 0.76447, "Y1": 0.2702, "X2": 0.79079, "Y2": 0.27, "X3": 0.79079, "Y3": 0.2878, "X4": 0.76447, "Y4": 0.2878, "page": 0, "Index": 6}, {"Word": "IF.", "Confidence": 0.331, "X1": 0.8, "Y1": 0.2702, "X2": 0.83553, "Y2": 0.27, "X3": 0.83553, "Y3": 0.2878, "X4": 0.80132, "Y4": 0.2878, "page": 0, "Index": 7}, {"Word": "TODAY", "Confidence": 0.995, "X1": 0.09605, "Y1": 0.2752, "X2": 0.15526, "Y2": 0.275, "X3": 0.15526, "Y3": 0.2938, "X4": 0.09605, "Y4": 0.2948, "page": 0, "Index": 8}, {"Word": "AND", "Confidence": 1, "X1": 0.16184, "Y1": 0.2752, "X2": 0.19868, "Y2": 0.275, "X3": 0.19868, "Y3": 0.2938, "X4": 0.16184, "Y4": 0.2938, "page": 0, "Index": 9}, {"Word": "DEUNE", "Confidence": 0.205, "X1": 0.20526, "Y1": 0.2742, "X2": 0.26711, "Y2": 0.274, "X3": 0.26711, "Y3": 0.2928, "X4": 0.20526, "Y4": 0.2938, "page": 0, "Index": 10}, {"Word": "WS", "Confidence": 0.376, "X1": 0.275, "Y1": 0.2742, "X2": 0.3, "Y2": 0.274, "X3": 0.3, "Y3": 0.2928, "X4": 0.275, "Y4": 0.2928, "page": 0, "Index": 11}, {"Word": "HEX", "Confidence": 0.214, "X1": 0.30789, "Y1": 0.2742, "X2": 0.35132, "Y2": 0.274, "X3": 0.35132, "Y3": 0.2918, "X4": 0.30789, "Y4": 0.2928, "page": 0, "Index": 12}, {"Word": "VE", "Confidence": 0.998, "X1": 0.35526, "Y1": 0.2742, "X2": 0.38158, "Y2": 0.274, "X3": 0.38158, "Y3": 0.2918, "X4": 0.35526, "Y4": 0.2918, "page": 0, "Index": 13}, {"Word": "CKE", "Confidence": 0.61, "X1": 0.38816, "Y1": 0.2732, "X2": 0.42632, "Y2": 0.273, "X3": 0.42632, "Y3": 0.2908, "X4": 0.38816, "Y4": 0.2918, "page": 0, "Index": 14}, {"Word": "SECTICH:", "Confidence": 0.833, "X1": 0.43289, "Y1": 0.2732, "X2": 0.51974, "Y2": 0.273, "X3": 0.51974, "Y3": 0.2908, "X4": 0.43289, "Y4": 0.2908, "page": 0, "Index": 15}, {"Word": "P.", "Confidence": 0.53, "X1": 0.52368, "Y1": 0.2722, "X2": 0.55, "Y2": 0.272, "X3": 0.55132, "Y3": 0.2898, "X4": 0.525, "Y4": 0.2908, "page": 0, "Index": 16}, {"Word": "A.L.", "Confidence": 0.302, "X1": 0.56053, "Y1": 0.2722, "X2": 0.6, "Y2": 0.272, "X3": 0.6, "Y3": 0.2898, "X4": 0.56053, "Y4": 0.2898, "page": 0, "Index": 17}, {"Word": "LING", "Confidence": 0.864, "X1": 0.60526, "Y1": 0.2722, "X2": 0.65132, "Y2": 0.272, "X3": 0.65132, "Y3": 0.2888, "X4": 0.60526, "Y4": 0.2898, "page": 0, "Index": 18}, {"Word": "S.", "Confidence": 0.657, "X1": 0.66053, "Y1": 0.2712, "X2": 0.68026, "Y2": 0.271, "X3": 0.68026, "Y3": 0.2888, "X4": 0.66053, "Y4": 0.2888, "page": 0, "Index": 19}, {"Word": "A.", "Confidence": 0.764, "X1": 0.68553, "Y1": 0.2712, "X2": 0.70395, "Y2": 0.271, "X3": 0.70395, "Y3": 0.2888, "X4": 0.68553, "Y4": 0.2888, "page": 0, "Index": 20}, {"Word": "C7.", "Confidence": 0.962, "X1": 0.70921, "Y1": 0.2712, "X2": 0.73684, "Y2": 0.271, "X3": 0.73816, "Y3": 0.2888, "X4": 0.70921, "Y4": 0.2888, "page": 0, "Index": 21}, {"Word": "...", "Confidence": 0.686, "X1": 0.99342, "Y1": 0.2922, "X2": 0.99342, "Y2": 0.292, "X3": 0.98816, "Y3": 0.2928, "X4": 0.98684, "Y4": 0.2828, "page": 0, "Index": 22}, {"Word": ".", "Confidence": 0.703, "X1": 0.99342, "Y1": 0.2982, "X2": 0.99342, "Y2": 0.298, "X3": 0.98816, "Y3": 0.2988, "X4": 0.98816, "Y4": 0.2958, "page": 0, "Index": 23}, {"Word": "CADEAUERT", "Confidence": 0.176, "X1": 0.525, "Y1": 0.3022, "X2": 0.62895, "Y2": 0.302, "X3": 0.63026, "Y3": 0.3178, "X4": 0.52632, "Y4": 0.3188, "page": 0, "Index": 24}, {"Word": "AN", "Confidence": 0.684, "X1": 0.63816, "Y1": 0.3012, "X2": 0.66316, "Y2": 0.301, "X3": 0.66447, "Y3": 0.3178, "X4": 0.63816, "Y4": 0.3178, "page": 0, "Index": 25}, {"Word": "EXPLOI", "Confidence": 0.205, "X1": 0.67368, "Y1": 0.3012, "X2": 0.73816, "Y2": 0.301, "X3": 0.73947, "Y3": 0.3168, "X4": 0.67368, "Y4": 0.3178, "page": 0, "Index": 26}, {"Word": "AFOLY", "Confidence": 0.357, "X1": 0.74342, "Y1": 0.3012, "X2": 0.80132, "Y2": 0.301, "X3": 0.80263, "Y3": 0.3168, "X4": 0.74342, "Y4": 0.3168, "page": 0, "Index": 27}, {"Word": "TWO", "Confidence": 0.51, "X1": 0.13026, "Y1": 0.3052, "X2": 0.16447, "Y2": 0.305, "X3": 0.16447, "Y3": 0.3208, "X4": 0.13158, "Y4": 0.3208, "page": 0, "Index": 28}, {"Word": "HOURS", "Confidence": 0.679, "X1": 0.17237, "Y1": 0.3042, "X2": 0.23158, "Y2": 0.304, "X3": 0.23289, "Y3": 0.3208, "X4": 0.17368, "Y4": 0.3208, "page": 0, "Index": 29}, {"Word": "AFTER", "Confidence": 0.632, "X1": 0.24211, "Y1": 0.3042, "X2": 0.29868, "Y2": 0.304, "X3": 0.29868, "Y3": 0.3198, "X4": 0.24342, "Y4": 0.3208, "page": 0, "Index": 30}, {"Word": "THE", "Confidence": 0.991, "X1": 0.31053, "Y1": 0.3032, "X2": 0.34474, "Y2": 0.303, "X3": 0.34605, "Y3": 0.3198, "X4": 0.31053, "Y4": 0.3198, "page": 0, "Index": 31}, {"Word": "TV", "Confidence": 0.993, "X1": 0.35526, "Y1": 0.3032, "X2": 0.38026, "Y2": 0.303, "X3": 0.38158, "Y3": 0.3198, "X4": 0.35658, "Y4": 0.3198, "page": 0, "Index": 32}, {"Word": "ENTERTAINER", "Confidence": 0.91, "X1": 0.38816, "Y1": 0.3022, "X2": 0.51579, "Y2": 0.302, "X3": 0.51711, "Y3": 0.3188, "X4": 0.38816, "Y4": 0.3198, "page": 0, "Index": 33}, {"Word": "OPERATION", "Confidence": 0.981, "X1": 0.09737, "Y1": 0.3202, "X2": 0.19605, "Y2": 0.32, "X3": 0.19737, "Y3": 0.3348, "X4": 0.09868, "Y4": 0.3348, "page": 0, "Index": 34}, {"Word": "AT", "Confidence": 0.997, "X1": 0.20658, "Y1": 0.3192, "X2": 0.23158, "Y2": 0.319, "X3": 0.23158, "Y3": 0.3348, "X4": 0.20789, "Y4": 0.3348, "page": 0, "Index": 35}, {"Word": "COLUMBIA-PRESBYTERIAN", "Confidence": 0.136, "X1": 0.24211, "Y1": 0.3182, "X2": 0.48158, "Y2": 0.318, "X3": 0.48158, "Y3": 0.3328, "X4": 0.24342, "Y4": 0.3348, "page": 0, "Index": 36}, {"Word": "MEDISIL", "Confidence": 0.113, "X1": 0.48947, "Y1": 0.3172, "X2": 0.56974, "Y2": 0.317, "X3": 0.56974, "Y3": 0.3328, "X4": 0.48947, "Y4": 0.3328, "page": 0, "Index": 37}, {"Word": "CENERI", "Confidence": 0.316, "X1": 0.58026, "Y1": 0.3162, "X2": 0.65, "Y2": 0.316, "X3": 0.65, "Y3": 0.3318, "X4": 0.58026, "Y4": 0.3328, "page": 0, "Index": 38}, {"Word": "CHE", "Confidence": 0.216, "X1": 0.66053, "Y1": 0.3162, "X2": 0.69737, "Y2": 0.316, "X3": 0.69737, "Y3": 0.3318, "X4": 0.66053, "Y4": 0.3318, "page": 0, "Index": 39}, {"Word": "G7", "Confidence": 0.013, "X1": 0.70789, "Y1": 0.3162, "X2": 0.73289, "Y2": 0.316, "X3": 0.73158, "Y3": 0.3318, "X4": 0.70658, "Y4": 0.3318, "page": 0, "Index": 40}, {"Word": "NES", "Confidence": 0.026, "X1": 0.74342, "Y1": 0.3162, "X2": 0.77895, "Y2": 0.316, "X3": 0.77895, "Y3": 0.3318, "X4": 0.74342, "Y4": 0.3318, "page": 0, "Index": 41}, {"Word": "SURGONS", "Confidence": 0.265, "X1": 0.78947, "Y1": 0.3152, "X2": 0.88289, "Y2": 0.315, "X3": 0.88158, "Y3": 0.3308, "X4": 0.78816, "Y4": 0.3308, "page": 0, "Index": 42}, {"Word": "ANNOUNCED", "Confidence": 0.933, "X1": 0.09737, "Y1": 0.3352, "X2": 0.19605, "Y2": 0.335, "X3": 0.19605, "Y3": 0.3478, "X4": 0.09868, "Y4": 0.3498, "page": 0, "Index": 43}, {"Word": "::", "Confidence": 0.017, "X1": 0.2, "Y1": 0.3342, "X2": 0.22105, "Y2": 0.334, "X3": 0.22105, "Y3": 0.3468, "X4": 0.2, "Y4": 0.3478, "page": 0, "Index": 44}, {"Word": "LOHATHE", "Confidence": 0.062, "X1": 0.09605, "Y1": 0.3492, "X2": 0.17632, "Y2": 0.349, "X3": 0.17632, "Y3": 0.3638, "X4": 0.09605, "Y4": 0.3628, "page": 0, "Index": 45}, {"Word": "LESION", "Confidence": 0.991, "X1": 0.18553, "Y1": 0.3482, "X2": 0.25526, "Y2": 0.348, "X3": 0.25526, "Y3": 0.3638, "X4": 0.18553, "Y4": 0.3638, "page": 0, "Index": 46}, {"Word": "IN", "Confidence": 0.909, "X1": 0.26579, "Y1": 0.3482, "X2": 0.28816, "Y2": 0.348, "X3": 0.28684, "Y3": 0.3638, "X4": 0.26579, "Y4": 0.3638, "page": 0, "Index": 47}, {"Word": "MIR.", "Confidence": 0.066, "X1": 0.29605, "Y1": 0.3482, "X2": 0.33421, "Y2": 0.348, "X3": 0.33421, "Y3": 0.3638, "X4": 0.29605, "Y4": 0.3638, "page": 0, "Index": 48}, {"Word": "GODFREY'S", "Confidence": 0.623, "X1": 0.34342, "Y1": 0.3472, "X2": 0.44868, "Y2": 0.347, "X3": 0.44737, "Y3": 0.3628, "X4": 0.34342, "Y4": 0.3638, "page": 0, "Index": 49}, {"Word": "LEFT", "Confidence": 0.85, "X1": 0.45658, "Y1": 0.3462, "X2": 0.50526, "Y2": 0.346, "X3": 0.50526, "Y3": 0.3628, "X4": 0.45658, "Y4": 0.3628, "page": 0, "Index": 50}, {"Word": "LUIS", "Confidence": 0.194, "X1": 0.51447, "Y1": 0.3462, "X2": 0.56184, "Y2": 0.346, "X3": 0.56184, "Y3": 0.3628, "X4": 0.51316, "Y4": 0.3628, "page": 0, "Index": 51}, {"Word": "HAS", "Confidence": 0.411, "X1": 0.56974, "Y1": 0.3462, "X2": 0.60658, "Y2": 0.346, "X3": 0.60526, "Y3": 0.3628, "X4": 0.56842, "Y4": 0.3628, "page": 0, "Index": 52}, {"Word": "BEEN!", "Confidence": 0.244, "X1": 0.61579, "Y1": 0.3452, "X2": 0.66842, "Y2": 0.345, "X3": 0.66842, "Y3": 0.3618, "X4": 0.61447, "Y4": 0.3628, "page": 0, "Index": 53}, {"Word": "IDENTIFIED", "Confidence": 0.61, "X1": 0.67368, "Y1": 0.3442, "X2": 0.79079, "Y2": 0.344, "X3": 0.78947, "Y3": 0.3608, "X4": 0.67237, "Y4": 0.3618, "page": 0, "Index": 54}, {"Word": "AS", "Confidence": 0.915, "X1": 0.8, "Y1": 0.3442, "X2": 0.82368, "Y2": 0.344, "X3": 0.82237, "Y3": 0.3608, "X4": 0.79868, "Y4": 0.3608, "page": 0, "Index": 55}, {"Word": "BEING", "Confidence": 0.564, "X1": 0.83289, "Y1": 0.3442, "X2": 0.89342, "Y2": 0.344, "X3": 0.89211, "Y3": 0.3598, "X4": 0.83158, "Y4": 0.3608, "page": 0, "Index": 56}, {"Word": "RA", "Confidence": 0.028, "X1": 0.08684, "Y1": 0.3622, "X2": 0.10789, "Y2": 0.362, "X3": 0.10921, "Y3": 0.3778, "X4": 0.08684, "Y4": 0.3768, "page": 0, "Index": 57}, {"Word": "MALIGNANT", "Confidence": 0.777, "X1": 0.11579, "Y1": 0.3642, "X2": 0.22105, "Y2": 0.364, "X3": 0.22237, "Y3": 0.3778, "X4": 0.11711, "Y4": 0.3778, "page": 0, "Index": 58}, {"Word": "TULIOR.", "Confidence": 0.647, "X1": 0.23421, "Y1": 0.3642, "X2": 0.30132, "Y2": 0.364, "X3": 0.30132, "Y3": 0.3778, "X4": 0.23421, "Y4": 0.3778, "page": 0, "Index": 59}, {"Word": "\"THE", "Confidence": 0.743, "X1": 0.13158, "Y1": 0.3782, "X2": 0.18026, "Y2": 0.378, "X3": 0.18026, "Y3": 0.3938, "X4": 0.13158, "Y4": 0.3948, "page": 0, "Index": 60}, {"Word": "SECTION", "Confidence": 0.695, "X1": 0.18684, "Y1": 0.3782, "X2": 0.26579, "Y2": 0.378, "X3": 0.26711, "Y3": 0.3928, "X4": 0.18684, "Y4": 0.3938, "page": 0, "Index": 61}, {"Word": "OF", "Confidence": 0.996, "X1": 0.275, "Y1": 0.3782, "X2": 0.30263, "Y2": 0.378, "X3": 0.30395, "Y3": 0.3928, "X4": 0.27763, "Y4": 0.3928, "page": 0, "Index": 62}, {"Word": "THE", "Confidence": 0.594, "X1": 0.30789, "Y1": 0.3782, "X2": 0.34474, "Y2": 0.378, "X3": 0.34737, "Y3": 0.3928, "X4": 0.30921, "Y4": 0.3928, "page": 0, "Index": 63}, {"Word": "LUNG", "Confidence": 0.978, "X1": 0.35132, "Y1": 0.3772, "X2": 0.40526, "Y2": 0.377, "X3": 0.40921, "Y3": 0.3918, "X4": 0.35395, "Y4": 0.3918, "page": 0, "Index": 64}, {"Word": "CONTAINING", "Confidence": 0.643, "X1": 0.41184, "Y1": 0.3762, "X2": 0.52632, "Y2": 0.376, "X3": 0.53158, "Y3": 0.3918, "X4": 0.41579, "Y4": 0.3918, "page": 0, "Index": 65}, {"Word": "\"I\":", "Confidence": 0.058, "X1": 0.53289, "Y1": 0.3752, "X2": 0.57368, "Y2": 0.375, "X3": 0.57895, "Y3": 0.3918, "X4": 0.53816, "Y4": 0.3918, "page": 0, "Index": 66}, {"Word": "TUIN:", "Confidence": 0.516, "X1": 0.57763, "Y1": 0.3742, "X2": 0.63816, "Y2": 0.374, "X3": 0.64474, "Y3": 0.3918, "X4": 0.58289, "Y4": 0.3918, "page": 0, "Index": 67}, {"Word": "IS", "Confidence": 0.916, "X1": 0.64737, "Y1": 0.3742, "X2": 0.675, "Y2": 0.374, "X3": 0.68158, "Y3": 0.3918, "X4": 0.65395, "Y4": 0.3918, "page": 0, "Index": 68}, {"Word": "BEING", "Confidence": 0.798, "X1": 0.68026, "Y1": 0.3722, "X2": 0.74211, "Y2": 0.372, "X3": 0.75, "Y3": 0.3918, "X4": 0.68684, "Y4": 0.3918, "page": 0, "Index": 69}, {"Word": "LEHOVED.", "Confidence": 0.639, "X1": 0.74605, "Y1": 0.3702, "X2": 0.84211, "Y2": 0.37, "X3": 0.85132, "Y3": 0.3928, "X4": 0.75395, "Y4": 0.3918, "page": 0, "Index": 70}, {"Word": "6", "Confidence": 0.063, "X1": 0.85789, "Y1": 0.3692, "X2": 0.87368, "Y2": 0.369, "X3": 0.88289, "Y3": 0.3938, "X4": 0.86711, "Y4": 0.3928, "page": 0, "Index": 71}, {"Word": "IS", "Confidence": 0.762, "X1": 0.29868, "Y1": 0.3922, "X2": 0.32237, "Y2": 0.392, "X3": 0.32237, "Y3": 0.4078, "X4": 0.29868, "Y4": 0.4078, "page": 0, "Index": 72}, {"Word": "EXCELLENT.", "Confidence": 0.656, "X1": 0.33289, "Y1": 0.3912, "X2": 0.44474, "Y2": 0.391, "X3": 0.44474, "Y3": 0.4048, "X4": 0.33158, "Y4": 0.4078, "page": 0, "Index": 73}, {"Word": "\"", "Confidence": 0.037, "X1": 0.44868, "Y1": 0.3912, "X2": 0.46053, "Y2": 0.391, "X3": 0.46053, "Y3": 0.4038, "X4": 0.44868, "Y4": 0.4048, "page": 0, "Index": 74}, {"Word": "THIS", "Confidence": 0.339, "X1": 0.13158, "Y1": 0.3932, "X2": 0.17632, "Y2": 0.393, "X3": 0.17368, "Y3": 0.4088, "X4": 0.13026, "Y4": 0.4078, "page": 0, "Index": 75}, {"Word": "CONDITION", "Confidence": 0.689, "X1": 0.18684, "Y1": 0.3932, "X2": 0.28816, "Y2": 0.393, "X3": 0.28684, "Y3": 0.4088, "X4": 0.18553, "Y4": 0.4088, "page": 0, "Index": 76}, {"Word": "-0-", "Confidence": 0.481, "X1": 0.45921, "Y1": 0.4032, "X2": 0.48684, "Y2": 0.403, "X3": 0.49342, "Y3": 0.4188, "X4": 0.46447, "Y4": 0.4248, "page": 0, "Index": 77}, {"Word": "CUPI-42)", "Confidence": 0.404, "X1": 0.09737, "Y1": 0.4222, "X2": 0.18816, "Y2": 0.422, "X3": 0.18816, "Y3": 0.4388, "X4": 0.09737, "Y4": 0.4378, "page": 0, "Index": 78}, {"Word": ":", "Confidence": 0.35, "X1": 0.15132, "Y1": 0.4342, "X2": 0.16184, "Y2": 0.434, "X3": 0.16184, "Y3": 0.4538, "X4": 0.15, "Y4": 0.4538, "page": 0, "Index": 79}, {"Word": "54/30", "Confidence": 0.043, "X1": 0.16711, "Y1": 0.4342, "X2": 0.22763, "Y2": 0.434, "X3": 0.22632, "Y3": 0.4528, "X4": 0.16579, "Y4": 0.4538, "page": 0, "Index": 80}, {"Word": "--", "Confidence": 0.709, "X1": 0.23158, "Y1": 0.4342, "X2": 0.25, "Y2": 0.434, "X3": 0.25, "Y3": 0.4528, "X4": 0.23158, "Y4": 0.4528, "page": 0, "Index": 81}, {"Word": "JR1033A", "Confidence": 0.776, "X1": 0.25526, "Y1": 0.4352, "X2": 0.33421, "Y2": 0.435, "X3": 0.33421, "Y3": 0.4528, "X4": 0.25395, "Y4": 0.4528, "page": 0, "Index": 82}, {"Word": "Here", "Confidence": 0.072, "X1": 0.92368, "Y1": 0.4352, "X2": 0.975, "Y2": 0.435, "X3": 0.98816, "Y3": 0.4528, "X4": 0.93684, "Y4": 0.4728, "page": 0, "Index": 83}, {"Word": "Aim", "Confidence": 0.284, "X1": 0.85526, "Y1": 0.4582, "X2": 0.88816, "Y2": 0.458, "X3": 0.89737, "Y3": 0.4748, "X4": 0.86447, "Y4": 0.4818, "page": 0, "Index": 84}, {"Word": "-", "Confidence": 0.106, "X1": 0.89474, "Y1": 0.4532, "X2": 0.91053, "Y2": 0.453, "X3": 0.91974, "Y3": 0.4708, "X4": 0.90395, "Y4": 0.4738, "page": 0, "Index": 85}, {"Word": "3.", "Confidence": 0.509, "X1": 0.91053, "Y1": 0.4572, "X2": 0.91842, "Y2": 0.457, "X3": 0.93158, "Y3": 0.4748, "X4": 0.92368, "Y4": 0.4778, "page": 0, "Index": 86}, {"Word": "TI087801", "Confidence": 0.607, "X1": 0.90132, "Y1": 0.9852, "X2": 0.98947, "Y2": 0.985, "X3": 0.98816, "Y3": 0.9988, "X4": 0.90132, "Y4": 0.9978, "page": 0, "Index": 87}]}	"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"
fffm0049	4	{"lines_data": [{"Word": "Godfrey Lung Cancer", "Confidence": 0.84533, "X1": 0.04079, "Y1": 0.0062, "X2": 0.43947, "Y2": 0.006, "X3": 0.44079, "Y3": 0.0348, "X4": 0.04079, "Y4": 0.0398, "page": 0}, {"Word": "Removed in Operation", "Confidence": 0.979, "X1": 0.05526, "Y1": 0.0372, "X2": 0.43553, "Y2": 0.037, "X3": 0.43684, "Y3": 0.0718, "X4": 0.05526, "Y4": 0.0748, "page": 0}, {"Word": "5 Hrs. on Table,", "Confidence": 0.97775, "X1": 0.05921, "Y1": 0.0802, "X2": 0.24474, "Y2": 0.08, "X3": 0.24474, "Y3": 0.1018, "X4": 0.05921, "Y4": 0.1008, "page": 0}, {"Word": "Condition Good", "Confidence": 0.948, "X1": 0.06053, "Y1": 0.1002, "X2": 0.25921, "Y2": 0.1, "X3": 0.26053, "Y3": 0.1208, "X4": 0.06053, "Y4": 0.1268, "page": 0}, {"Word": "Arthur Godfrey underwent", "Confidence": 0.56267, "X1": 0.06447, "Y1": 0.1272, "X2": 0.25, "Y2": 0.127, "X3": 0.25, "Y3": 0.1408, "X4": 0.06447, "Y4": 0.1418, "page": 0}, {"Word": "an operation for the removal", "Confidence": 0.8064, "X1": 0.04737, "Y1": 0.1392, "X2": 0.24868, "Y2": 0.139, "X3": 0.24868, "Y3": 0.1518, "X4": 0.04737, "Y4": 0.1528, "page": 0}, {"Word": "of _ malignant tumor from his", "Confidence": 0.76217, "X1": 0.05, "Y1": 0.1502, "X2": 0.24868, "Y2": 0.15, "X3": 0.24868, "Y3": 0.1628, "X4": 0.05, "Y4": 0.1648, "page": 0}, {"Word": "Hlung yesterday at the Columbis", "Confidence": 0.8318, "X1": 0.04605, "Y1": 0.1632, "X2": 0.24605, "Y2": 0.163, "X3": 0.24605, "Y3": 0.1738, "X4": 0.04605, "Y4": 0.1758, "page": 0}, {"Word": "Presbyterian Medical Center.", "Confidence": 0.83133, "X1": 0.04868, "Y1": 0.1742, "X2": 0.23421, "Y2": 0.174, "X3": 0.23421, "Y3": 0.1858, "X4": 0.04868, "Y4": 0.1868, "page": 0}, {"Word": "\u00a1 At the end of the five-hour", "Confidence": 0.80586, "X1": 0.05, "Y1": 0.1852, "X2": 0.25, "Y2": 0.185, "X3": 0.25, "Y3": 0.1978, "X4": 0.05, "Y4": 0.1978, "page": 0}, {"Word": "operation, . Alvin . J .. Binkert,", "Confidence": 0.71529, "X1": 0.05, "Y1": 0.1962, "X2": 0.25, "Y2": 0.196, "X3": 0.25132, "Y3": 0.2088, "X4": 0.05, "Y4": 0.2098, "page": 0}, {"Word": "JUCE 4.63", "Confidence": 0.573, "X1": 0.48816, "Y1": 0.1862, "X2": 0.61974, "Y2": 0.186, "X3": 0.62237, "Y3": 0.2118, "X4": 0.48947, "Y4": 0.2198, "page": 0}, {"Word": "PRESS CUPPING", "Confidence": 0.835, "X1": 0.525, "Y1": 0.1912, "X2": 0.67105, "Y2": 0.191, "X3": 0.67368, "Y3": 0.2108, "X4": 0.53026, "Y4": 0.2318, "page": 0}, {"Word": "executive vice-president of the", "Confidence": 0.776, "X1": 0.04868, "Y1": 0.2062, "X2": 0.25, "Y2": 0.206, "X3": 0.25, "Y3": 0.2198, "X4": 0.04868, "Y4": 0.2198, "page": 0}, {"Word": "center, sald, after consultation", "Confidence": 0.88525, "X1": 0.04868, "Y1": 0.2192, "X2": 0.25, "Y2": 0.219, "X3": 0.25, "Y3": 0.2308, "X4": 0.04868, "Y4": 0.2308, "page": 0}, {"Word": "BUREAU", "Confidence": 0.995, "X1": 0.62105, "Y1": 0.2122, "X2": 0.70526, "Y2": 0.212, "X3": 0.70658, "Y3": 0.2318, "X4": 0.62237, "Y4": 0.2338, "page": 0}, {"Word": "with the entertainer's physi-", "Confidence": 0.85025, "X1": 0.05, "Y1": 0.2302, "X2": 0.24868, "Y2": 0.23, "X3": 0.24868, "Y3": 0.2428, "X4": 0.05, "Y4": 0.2438, "page": 0}, {"Word": "clans, \"The upper Jone of - the", "Confidence": 0.75357, "X1": 0.04737, "Y1": 0.2422, "X2": 0.25132, "Y2": 0.242, "X3": 0.25132, "Y3": 0.2558, "X4": 0.04737, "Y4": 0.2548, "page": 0}, {"Word": "New York City", "Confidence": 0.87333, "X1": 0.54211, "Y1": 0.2372, "X2": 0.65132, "Y2": 0.237, "X3": 0.65, "Y3": 0.2488, "X4": 0.54211, "Y4": 0.2478, "page": 0}, {"Word": "lung was successfully removed", "Confidence": 0.65475, "X1": 0.04868, "Y1": 0.2532, "X2": 0.25263, "Y2": 0.253, "X3": 0.25263, "Y3": 0.2658, "X4": 0.04868, "Y4": 0.2668, "page": 0}, {"Word": "Chicago - Kansas City", "Confidence": 0.8405, "X1": 0.51711, "Y1": 0.2502, "X2": 0.67632, "Y2": 0.25, "X3": 0.67632, "Y3": 0.2608, "X4": 0.51711, "Y4": 0.2598, "page": 0}, {"Word": "with the contained, tumot. Hs", "Confidence": 0.6146, "X1": 0.04868, "Y1": 0.2642, "X2": 0.25526, "Y2": 0.264, "X3": 0.25526, "Y3": 0.2768, "X4": 0.04868, "Y4": 0.2778, "page": 0}, {"Word": "Late Edition", "Confidence": 0.8185, "X1": 0.56842, "Y1": 0.2692, "X2": 0.63421, "Y2": 0.269, "X3": 0.63421, "Y3": 0.2778, "X4": 0.56842, "Y4": 0.2778, "page": 0}, {"Word": "withstood :the :operation well.", "Confidence": 0.6915, "X1": 0.05, "Y1": 0.2752, "X2": 0.25526, "Y2": 0.275, "X3": 0.25526, "Y3": 0.2888, "X4": 0.05, "Y4": 0.2888, "page": 0}, {"Word": "NEW YORK, N.Y ., HERALD-TRIBUNE", "Confidence": 0.8886, "X1": 0.49605, "Y1": 0.2782, "X2": 0.69605, "Y2": 0.278, "X3": 0.69605, "Y3": 0.2888, "X4": 0.49605, "Y4": 0.2868, "page": 0}, {"Word": "Circ. D. 326,000", "Confidence": 0.794, "X1": 0.51447, "Y1": 0.2872, "X2": 0.60132, "Y2": 0.287, "X3": 0.60132, "Y3": 0.2968, "X4": 0.51447, "Y4": 0.2978, "page": 0}, {"Word": "S. 530,000", "Confidence": 0.8755, "X1": 0.62105, "Y1": 0.2892, "X2": 0.68026, "Y2": 0.289, "X3": 0.68026, "Y3": 0.2978, "X4": 0.62105, "Y4": 0.2978, "page": 0}, {"Word": "His, general condition iminedi-\"", "Confidence": 0.6755, "X1": 0.04868, "Y1": 0.2862, "X2": 0.25263, "Y2": 0.286, "X3": 0.25395, "Y3": 0.2988, "X4": 0.04868, "Y4": 0.2988, "page": 0}, {"Word": "ately post-operative is good.\"", "Confidence": 0.915, "X1": 0.04868, "Y1": 0.2962, "X2": 0.25, "Y2": 0.296, "X3": 0.25, "Y3": 0.3098, "X4": 0.04868, "Y4": 0.3098, "page": 0}, {"Word": "195:", "Confidence": 0.653, "X1": 0.63816, "Y1": 0.3032, "X2": 0.67895, "Y2": 0.303, "X3": 0.67895, "Y3": 0.3168, "X4": 0.63684, "Y4": 0.3168, "page": 0}, {"Word": "The fifty-five-year-old radio", "Confidence": 0.696, "X1": 0.05658, "Y1": 0.3102, "X2": 0.25, "Y2": 0.31, "X3": 0.25, "Y3": 0.3228, "X4": 0.05658, "Y4": 0.3218, "page": 0}, {"Word": "and television personality had", "Confidence": 0.95475, "X1": 0.04868, "Y1": 0.3212, "X2": 0.25132, "Y2": 0.321, "X3": 0.25132, "Y3": 0.3328, "X4": 0.04868, "Y4": 0.3328, "page": 0}, {"Word": "entered the 'Center's Harkness'", "Confidence": 0.875, "X1": 0.04868, "Y1": 0.3322, "X2": 0.25132, "Y2": 0.332, "X3": 0.25132, "Y3": 0.3438, "X4": 0.04868, "Y4": 0.3448, "page": 0}, {"Word": "Pavilion on Monday to undergo", "Confidence": 0.8102, "X1": 0.04868, "Y1": 0.3442, "X2": 0.24868, "Y2": 0.344, "X3": 0.24868, "Y3": 0.3558, "X4": 0.04868, "Y4": 0.3558, "page": 0}, {"Word": "two days of routine tests\" as a", "Confidence": 0.74729, "X1": 0.05, "Y1": 0.3552, "X2": 0.25, "Y2": 0.355, "X3": 0.25, "Y3": 0.3678, "X4": 0.05, "Y4": 0.3678, "page": 0}, {"Word": "preliminary to exploratory mir-", "Confidence": 0.8245, "X1": 0.04868, "Y1": 0.3672, "X2": 0.25263, "Y2": 0.367, "X3": 0.25263, "Y3": 0.3788, "X4": 0.04868, "Y4": 0.3778, "page": 0}, {"Word": "\"Arthur Godfrey as he en-", "Confidence": 0.8502, "X1": 0.24211, "Y1": 0.3712, "X2": 0.43684, "Y2": 0.371, "X3": 0.43684, "Y3": 0.3838, "X4": 0.24211, "Y4": 0.3828, "page": 0}, {"Word": "burg, Va ., farm in preparation", "Confidence": 0.783, "X1": 0.44605, "Y1": 0.3692, "X2": 0.64342, "Y2": 0.369, "X3": 0.64342, "Y3": 0.3808, "X4": 0.44605, "Y4": 0.3798, "page": 0}, {"Word": "\"gery yesterday. The operation", "Confidence": 0.82175, "X1": 0.04474, "Y1": 0.3782, "X2": 0.25526, "Y2": 0.378, "X3": 0.25526, "Y3": 0.3898, "X4": 0.04474, "Y4": 0.3898, "page": 0}, {"Word": "tered hospital Monday.", "Confidence": 0.79733, "X1": 0.25132, "Y1": 0.3842, "X2": 0.43684, "Y2": 0.384, "X3": 0.43684, "Y3": 0.3958, "X4": 0.25132, "Y4": 0.3978, "page": 0}, {"Word": "for yesterday's surgery.", "Confidence": 0.95967, "X1": 0.44737, "Y1": 0.3802, "X2": 0.59211, "Y2": 0.38, "X3": 0.59211, "Y3": 0.3898, "X4": 0.44737, "Y4": 0.3888, "page": 0}, {"Word": "began at 8:25 a. m. and two", "Confidence": 0.80357, "X1": 0.05, "Y1": 0.3902, "X2": 0.25263, "Y2": 0.39, "X3": 0.25263, "Y3": 0.4008, "X4": 0.05, "Y4": 0.4018, "page": 0}, {"Word": "His wife. Mary, who arrived", "Confidence": 0.9134, "X1": 0.45658, "Y1": 0.3892, "X2": 0.64342, "Y2": 0.389, "X3": 0.64342, "Y3": 0.3988, "X4": 0.45658, "Y4": 0.3988, "page": 0}, {"Word": "hours later an announcement'", "Confidence": 0.8765, "X1": 0.04605, "Y1": 0.4012, "X2": 0.25, "Y2": 0.401, "X3": 0.25, "Y3": 0.4118, "X4": 0.04605, "Y4": 0.4118, "page": 0}, {"Word": "at the hospital Wednesday", "Confidence": 0.80775, "X1": 0.44605, "Y1": 0.3992, "X2": 0.64079, "Y2": 0.399, "X3": 0.64079, "Y3": 0.4088, "X4": 0.44605, "Y4": 0.4098, "page": 0}, {"Word": "was made that the tumor in make any prognosis \"at this", "Confidence": 0.85118, "X1": 0.04737, "Y1": 0.4142, "X2": 0.45263, "Y2": 0.414, "X3": 0.45263, "Y3": 0.4268, "X4": 0.04737, "Y4": 0.4228, "page": 0}, {"Word": "night. visited Mr. Godfrey be-", "Confidence": 0.6998, "X1": 0.44605, "Y1": 0.4092, "X2": 0.64211, "Y2": 0.409, "X3": 0.64211, "Y3": 0.4198, "X4": 0.44605, "Y4": 0.4198, "page": 0}, {"Word": "his lung was malignant .;", "Confidence": 0.4722, "X1": 0.04868, "Y1": 0.4232, "X2": 0.22763, "Y2": 0.423, "X3": 0.22763, "Y3": 0.4368, "X4": 0.04868, "Y4": 0.4368, "page": 0}, {"Word": "Bore he was taken to the operat-", "Confidence": 0.88471, "X1": 0.43947, "Y1": 0.4182, "X2": 0.64211, "Y2": 0.418, "X3": 0.64211, "Y3": 0.4298, "X4": 0.43947, "Y4": 0.4298, "page": 0}, {"Word": "particular time\" elther on Mr. ing room at 7:25 a. m. His", "Confidence": 0.8575, "X1": 0.24605, "Y1": 0.4282, "X2": 0.64474, "Y2": 0.428, "X3": 0.64474, "Y3": 0.4408, "X4": 0.24605, "Y4": 0.4378, "page": 0}, {"Word": "Medical Statement ...", "Confidence": 0.45267, "X1": 0.05, "Y1": 0.4372, "X2": 0.23947, "Y2": 0.437, "X3": 0.24079, "Y3": 0.4518, "X4": 0.05, "Y4": 0.4528, "page": 0}, {"Word": "Godfrey's general condition or secretary and two friends were", "Confidence": 0.864, "X1": 0.24605, "Y1": 0.4382, "X2": 0.64605, "Y2": 0.438, "X3": 0.64605, "Y3": 0.4498, "X4": 0.24605, "Y4": 0.4508, "page": 0}, {"Word": "A statement'tasued at. that on the possible recurrence of also at the hospital, where the", "Confidence": 0.93487, "X1": 0.05526, "Y1": 0.4492, "X2": 0.64605, "Y2": 0.449, "X3": 0.64605, "Y3": 0.4618, "X4": 0.05526, "Y4": 0.4648, "page": 0}, {"Word": "time' said. . The lesion of Mr. cancer.", "Confidence": 0.60662, "X1": 0.04868, "Y1": 0.4642, "X2": 0.29605, "Y2": 0.464, "X3": 0.29605, "Y3": 0.4758, "X4": 0.04868, "Y4": 0.4738, "page": 0}, {"Word": "mailroom, a spokesman said.", "Confidence": 0.5475, "X1": 0.43947, "Y1": 0.4572, "X2": 0.64737, "Y2": 0.457, "X3": 0.64737, "Y3": 0.4688, "X4": 0.43947, "Y4": 0.4698, "page": 0}, {"Word": "was flooded with \"thousands\" of", "Confidence": 0.8146, "X1": 0.44211, "Y1": 0.4682, "X2": 0.64211, "Y2": 0.468, "X3": 0.64211, "Y3": 0.4798, "X4": 0.44211, "Y4": 0.4788, "page": 0}, {"Word": "Godfrey' } lett .Jung . has, been\" A spokesman for the Amar- good-will messages for, the en-", "Confidence": 0.78, "X1": 0.05, "Y1": 0.4782, "X2": 0.64342, "Y2": 0.478, "X3": 0.64342, "Y3": 0.4908, "X4": 0.05, "Y4": 0.4868, "page": 0}, {"Word": "Identined Da BS", "Confidence": 0.22267, "X1": 0.05, "Y1": 0.4892, "X2": 0.15263, "Y2": 0.489, "X3": 0.15132, "Y3": 0.5028, "X4": 0.04868, "Y4": 0.4988, "page": 0}, {"Word": "being a malignant \|ican Cancer Society said that certainer's recovery.", "Confidence": 0.6344, "X1": 0.10658, "Y1": 0.4872, "X2": 0.58158, "Y2": 0.487, "X3": 0.58158, "Y3": 0.5018, "X4": 0.10658, "Y4": 0.5008, "page": 0}, {"Word": "\"per cent of patients with", "Confidence": 0.7402, "X1": 0.23684, "Y1": 0.4952, "X2": 0.45658, "Y2": 0.495, "X3": 0.45658, "Y3": 0.5068, "X4": 0.23684, "Y4": 0.5058, "page": 0}, {"Word": "tumor. The section of the lung", "Confidence": 0.77067, "X1": 0.04868, "Y1": 0.4982, "X2": 0.26316, "Y2": 0.498, "X3": 0.26316, "Y3": 0.5118, "X4": 0.04868, "Y4": 0.5108, "page": 0}, {"Word": "On Tuesday, from his hos-", "Confidence": 0.9192, "X1": 0.46053, "Y1": 0.4982, "X2": 0.64342, "Y2": 0.498, "X3": 0.64342, "Y3": 0.5088, "X4": 0.46053, "Y4": 0.5088, "page": 0}, {"Word": "containing' the tumor 'li beins", "Confidence": 0.4344, "X1": 0.04868, "Y1": 0.5092, "X2": 0.25395, "Y2": 0.509, "X3": 0.25395, "Y3": 0.5218, "X4": 0.04868, "Y4": 0.5228, "page": 0}, {"Word": "lung cancer are being saved to- pital bed, Mr. Godfrey issued", "Confidence": 0.81882, "X1": 0.24211, "Y1": 0.5082, "X2": 0.64474, "Y2": 0.508, "X3": 0.64342, "Y3": 0.5198, "X4": 0.24211, "Y4": 0.5158, "page": 0}, {"Word": "day and 34 per cent are saved a statement expressing his con-", "Confidence": 0.83558, "X1": 0.24079, "Y1": 0.5192, "X2": 0.64342, "Y2": 0.519, "X3": 0.64342, "Y3": 0.5298, "X4": 0.24079, "Y4": 0.5258, "page": 0}, {"Word": "removed. Ells condition is, ex- when diagnosed early and prop-icern that he might have cancer", "Confidence": 0.7878, "X1": 0.04868, "Y1": 0.5292, "X2": 0.64342, "Y2": 0.529, "X3": 0.64211, "Y3": 0.5398, "X4": 0.04868, "Y4": 0.5328, "page": 0}, {"Word": "cellent.\"", "Confidence": 0.798, "X1": 0.05, "Y1": 0.5342, "X2": 0.10526, "Y2": 0.534, "X3": 0.10526, "Y3": 0.5428, "X4": 0.05, "Y4": 0.5448, "page": 0}, {"Word": "ferly treated.\" He said that and describing h's fear that he", "Confidence": 0.75764, "X1": 0.24342, "Y1": 0.5392, "X2": 0.64079, "Y2": 0.539, "X3": 0.64079, "Y3": 0.5498, "X4": 0.24342, "Y4": 0.5448, "page": 0}, {"Word": "At 10:30 last night hospital \"statistically a person's chances might be disabled. The doctor-", "Confidence": 0.83529, "X1": 0.06184, "Y1": 0.5482, "X2": 0.64211, "Y2": 0.548, "X3": 0.64211, "Y3": 0.5618, "X4": 0.06184, "Y4": 0.5588, "page": 0}, {"Word": "authorities reported that Mir.", "Confidence": 0.615, "X1": 0.05132, "Y1": 0.5572, "X2": 0.24868, "Y2": 0.557, "X3": 0.24868, "Y3": 0.5688, "X4": 0.05132, "Y4": 0.5698, "page": 0}, {"Word": "change at every moment.\" Most said that \"as soon as he is", "Confidence": 0.74408, "X1": 0.24342, "Y1": 0.5592, "X2": 0.64079, "Y2": 0.559, "X3": 0.64079, "Y3": 0.5708, "X4": 0.24342, "Y4": 0.5658, "page": 0}, {"Word": "Godfrey was sheping soundis", "Confidence": 0.6695, "X1": 0.04605, "Y1": 0.5702, "X2": 0.25132, "Y2": 0.57, "X3": 0.25132, "Y3": 0.5818, "X4": 0.04605, "Y4": 0.5808, "page": 0}, {"Word": "Important, he said, was that the sufficiently recovered from the", "Confidence": 0.8276, "X1": 0.23421, "Y1": 0.5702, "X2": 0.64474, "Y2": 0.57, "X3": 0.64474, "Y3": 0.5798, "X4": 0.23421, "Y4": 0.5748, "page": 0}, {"Word": "society \"cannot speculate on & anaesthetic\" a physician would", "Confidence": 0.64944, "X1": 0.22763, "Y1": 0.5792, "X2": 0.64474, "Y2": 0.579, "X3": 0.64342, "Y3": 0.5908, "X4": 0.22763, "Y4": 0.5848, "page": 0}, {"Word": "and that I had been decided particular case and no conclu-[tell him that the tumor hne!", "Confidence": 0.88575, "X1": 0.04737, "Y1": 0.5902, "X2": 0.64211, "Y2": 0.59, "X3": 0.64211, "Y3": 0.6018, "X4": 0.04737, "Y4": 0.5918, "page": 0}, {"Word": "recovery room until morning. ing the foregoing statistics to", "Confidence": 0.83911, "X1": 0.05, "Y1": 0.6052, "X2": 0.45, "Y2": 0.605, "X3": 0.45, "Y3": 0.6168, "X4": 0.05, "Y4": 0.6158, "page": 0}, {"Word": "not to remove him from, the sions can be drawn from apply- turned out to be cancerous.", "Confidence": 0.85976, "X1": 0.05132, "Y1": 0.5992, "X2": 0.61974, "Y2": 0.599, "X3": 0.61974, "Y3": 0.6118, "X4": 0.05132, "Y4": 0.6038, "page": 0}, {"Word": "Three physicians, an anes- any case.\"", "Confidence": 0.74567, "X1": 0.05132, "Y1": 0.6142, "X2": 0.32237, "Y2": 0.614, "X3": 0.32368, "Y3": 0.6268, "X4": 0.05132, "Y4": 0.6288, "page": 0}, {"Word": "A question as to how active a", "Confidence": 0.92343, "X1": 0.44737, "Y1": 0.6102, "X2": 0.64342, "Y2": 0.61, "X3": 0.64342, "Y3": 0.6208, "X4": 0.44737, "Y4": 0.6198, "page": 0}, {"Word": "life Mr. Godfrey could lead -", "Confidence": 0.68167, "X1": 0.44342, "Y1": 0.6192, "X2": 0.64211, "Y2": 0.619, "X3": 0.64211, "Y3": 0.6298, "X4": 0.44342, "Y4": 0.6298, "page": 0}, {"Word": "thetist and three nurses at- It is generw- medical practice whether. for example, he cou't", "Confidence": 0.7798, "X1": 0.04868, "Y1": 0.6282, "X2": 0.63947, "Y2": 0.628, "X3": 0.63947, "Y3": 0.6408, "X4": 0.04868, "Y4": 0.6398, "page": 0}, {"Word": "tended Mr. Godfrey in the op-", "Confidence": 0.92467, "X1": 0.04737, "Y1": 0.6402, "X2": 0.25132, "Y2": 0.64, "X3": 0.25132, "Y3": 0.6528, "X4": 0.04737, "Y4": 0.6518, "page": 0}, {"Word": "to regard a cancer as still po- continue his favorite sport c'", "Confidence": 0.868, "X1": 0.25, "Y1": 0.6402, "X2": 0.63947, "Y2": 0.64, "X3": 0.63947, "Y3": 0.6508, "X4": 0.25, "Y4": 0.6478, "page": 0}, {"Word": "erating room, from which he", "Confidence": 0.8788, "X1": 0.04737, "Y1": 0.6522, "X2": 0.24605, "Y2": 0.652, "X3": 0.24605, "Y3": 0.6628, "X4": 0.04737, "Y4": 0.6628, "page": 0}, {"Word": "tentially alive intil at least five flying, with one lobe of his lun", "Confidence": 0.812, "X1": 0.24342, "Y1": 0.6502, "X2": 0.64079, "Y2": 0.65, "X3": 0.64079, "Y3": 0.6608, "X4": 0.24342, "Y4": 0.6568, "page": 0}, {"Word": "was taken at 1:25 p. m. to &france.", "Confidence": 0.86725, "X1": 0.05, "Y1": 0.6652, "X2": 0.29342, "Y2": 0.665, "X3": 0.29342, "Y3": 0.6768, "X4": 0.05, "Y4": 0.6748, "page": 0}, {"Word": "e years pass without its recur- removed - the physicians sau", "Confidence": 0.73227, "X1": 0.23947, "Y1": 0.6602, "X2": 0.63947, "Y2": 0.66, "X3": 0.63947, "Y3": 0.6718, "X4": 0.23947, "Y4": 0.6668, "page": 0}, {"Word": "[recovery room ... where, three", "Confidence": 0.683, "X1": 0.04737, "Y1": 0.6762, "X2": 0.24474, "Y2": 0.676, "X3": 0.24474, "Y3": 0.6878, "X4": 0.04737, "Y4": 0.6878, "page": 0}, {"Word": "Wife Vislts Him", "Confidence": 0.88167, "X1": 0.3, "Y1": 0.6762, "X2": 0.4, "Y2": 0.676, "X3": 0.4, "Y3": 0.6868, "X4": 0.3, "Y4": 0.6868, "page": 0}, {"Word": "could not be answered \"al thi", "Confidence": 0.74117, "X1": 0.44605, "Y1": 0.6692, "X2": 0.63553, "Y2": 0.669, "X3": 0.63553, "Y3": 0.6808, "X4": 0.44605, "Y4": 0.6808, "page": 0}, {"Word": "hours later,\"a spokesman 'sald", "Confidence": 0.63775, "X1": 0.04605, "Y1": 0.6872, "X2": 0.24737, "Y2": 0.687, "X3": 0.24605, "Y3": 0.6988, "X4": 0.04605, "Y4": 0.6978, "page": 0}, {"Word": "Several weeks ago, Mr. God- Mr. Godfrey underwent .", "Confidence": 0.753, "X1": 0.25921, "Y1": 0.6902, "X2": 0.64079, "Y2": 0.69, "X3": 0.64079, "Y3": 0.6998, "X4": 0.25921, "Y4": 0.7008, "page": 0}, {"Word": "This condition \"continues good.\" frey compinined of pain in the strious operation in 1953 to re", "Confidence": 0.82306, "X1": 0.04474, "Y1": 0.6992, "X2": 0.63684, "Y2": 0.699, "X3": 0.63684, "Y3": 0.7118, "X4": 0.04474, "Y4": 0.7108, "page": 0}, {"Word": "The attending' surgeons, In stomach ares and X-rays dis- build & hip shattered in an auto", "Confidence": 0.81056, "X1": 0.04868, "Y1": 0.7102, "X2": 0.63684, "Y2": 0.71, "X3": 0.63684, "Y3": 0.7208, "X4": 0.04868, "Y4": 0.7238, "page": 0}, {"Word": "reply to questions submitted by", "Confidence": 0.9268, "X1": 0.04868, "Y1": 0.7232, "X2": 0.24605, "Y2": 0.723, "X3": 0.24605, "Y3": 0.7358, "X4": 0.04868, "Y4": 0.7358, "page": 0}, {"Word": "closed a tumor of the chest just mobile accident in 1931. Sinci", "Confidence": 0.67692, "X1": 0.24605, "Y1": 0.7202, "X2": 0.64079, "Y2": 0.72, "X3": 0.64079, "Y3": 0.7298, "X4": 0.24737, "Y4": 0.7318, "page": 0}, {"Word": "reporters, said it would be \"at", "Confidence": 0.692, "X1": 0.04868, "Y1": 0.7352, "X2": 0.24474, "Y2": 0.735, "X3": 0.24474, "Y3": 0.7468, "X4": 0.04868, "Y4": 0.7468, "page": 0}, {"Word": "below the collarbone. He had then he has walked with dif", "Confidence": 0.849, "X1": 0.24868, "Y1": 0.7292, "X2": 0.63816, "Y2": 0.729, "X3": 0.63816, "Y3": 0.7418, "X4": 0.24868, "Y4": 0.7418, "page": 0}, {"Word": "sted at his 3,700-acre Lees- fler\"ty, using & canc.", "Confidence": 0.62811, "X1": 0.25, "Y1": 0.7402, "X2": 0.58026, "Y2": 0.74, "X3": 0.58026, "Y3": 0.7528, "X4": 0.25, "Y4": 0.7508, "page": 0}, {"Word": "least two months\" before .Mr.", "Confidence": 0.7722, "X1": 0.04737, "Y1": 0.7472, "X2": 0.24605, "Y2": 0.747, "X3": 0.24605, "Y3": 0.7588, "X4": 0.04737, "Y4": 0.7578, "page": 0}, {"Word": "Godfrey could return to work.", "Confidence": 0.8574, "X1": 0.04737, "Y1": 0.7592, "X2": 0.24474, "Y2": 0.759, "X3": 0.24474, "Y3": 0.7708, "X4": 0.04737, "Y4": 0.7698, "page": 0}, {"Word": "[but \"nobody can say right now\"", "Confidence": 0.79017, "X1": 0.04474, "Y1": 0.7702, "X2": 0.24474, "Y2": 0.77, "X3": 0.24474, "Y3": 0.7818, "X4": 0.04474, "Y4": 0.7818, "page": 0}, {"Word": "whether it would be to a'\"full", "Confidence": 0.86467, "X1": 0.05, "Y1": 0.7822, "X2": 0.24737, "Y2": 0.782, "X3": 0.24737, "Y3": 0.7938, "X4": 0.05, "Y4": 0.7938, "page": 0}, {"Word": "(normal schedule.\" .", "Confidence": 0.63267, "X1": 0.04474, "Y1": 0.7942, "X2": 0.17237, "Y2": 0.794, "X3": 0.17237, "Y3": 0.8048, "X4": 0.04474, "Y4": 0.8048, "page": 0}, {"Word": "The doctors bad \"no opinion\"", "Confidence": 0.7296, "X1": 0.05789, "Y1": 0.8072, "X2": 0.24605, "Y2": 0.807, "X3": 0.24605, "Y3": 0.8188, "X4": 0.05789, "Y4": 0.8178, "page": 0}, {"Word": "caused by Looking.An", "Confidence": 0.60533, "X1": 0.05, "Y1": 0.8332, "X2": 0.19868, "Y2": 0.833, "X3": 0.19868, "Y3": 0.8458, "X4": 0.05, "Y4": 0.8418, "page": 0}, {"Word": "ever, that the entertainer She'd", "Confidence": 0.353, "X1": 0.04868, "Y1": 0.8522, "X2": 0.24737, "Y2": 0.852, "X3": 0.24737, "Y3": 0.8658, "X4": 0.04868, "Y4": 0.8658, "page": 0}, {"Word": "given up cigarettes four -year", "Confidence": 0.5554, "X1": 0.04737, "Y1": 0.8672, "X2": 0.24474, "Y2": 0.867, "X3": 0.24474, "Y3": 0.8778, "X4": 0.04605, "Y4": 0.8758, "page": 0}, {"Word": "ago.and-bad-since amokedvel-", "Confidence": 0.1545, "X1": 0.05, "Y1": 0.8772, "X2": 0.24211, "Y2": 0.877, "X3": 0.24211, "Y3": 0.8878, "X4": 0.05, "Y4": 0.8878, "page": 0}, {"Word": "cars and a pipe but without in-", "Confidence": 0.65414, "X1": 0.04605, "Y1": 0.8882, "X2": 0.24605, "Y2": 0.888, "X3": 0.24605, "Y3": 0.8998, "X4": 0.04605, "Y4": 0.8998, "page": 0}, {"Word": "haling the smoke of eitherti", "Confidence": 0.6708, "X1": 0.04737, "Y1": 0.9002, "X2": 0.24737, "Y2": 0.9, "X3": 0.24737, "Y3": 0.9118, "X4": 0.04737, "Y4": 0.9108, "page": 0}, {"Word": "The phjalclank refused to", "Confidence": 0.347, "X1": 0.05921, "Y1": 0.9112, "X2": 0.24737, "Y2": 0.911, "X3": 0.24737, "Y3": 0.9228, "X4": 0.05921, "Y4": 0.9228, "page": 0}, {"Word": "TI08780", "Confidence": 0.613, "X1": 0.89474, "Y1": 0.9872, "X2": 0.97368, "Y2": 0.987, "X3": 0.97368, "Y3": 0.9988, "X4": 0.89474, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Godfrey", "Confidence": 0.994, "X1": 0.05395, "Y1": 0.0072, "X2": 0.19868, "Y2": 0.007, "X3": 0.19868, "Y3": 0.0378, "X4": 0.05395, "Y4": 0.0398, "page": 0, "Index": 0}, {"Word": "Lung", "Confidence": 0.912, "X1": 0.21184, "Y1": 0.0072, "X2": 0.30263, "Y2": 0.007, "X3": 0.30263, "Y3": 0.0358, "X4": 0.21184, "Y4": 0.0378, "page": 0, "Index": 1}, {"Word": "Cancer", "Confidence": 0.63, "X1": 0.31842, "Y1": 0.0062, "X2": 0.43947, "Y2": 0.006, "X3": 0.43947, "Y3": 0.0328, "X4": 0.31842, "Y4": 0.0358, "page": 0, "Index": 2}, {"Word": "Removed", "Confidence": 0.995, "X1": 0.05658, "Y1": 0.0392, "X2": 0.20921, "Y2": 0.039, "X3": 0.21053, "Y3": 0.0738, "X4": 0.05658, "Y4": 0.0748, "page": 0, "Index": 3}, {"Word": "in", "Confidence": 0.997, "X1": 0.21842, "Y1": 0.0392, "X2": 0.24868, "Y2": 0.039, "X3": 0.25, "Y3": 0.0738, "X4": 0.21974, "Y4": 0.0738, "page": 0, "Index": 4}, {"Word": "Operation", "Confidence": 0.945, "X1": 0.25789, "Y1": 0.0382, "X2": 0.43158, "Y2": 0.038, "X3": 0.43289, "Y3": 0.0728, "X4": 0.25789, "Y4": 0.0738, "page": 0, "Index": 5}, {"Word": "5", "Confidence": 0.99, "X1": 0.06053, "Y1": 0.0802, "X2": 0.07237, "Y2": 0.08, "X3": 0.07105, "Y3": 0.1018, "X4": 0.05921, "Y4": 0.1018, "page": 0, "Index": 6}, {"Word": "Hrs.", "Confidence": 0.958, "X1": 0.07763, "Y1": 0.0812, "X2": 0.125, "Y2": 0.081, "X3": 0.12368, "Y3": 0.1008, "X4": 0.07632, "Y4": 0.1018, "page": 0, "Index": 7}, {"Word": "on", "Confidence": 0.998, "X1": 0.13026, "Y1": 0.0812, "X2": 0.15921, "Y2": 0.081, "X3": 0.15921, "Y3": 0.1008, "X4": 0.12895, "Y4": 0.1008, "page": 0, "Index": 8}, {"Word": "Table,", "Confidence": 0.965, "X1": 0.16842, "Y1": 0.0812, "X2": 0.24342, "Y2": 0.081, "X3": 0.24474, "Y3": 0.1018, "X4": 0.16842, "Y4": 0.1008, "page": 0, "Index": 9}, {"Word": "Condition", "Confidence": 0.941, "X1": 0.06447, "Y1": 0.1032, "X2": 0.16974, "Y2": 0.103, "X3": 0.16842, "Y3": 0.1238, "X4": 0.06053, "Y4": 0.1268, "page": 0, "Index": 10}, {"Word": "Good", "Confidence": 0.955, "X1": 0.17632, "Y1": 0.1012, "X2": 0.23684, "Y2": 0.101, "X3": 0.23684, "Y3": 0.1208, "X4": 0.175, "Y4": 0.1238, "page": 0, "Index": 11}, {"Word": "Arthur", "Confidence": 0.123, "X1": 0.06711, "Y1": 0.1272, "X2": 0.11184, "Y2": 0.127, "X3": 0.11184, "Y3": 0.1418, "X4": 0.06579, "Y4": 0.1418, "page": 0, "Index": 12}, {"Word": "Godfrey", "Confidence": 0.61, "X1": 0.11842, "Y1": 0.1282, "X2": 0.17237, "Y2": 0.128, "X3": 0.17237, "Y3": 0.1408, "X4": 0.11842, "Y4": 0.1418, "page": 0, "Index": 13}, {"Word": "underwent", "Confidence": 0.955, "X1": 0.18026, "Y1": 0.1272, "X2": 0.25132, "Y2": 0.127, "X3": 0.25132, "Y3": 0.1418, "X4": 0.18026, "Y4": 0.1408, "page": 0, "Index": 14}, {"Word": "an", "Confidence": 0.955, "X1": 0.05, "Y1": 0.1412, "X2": 0.06711, "Y2": 0.141, "X3": 0.06711, "Y3": 0.1528, "X4": 0.05, "Y4": 0.1528, "page": 0, "Index": 15}, {"Word": "operation", "Confidence": 0.646, "X1": 0.075, "Y1": 0.1412, "X2": 0.13421, "Y2": 0.141, "X3": 0.13421, "Y3": 0.1528, "X4": 0.075, "Y4": 0.1528, "page": 0, "Index": 16}, {"Word": "for", "Confidence": 0.991, "X1": 0.14079, "Y1": 0.1402, "X2": 0.16316, "Y2": 0.14, "X3": 0.16316, "Y3": 0.1528, "X4": 0.14079, "Y4": 0.1528, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.777, "X1": 0.16842, "Y1": 0.1402, "X2": 0.19342, "Y2": 0.14, "X3": 0.19342, "Y3": 0.1528, "X4": 0.16842, "Y4": 0.1528, "page": 0, "Index": 18}, {"Word": "removal", "Confidence": 0.663, "X1": 0.19737, "Y1": 0.1392, "X2": 0.25, "Y2": 0.139, "X3": 0.25, "Y3": 0.1528, "X4": 0.19737, "Y4": 0.1528, "page": 0, "Index": 19}, {"Word": "of", "Confidence": 0.955, "X1": 0.05132, "Y1": 0.1522, "X2": 0.06447, "Y2": 0.152, "X3": 0.06447, "Y3": 0.1648, "X4": 0.05132, "Y4": 0.1648, "page": 0, "Index": 20}, {"Word": "_", "Confidence": 0.028, "X1": 0.06711, "Y1": 0.1522, "X2": 0.07632, "Y2": 0.152, "X3": 0.07632, "Y3": 0.1648, "X4": 0.06711, "Y4": 0.1648, "page": 0, "Index": 21}, {"Word": "malignant", "Confidence": 0.926, "X1": 0.08158, "Y1": 0.1522, "X2": 0.14605, "Y2": 0.152, "X3": 0.14605, "Y3": 0.1638, "X4": 0.08158, "Y4": 0.1648, "page": 0, "Index": 22}, {"Word": "tumor", "Confidence": 0.955, "X1": 0.14868, "Y1": 0.1522, "X2": 0.18816, "Y2": 0.152, "X3": 0.18816, "Y3": 0.1638, "X4": 0.14868, "Y4": 0.1638, "page": 0, "Index": 23}, {"Word": "from", "Confidence": 0.94, "X1": 0.19211, "Y1": 0.1512, "X2": 0.21974, "Y2": 0.151, "X3": 0.21974, "Y3": 0.1638, "X4": 0.19211, "Y4": 0.1638, "page": 0, "Index": 24}, {"Word": "his", "Confidence": 0.769, "X1": 0.22632, "Y1": 0.1512, "X2": 0.24868, "Y2": 0.151, "X3": 0.24868, "Y3": 0.1638, "X4": 0.22632, "Y4": 0.1638, "page": 0, "Index": 25}, {"Word": "Hlung", "Confidence": 0.544, "X1": 0.04737, "Y1": 0.1652, "X2": 0.07895, "Y2": 0.165, "X3": 0.07895, "Y3": 0.1758, "X4": 0.04737, "Y4": 0.1768, "page": 0, "Index": 26}, {"Word": "yesterday", "Confidence": 0.945, "X1": 0.08289, "Y1": 0.1642, "X2": 0.14079, "Y2": 0.164, "X3": 0.14211, "Y3": 0.1758, "X4": 0.08289, "Y4": 0.1758, "page": 0, "Index": 27}, {"Word": "at", "Confidence": 0.998, "X1": 0.14474, "Y1": 0.1642, "X2": 0.15921, "Y2": 0.164, "X3": 0.15921, "Y3": 0.1748, "X4": 0.14474, "Y4": 0.1758, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.16184, "Y1": 0.1642, "X2": 0.18421, "Y2": 0.164, "X3": 0.18421, "Y3": 0.1748, "X4": 0.16184, "Y4": 0.1748, "page": 0, "Index": 29}, {"Word": "Columbis", "Confidence": 0.674, "X1": 0.18684, "Y1": 0.1642, "X2": 0.24737, "Y2": 0.164, "X3": 0.24737, "Y3": 0.1748, "X4": 0.18684, "Y4": 0.1748, "page": 0, "Index": 30}, {"Word": "Presbyterian", "Confidence": 0.852, "X1": 0.05, "Y1": 0.1752, "X2": 0.12895, "Y2": 0.175, "X3": 0.12763, "Y3": 0.1868, "X4": 0.05, "Y4": 0.1868, "page": 0, "Index": 31}, {"Word": "Medical", "Confidence": 0.687, "X1": 0.13289, "Y1": 0.1752, "X2": 0.18289, "Y2": 0.175, "X3": 0.18289, "Y3": 0.1868, "X4": 0.13158, "Y4": 0.1868, "page": 0, "Index": 32}, {"Word": "Center.", "Confidence": 0.955, "X1": 0.18684, "Y1": 0.1752, "X2": 0.23421, "Y2": 0.175, "X3": 0.23289, "Y3": 0.1868, "X4": 0.18553, "Y4": 0.1868, "page": 0, "Index": 33}, {"Word": "\u00a1", "Confidence": 0.001, "X1": 0.05263, "Y1": 0.1862, "X2": 0.06053, "Y2": 0.186, "X3": 0.06053, "Y3": 0.1978, "X4": 0.05263, "Y4": 0.1978, "page": 0, "Index": 34}, {"Word": "At", "Confidence": 0.997, "X1": 0.06316, "Y1": 0.1862, "X2": 0.08158, "Y2": 0.186, "X3": 0.08158, "Y3": 0.1978, "X4": 0.06316, "Y4": 0.1978, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.08553, "Y1": 0.1862, "X2": 0.10921, "Y2": 0.186, "X3": 0.10789, "Y3": 0.1968, "X4": 0.08553, "Y4": 0.1978, "page": 0, "Index": 36}, {"Word": "end", "Confidence": 0.991, "X1": 0.11184, "Y1": 0.1862, "X2": 0.13684, "Y2": 0.186, "X3": 0.13553, "Y3": 0.1968, "X4": 0.11184, "Y4": 0.1968, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.14211, "Y1": 0.1862, "X2": 0.15789, "Y2": 0.186, "X3": 0.15789, "Y3": 0.1968, "X4": 0.14211, "Y4": 0.1968, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.16184, "Y1": 0.1862, "X2": 0.18553, "Y2": 0.186, "X3": 0.18421, "Y3": 0.1978, "X4": 0.16053, "Y4": 0.1968, "page": 0, "Index": 39}, {"Word": "five-hour", "Confidence": 0.658, "X1": 0.18947, "Y1": 0.1852, "X2": 0.24868, "Y2": 0.185, "X3": 0.24737, "Y3": 0.1988, "X4": 0.18816, "Y4": 0.1978, "page": 0, "Index": 40}, {"Word": "operation,", "Confidence": 0.654, "X1": 0.05132, "Y1": 0.1972, "X2": 0.11447, "Y2": 0.197, "X3": 0.11447, "Y3": 0.2088, "X4": 0.05132, "Y4": 0.2098, "page": 0, "Index": 41}, {"Word": ".", "Confidence": 0.678, "X1": 0.11711, "Y1": 0.1972, "X2": 0.12237, "Y2": 0.197, "X3": 0.12237, "Y3": 0.2088, "X4": 0.11711, "Y4": 0.2088, "page": 0, "Index": 42}, {"Word": "Alvin", "Confidence": 0.649, "X1": 0.125, "Y1": 0.1972, "X2": 0.15789, "Y2": 0.197, "X3": 0.15789, "Y3": 0.2088, "X4": 0.125, "Y4": 0.2088, "page": 0, "Index": 43}, {"Word": ".", "Confidence": 0.131, "X1": 0.16053, "Y1": 0.1972, "X2": 0.16842, "Y2": 0.197, "X3": 0.16842, "Y3": 0.2088, "X4": 0.16053, "Y4": 0.2088, "page": 0, "Index": 44}, {"Word": "J", "Confidence": 0.995, "X1": 0.17237, "Y1": 0.1962, "X2": 0.17632, "Y2": 0.196, "X3": 0.17632, "Y3": 0.2088, "X4": 0.17237, "Y4": 0.2088, "page": 0, "Index": 45}, {"Word": "..", "Confidence": 0.944, "X1": 0.17895, "Y1": 0.1962, "X2": 0.19342, "Y2": 0.196, "X3": 0.19342, "Y3": 0.2088, "X4": 0.17895, "Y4": 0.2088, "page": 0, "Index": 46}, {"Word": "Binkert,", "Confidence": 0.956, "X1": 0.19737, "Y1": 0.1962, "X2": 0.25132, "Y2": 0.196, "X3": 0.25132, "Y3": 0.2098, "X4": 0.19737, "Y4": 0.2088, "page": 0, "Index": 47}, {"Word": "JUCE", "Confidence": 0.888, "X1": 0.48947, "Y1": 0.1922, "X2": 0.53289, "Y2": 0.192, "X3": 0.53421, "Y3": 0.2178, "X4": 0.48947, "Y4": 0.2208, "page": 0, "Index": 48}, {"Word": "4.63", "Confidence": 0.258, "X1": 0.53947, "Y1": 0.1882, "X2": 0.59342, "Y2": 0.188, "X3": 0.59605, "Y3": 0.2138, "X4": 0.54079, "Y4": 0.2168, "page": 0, "Index": 49}, {"Word": "CUPPING", "Confidence": 0.677, "X1": 0.58816, "Y1": 0.1922, "X2": 0.67237, "Y2": 0.192, "X3": 0.67237, "Y3": 0.2118, "X4": 0.59211, "Y4": 0.2238, "page": 0, "Index": 50}, {"Word": "executive", "Confidence": 0.834, "X1": 0.05, "Y1": 0.2082, "X2": 0.10921, "Y2": 0.208, "X3": 0.10921, "Y3": 0.2188, "X4": 0.05, "Y4": 0.2188, "page": 0, "Index": 51}, {"Word": "vice-president", "Confidence": 0.28, "X1": 0.11447, "Y1": 0.2082, "X2": 0.20263, "Y2": 0.208, "X3": 0.20395, "Y3": 0.2198, "X4": 0.11447, "Y4": 0.2188, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.992, "X1": 0.20658, "Y1": 0.2072, "X2": 0.22237, "Y2": 0.207, "X3": 0.22237, "Y3": 0.2198, "X4": 0.20658, "Y4": 0.2198, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.22632, "Y1": 0.2072, "X2": 0.24868, "Y2": 0.207, "X3": 0.25, "Y3": 0.2208, "X4": 0.22632, "Y4": 0.2198, "page": 0, "Index": 54}, {"Word": "PRESS", "Confidence": 0.993, "X1": 0.52895, "Y1": 0.2022, "X2": 0.58289, "Y2": 0.202, "X3": 0.58684, "Y3": 0.2238, "X4": 0.53421, "Y4": 0.2328, "page": 0, "Index": 55}, {"Word": "center,", "Confidence": 0.849, "X1": 0.05, "Y1": 0.2202, "X2": 0.09474, "Y2": 0.22, "X3": 0.09474, "Y3": 0.2308, "X4": 0.05, "Y4": 0.2308, "page": 0, "Index": 56}, {"Word": "sald,", "Confidence": 0.886, "X1": 0.09868, "Y1": 0.2202, "X2": 0.13026, "Y2": 0.22, "X3": 0.13026, "Y3": 0.2308, "X4": 0.09868, "Y4": 0.2308, "page": 0, "Index": 57}, {"Word": "after", "Confidence": 0.991, "X1": 0.13421, "Y1": 0.2202, "X2": 0.16711, "Y2": 0.22, "X3": 0.16711, "Y3": 0.2308, "X4": 0.13421, "Y4": 0.2308, "page": 0, "Index": 58}, {"Word": "consultation", "Confidence": 0.815, "X1": 0.16974, "Y1": 0.2202, "X2": 0.24605, "Y2": 0.22, "X3": 0.24605, "Y3": 0.2318, "X4": 0.16974, "Y4": 0.2308, "page": 0, "Index": 59}, {"Word": "BUREAU", "Confidence": 0.995, "X1": 0.625, "Y1": 0.2132, "X2": 0.70526, "Y2": 0.213, "X3": 0.70526, "Y3": 0.2308, "X4": 0.625, "Y4": 0.2348, "page": 0, "Index": 60}, {"Word": "with", "Confidence": 0.989, "X1": 0.05132, "Y1": 0.2312, "X2": 0.07895, "Y2": 0.231, "X3": 0.07895, "Y3": 0.2428, "X4": 0.05132, "Y4": 0.2438, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.993, "X1": 0.08816, "Y1": 0.2312, "X2": 0.11184, "Y2": 0.231, "X3": 0.11184, "Y3": 0.2428, "X4": 0.08816, "Y4": 0.2428, "page": 0, "Index": 62}, {"Word": "entertainer's", "Confidence": 0.806, "X1": 0.11842, "Y1": 0.2312, "X2": 0.2, "Y2": 0.231, "X3": 0.2, "Y3": 0.2428, "X4": 0.11842, "Y4": 0.2428, "page": 0, "Index": 63}, {"Word": "physi-", "Confidence": 0.613, "X1": 0.20658, "Y1": 0.2312, "X2": 0.24868, "Y2": 0.231, "X3": 0.24737, "Y3": 0.2438, "X4": 0.20658, "Y4": 0.2428, "page": 0, "Index": 64}, {"Word": "New", "Confidence": 0.811, "X1": 0.54342, "Y1": 0.2372, "X2": 0.57237, "Y2": 0.237, "X3": 0.57237, "Y3": 0.2478, "X4": 0.54474, "Y4": 0.2478, "page": 0, "Index": 65}, {"Word": "clans,", "Confidence": 0.624, "X1": 0.05132, "Y1": 0.2432, "X2": 0.08947, "Y2": 0.243, "X3": 0.08947, "Y3": 0.2538, "X4": 0.05132, "Y4": 0.2548, "page": 0, "Index": 66}, {"Word": "\"The", "Confidence": 0.981, "X1": 0.09211, "Y1": 0.2422, "X2": 0.12632, "Y2": 0.242, "X3": 0.12632, "Y3": 0.2528, "X4": 0.09211, "Y4": 0.2538, "page": 0, "Index": 67}, {"Word": "upper", "Confidence": 0.992, "X1": 0.13026, "Y1": 0.2422, "X2": 0.16974, "Y2": 0.242, "X3": 0.16842, "Y3": 0.2538, "X4": 0.13026, "Y4": 0.2528, "page": 0, "Index": 68}, {"Word": "Jone", "Confidence": 0.379, "X1": 0.17237, "Y1": 0.2422, "X2": 0.20263, "Y2": 0.242, "X3": 0.20132, "Y3": 0.2548, "X4": 0.17237, "Y4": 0.2538, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.20526, "Y1": 0.2422, "X2": 0.21842, "Y2": 0.242, "X3": 0.21711, "Y3": 0.2548, "X4": 0.20526, "Y4": 0.2548, "page": 0, "Index": 70}, {"Word": "-", "Confidence": 0.323, "X1": 0.22105, "Y1": 0.2422, "X2": 0.22368, "Y2": 0.242, "X3": 0.22237, "Y3": 0.2548, "X4": 0.21974, "Y4": 0.2548, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.978, "X1": 0.22632, "Y1": 0.2422, "X2": 0.25, "Y2": 0.242, "X3": 0.24868, "Y3": 0.2558, "X4": 0.225, "Y4": 0.2548, "page": 0, "Index": 72}, {"Word": "York", "Confidence": 0.907, "X1": 0.58289, "Y1": 0.2372, "X2": 0.61447, "Y2": 0.237, "X3": 0.61447, "Y3": 0.2488, "X4": 0.58289, "Y4": 0.2488, "page": 0, "Index": 73}, {"Word": "City", "Confidence": 0.902, "X1": 0.62105, "Y1": 0.2372, "X2": 0.65132, "Y2": 0.237, "X3": 0.65, "Y3": 0.2498, "X4": 0.62105, "Y4": 0.2488, "page": 0, "Index": 74}, {"Word": "lung", "Confidence": 0.774, "X1": 0.05, "Y1": 0.2552, "X2": 0.08026, "Y2": 0.255, "X3": 0.08026, "Y3": 0.2658, "X4": 0.05, "Y4": 0.2668, "page": 0, "Index": 75}, {"Word": "was", "Confidence": 0.812, "X1": 0.08553, "Y1": 0.2542, "X2": 0.11053, "Y2": 0.254, "X3": 0.11053, "Y3": 0.2648, "X4": 0.08553, "Y4": 0.2658, "page": 0, "Index": 76}, {"Word": "successfully", "Confidence": 0.412, "X1": 0.11579, "Y1": 0.2542, "X2": 0.18947, "Y2": 0.254, "X3": 0.18947, "Y3": 0.2658, "X4": 0.11579, "Y4": 0.2648, "page": 0, "Index": 77}, {"Word": "removed", "Confidence": 0.621, "X1": 0.19342, "Y1": 0.2552, "X2": 0.24737, "Y2": 0.255, "X3": 0.24605, "Y3": 0.2668, "X4": 0.19342, "Y4": 0.2658, "page": 0, "Index": 78}, {"Word": "Chicago", "Confidence": 0.672, "X1": 0.51711, "Y1": 0.2502, "X2": 0.56974, "Y2": 0.25, "X3": 0.56842, "Y3": 0.2608, "X4": 0.51711, "Y4": 0.2608, "page": 0, "Index": 79}, {"Word": "-", "Confidence": 0.945, "X1": 0.575, "Y1": 0.2502, "X2": 0.58421, "Y2": 0.25, "X3": 0.58289, "Y3": 0.2608, "X4": 0.575, "Y4": 0.2608, "page": 0, "Index": 80}, {"Word": "Kansas", "Confidence": 0.958, "X1": 0.59474, "Y1": 0.2512, "X2": 0.64342, "Y2": 0.251, "X3": 0.64211, "Y3": 0.2608, "X4": 0.59474, "Y4": 0.2608, "page": 0, "Index": 81}, {"Word": "City", "Confidence": 0.787, "X1": 0.64605, "Y1": 0.2512, "X2": 0.67632, "Y2": 0.251, "X3": 0.675, "Y3": 0.2618, "X4": 0.64605, "Y4": 0.2618, "page": 0, "Index": 82}, {"Word": "with", "Confidence": 0.958, "X1": 0.05132, "Y1": 0.2662, "X2": 0.08026, "Y2": 0.266, "X3": 0.07895, "Y3": 0.2768, "X4": 0.05132, "Y4": 0.2768, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.08421, "Y1": 0.2652, "X2": 0.10789, "Y2": 0.265, "X3": 0.10789, "Y3": 0.2758, "X4": 0.08421, "Y4": 0.2768, "page": 0, "Index": 84}, {"Word": "contained,", "Confidence": 0.418, "X1": 0.11053, "Y1": 0.2642, "X2": 0.175, "Y2": 0.264, "X3": 0.175, "Y3": 0.2758, "X4": 0.11053, "Y4": 0.2758, "page": 0, "Index": 85}, {"Word": "tumot.", "Confidence": 0.271, "X1": 0.17895, "Y1": 0.2642, "X2": 0.22632, "Y2": 0.264, "X3": 0.225, "Y3": 0.2768, "X4": 0.17763, "Y4": 0.2758, "page": 0, "Index": 86}, {"Word": "Hs", "Confidence": 0.428, "X1": 0.22895, "Y1": 0.2642, "X2": 0.25, "Y2": 0.264, "X3": 0.24868, "Y3": 0.2778, "X4": 0.22895, "Y4": 0.2768, "page": 0, "Index": 87}, {"Word": "Edition", "Confidence": 0.658, "X1": 0.59737, "Y1": 0.2692, "X2": 0.63289, "Y2": 0.269, "X3": 0.63289, "Y3": 0.2778, "X4": 0.59605, "Y4": 0.2788, "page": 0, "Index": 88}, {"Word": "withstood", "Confidence": 0.958, "X1": 0.05263, "Y1": 0.2762, "X2": 0.11053, "Y2": 0.276, "X3": 0.11053, "Y3": 0.2868, "X4": 0.05132, "Y4": 0.2878, "page": 0, "Index": 89}, {"Word": ":the", "Confidence": 0.664, "X1": 0.11447, "Y1": 0.2762, "X2": 0.14211, "Y2": 0.276, "X3": 0.14079, "Y3": 0.2878, "X4": 0.11316, "Y4": 0.2868, "page": 0, "Index": 90}, {"Word": "NEW", "Confidence": 0.995, "X1": 0.49868, "Y1": 0.2772, "X2": 0.52237, "Y2": 0.277, "X3": 0.52105, "Y3": 0.2878, "X4": 0.49737, "Y4": 0.2878, "page": 0, "Index": 91}, {"Word": "YORK,", "Confidence": 0.841, "X1": 0.52895, "Y1": 0.2782, "X2": 0.56579, "Y2": 0.278, "X3": 0.56447, "Y3": 0.2878, "X4": 0.52895, "Y4": 0.2878, "page": 0, "Index": 92}, {"Word": "N.Y", "Confidence": 0.994, "X1": 0.56842, "Y1": 0.2782, "X2": 0.58553, "Y2": 0.278, "X3": 0.58421, "Y3": 0.2878, "X4": 0.56711, "Y4": 0.2878, "page": 0, "Index": 93}, {"Word": "Late", "Confidence": 0.979, "X1": 0.56974, "Y1": 0.2702, "X2": 0.59342, "Y2": 0.27, "X3": 0.59211, "Y3": 0.2788, "X4": 0.56974, "Y4": 0.2778, "page": 0, "Index": 94}, {"Word": ".,", "Confidence": 0.848, "X1": 0.58816, "Y1": 0.2782, "X2": 0.59605, "Y2": 0.278, "X3": 0.59605, "Y3": 0.2878, "X4": 0.58684, "Y4": 0.2878, "page": 0, "Index": 95}, {"Word": ":operation", "Confidence": 0.465, "X1": 0.14474, "Y1": 0.2752, "X2": 0.20921, "Y2": 0.275, "X3": 0.20921, "Y3": 0.2888, "X4": 0.14474, "Y4": 0.2878, "page": 0, "Index": 96}, {"Word": "well.", "Confidence": 0.679, "X1": 0.21842, "Y1": 0.2762, "X2": 0.25263, "Y2": 0.276, "X3": 0.25132, "Y3": 0.2898, "X4": 0.21711, "Y4": 0.2888, "page": 0, "Index": 97}, {"Word": "Circ.", "Confidence": 0.82, "X1": 0.51579, "Y1": 0.2882, "X2": 0.53816, "Y2": 0.288, "X3": 0.53816, "Y3": 0.2978, "X4": 0.51447, "Y4": 0.2988, "page": 0, "Index": 98}, {"Word": "D.", "Confidence": 0.63, "X1": 0.54079, "Y1": 0.2882, "X2": 0.55395, "Y2": 0.288, "X3": 0.55395, "Y3": 0.2978, "X4": 0.54079, "Y4": 0.2978, "page": 0, "Index": 99}, {"Word": "326,000", "Confidence": 0.932, "X1": 0.55658, "Y1": 0.2882, "X2": 0.6, "Y2": 0.288, "X3": 0.59868, "Y3": 0.2978, "X4": 0.55658, "Y4": 0.2978, "page": 0, "Index": 100}, {"Word": "HERALD-TRIBUNE", "Confidence": 0.765, "X1": 0.59868, "Y1": 0.2792, "X2": 0.69474, "Y2": 0.279, "X3": 0.69342, "Y3": 0.2888, "X4": 0.59868, "Y4": 0.2878, "page": 0, "Index": 101}, {"Word": "His,", "Confidence": 0.573, "X1": 0.05, "Y1": 0.2872, "X2": 0.075, "Y2": 0.287, "X3": 0.075, "Y3": 0.2988, "X4": 0.05, "Y4": 0.2988, "page": 0, "Index": 102}, {"Word": "general", "Confidence": 0.852, "X1": 0.07763, "Y1": 0.2872, "X2": 0.12632, "Y2": 0.287, "X3": 0.12632, "Y3": 0.2988, "X4": 0.07763, "Y4": 0.2988, "page": 0, "Index": 103}, {"Word": "condition", "Confidence": 0.668, "X1": 0.13026, "Y1": 0.2862, "X2": 0.18816, "Y2": 0.286, "X3": 0.18684, "Y3": 0.2988, "X4": 0.12895, "Y4": 0.2988, "page": 0, "Index": 104}, {"Word": "iminedi-\"", "Confidence": 0.609, "X1": 0.19342, "Y1": 0.2862, "X2": 0.25395, "Y2": 0.286, "X3": 0.25263, "Y3": 0.2988, "X4": 0.19211, "Y4": 0.2988, "page": 0, "Index": 105}, {"Word": "S.", "Confidence": 0.904, "X1": 0.62237, "Y1": 0.2892, "X2": 0.63553, "Y2": 0.289, "X3": 0.63421, "Y3": 0.2988, "X4": 0.62237, "Y4": 0.2978, "page": 0, "Index": 106}, {"Word": "530,000", "Confidence": 0.847, "X1": 0.63684, "Y1": 0.2892, "X2": 0.67895, "Y2": 0.289, "X3": 0.67895, "Y3": 0.2988, "X4": 0.63684, "Y4": 0.2988, "page": 0, "Index": 107}, {"Word": "ately", "Confidence": 0.885, "X1": 0.05, "Y1": 0.2982, "X2": 0.08421, "Y2": 0.298, "X3": 0.08421, "Y3": 0.3098, "X4": 0.05, "Y4": 0.3098, "page": 0, "Index": 108}, {"Word": "post-operative", "Confidence": 0.906, "X1": 0.09079, "Y1": 0.2982, "X2": 0.18158, "Y2": 0.298, "X3": 0.18158, "Y3": 0.3108, "X4": 0.09079, "Y4": 0.3098, "page": 0, "Index": 109}, {"Word": "is", "Confidence": 0.889, "X1": 0.18684, "Y1": 0.2982, "X2": 0.20395, "Y2": 0.298, "X3": 0.20263, "Y3": 0.3108, "X4": 0.18553, "Y4": 0.3108, "page": 0, "Index": 110}, {"Word": "good.\"", "Confidence": 0.98, "X1": 0.20789, "Y1": 0.2972, "X2": 0.24868, "Y2": 0.297, "X3": 0.24868, "Y3": 0.3108, "X4": 0.20789, "Y4": 0.3108, "page": 0, "Index": 111}, {"Word": "195:", "Confidence": 0.653, "X1": 0.64342, "Y1": 0.3022, "X2": 0.67895, "Y2": 0.302, "X3": 0.67895, "Y3": 0.3168, "X4": 0.64342, "Y4": 0.3168, "page": 0, "Index": 112}, {"Word": "The", "Confidence": 0.991, "X1": 0.06447, "Y1": 0.3102, "X2": 0.09211, "Y2": 0.31, "X3": 0.09079, "Y3": 0.3218, "X4": 0.06447, "Y4": 0.3218, "page": 0, "Index": 113}, {"Word": "fifty-five-year-old", "Confidence": 0.215, "X1": 0.09474, "Y1": 0.3102, "X2": 0.20789, "Y2": 0.31, "X3": 0.20789, "Y3": 0.3228, "X4": 0.09474, "Y4": 0.3218, "page": 0, "Index": 114}, {"Word": "radio", "Confidence": 0.882, "X1": 0.21316, "Y1": 0.3102, "X2": 0.25, "Y2": 0.31, "X3": 0.24868, "Y3": 0.3228, "X4": 0.21184, "Y4": 0.3228, "page": 0, "Index": 115}, {"Word": "and", "Confidence": 0.991, "X1": 0.05132, "Y1": 0.3212, "X2": 0.07632, "Y2": 0.321, "X3": 0.075, "Y3": 0.3338, "X4": 0.05132, "Y4": 0.3338, "page": 0, "Index": 116}, {"Word": "television", "Confidence": 0.99, "X1": 0.08158, "Y1": 0.3212, "X2": 0.14079, "Y2": 0.321, "X3": 0.13947, "Y3": 0.3328, "X4": 0.08158, "Y4": 0.3338, "page": 0, "Index": 117}, {"Word": "personality", "Confidence": 0.867, "X1": 0.14605, "Y1": 0.3222, "X2": 0.21711, "Y2": 0.322, "X3": 0.21579, "Y3": 0.3338, "X4": 0.14474, "Y4": 0.3328, "page": 0, "Index": 118}, {"Word": "had", "Confidence": 0.971, "X1": 0.22237, "Y1": 0.3222, "X2": 0.24737, "Y2": 0.322, "X3": 0.24605, "Y3": 0.3338, "X4": 0.22105, "Y4": 0.3338, "page": 0, "Index": 119}, {"Word": "entered", "Confidence": 0.947, "X1": 0.05, "Y1": 0.3332, "X2": 0.09737, "Y2": 0.333, "X3": 0.09737, "Y3": 0.3448, "X4": 0.05, "Y4": 0.3458, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.10263, "Y1": 0.3322, "X2": 0.12368, "Y2": 0.332, "X3": 0.12237, "Y3": 0.3448, "X4": 0.10263, "Y4": 0.3448, "page": 0, "Index": 121}, {"Word": "'Center's", "Confidence": 0.757, "X1": 0.12632, "Y1": 0.3332, "X2": 0.18553, "Y2": 0.333, "X3": 0.18421, "Y3": 0.3448, "X4": 0.12632, "Y4": 0.3448, "page": 0, "Index": 122}, {"Word": "Harkness'", "Confidence": 0.798, "X1": 0.18816, "Y1": 0.3342, "X2": 0.25132, "Y2": 0.334, "X3": 0.25, "Y3": 0.3448, "X4": 0.18816, "Y4": 0.3448, "page": 0, "Index": 123}, {"Word": "Pavilion", "Confidence": 0.228, "X1": 0.05, "Y1": 0.3452, "X2": 0.10132, "Y2": 0.345, "X3": 0.1, "Y3": 0.3558, "X4": 0.05, "Y4": 0.3558, "page": 0, "Index": 124}, {"Word": "on", "Confidence": 0.997, "X1": 0.10395, "Y1": 0.3452, "X2": 0.11974, "Y2": 0.345, "X3": 0.11974, "Y3": 0.3558, "X4": 0.10395, "Y4": 0.3558, "page": 0, "Index": 125}, {"Word": "Monday", "Confidence": 0.934, "X1": 0.12368, "Y1": 0.3452, "X2": 0.175, "Y2": 0.345, "X3": 0.175, "Y3": 0.3558, "X4": 0.12237, "Y4": 0.3558, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.17895, "Y1": 0.3452, "X2": 0.19342, "Y2": 0.345, "X3": 0.19211, "Y3": 0.3558, "X4": 0.17895, "Y4": 0.3558, "page": 0, "Index": 127}, {"Word": "undergo", "Confidence": 0.894, "X1": 0.19605, "Y1": 0.3452, "X2": 0.24737, "Y2": 0.345, "X3": 0.24737, "Y3": 0.3568, "X4": 0.19474, "Y4": 0.3558, "page": 0, "Index": 128}, {"Word": "two", "Confidence": 0.639, "X1": 0.05132, "Y1": 0.3562, "X2": 0.07368, "Y2": 0.356, "X3": 0.07368, "Y3": 0.3678, "X4": 0.05132, "Y4": 0.3678, "page": 0, "Index": 129}, {"Word": "days", "Confidence": 0.971, "X1": 0.07895, "Y1": 0.3562, "X2": 0.10921, "Y2": 0.356, "X3": 0.10921, "Y3": 0.3678, "X4": 0.07895, "Y4": 0.3678, "page": 0, "Index": 130}, {"Word": "of", "Confidence": 0.998, "X1": 0.11184, "Y1": 0.3562, "X2": 0.12763, "Y2": 0.356, "X3": 0.12763, "Y3": 0.3678, "X4": 0.11184, "Y4": 0.3678, "page": 0, "Index": 131}, {"Word": "routine", "Confidence": 0.943, "X1": 0.13026, "Y1": 0.3562, "X2": 0.17895, "Y2": 0.356, "X3": 0.17763, "Y3": 0.3678, "X4": 0.13026, "Y4": 0.3678, "page": 0, "Index": 132}, {"Word": "tests\"", "Confidence": 0.682, "X1": 0.18289, "Y1": 0.3562, "X2": 0.21447, "Y2": 0.356, "X3": 0.21447, "Y3": 0.3678, "X4": 0.18289, "Y4": 0.3678, "page": 0, "Index": 133}, {"Word": "as", "Confidence": 0.943, "X1": 0.21842, "Y1": 0.3562, "X2": 0.23421, "Y2": 0.356, "X3": 0.23421, "Y3": 0.3678, "X4": 0.21711, "Y4": 0.3678, "page": 0, "Index": 134}, {"Word": "a", "Confidence": 0.055, "X1": 0.23816, "Y1": 0.3562, "X2": 0.24605, "Y2": 0.356, "X3": 0.24605, "Y3": 0.3688, "X4": 0.23684, "Y4": 0.3678, "page": 0, "Index": 135}, {"Word": "preliminary", "Confidence": 0.905, "X1": 0.05132, "Y1": 0.3682, "X2": 0.12237, "Y2": 0.368, "X3": 0.12237, "Y3": 0.3788, "X4": 0.05, "Y4": 0.3788, "page": 0, "Index": 136}, {"Word": "to", "Confidence": 0.998, "X1": 0.12632, "Y1": 0.3672, "X2": 0.14079, "Y2": 0.367, "X3": 0.13947, "Y3": 0.3788, "X4": 0.125, "Y4": 0.3788, "page": 0, "Index": 137}, {"Word": "exploratory", "Confidence": 0.906, "X1": 0.14342, "Y1": 0.3682, "X2": 0.21711, "Y2": 0.368, "X3": 0.21579, "Y3": 0.3788, "X4": 0.14342, "Y4": 0.3788, "page": 0, "Index": 138}, {"Word": "mir-", "Confidence": 0.489, "X1": 0.21974, "Y1": 0.3682, "X2": 0.24868, "Y2": 0.368, "X3": 0.24868, "Y3": 0.3788, "X4": 0.21974, "Y4": 0.3788, "page": 0, "Index": 139}, {"Word": "\"Arthur", "Confidence": 0.527, "X1": 0.24342, "Y1": 0.3722, "X2": 0.30526, "Y2": 0.372, "X3": 0.30395, "Y3": 0.3838, "X4": 0.24342, "Y4": 0.3828, "page": 0, "Index": 140}, {"Word": "Godfrey", "Confidence": 0.742, "X1": 0.30921, "Y1": 0.3722, "X2": 0.36447, "Y2": 0.372, "X3": 0.36447, "Y3": 0.3838, "X4": 0.30921, "Y4": 0.3838, "page": 0, "Index": 141}, {"Word": "as", "Confidence": 0.998, "X1": 0.36842, "Y1": 0.3722, "X2": 0.38684, "Y2": 0.372, "X3": 0.38684, "Y3": 0.3838, "X4": 0.36842, "Y4": 0.3838, "page": 0, "Index": 142}, {"Word": "he", "Confidence": 0.991, "X1": 0.38947, "Y1": 0.3722, "X2": 0.40789, "Y2": 0.372, "X3": 0.40789, "Y3": 0.3838, "X4": 0.38947, "Y4": 0.3838, "page": 0, "Index": 143}, {"Word": "en-", "Confidence": 0.993, "X1": 0.41184, "Y1": 0.3722, "X2": 0.43684, "Y2": 0.372, "X3": 0.43684, "Y3": 0.3838, "X4": 0.41184, "Y4": 0.3838, "page": 0, "Index": 144}, {"Word": "burg,", "Confidence": 0.612, "X1": 0.44737, "Y1": 0.3682, "X2": 0.48158, "Y2": 0.368, "X3": 0.48026, "Y3": 0.3808, "X4": 0.44737, "Y4": 0.3798, "page": 0, "Index": 145}, {"Word": "Va", "Confidence": 0.945, "X1": 0.48421, "Y1": 0.3682, "X2": 0.49868, "Y2": 0.368, "X3": 0.49737, "Y3": 0.3808, "X4": 0.48421, "Y4": 0.3808, "page": 0, "Index": 146}, {"Word": ".,", "Confidence": 0.686, "X1": 0.50132, "Y1": 0.3682, "X2": 0.50921, "Y2": 0.368, "X3": 0.50921, "Y3": 0.3808, "X4": 0.5, "Y4": 0.3808, "page": 0, "Index": 147}, {"Word": "farm", "Confidence": 0.986, "X1": 0.51316, "Y1": 0.3682, "X2": 0.54079, "Y2": 0.368, "X3": 0.54079, "Y3": 0.3808, "X4": 0.51184, "Y4": 0.3808, "page": 0, "Index": 148}, {"Word": "in", "Confidence": 0.643, "X1": 0.55, "Y1": 0.3692, "X2": 0.56447, "Y2": 0.369, "X3": 0.56316, "Y3": 0.3808, "X4": 0.54868, "Y4": 0.3808, "page": 0, "Index": 149}, {"Word": "preparation", "Confidence": 0.826, "X1": 0.56974, "Y1": 0.3702, "X2": 0.64211, "Y2": 0.37, "X3": 0.64079, "Y3": 0.3808, "X4": 0.56842, "Y4": 0.3808, "page": 0, "Index": 150}, {"Word": "\"gery", "Confidence": 0.622, "X1": 0.04605, "Y1": 0.3792, "X2": 0.07763, "Y2": 0.379, "X3": 0.07763, "Y3": 0.3908, "X4": 0.04605, "Y4": 0.3908, "page": 0, "Index": 151}, {"Word": "yesterday.", "Confidence": 0.864, "X1": 0.08158, "Y1": 0.3792, "X2": 0.14868, "Y2": 0.379, "X3": 0.14868, "Y3": 0.3898, "X4": 0.08158, "Y4": 0.3908, "page": 0, "Index": 152}, {"Word": "The", "Confidence": 0.998, "X1": 0.15789, "Y1": 0.3792, "X2": 0.18421, "Y2": 0.379, "X3": 0.18421, "Y3": 0.3898, "X4": 0.15789, "Y4": 0.3898, "page": 0, "Index": 153}, {"Word": "operation", "Confidence": 0.803, "X1": 0.18684, "Y1": 0.3792, "X2": 0.24737, "Y2": 0.379, "X3": 0.24605, "Y3": 0.3898, "X4": 0.18684, "Y4": 0.3898, "page": 0, "Index": 154}, {"Word": "tered", "Confidence": 0.63, "X1": 0.25526, "Y1": 0.3852, "X2": 0.29079, "Y2": 0.385, "X3": 0.29079, "Y3": 0.3978, "X4": 0.25526, "Y4": 0.3978, "page": 0, "Index": 155}, {"Word": "hospital", "Confidence": 0.886, "X1": 0.30658, "Y1": 0.3842, "X2": 0.36316, "Y2": 0.384, "X3": 0.36316, "Y3": 0.3978, "X4": 0.30658, "Y4": 0.3978, "page": 0, "Index": 156}, {"Word": "Monday.", "Confidence": 0.876, "X1": 0.37632, "Y1": 0.3842, "X2": 0.43684, "Y2": 0.384, "X3": 0.43684, "Y3": 0.3968, "X4": 0.37632, "Y4": 0.3978, "page": 0, "Index": 157}, {"Word": "for", "Confidence": 0.958, "X1": 0.44868, "Y1": 0.3802, "X2": 0.46711, "Y2": 0.38, "X3": 0.46711, "Y3": 0.3888, "X4": 0.44868, "Y4": 0.3898, "page": 0, "Index": 158}, {"Word": "yesterday's", "Confidence": 0.991, "X1": 0.46974, "Y1": 0.3802, "X2": 0.53684, "Y2": 0.38, "X3": 0.53553, "Y3": 0.3888, "X4": 0.46842, "Y4": 0.3888, "page": 0, "Index": 159}, {"Word": "surgery.", "Confidence": 0.93, "X1": 0.54079, "Y1": 0.3822, "X2": 0.59211, "Y2": 0.382, "X3": 0.59079, "Y3": 0.3898, "X4": 0.53947, "Y4": 0.3888, "page": 0, "Index": 160}, {"Word": "began", "Confidence": 0.981, "X1": 0.05132, "Y1": 0.3912, "X2": 0.08684, "Y2": 0.391, "X3": 0.08553, "Y3": 0.4018, "X4": 0.05, "Y4": 0.4018, "page": 0, "Index": 161}, {"Word": "at", "Confidence": 0.998, "X1": 0.09474, "Y1": 0.3902, "X2": 0.11053, "Y2": 0.39, "X3": 0.11053, "Y3": 0.4018, "X4": 0.09342, "Y4": 0.4018, "page": 0, "Index": 162}, {"Word": "8:25", "Confidence": 0.98, "X1": 0.11579, "Y1": 0.3902, "X2": 0.14342, "Y2": 0.39, "X3": 0.14342, "Y3": 0.4018, "X4": 0.11447, "Y4": 0.4018, "page": 0, "Index": 163}, {"Word": "a.", "Confidence": 0.317, "X1": 0.14868, "Y1": 0.3902, "X2": 0.16447, "Y2": 0.39, "X3": 0.16447, "Y3": 0.4018, "X4": 0.14868, "Y4": 0.4018, "page": 0, "Index": 164}, {"Word": "m.", "Confidence": 0.997, "X1": 0.16842, "Y1": 0.3902, "X2": 0.18947, "Y2": 0.39, "X3": 0.18947, "Y3": 0.4018, "X4": 0.16711, "Y4": 0.4018, "page": 0, "Index": 165}, {"Word": "and", "Confidence": 0.995, "X1": 0.19211, "Y1": 0.3902, "X2": 0.21842, "Y2": 0.39, "X3": 0.21711, "Y3": 0.4018, "X4": 0.19211, "Y4": 0.4018, "page": 0, "Index": 166}, {"Word": "two", "Confidence": 0.357, "X1": 0.225, "Y1": 0.3902, "X2": 0.24737, "Y2": 0.39, "X3": 0.24737, "Y3": 0.4018, "X4": 0.225, "Y4": 0.4018, "page": 0, "Index": 167}, {"Word": "His", "Confidence": 0.975, "X1": 0.46053, "Y1": 0.3902, "X2": 0.48289, "Y2": 0.39, "X3": 0.48289, "Y3": 0.3998, "X4": 0.46053, "Y4": 0.3988, "page": 0, "Index": 168}, {"Word": "wife.", "Confidence": 0.847, "X1": 0.48816, "Y1": 0.3902, "X2": 0.51974, "Y2": 0.39, "X3": 0.51974, "Y3": 0.3998, "X4": 0.48816, "Y4": 0.3998, "page": 0, "Index": 169}, {"Word": "Mary,", "Confidence": 0.753, "X1": 0.52237, "Y1": 0.3902, "X2": 0.56316, "Y2": 0.39, "X3": 0.56184, "Y3": 0.3998, "X4": 0.52237, "Y4": 0.3998, "page": 0, "Index": 170}, {"Word": "who", "Confidence": 0.998, "X1": 0.56579, "Y1": 0.3902, "X2": 0.59211, "Y2": 0.39, "X3": 0.59079, "Y3": 0.3988, "X4": 0.56579, "Y4": 0.3998, "page": 0, "Index": 171}, {"Word": "arrived", "Confidence": 0.994, "X1": 0.59868, "Y1": 0.3902, "X2": 0.64211, "Y2": 0.39, "X3": 0.64079, "Y3": 0.3988, "X4": 0.59737, "Y4": 0.3988, "page": 0, "Index": 172}, {"Word": "hours", "Confidence": 0.907, "X1": 0.05, "Y1": 0.4022, "X2": 0.08553, "Y2": 0.402, "X3": 0.08553, "Y3": 0.4128, "X4": 0.05, "Y4": 0.4128, "page": 0, "Index": 173}, {"Word": "later", "Confidence": 0.855, "X1": 0.09211, "Y1": 0.4022, "X2": 0.125, "Y2": 0.402, "X3": 0.12368, "Y3": 0.4128, "X4": 0.09211, "Y4": 0.4128, "page": 0, "Index": 174}, {"Word": "an", "Confidence": 0.994, "X1": 0.13026, "Y1": 0.4022, "X2": 0.14737, "Y2": 0.402, "X3": 0.14605, "Y3": 0.4128, "X4": 0.13026, "Y4": 0.4128, "page": 0, "Index": 175}, {"Word": "announcement'", "Confidence": 0.75, "X1": 0.15526, "Y1": 0.4022, "X2": 0.25, "Y2": 0.402, "X3": 0.24868, "Y3": 0.4128, "X4": 0.15395, "Y4": 0.4128, "page": 0, "Index": 176}, {"Word": "at", "Confidence": 0.601, "X1": 0.44737, "Y1": 0.4002, "X2": 0.46184, "Y2": 0.4, "X3": 0.46184, "Y3": 0.4098, "X4": 0.44737, "Y4": 0.4108, "page": 0, "Index": 177}, {"Word": "the", "Confidence": 0.998, "X1": 0.475, "Y1": 0.4002, "X2": 0.49605, "Y2": 0.4, "X3": 0.49605, "Y3": 0.4098, "X4": 0.475, "Y4": 0.4098, "page": 0, "Index": 178}, {"Word": "hospital", "Confidence": 0.663, "X1": 0.50789, "Y1": 0.4002, "X2": 0.56053, "Y2": 0.4, "X3": 0.56053, "Y3": 0.4088, "X4": 0.50789, "Y4": 0.4098, "page": 0, "Index": 179}, {"Word": "Wednesday", "Confidence": 0.969, "X1": 0.57237, "Y1": 0.4012, "X2": 0.64211, "Y2": 0.401, "X3": 0.64079, "Y3": 0.4098, "X4": 0.57237, "Y4": 0.4088, "page": 0, "Index": 180}, {"Word": "was", "Confidence": 0.997, "X1": 0.05132, "Y1": 0.4122, "X2": 0.07632, "Y2": 0.412, "X3": 0.075, "Y3": 0.4238, "X4": 0.05, "Y4": 0.4228, "page": 0, "Index": 181}, {"Word": "made", "Confidence": 0.984, "X1": 0.08026, "Y1": 0.4122, "X2": 0.11842, "Y2": 0.412, "X3": 0.11711, "Y3": 0.4238, "X4": 0.08026, "Y4": 0.4238, "page": 0, "Index": 182}, {"Word": "that", "Confidence": 0.941, "X1": 0.12237, "Y1": 0.4122, "X2": 0.15395, "Y2": 0.412, "X3": 0.15395, "Y3": 0.4248, "X4": 0.12237, "Y4": 0.4238, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.998, "X1": 0.15789, "Y1": 0.4122, "X2": 0.18158, "Y2": 0.412, "X3": 0.18158, "Y3": 0.4248, "X4": 0.15658, "Y4": 0.4248, "page": 0, "Index": 184}, {"Word": "tumor", "Confidence": 0.613, "X1": 0.18684, "Y1": 0.4132, "X2": 0.22763, "Y2": 0.413, "X3": 0.22763, "Y3": 0.4258, "X4": 0.18684, "Y4": 0.4248, "page": 0, "Index": 185}, {"Word": "in", "Confidence": 0.992, "X1": 0.23158, "Y1": 0.4132, "X2": 0.24737, "Y2": 0.413, "X3": 0.24737, "Y3": 0.4258, "X4": 0.23158, "Y4": 0.4258, "page": 0, "Index": 186}, {"Word": "make", "Confidence": 0.974, "X1": 0.25, "Y1": 0.4132, "X2": 0.28553, "Y2": 0.413, "X3": 0.28553, "Y3": 0.4258, "X4": 0.25, "Y4": 0.4258, "page": 0, "Index": 187}, {"Word": "any", "Confidence": 0.691, "X1": 0.29211, "Y1": 0.4142, "X2": 0.31842, "Y2": 0.414, "X3": 0.31842, "Y3": 0.4258, "X4": 0.29211, "Y4": 0.4258, "page": 0, "Index": 188}, {"Word": "prognosis", "Confidence": 0.488, "X1": 0.325, "Y1": 0.4142, "X2": 0.38553, "Y2": 0.414, "X3": 0.38553, "Y3": 0.4268, "X4": 0.325, "Y4": 0.4258, "page": 0, "Index": 189}, {"Word": "\"at", "Confidence": 0.849, "X1": 0.38816, "Y1": 0.4152, "X2": 0.41184, "Y2": 0.415, "X3": 0.41316, "Y3": 0.4268, "X4": 0.38816, "Y4": 0.4268, "page": 0, "Index": 190}, {"Word": "this", "Confidence": 0.836, "X1": 0.41842, "Y1": 0.4152, "X2": 0.44474, "Y2": 0.415, "X3": 0.44605, "Y3": 0.4268, "X4": 0.41842, "Y4": 0.4268, "page": 0, "Index": 191}, {"Word": "night.", "Confidence": 0.649, "X1": 0.44737, "Y1": 0.4102, "X2": 0.48684, "Y2": 0.41, "X3": 0.48684, "Y3": 0.4208, "X4": 0.44737, "Y4": 0.4208, "page": 0, "Index": 192}, {"Word": "visited", "Confidence": 0.604, "X1": 0.48947, "Y1": 0.4092, "X2": 0.53026, "Y2": 0.409, "X3": 0.53026, "Y3": 0.4198, "X4": 0.48947, "Y4": 0.4208, "page": 0, "Index": 193}, {"Word": "Mr.", "Confidence": 0.955, "X1": 0.53553, "Y1": 0.4092, "X2": 0.56053, "Y2": 0.409, "X3": 0.56053, "Y3": 0.4198, "X4": 0.53553, "Y4": 0.4198, "page": 0, "Index": 194}, {"Word": "Godfrey", "Confidence": 0.614, "X1": 0.56447, "Y1": 0.4092, "X2": 0.61579, "Y2": 0.409, "X3": 0.61579, "Y3": 0.4198, "X4": 0.56447, "Y4": 0.4198, "page": 0, "Index": 195}, {"Word": "be-", "Confidence": 0.677, "X1": 0.62105, "Y1": 0.4092, "X2": 0.64342, "Y2": 0.409, "X3": 0.64342, "Y3": 0.4198, "X4": 0.62105, "Y4": 0.4198, "page": 0, "Index": 196}, {"Word": "his", "Confidence": 0.447, "X1": 0.05132, "Y1": 0.4242, "X2": 0.06974, "Y2": 0.424, "X3": 0.06974, "Y3": 0.4368, "X4": 0.05132, "Y4": 0.4368, "page": 0, "Index": 197}, {"Word": "lung", "Confidence": 0.539, "X1": 0.07237, "Y1": 0.4242, "X2": 0.10526, "Y2": 0.424, "X3": 0.10526, "Y3": 0.4358, "X4": 0.07237, "Y4": 0.4358, "page": 0, "Index": 198}, {"Word": "was", "Confidence": 0.99, "X1": 0.10921, "Y1": 0.4242, "X2": 0.13553, "Y2": 0.424, "X3": 0.13421, "Y3": 0.4358, "X4": 0.10921, "Y4": 0.4358, "page": 0, "Index": 199}, {"Word": "malignant", "Confidence": 0.374, "X1": 0.13816, "Y1": 0.4232, "X2": 0.19868, "Y2": 0.423, "X3": 0.19868, "Y3": 0.4368, "X4": 0.13816, "Y4": 0.4358, "page": 0, "Index": 200}, {"Word": ".;", "Confidence": 0.011, "X1": 0.20263, "Y1": 0.4242, "X2": 0.21579, "Y2": 0.424, "X3": 0.21579, "Y3": 0.4368, "X4": 0.20132, "Y4": 0.4368, "page": 0, "Index": 201}, {"Word": "Bore", "Confidence": 0.524, "X1": 0.44605, "Y1": 0.4192, "X2": 0.47237, "Y2": 0.419, "X3": 0.47237, "Y3": 0.4298, "X4": 0.44605, "Y4": 0.4298, "page": 0, "Index": 202}, {"Word": "he", "Confidence": 0.997, "X1": 0.475, "Y1": 0.4192, "X2": 0.48947, "Y2": 0.419, "X3": 0.48947, "Y3": 0.4298, "X4": 0.475, "Y4": 0.4298, "page": 0, "Index": 203}, {"Word": "was", "Confidence": 0.991, "X1": 0.49211, "Y1": 0.4202, "X2": 0.51579, "Y2": 0.42, "X3": 0.51579, "Y3": 0.4298, "X4": 0.49211, "Y4": 0.4298, "page": 0, "Index": 204}, {"Word": "taken", "Confidence": 0.955, "X1": 0.51842, "Y1": 0.4202, "X2": 0.55263, "Y2": 0.42, "X3": 0.55263, "Y3": 0.4298, "X4": 0.51842, "Y4": 0.4298, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.955, "X1": 0.55658, "Y1": 0.4202, "X2": 0.56974, "Y2": 0.42, "X3": 0.56974, "Y3": 0.4298, "X4": 0.55658, "Y4": 0.4298, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.57237, "Y1": 0.4192, "X2": 0.59342, "Y2": 0.419, "X3": 0.59342, "Y3": 0.4298, "X4": 0.57237, "Y4": 0.4298, "page": 0, "Index": 207}, {"Word": "operat-", "Confidence": 0.773, "X1": 0.59605, "Y1": 0.4182, "X2": 0.64342, "Y2": 0.418, "X3": 0.64342, "Y3": 0.4298, "X4": 0.59605, "Y4": 0.4298, "page": 0, "Index": 208}, {"Word": "particular", "Confidence": 0.582, "X1": 0.25, "Y1": 0.4272, "X2": 0.31316, "Y2": 0.427, "X3": 0.31316, "Y3": 0.4388, "X4": 0.25, "Y4": 0.4378, "page": 0, "Index": 209}, {"Word": "time\"", "Confidence": 0.848, "X1": 0.31711, "Y1": 0.4282, "X2": 0.35395, "Y2": 0.428, "X3": 0.35395, "Y3": 0.4388, "X4": 0.31711, "Y4": 0.4388, "page": 0, "Index": 210}, {"Word": "elther", "Confidence": 0.944, "X1": 0.35658, "Y1": 0.4282, "X2": 0.39342, "Y2": 0.428, "X3": 0.39342, "Y3": 0.4398, "X4": 0.35658, "Y4": 0.4388, "page": 0, "Index": 211}, {"Word": "on", "Confidence": 0.649, "X1": 0.39605, "Y1": 0.4282, "X2": 0.41316, "Y2": 0.428, "X3": 0.41316, "Y3": 0.4398, "X4": 0.39737, "Y4": 0.4398, "page": 0, "Index": 212}, {"Word": "Mr.", "Confidence": 0.962, "X1": 0.41842, "Y1": 0.4292, "X2": 0.44474, "Y2": 0.429, "X3": 0.44474, "Y3": 0.4398, "X4": 0.41842, "Y4": 0.4398, "page": 0, "Index": 213}, {"Word": "ing", "Confidence": 0.902, "X1": 0.44737, "Y1": 0.4292, "X2": 0.46711, "Y2": 0.429, "X3": 0.46842, "Y3": 0.4398, "X4": 0.44737, "Y4": 0.4398, "page": 0, "Index": 214}, {"Word": "room", "Confidence": 0.984, "X1": 0.475, "Y1": 0.4292, "X2": 0.50263, "Y2": 0.429, "X3": 0.50263, "Y3": 0.4398, "X4": 0.475, "Y4": 0.4398, "page": 0, "Index": 215}, {"Word": "at", "Confidence": 0.793, "X1": 0.51316, "Y1": 0.4292, "X2": 0.53026, "Y2": 0.429, "X3": 0.53026, "Y3": 0.4398, "X4": 0.51316, "Y4": 0.4398, "page": 0, "Index": 216}, {"Word": "7:25", "Confidence": 0.963, "X1": 0.53421, "Y1": 0.4292, "X2": 0.56316, "Y2": 0.429, "X3": 0.56316, "Y3": 0.4398, "X4": 0.53553, "Y4": 0.4398, "page": 0, "Index": 217}, {"Word": "a.", "Confidence": 0.955, "X1": 0.56974, "Y1": 0.4302, "X2": 0.58553, "Y2": 0.43, "X3": 0.58553, "Y3": 0.4398, "X4": 0.56974, "Y4": 0.4398, "page": 0, "Index": 218}, {"Word": "m.", "Confidence": 0.75, "X1": 0.58816, "Y1": 0.4302, "X2": 0.61053, "Y2": 0.43, "X3": 0.61053, "Y3": 0.4398, "X4": 0.58816, "Y4": 0.4398, "page": 0, "Index": 219}, {"Word": "His", "Confidence": 0.958, "X1": 0.61974, "Y1": 0.4302, "X2": 0.64474, "Y2": 0.43, "X3": 0.64474, "Y3": 0.4398, "X4": 0.61974, "Y4": 0.4398, "page": 0, "Index": 220}, {"Word": "Medical", "Confidence": 0.666, "X1": 0.08947, "Y1": 0.4382, "X2": 0.13816, "Y2": 0.438, "X3": 0.13816, "Y3": 0.4508, "X4": 0.08947, "Y4": 0.4518, "page": 0, "Index": 221}, {"Word": "Statement", "Confidence": 0.687, "X1": 0.14079, "Y1": 0.4382, "X2": 0.20526, "Y2": 0.438, "X3": 0.20526, "Y3": 0.4508, "X4": 0.14079, "Y4": 0.4508, "page": 0, "Index": 222}, {"Word": "...", "Confidence": 0.005, "X1": 0.20921, "Y1": 0.4392, "X2": 0.23816, "Y2": 0.439, "X3": 0.23816, "Y3": 0.4518, "X4": 0.20921, "Y4": 0.4508, "page": 0, "Index": 223}, {"Word": "Godfrey's", "Confidence": 0.857, "X1": 0.25, "Y1": 0.4392, "X2": 0.31184, "Y2": 0.439, "X3": 0.31184, "Y3": 0.4518, "X4": 0.25, "Y4": 0.4508, "page": 0, "Index": 224}, {"Word": "general", "Confidence": 0.819, "X1": 0.31447, "Y1": 0.4402, "X2": 0.36184, "Y2": 0.44, "X3": 0.36184, "Y3": 0.4518, "X4": 0.31447, "Y4": 0.4518, "page": 0, "Index": 225}, {"Word": "condition", "Confidence": 0.633, "X1": 0.36579, "Y1": 0.4402, "X2": 0.42105, "Y2": 0.44, "X3": 0.42105, "Y3": 0.4518, "X4": 0.36447, "Y4": 0.4518, "page": 0, "Index": 226}, {"Word": "or", "Confidence": 0.954, "X1": 0.42763, "Y1": 0.4402, "X2": 0.44342, "Y2": 0.44, "X3": 0.44342, "Y3": 0.4508, "X4": 0.42632, "Y4": 0.4518, "page": 0, "Index": 227}, {"Word": "secretary", "Confidence": 0.778, "X1": 0.44737, "Y1": 0.4402, "X2": 0.50395, "Y2": 0.44, "X3": 0.50395, "Y3": 0.4508, "X4": 0.44605, "Y4": 0.4508, "page": 0, "Index": 228}, {"Word": "and", "Confidence": 0.998, "X1": 0.50789, "Y1": 0.4402, "X2": 0.53158, "Y2": 0.44, "X3": 0.53158, "Y3": 0.4508, "X4": 0.50789, "Y4": 0.4508, "page": 0, "Index": 229}, {"Word": "two", "Confidence": 0.969, "X1": 0.53684, "Y1": 0.4402, "X2": 0.56053, "Y2": 0.44, "X3": 0.56053, "Y3": 0.4508, "X4": 0.53553, "Y4": 0.4508, "page": 0, "Index": 230}, {"Word": "friends", "Confidence": 0.786, "X1": 0.56447, "Y1": 0.4392, "X2": 0.61053, "Y2": 0.439, "X3": 0.60921, "Y3": 0.4498, "X4": 0.56316, "Y4": 0.4498, "page": 0, "Index": 231}, {"Word": "were", "Confidence": 0.982, "X1": 0.61316, "Y1": 0.4392, "X2": 0.64342, "Y2": 0.439, "X3": 0.64342, "Y3": 0.4488, "X4": 0.61316, "Y4": 0.4498, "page": 0, "Index": 232}, {"Word": "A", "Confidence": 1, "X1": 0.06447, "Y1": 0.4512, "X2": 0.07368, "Y2": 0.451, "X3": 0.07237, "Y3": 0.4628, "X4": 0.06316, "Y4": 0.4628, "page": 0, "Index": 233}, {"Word": "statement'tasued", "Confidence": 0.111, "X1": 0.08026, "Y1": 0.4512, "X2": 0.18947, "Y2": 0.451, "X3": 0.18947, "Y3": 0.4638, "X4": 0.08026, "Y4": 0.4628, "page": 0, "Index": 234}, {"Word": "at.", "Confidence": 0.921, "X1": 0.19605, "Y1": 0.4522, "X2": 0.21447, "Y2": 0.452, "X3": 0.21316, "Y3": 0.4638, "X4": 0.19605, "Y4": 0.4638, "page": 0, "Index": 235}, {"Word": "that", "Confidence": 0.999, "X1": 0.21711, "Y1": 0.4522, "X2": 0.24605, "Y2": 0.452, "X3": 0.24605, "Y3": 0.4648, "X4": 0.21711, "Y4": 0.4638, "page": 0, "Index": 236}, {"Word": "on", "Confidence": 1, "X1": 0.24868, "Y1": 0.4522, "X2": 0.26711, "Y2": 0.452, "X3": 0.26579, "Y3": 0.4648, "X4": 0.24868, "Y4": 0.4648, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 1, "X1": 0.27368, "Y1": 0.4522, "X2": 0.29737, "Y2": 0.452, "X3": 0.29737, "Y3": 0.4648, "X4": 0.27368, "Y4": 0.4648, "page": 0, "Index": 238}, {"Word": "possible", "Confidence": 1, "X1": 0.30263, "Y1": 0.4522, "X2": 0.35395, "Y2": 0.452, "X3": 0.35395, "Y3": 0.4638, "X4": 0.30263, "Y4": 0.4648, "page": 0, "Index": 239}, {"Word": "recurrence", "Confidence": 1, "X1": 0.35658, "Y1": 0.4512, "X2": 0.42237, "Y2": 0.451, "X3": 0.42237, "Y3": 0.4638, "X4": 0.35658, "Y4": 0.4638, "page": 0, "Index": 240}, {"Word": "of", "Confidence": 1, "X1": 0.42763, "Y1": 0.4512, "X2": 0.44474, "Y2": 0.451, "X3": 0.44474, "Y3": 0.4628, "X4": 0.42763, "Y4": 0.4638, "page": 0, "Index": 241}, {"Word": "also", "Confidence": 0.998, "X1": 0.44737, "Y1": 0.4512, "X2": 0.47368, "Y2": 0.451, "X3": 0.47368, "Y3": 0.4628, "X4": 0.44737, "Y4": 0.4628, "page": 0, "Index": 242}, {"Word": "at", "Confidence": 1, "X1": 0.47632, "Y1": 0.4512, "X2": 0.49079, "Y2": 0.451, "X3": 0.49211, "Y3": 0.4628, "X4": 0.47632, "Y4": 0.4628, "page": 0, "Index": 243}, {"Word": "the", "Confidence": 1, "X1": 0.49474, "Y1": 0.4512, "X2": 0.51579, "Y2": 0.451, "X3": 0.51579, "Y3": 0.4618, "X4": 0.49474, "Y4": 0.4628, "page": 0, "Index": 244}, {"Word": "hospital,", "Confidence": 0.994, "X1": 0.51974, "Y1": 0.4502, "X2": 0.57632, "Y2": 0.45, "X3": 0.57632, "Y3": 0.4608, "X4": 0.51974, "Y4": 0.4618, "page": 0, "Index": 245}, {"Word": "where", "Confidence": 1, "X1": 0.57895, "Y1": 0.4492, "X2": 0.61579, "Y2": 0.449, "X3": 0.61711, "Y3": 0.4598, "X4": 0.58026, "Y4": 0.4608, "page": 0, "Index": 246}, {"Word": "the", "Confidence": 1, "X1": 0.61974, "Y1": 0.4492, "X2": 0.64474, "Y2": 0.449, "X3": 0.64474, "Y3": 0.4588, "X4": 0.61974, "Y4": 0.4588, "page": 0, "Index": 247}, {"Word": "time'", "Confidence": 0.61, "X1": 0.05, "Y1": 0.4632, "X2": 0.08026, "Y2": 0.463, "X3": 0.07895, "Y3": 0.4748, "X4": 0.05, "Y4": 0.4748, "page": 0, "Index": 248}, {"Word": "said.", "Confidence": 0.033, "X1": 0.08289, "Y1": 0.4632, "X2": 0.11711, "Y2": 0.463, "X3": 0.11579, "Y3": 0.4748, "X4": 0.08289, "Y4": 0.4748, "page": 0, "Index": 249}, {"Word": ".", "Confidence": 0.003, "X1": 0.11974, "Y1": 0.4632, "X2": 0.12632, "Y2": 0.463, "X3": 0.12632, "Y3": 0.4748, "X4": 0.11842, "Y4": 0.4748, "page": 0, "Index": 250}, {"Word": "The", "Confidence": 0.899, "X1": 0.12895, "Y1": 0.4632, "X2": 0.15526, "Y2": 0.463, "X3": 0.15395, "Y3": 0.4748, "X4": 0.12895, "Y4": 0.4748, "page": 0, "Index": 251}, {"Word": "lesion", "Confidence": 0.652, "X1": 0.15921, "Y1": 0.4642, "X2": 0.19474, "Y2": 0.464, "X3": 0.19474, "Y3": 0.4748, "X4": 0.15789, "Y4": 0.4748, "page": 0, "Index": 252}, {"Word": "of", "Confidence": 0.998, "X1": 0.20263, "Y1": 0.4642, "X2": 0.21842, "Y2": 0.464, "X3": 0.21842, "Y3": 0.4758, "X4": 0.20263, "Y4": 0.4748, "page": 0, "Index": 253}, {"Word": "Mr.", "Confidence": 0.991, "X1": 0.22237, "Y1": 0.4652, "X2": 0.24737, "Y2": 0.465, "X3": 0.24737, "Y3": 0.4758, "X4": 0.22237, "Y4": 0.4758, "page": 0, "Index": 254}, {"Word": "cancer.", "Confidence": 0.667, "X1": 0.25, "Y1": 0.4662, "X2": 0.29737, "Y2": 0.466, "X3": 0.29737, "Y3": 0.4758, "X4": 0.25, "Y4": 0.4758, "page": 0, "Index": 255}, {"Word": "mailroom,", "Confidence": 0.663, "X1": 0.44737, "Y1": 0.4602, "X2": 0.51316, "Y2": 0.46, "X3": 0.51316, "Y3": 0.4698, "X4": 0.44737, "Y4": 0.4698, "page": 0, "Index": 256}, {"Word": "a", "Confidence": 0.045, "X1": 0.51711, "Y1": 0.4602, "X2": 0.52632, "Y2": 0.46, "X3": 0.52632, "Y3": 0.4698, "X4": 0.51711, "Y4": 0.4698, "page": 0, "Index": 257}, {"Word": "spokesman", "Confidence": 0.848, "X1": 0.53553, "Y1": 0.4592, "X2": 0.60263, "Y2": 0.459, "X3": 0.60132, "Y3": 0.4698, "X4": 0.53553, "Y4": 0.4698, "page": 0, "Index": 258}, {"Word": "said.", "Confidence": 0.634, "X1": 0.61316, "Y1": 0.4582, "X2": 0.64605, "Y2": 0.458, "X3": 0.64605, "Y3": 0.4688, "X4": 0.61184, "Y4": 0.4698, "page": 0, "Index": 259}, {"Word": "Godfrey'", "Confidence": 0.04, "X1": 0.05132, "Y1": 0.4742, "X2": 0.10526, "Y2": 0.474, "X3": 0.10526, "Y3": 0.4878, "X4": 0.05132, "Y4": 0.4878, "page": 0, "Index": 260}, {"Word": "}", "Confidence": 0.506, "X1": 0.10921, "Y1": 0.4742, "X2": 0.11447, "Y2": 0.474, "X3": 0.11447, "Y3": 0.4878, "X4": 0.10789, "Y4": 0.4878, "page": 0, "Index": 261}, {"Word": "lett", "Confidence": 0.5, "X1": 0.11842, "Y1": 0.4752, "X2": 0.13947, "Y2": 0.475, "X3": 0.13947, "Y3": 0.4878, "X4": 0.11842, "Y4": 0.4878, "page": 0, "Index": 262}, {"Word": ".Jung", "Confidence": 0.459, "X1": 0.14342, "Y1": 0.4752, "X2": 0.175, "Y2": 0.475, "X3": 0.175, "Y3": 0.4878, "X4": 0.14342, "Y4": 0.4878, "page": 0, "Index": 263}, {"Word": ".", "Confidence": 0.999, "X1": 0.17763, "Y1": 0.4752, "X2": 0.18158, "Y2": 0.475, "X3": 0.18158, "Y3": 0.4878, "X4": 0.17763, "Y4": 0.4878, "page": 0, "Index": 264}, {"Word": "has,", "Confidence": 0.88, "X1": 0.18421, "Y1": 0.4752, "X2": 0.21316, "Y2": 0.475, "X3": 0.21184, "Y3": 0.4878, "X4": 0.18421, "Y4": 0.4878, "page": 0, "Index": 265}, {"Word": "been\"", "Confidence": 0.831, "X1": 0.21579, "Y1": 0.4762, "X2": 0.25263, "Y2": 0.476, "X3": 0.25263, "Y3": 0.4878, "X4": 0.21579, "Y4": 0.4878, "page": 0, "Index": 266}, {"Word": "A", "Confidence": 1, "X1": 0.26316, "Y1": 0.4762, "X2": 0.27237, "Y2": 0.476, "X3": 0.27237, "Y3": 0.4878, "X4": 0.26316, "Y4": 0.4878, "page": 0, "Index": 267}, {"Word": "spokesman", "Confidence": 1, "X1": 0.27895, "Y1": 0.4762, "X2": 0.34868, "Y2": 0.476, "X3": 0.34868, "Y3": 0.4878, "X4": 0.27895, "Y4": 0.4878, "page": 0, "Index": 268}, {"Word": "for", "Confidence": 1, "X1": 0.35132, "Y1": 0.4772, "X2": 0.37368, "Y2": 0.477, "X3": 0.37368, "Y3": 0.4878, "X4": 0.35132, "Y4": 0.4878, "page": 0, "Index": 269}, {"Word": "was", "Confidence": 0.991, "X1": 0.44737, "Y1": 0.4692, "X2": 0.46974, "Y2": 0.469, "X3": 0.47105, "Y3": 0.4798, "X4": 0.44868, "Y4": 0.4798, "page": 0, "Index": 270}, {"Word": "flooded", "Confidence": 0.549, "X1": 0.47237, "Y1": 0.4692, "X2": 0.51579, "Y2": 0.469, "X3": 0.51711, "Y3": 0.4788, "X4": 0.47368, "Y4": 0.4798, "page": 0, "Index": 271}, {"Word": "with", "Confidence": 0.887, "X1": 0.51842, "Y1": 0.4692, "X2": 0.54605, "Y2": 0.469, "X3": 0.54737, "Y3": 0.4788, "X4": 0.51974, "Y4": 0.4788, "page": 0, "Index": 272}, {"Word": "\"thousands\"", "Confidence": 0.855, "X1": 0.55, "Y1": 0.4702, "X2": 0.62632, "Y2": 0.47, "X3": 0.62632, "Y3": 0.4798, "X4": 0.55, "Y4": 0.4788, "page": 0, "Index": 273}, {"Word": "of", "Confidence": 0.791, "X1": 0.62895, "Y1": 0.4702, "X2": 0.64211, "Y2": 0.47, "X3": 0.64211, "Y3": 0.4798, "X4": 0.62895, "Y4": 0.4798, "page": 0, "Index": 274}, {"Word": "\|ican", "Confidence": 0.464, "X1": 0.24474, "Y1": 0.4862, "X2": 0.27632, "Y2": 0.486, "X3": 0.27632, "Y3": 0.4978, "X4": 0.24474, "Y4": 0.4988, "page": 0, "Index": 275}, {"Word": "Cancer", "Confidence": 0.951, "X1": 0.28289, "Y1": 0.4872, "X2": 0.33026, "Y2": 0.487, "X3": 0.32895, "Y3": 0.4978, "X4": 0.28158, "Y4": 0.4978, "page": 0, "Index": 276}, {"Word": "Society", "Confidence": 0.625, "X1": 0.33289, "Y1": 0.4872, "X2": 0.37895, "Y2": 0.487, "X3": 0.37763, "Y3": 0.4978, "X4": 0.33289, "Y4": 0.4978, "page": 0, "Index": 277}, {"Word": "the", "Confidence": 1, "X1": 0.37632, "Y1": 0.4772, "X2": 0.4, "Y2": 0.477, "X3": 0.39868, "Y3": 0.4888, "X4": 0.37632, "Y4": 0.4878, "page": 0, "Index": 278}, {"Word": "Amar-", "Confidence": 0.617, "X1": 0.40263, "Y1": 0.4782, "X2": 0.44474, "Y2": 0.478, "X3": 0.44342, "Y3": 0.4888, "X4": 0.40263, "Y4": 0.4888, "page": 0, "Index": 279}, {"Word": "good-will", "Confidence": 1, "X1": 0.44737, "Y1": 0.4782, "X2": 0.50526, "Y2": 0.478, "X3": 0.50395, "Y3": 0.4888, "X4": 0.44737, "Y4": 0.4888, "page": 0, "Index": 280}, {"Word": "messages", "Confidence": 1, "X1": 0.50789, "Y1": 0.4792, "X2": 0.56579, "Y2": 0.479, "X3": 0.56579, "Y3": 0.4898, "X4": 0.50658, "Y4": 0.4888, "page": 0, "Index": 281}, {"Word": "for,", "Confidence": 0.622, "X1": 0.56974, "Y1": 0.4792, "X2": 0.59079, "Y2": 0.479, "X3": 0.58947, "Y3": 0.4898, "X4": 0.56842, "Y4": 0.4898, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 1, "X1": 0.59342, "Y1": 0.4802, "X2": 0.61711, "Y2": 0.48, "X3": 0.61579, "Y3": 0.4898, "X4": 0.59342, "Y4": 0.4898, "page": 0, "Index": 283}, {"Word": "en-", "Confidence": 0.806, "X1": 0.61974, "Y1": 0.4802, "X2": 0.64342, "Y2": 0.48, "X3": 0.64211, "Y3": 0.4908, "X4": 0.61974, "Y4": 0.4908, "page": 0, "Index": 284}, {"Word": "Identined", "Confidence": 0.661, "X1": 0.05, "Y1": 0.4872, "X2": 0.10789, "Y2": 0.487, "X3": 0.10789, "Y3": 0.4998, "X4": 0.05, "Y4": 0.4988, "page": 0, "Index": 285}, {"Word": "Da", "Confidence": 0.001, "X1": 0.11184, "Y1": 0.4882, "X2": 0.12763, "Y2": 0.488, "X3": 0.12632, "Y3": 0.5018, "X4": 0.11053, "Y4": 0.5008, "page": 0, "Index": 286}, {"Word": "BS", "Confidence": 0.006, "X1": 0.13026, "Y1": 0.4902, "X2": 0.14868, "Y2": 0.49, "X3": 0.14868, "Y3": 0.5038, "X4": 0.13026, "Y4": 0.5018, "page": 0, "Index": 287}, {"Word": "being", "Confidence": 0.127, "X1": 0.13026, "Y1": 0.4862, "X2": 0.16447, "Y2": 0.486, "X3": 0.16447, "Y3": 0.4998, "X4": 0.13026, "Y4": 0.5008, "page": 0, "Index": 288}, {"Word": "a", "Confidence": 0.644, "X1": 0.16842, "Y1": 0.4862, "X2": 0.17763, "Y2": 0.486, "X3": 0.17763, "Y3": 0.4998, "X4": 0.16842, "Y4": 0.4998, "page": 0, "Index": 289}, {"Word": "malignant", "Confidence": 0.43, "X1": 0.18026, "Y1": 0.4862, "X2": 0.24211, "Y2": 0.486, "X3": 0.24211, "Y3": 0.4988, "X4": 0.18026, "Y4": 0.4998, "page": 0, "Index": 290}, {"Word": "\"per", "Confidence": 0.311, "X1": 0.25, "Y1": 0.4962, "X2": 0.29605, "Y2": 0.496, "X3": 0.29605, "Y3": 0.5068, "X4": 0.25132, "Y4": 0.5068, "page": 0, "Index": 291}, {"Word": "cent", "Confidence": 0.971, "X1": 0.3, "Y1": 0.4972, "X2": 0.33158, "Y2": 0.497, "X3": 0.33158, "Y3": 0.5068, "X4": 0.3, "Y4": 0.5068, "page": 0, "Index": 292}, {"Word": "of", "Confidence": 0.955, "X1": 0.33553, "Y1": 0.4972, "X2": 0.35263, "Y2": 0.497, "X3": 0.35263, "Y3": 0.5068, "X4": 0.33553, "Y4": 0.5068, "page": 0, "Index": 293}, {"Word": "patients", "Confidence": 0.661, "X1": 0.35658, "Y1": 0.4972, "X2": 0.40789, "Y2": 0.497, "X3": 0.40789, "Y3": 0.5068, "X4": 0.35658, "Y4": 0.5068, "page": 0, "Index": 294}, {"Word": "said", "Confidence": 0.635, "X1": 0.38289, "Y1": 0.4882, "X2": 0.41053, "Y2": 0.488, "X3": 0.40921, "Y3": 0.4988, "X4": 0.38289, "Y4": 0.4978, "page": 0, "Index": 295}, {"Word": "with", "Confidence": 0.803, "X1": 0.41316, "Y1": 0.4962, "X2": 0.44211, "Y2": 0.496, "X3": 0.44211, "Y3": 0.5078, "X4": 0.41316, "Y4": 0.5068, "page": 0, "Index": 296}, {"Word": "that", "Confidence": 0.852, "X1": 0.41447, "Y1": 0.4882, "X2": 0.44342, "Y2": 0.488, "X3": 0.44342, "Y3": 0.4988, "X4": 0.41447, "Y4": 0.4988, "page": 0, "Index": 297}, {"Word": "certainer's", "Confidence": 0.623, "X1": 0.44605, "Y1": 0.4892, "X2": 0.50921, "Y2": 0.489, "X3": 0.50789, "Y3": 0.4998, "X4": 0.44605, "Y4": 0.4988, "page": 0, "Index": 298}, {"Word": "recovery.", "Confidence": 0.993, "X1": 0.51184, "Y1": 0.4902, "X2": 0.575, "Y2": 0.49, "X3": 0.57368, "Y3": 0.5008, "X4": 0.51184, "Y4": 0.4998, "page": 0, "Index": 299}, {"Word": "tumor.", "Confidence": 0.764, "X1": 0.05, "Y1": 0.4982, "X2": 0.09474, "Y2": 0.498, "X3": 0.09342, "Y3": 0.5098, "X4": 0.05, "Y4": 0.5108, "page": 0, "Index": 300}, {"Word": "The", "Confidence": 0.998, "X1": 0.09737, "Y1": 0.4982, "X2": 0.12105, "Y2": 0.498, "X3": 0.12105, "Y3": 0.5098, "X4": 0.09737, "Y4": 0.5098, "page": 0, "Index": 301}, {"Word": "section", "Confidence": 0.648, "X1": 0.125, "Y1": 0.4982, "X2": 0.16974, "Y2": 0.498, "X3": 0.16974, "Y3": 0.5098, "X4": 0.12368, "Y4": 0.5098, "page": 0, "Index": 302}, {"Word": "of", "Confidence": 0.955, "X1": 0.175, "Y1": 0.4982, "X2": 0.18816, "Y2": 0.498, "X3": 0.18816, "Y3": 0.5108, "X4": 0.17368, "Y4": 0.5108, "page": 0, "Index": 303}, {"Word": "the", "Confidence": 0.998, "X1": 0.19211, "Y1": 0.4982, "X2": 0.21316, "Y2": 0.498, "X3": 0.21316, "Y3": 0.5108, "X4": 0.19079, "Y4": 0.5108, "page": 0, "Index": 304}, {"Word": "lung", "Confidence": 0.261, "X1": 0.21579, "Y1": 0.4992, "X2": 0.24605, "Y2": 0.499, "X3": 0.24605, "Y3": 0.5118, "X4": 0.21579, "Y4": 0.5108, "page": 0, "Index": 305}, {"Word": "lung", "Confidence": 0.637, "X1": 0.25, "Y1": 0.5052, "X2": 0.27895, "Y2": 0.505, "X3": 0.27895, "Y3": 0.5158, "X4": 0.25, "Y4": 0.5158, "page": 0, "Index": 306}, {"Word": "cancer", "Confidence": 0.97, "X1": 0.28158, "Y1": 0.5062, "X2": 0.32368, "Y2": 0.506, "X3": 0.32368, "Y3": 0.5168, "X4": 0.28158, "Y4": 0.5158, "page": 0, "Index": 307}, {"Word": "are", "Confidence": 0.998, "X1": 0.32632, "Y1": 0.5062, "X2": 0.34737, "Y2": 0.506, "X3": 0.34605, "Y3": 0.5168, "X4": 0.32632, "Y4": 0.5168, "page": 0, "Index": 308}, {"Word": "being", "Confidence": 0.646, "X1": 0.35, "Y1": 0.5072, "X2": 0.38289, "Y2": 0.507, "X3": 0.38158, "Y3": 0.5178, "X4": 0.34868, "Y4": 0.5168, "page": 0, "Index": 309}, {"Word": "saved", "Confidence": 0.802, "X1": 0.38553, "Y1": 0.5072, "X2": 0.41974, "Y2": 0.507, "X3": 0.41974, "Y3": 0.5178, "X4": 0.38553, "Y4": 0.5178, "page": 0, "Index": 310}, {"Word": "On", "Confidence": 0.997, "X1": 0.46184, "Y1": 0.4982, "X2": 0.47895, "Y2": 0.498, "X3": 0.47895, "Y3": 0.5088, "X4": 0.46184, "Y4": 0.5088, "page": 0, "Index": 311}, {"Word": "Tuesday,", "Confidence": 0.646, "X1": 0.48684, "Y1": 0.4992, "X2": 0.54474, "Y2": 0.499, "X3": 0.54474, "Y3": 0.5098, "X4": 0.48816, "Y4": 0.5088, "page": 0, "Index": 312}, {"Word": "from", "Confidence": 0.981, "X1": 0.54737, "Y1": 0.4992, "X2": 0.57632, "Y2": 0.499, "X3": 0.575, "Y3": 0.5098, "X4": 0.54737, "Y4": 0.5098, "page": 0, "Index": 313}, {"Word": "his", "Confidence": 0.991, "X1": 0.58816, "Y1": 0.4992, "X2": 0.61053, "Y2": 0.499, "X3": 0.60921, "Y3": 0.5098, "X4": 0.58684, "Y4": 0.5098, "page": 0, "Index": 314}, {"Word": "hos-", "Confidence": 0.981, "X1": 0.61447, "Y1": 0.4982, "X2": 0.64342, "Y2": 0.498, "X3": 0.64211, "Y3": 0.5088, "X4": 0.61316, "Y4": 0.5098, "page": 0, "Index": 315}, {"Word": "containing'", "Confidence": 0.489, "X1": 0.05132, "Y1": 0.5102, "X2": 0.11842, "Y2": 0.51, "X3": 0.11711, "Y3": 0.5218, "X4": 0.05132, "Y4": 0.5218, "page": 0, "Index": 316}, {"Word": "the", "Confidence": 0.729, "X1": 0.12105, "Y1": 0.5102, "X2": 0.14474, "Y2": 0.51, "X3": 0.14474, "Y3": 0.5218, "X4": 0.12105, "Y4": 0.5218, "page": 0, "Index": 317}, {"Word": "tumor", "Confidence": 0.237, "X1": 0.14868, "Y1": 0.5102, "X2": 0.18816, "Y2": 0.51, "X3": 0.18816, "Y3": 0.5218, "X4": 0.14737, "Y4": 0.5218, "page": 0, "Index": 318}, {"Word": "'li", "Confidence": 0.106, "X1": 0.19079, "Y1": 0.5102, "X2": 0.20789, "Y2": 0.51, "X3": 0.20789, "Y3": 0.5218, "X4": 0.19079, "Y4": 0.5218, "page": 0, "Index": 319}, {"Word": "beins", "Confidence": 0.611, "X1": 0.21184, "Y1": 0.5102, "X2": 0.24737, "Y2": 0.51, "X3": 0.24605, "Y3": 0.5228, "X4": 0.21053, "Y4": 0.5218, "page": 0, "Index": 320}, {"Word": "day", "Confidence": 0.924, "X1": 0.25, "Y1": 0.5152, "X2": 0.27368, "Y2": 0.515, "X3": 0.27368, "Y3": 0.5258, "X4": 0.25, "Y4": 0.5258, "page": 0, "Index": 321}, {"Word": "and", "Confidence": 0.998, "X1": 0.27632, "Y1": 0.5162, "X2": 0.30132, "Y2": 0.516, "X3": 0.30132, "Y3": 0.5268, "X4": 0.27632, "Y4": 0.5258, "page": 0, "Index": 322}, {"Word": "34", "Confidence": 0.944, "X1": 0.30658, "Y1": 0.5162, "X2": 0.32368, "Y2": 0.516, "X3": 0.32368, "Y3": 0.5268, "X4": 0.30658, "Y4": 0.5268, "page": 0, "Index": 323}, {"Word": "per", "Confidence": 0.993, "X1": 0.32632, "Y1": 0.5172, "X2": 0.34737, "Y2": 0.517, "X3": 0.34737, "Y3": 0.5278, "X4": 0.32632, "Y4": 0.5268, "page": 0, "Index": 324}, {"Word": "cent", "Confidence": 0.635, "X1": 0.35132, "Y1": 0.5172, "X2": 0.38026, "Y2": 0.517, "X3": 0.37895, "Y3": 0.5278, "X4": 0.35, "Y4": 0.5278, "page": 0, "Index": 325}, {"Word": "are", "Confidence": 0.923, "X1": 0.38289, "Y1": 0.5172, "X2": 0.40395, "Y2": 0.517, "X3": 0.40395, "Y3": 0.5278, "X4": 0.38289, "Y4": 0.5278, "page": 0, "Index": 326}, {"Word": "to-", "Confidence": 0.962, "X1": 0.42368, "Y1": 0.5072, "X2": 0.44474, "Y2": 0.507, "X3": 0.44342, "Y3": 0.5188, "X4": 0.42237, "Y4": 0.5178, "page": 0, "Index": 327}, {"Word": "pital", "Confidence": 0.662, "X1": 0.44737, "Y1": 0.5082, "X2": 0.47895, "Y2": 0.508, "X3": 0.47895, "Y3": 0.5188, "X4": 0.44737, "Y4": 0.5188, "page": 0, "Index": 328}, {"Word": "bed,", "Confidence": 0.79, "X1": 0.48289, "Y1": 0.5082, "X2": 0.51316, "Y2": 0.508, "X3": 0.51184, "Y3": 0.5188, "X4": 0.48289, "Y4": 0.5188, "page": 0, "Index": 329}, {"Word": "Mr.", "Confidence": 0.935, "X1": 0.51579, "Y1": 0.5082, "X2": 0.54211, "Y2": 0.508, "X3": 0.54079, "Y3": 0.5188, "X4": 0.51447, "Y4": 0.5188, "page": 0, "Index": 330}, {"Word": "Godfrey", "Confidence": 0.611, "X1": 0.54474, "Y1": 0.5092, "X2": 0.59737, "Y2": 0.509, "X3": 0.59605, "Y3": 0.5188, "X4": 0.54342, "Y4": 0.5188, "page": 0, "Index": 331}, {"Word": "issued", "Confidence": 0.994, "X1": 0.60395, "Y1": 0.5092, "X2": 0.64211, "Y2": 0.509, "X3": 0.64211, "Y3": 0.5188, "X4": 0.60263, "Y4": 0.5188, "page": 0, "Index": 332}, {"Word": "removed.", "Confidence": 0.668, "X1": 0.05, "Y1": 0.5222, "X2": 0.10921, "Y2": 0.522, "X3": 0.10789, "Y3": 0.5338, "X4": 0.05, "Y4": 0.5328, "page": 0, "Index": 333}, {"Word": "Ells", "Confidence": 0.46, "X1": 0.11184, "Y1": 0.5222, "X2": 0.13553, "Y2": 0.522, "X3": 0.13553, "Y3": 0.5338, "X4": 0.11184, "Y4": 0.5338, "page": 0, "Index": 334}, {"Word": "condition", "Confidence": 0.664, "X1": 0.14079, "Y1": 0.5232, "X2": 0.19868, "Y2": 0.523, "X3": 0.19737, "Y3": 0.5348, "X4": 0.14079, "Y4": 0.5338, "page": 0, "Index": 335}, {"Word": "is,", "Confidence": 0.257, "X1": 0.20526, "Y1": 0.5242, "X2": 0.22105, "Y2": 0.524, "X3": 0.22105, "Y3": 0.5348, "X4": 0.20395, "Y4": 0.5348, "page": 0, "Index": 336}, {"Word": "ex-", "Confidence": 0.885, "X1": 0.22368, "Y1": 0.5242, "X2": 0.24605, "Y2": 0.524, "X3": 0.24605, "Y3": 0.5358, "X4": 0.22368, "Y4": 0.5348, "page": 0, "Index": 337}, {"Word": "when", "Confidence": 0.984, "X1": 0.25132, "Y1": 0.5242, "X2": 0.28158, "Y2": 0.524, "X3": 0.28158, "Y3": 0.5358, "X4": 0.25132, "Y4": 0.5358, "page": 0, "Index": 338}, {"Word": "diagnosed", "Confidence": 0.917, "X1": 0.28553, "Y1": 0.5252, "X2": 0.34605, "Y2": 0.525, "X3": 0.34605, "Y3": 0.5368, "X4": 0.28553, "Y4": 0.5358, "page": 0, "Index": 339}, {"Word": "early", "Confidence": 0.874, "X1": 0.34868, "Y1": 0.5262, "X2": 0.37895, "Y2": 0.526, "X3": 0.37895, "Y3": 0.5368, "X4": 0.34868, "Y4": 0.5368, "page": 0, "Index": 340}, {"Word": "and", "Confidence": 0.998, "X1": 0.38158, "Y1": 0.5262, "X2": 0.40526, "Y2": 0.526, "X3": 0.40395, "Y3": 0.5368, "X4": 0.38158, "Y4": 0.5368, "page": 0, "Index": 341}, {"Word": "saved", "Confidence": 0.996, "X1": 0.40658, "Y1": 0.5182, "X2": 0.44211, "Y2": 0.518, "X3": 0.44211, "Y3": 0.5288, "X4": 0.40658, "Y4": 0.5278, "page": 0, "Index": 342}, {"Word": "prop-icern", "Confidence": 0.787, "X1": 0.40789, "Y1": 0.5282, "X2": 0.47368, "Y2": 0.528, "X3": 0.47368, "Y3": 0.5378, "X4": 0.40658, "Y4": 0.5368, "page": 0, "Index": 343}, {"Word": "a", "Confidence": 0.114, "X1": 0.44737, "Y1": 0.5182, "X2": 0.45526, "Y2": 0.518, "X3": 0.45395, "Y3": 0.5288, "X4": 0.44737, "Y4": 0.5288, "page": 0, "Index": 344}, {"Word": "statement", "Confidence": 0.948, "X1": 0.45789, "Y1": 0.5192, "X2": 0.51974, "Y2": 0.519, "X3": 0.51842, "Y3": 0.5298, "X4": 0.45789, "Y4": 0.5288, "page": 0, "Index": 345}, {"Word": "that", "Confidence": 0.622, "X1": 0.47763, "Y1": 0.5282, "X2": 0.50526, "Y2": 0.528, "X3": 0.50395, "Y3": 0.5378, "X4": 0.47763, "Y4": 0.5378, "page": 0, "Index": 346}, {"Word": "expressing", "Confidence": 0.9, "X1": 0.52237, "Y1": 0.5192, "X2": 0.58816, "Y2": 0.519, "X3": 0.58684, "Y3": 0.5298, "X4": 0.52237, "Y4": 0.5298, "page": 0, "Index": 347}, {"Word": "his", "Confidence": 0.991, "X1": 0.59079, "Y1": 0.5192, "X2": 0.61053, "Y2": 0.519, "X3": 0.61053, "Y3": 0.5298, "X4": 0.59079, "Y4": 0.5298, "page": 0, "Index": 348}, {"Word": "con-", "Confidence": 0.661, "X1": 0.61316, "Y1": 0.5192, "X2": 0.64342, "Y2": 0.519, "X3": 0.64342, "Y3": 0.5298, "X4": 0.61316, "Y4": 0.5298, "page": 0, "Index": 349}, {"Word": "cellent.\"", "Confidence": 0.798, "X1": 0.05132, "Y1": 0.5342, "X2": 0.10132, "Y2": 0.534, "X3": 0.10132, "Y3": 0.5438, "X4": 0.05132, "Y4": 0.5448, "page": 0, "Index": 350}, {"Word": "ferly", "Confidence": 0.629, "X1": 0.24342, "Y1": 0.5352, "X2": 0.275, "Y2": 0.535, "X3": 0.275, "Y3": 0.5458, "X4": 0.24474, "Y4": 0.5458, "page": 0, "Index": 351}, {"Word": "treated.\"", "Confidence": 0.958, "X1": 0.28289, "Y1": 0.5362, "X2": 0.34079, "Y2": 0.536, "X3": 0.34079, "Y3": 0.5468, "X4": 0.28421, "Y4": 0.5458, "page": 0, "Index": 352}, {"Word": "He", "Confidence": 0.889, "X1": 0.35395, "Y1": 0.5362, "X2": 0.37368, "Y2": 0.536, "X3": 0.37368, "Y3": 0.5468, "X4": 0.35395, "Y4": 0.5468, "page": 0, "Index": 353}, {"Word": "said", "Confidence": 0.252, "X1": 0.38026, "Y1": 0.5372, "X2": 0.40658, "Y2": 0.537, "X3": 0.40658, "Y3": 0.5478, "X4": 0.38026, "Y4": 0.5468, "page": 0, "Index": 354}, {"Word": "that", "Confidence": 0.991, "X1": 0.41447, "Y1": 0.5372, "X2": 0.44342, "Y2": 0.537, "X3": 0.44342, "Y3": 0.5478, "X4": 0.41447, "Y4": 0.5478, "page": 0, "Index": 355}, {"Word": "and", "Confidence": 0.909, "X1": 0.44737, "Y1": 0.5372, "X2": 0.46974, "Y2": 0.537, "X3": 0.46974, "Y3": 0.5478, "X4": 0.44737, "Y4": 0.5478, "page": 0, "Index": 356}, {"Word": "he", "Confidence": 0.981, "X1": 0.50789, "Y1": 0.5282, "X2": 0.52368, "Y2": 0.528, "X3": 0.52237, "Y3": 0.5388, "X4": 0.50658, "Y4": 0.5378, "page": 0, "Index": 357}, {"Word": "might", "Confidence": 0.944, "X1": 0.52632, "Y1": 0.5292, "X2": 0.56447, "Y2": 0.529, "X3": 0.56316, "Y3": 0.5388, "X4": 0.52632, "Y4": 0.5388, "page": 0, "Index": 358}, {"Word": "have", "Confidence": 0.982, "X1": 0.56711, "Y1": 0.5302, "X2": 0.59737, "Y2": 0.53, "X3": 0.59737, "Y3": 0.5388, "X4": 0.56579, "Y4": 0.5388, "page": 0, "Index": 359}, {"Word": "cancer", "Confidence": 0.794, "X1": 0.60132, "Y1": 0.5312, "X2": 0.64342, "Y2": 0.531, "X3": 0.64342, "Y3": 0.5398, "X4": 0.6, "Y4": 0.5388, "page": 0, "Index": 360}, {"Word": "last", "Confidence": 0.578, "X1": 0.12368, "Y1": 0.5462, "X2": 0.15132, "Y2": 0.546, "X3": 0.15, "Y3": 0.5578, "X4": 0.12237, "Y4": 0.5588, "page": 0, "Index": 361}, {"Word": "night", "Confidence": 0.849, "X1": 0.15526, "Y1": 0.5462, "X2": 0.19211, "Y2": 0.546, "X3": 0.19079, "Y3": 0.5578, "X4": 0.15395, "Y4": 0.5578, "page": 0, "Index": 362}, {"Word": "hospital", "Confidence": 0.628, "X1": 0.19474, "Y1": 0.5462, "X2": 0.24737, "Y2": 0.546, "X3": 0.24605, "Y3": 0.5578, "X4": 0.19342, "Y4": 0.5578, "page": 0, "Index": 363}, {"Word": "\"statistically", "Confidence": 0.682, "X1": 0.25, "Y1": 0.5462, "X2": 0.32895, "Y2": 0.546, "X3": 0.32763, "Y3": 0.5578, "X4": 0.24868, "Y4": 0.5578, "page": 0, "Index": 364}, {"Word": "a", "Confidence": 0.626, "X1": 0.33289, "Y1": 0.5462, "X2": 0.33947, "Y2": 0.546, "X3": 0.33816, "Y3": 0.5578, "X4": 0.33158, "Y4": 0.5578, "page": 0, "Index": 365}, {"Word": "person's", "Confidence": 0.861, "X1": 0.34211, "Y1": 0.5472, "X2": 0.39079, "Y2": 0.547, "X3": 0.38947, "Y3": 0.5578, "X4": 0.34079, "Y4": 0.5578, "page": 0, "Index": 366}, {"Word": "chances", "Confidence": 0.929, "X1": 0.39342, "Y1": 0.5472, "X2": 0.44474, "Y2": 0.547, "X3": 0.44342, "Y3": 0.5578, "X4": 0.39211, "Y4": 0.5578, "page": 0, "Index": 367}, {"Word": "describing", "Confidence": 0.472, "X1": 0.475, "Y1": 0.5382, "X2": 0.53684, "Y2": 0.538, "X3": 0.53553, "Y3": 0.5488, "X4": 0.47368, "Y4": 0.5478, "page": 0, "Index": 368}, {"Word": "h's", "Confidence": 0.6, "X1": 0.54079, "Y1": 0.5392, "X2": 0.56053, "Y2": 0.539, "X3": 0.56053, "Y3": 0.5498, "X4": 0.53947, "Y4": 0.5488, "page": 0, "Index": 369}, {"Word": "fear", "Confidence": 0.991, "X1": 0.56316, "Y1": 0.5392, "X2": 0.59079, "Y2": 0.539, "X3": 0.59079, "Y3": 0.5498, "X4": 0.56316, "Y4": 0.5498, "page": 0, "Index": 370}, {"Word": "that", "Confidence": 0.987, "X1": 0.59342, "Y1": 0.5402, "X2": 0.62237, "Y2": 0.54, "X3": 0.62105, "Y3": 0.5498, "X4": 0.59342, "Y4": 0.5498, "page": 0, "Index": 371}, {"Word": "he", "Confidence": 0.656, "X1": 0.625, "Y1": 0.5402, "X2": 0.64079, "Y2": 0.54, "X3": 0.64079, "Y3": 0.5498, "X4": 0.62368, "Y4": 0.5498, "page": 0, "Index": 372}, {"Word": "At", "Confidence": 0.991, "X1": 0.06447, "Y1": 0.5462, "X2": 0.08158, "Y2": 0.546, "X3": 0.08026, "Y3": 0.5588, "X4": 0.06316, "Y4": 0.5598, "page": 0, "Index": 373}, {"Word": "10:30", "Confidence": 0.911, "X1": 0.08553, "Y1": 0.5462, "X2": 0.12105, "Y2": 0.546, "X3": 0.11974, "Y3": 0.5588, "X4": 0.08421, "Y4": 0.5588, "page": 0, "Index": 374}, {"Word": "change", "Confidence": 0.996, "X1": 0.25, "Y1": 0.5562, "X2": 0.29342, "Y2": 0.556, "X3": 0.29474, "Y3": 0.5668, "X4": 0.25, "Y4": 0.5658, "page": 0, "Index": 375}, {"Word": "at", "Confidence": 0.65, "X1": 0.29605, "Y1": 0.5562, "X2": 0.31184, "Y2": 0.556, "X3": 0.31184, "Y3": 0.5668, "X4": 0.29737, "Y4": 0.5668, "page": 0, "Index": 376}, {"Word": "every", "Confidence": 0.991, "X1": 0.31447, "Y1": 0.5572, "X2": 0.34737, "Y2": 0.557, "X3": 0.34737, "Y3": 0.5668, "X4": 0.31447, "Y4": 0.5668, "page": 0, "Index": 377}, {"Word": "moment.\"", "Confidence": 0.435, "X1": 0.35, "Y1": 0.5572, "X2": 0.40789, "Y2": 0.557, "X3": 0.40789, "Y3": 0.5678, "X4": 0.35, "Y4": 0.5668, "page": 0, "Index": 378}, {"Word": "might", "Confidence": 0.955, "X1": 0.44868, "Y1": 0.5482, "X2": 0.48553, "Y2": 0.548, "X3": 0.48421, "Y3": 0.5588, "X4": 0.44737, "Y4": 0.5578, "page": 0, "Index": 379}, {"Word": "be", "Confidence": 0.997, "X1": 0.48816, "Y1": 0.5482, "X2": 0.50526, "Y2": 0.548, "X3": 0.50395, "Y3": 0.5588, "X4": 0.48684, "Y4": 0.5588, "page": 0, "Index": 380}, {"Word": "disabled.", "Confidence": 0.882, "X1": 0.50921, "Y1": 0.5492, "X2": 0.56579, "Y2": 0.549, "X3": 0.56316, "Y3": 0.5598, "X4": 0.50789, "Y4": 0.5588, "page": 0, "Index": 381}, {"Word": "The", "Confidence": 0.994, "X1": 0.56842, "Y1": 0.5502, "X2": 0.59342, "Y2": 0.55, "X3": 0.59211, "Y3": 0.5608, "X4": 0.56711, "Y4": 0.5598, "page": 0, "Index": 382}, {"Word": "doctor-", "Confidence": 0.811, "X1": 0.59737, "Y1": 0.5502, "X2": 0.64342, "Y2": 0.55, "X3": 0.64211, "Y3": 0.5618, "X4": 0.59605, "Y4": 0.5608, "page": 0, "Index": 383}, {"Word": "authorities", "Confidence": 0.517, "X1": 0.05395, "Y1": 0.5592, "X2": 0.11974, "Y2": 0.559, "X3": 0.11974, "Y3": 0.5698, "X4": 0.05263, "Y4": 0.5698, "page": 0, "Index": 384}, {"Word": "reported", "Confidence": 0.857, "X1": 0.12632, "Y1": 0.5582, "X2": 0.17763, "Y2": 0.558, "X3": 0.17763, "Y3": 0.5698, "X4": 0.125, "Y4": 0.5698, "page": 0, "Index": 385}, {"Word": "that", "Confidence": 0.887, "X1": 0.18684, "Y1": 0.5582, "X2": 0.21711, "Y2": 0.558, "X3": 0.21579, "Y3": 0.5698, "X4": 0.18553, "Y4": 0.5698, "page": 0, "Index": 386}, {"Word": "Mir.", "Confidence": 0.199, "X1": 0.22237, "Y1": 0.5582, "X2": 0.24868, "Y2": 0.558, "X3": 0.24868, "Y3": 0.5698, "X4": 0.22105, "Y4": 0.5698, "page": 0, "Index": 387}, {"Word": "Important,", "Confidence": 0.69, "X1": 0.25, "Y1": 0.5662, "X2": 0.31579, "Y2": 0.566, "X3": 0.31447, "Y3": 0.5758, "X4": 0.24868, "Y4": 0.5748, "page": 0, "Index": 388}, {"Word": "he", "Confidence": 0.993, "X1": 0.31842, "Y1": 0.5662, "X2": 0.33421, "Y2": 0.566, "X3": 0.33289, "Y3": 0.5768, "X4": 0.31711, "Y4": 0.5758, "page": 0, "Index": 389}, {"Word": "said,", "Confidence": 0.617, "X1": 0.33684, "Y1": 0.5672, "X2": 0.36447, "Y2": 0.567, "X3": 0.36316, "Y3": 0.5768, "X4": 0.33553, "Y4": 0.5768, "page": 0, "Index": 390}, {"Word": "was", "Confidence": 0.994, "X1": 0.36711, "Y1": 0.5672, "X2": 0.38947, "Y2": 0.567, "X3": 0.38947, "Y3": 0.5768, "X4": 0.36579, "Y4": 0.5768, "page": 0, "Index": 391}, {"Word": "that", "Confidence": 0.991, "X1": 0.39211, "Y1": 0.5682, "X2": 0.41842, "Y2": 0.568, "X3": 0.41842, "Y3": 0.5778, "X4": 0.39211, "Y4": 0.5768, "page": 0, "Index": 392}, {"Word": "Most", "Confidence": 0.57, "X1": 0.41184, "Y1": 0.5582, "X2": 0.44474, "Y2": 0.558, "X3": 0.44342, "Y3": 0.5688, "X4": 0.41184, "Y4": 0.5678, "page": 0, "Index": 393}, {"Word": "the", "Confidence": 0.998, "X1": 0.42105, "Y1": 0.5682, "X2": 0.44342, "Y2": 0.568, "X3": 0.44211, "Y3": 0.5778, "X4": 0.42105, "Y4": 0.5778, "page": 0, "Index": 394}, {"Word": "said", "Confidence": 0.759, "X1": 0.44737, "Y1": 0.5582, "X2": 0.47368, "Y2": 0.558, "X3": 0.47237, "Y3": 0.5688, "X4": 0.44737, "Y4": 0.5688, "page": 0, "Index": 395}, {"Word": "that", "Confidence": 0.987, "X1": 0.48026, "Y1": 0.5582, "X2": 0.50921, "Y2": 0.558, "X3": 0.50921, "Y3": 0.5698, "X4": 0.48026, "Y4": 0.5688, "page": 0, "Index": 396}, {"Word": "\"as", "Confidence": 0.969, "X1": 0.51579, "Y1": 0.5592, "X2": 0.53947, "Y2": 0.559, "X3": 0.53816, "Y3": 0.5698, "X4": 0.51579, "Y4": 0.5698, "page": 0, "Index": 397}, {"Word": "soon", "Confidence": 0.775, "X1": 0.54474, "Y1": 0.5592, "X2": 0.57368, "Y2": 0.559, "X3": 0.57368, "Y3": 0.5708, "X4": 0.54474, "Y4": 0.5698, "page": 0, "Index": 398}, {"Word": "as", "Confidence": 0.781, "X1": 0.58289, "Y1": 0.5602, "X2": 0.6, "Y2": 0.56, "X3": 0.59868, "Y3": 0.5708, "X4": 0.58289, "Y4": 0.5708, "page": 0, "Index": 399}, {"Word": "he", "Confidence": 0.905, "X1": 0.60526, "Y1": 0.5602, "X2": 0.62368, "Y2": 0.56, "X3": 0.62237, "Y3": 0.5708, "X4": 0.60526, "Y4": 0.5708, "page": 0, "Index": 400}, {"Word": "is", "Confidence": 0.111, "X1": 0.63158, "Y1": 0.5602, "X2": 0.64211, "Y2": 0.56, "X3": 0.64079, "Y3": 0.5718, "X4": 0.63026, "Y4": 0.5718, "page": 0, "Index": 401}, {"Word": "Godfrey", "Confidence": 0.662, "X1": 0.05, "Y1": 0.5702, "X2": 0.10263, "Y2": 0.57, "X3": 0.10132, "Y3": 0.5818, "X4": 0.05, "Y4": 0.5818, "page": 0, "Index": 402}, {"Word": "was", "Confidence": 0.957, "X1": 0.10789, "Y1": 0.5702, "X2": 0.13421, "Y2": 0.57, "X3": 0.13421, "Y3": 0.5818, "X4": 0.10789, "Y4": 0.5818, "page": 0, "Index": 403}, {"Word": "sheping", "Confidence": 0.653, "X1": 0.13947, "Y1": 0.5702, "X2": 0.19079, "Y2": 0.57, "X3": 0.19079, "Y3": 0.5818, "X4": 0.13947, "Y4": 0.5818, "page": 0, "Index": 404}, {"Word": "soundis", "Confidence": 0.406, "X1": 0.19605, "Y1": 0.5712, "X2": 0.24605, "Y2": 0.571, "X3": 0.24605, "Y3": 0.5828, "X4": 0.19605, "Y4": 0.5818, "page": 0, "Index": 405}, {"Word": "society", "Confidence": 0.606, "X1": 0.24868, "Y1": 0.5752, "X2": 0.29211, "Y2": 0.575, "X3": 0.29211, "Y3": 0.5858, "X4": 0.25, "Y4": 0.5858, "page": 0, "Index": 406}, {"Word": "\"cannot", "Confidence": 0.809, "X1": 0.29737, "Y1": 0.5762, "X2": 0.34868, "Y2": 0.576, "X3": 0.34868, "Y3": 0.5868, "X4": 0.29737, "Y4": 0.5858, "page": 0, "Index": 407}, {"Word": "speculate", "Confidence": 0.795, "X1": 0.35132, "Y1": 0.5772, "X2": 0.40789, "Y2": 0.577, "X3": 0.40789, "Y3": 0.5878, "X4": 0.35132, "Y4": 0.5868, "page": 0, "Index": 408}, {"Word": "on", "Confidence": 0.991, "X1": 0.41053, "Y1": 0.5782, "X2": 0.42632, "Y2": 0.578, "X3": 0.42632, "Y3": 0.5878, "X4": 0.41053, "Y4": 0.5878, "page": 0, "Index": 409}, {"Word": "sufficiently", "Confidence": 0.608, "X1": 0.44737, "Y1": 0.5692, "X2": 0.51579, "Y2": 0.569, "X3": 0.51579, "Y3": 0.5788, "X4": 0.44605, "Y4": 0.5778, "page": 0, "Index": 410}, {"Word": "recovered", "Confidence": 0.883, "X1": 0.51974, "Y1": 0.5702, "X2": 0.57895, "Y2": 0.57, "X3": 0.57763, "Y3": 0.5798, "X4": 0.51842, "Y4": 0.5788, "page": 0, "Index": 411}, {"Word": "from", "Confidence": 0.886, "X1": 0.58553, "Y1": 0.5702, "X2": 0.61184, "Y2": 0.57, "X3": 0.61053, "Y3": 0.5798, "X4": 0.58421, "Y4": 0.5798, "page": 0, "Index": 412}, {"Word": "the", "Confidence": 0.616, "X1": 0.61974, "Y1": 0.5702, "X2": 0.64342, "Y2": 0.57, "X3": 0.64211, "Y3": 0.5798, "X4": 0.61974, "Y4": 0.5798, "page": 0, "Index": 413}, {"Word": "and", "Confidence": 1, "X1": 0.05, "Y1": 0.5812, "X2": 0.07368, "Y2": 0.581, "X3": 0.07368, "Y3": 0.5928, "X4": 0.05, "Y4": 0.5928, "page": 0, "Index": 414}, {"Word": "that", "Confidence": 0.996, "X1": 0.08026, "Y1": 0.5822, "X2": 0.11053, "Y2": 0.582, "X3": 0.11053, "Y3": 0.5928, "X4": 0.08026, "Y4": 0.5928, "page": 0, "Index": 415}, {"Word": "I", "Confidence": 0.626, "X1": 0.11579, "Y1": 0.5822, "X2": 0.12368, "Y2": 0.582, "X3": 0.12368, "Y3": 0.5928, "X4": 0.11447, "Y4": 0.5928, "page": 0, "Index": 416}, {"Word": "had", "Confidence": 1, "X1": 0.13026, "Y1": 0.5822, "X2": 0.15526, "Y2": 0.582, "X3": 0.15526, "Y3": 0.5938, "X4": 0.13026, "Y4": 0.5928, "page": 0, "Index": 417}, {"Word": "been", "Confidence": 1, "X1": 0.16184, "Y1": 0.5832, "X2": 0.19079, "Y2": 0.583, "X3": 0.19079, "Y3": 0.5938, "X4": 0.16053, "Y4": 0.5938, "page": 0, "Index": 418}, {"Word": "decided", "Confidence": 1, "X1": 0.19737, "Y1": 0.5842, "X2": 0.24474, "Y2": 0.584, "X3": 0.24474, "Y3": 0.5948, "X4": 0.19737, "Y4": 0.5938, "page": 0, "Index": 419}, {"Word": "particular", "Confidence": 1, "X1": 0.25, "Y1": 0.5852, "X2": 0.31316, "Y2": 0.585, "X3": 0.31316, "Y3": 0.5958, "X4": 0.24868, "Y4": 0.5948, "page": 0, "Index": 420}, {"Word": "case", "Confidence": 1, "X1": 0.31711, "Y1": 0.5852, "X2": 0.34474, "Y2": 0.585, "X3": 0.34474, "Y3": 0.5958, "X4": 0.31579, "Y4": 0.5958, "page": 0, "Index": 421}, {"Word": "and", "Confidence": 1, "X1": 0.34737, "Y1": 0.5862, "X2": 0.37237, "Y2": 0.586, "X3": 0.37237, "Y3": 0.5968, "X4": 0.34737, "Y4": 0.5958, "page": 0, "Index": 422}, {"Word": "no", "Confidence": 1, "X1": 0.375, "Y1": 0.5862, "X2": 0.39211, "Y2": 0.586, "X3": 0.39211, "Y3": 0.5968, "X4": 0.375, "Y4": 0.5968, "page": 0, "Index": 423}, {"Word": "conclu-[tell", "Confidence": 0.162, "X1": 0.39474, "Y1": 0.5872, "X2": 0.47105, "Y2": 0.587, "X3": 0.47105, "Y3": 0.5978, "X4": 0.39474, "Y4": 0.5968, "page": 0, "Index": 424}, {"Word": "&", "Confidence": 0.019, "X1": 0.43289, "Y1": 0.5782, "X2": 0.44079, "Y2": 0.578, "X3": 0.44079, "Y3": 0.5888, "X4": 0.43289, "Y4": 0.5878, "page": 0, "Index": 425}, {"Word": "anaesthetic\"", "Confidence": 0.197, "X1": 0.44737, "Y1": 0.5792, "X2": 0.52368, "Y2": 0.579, "X3": 0.52237, "Y3": 0.5898, "X4": 0.44737, "Y4": 0.5888, "page": 0, "Index": 426}, {"Word": "a", "Confidence": 0.991, "X1": 0.52632, "Y1": 0.5792, "X2": 0.53421, "Y2": 0.579, "X3": 0.53421, "Y3": 0.5898, "X4": 0.52632, "Y4": 0.5898, "page": 0, "Index": 427}, {"Word": "physician", "Confidence": 0.649, "X1": 0.53947, "Y1": 0.5802, "X2": 0.59868, "Y2": 0.58, "X3": 0.59868, "Y3": 0.5908, "X4": 0.53947, "Y4": 0.5898, "page": 0, "Index": 428}, {"Word": "would", "Confidence": 0.788, "X1": 0.60526, "Y1": 0.5802, "X2": 0.64211, "Y2": 0.58, "X3": 0.64211, "Y3": 0.5908, "X4": 0.60526, "Y4": 0.5908, "page": 0, "Index": 429}, {"Word": "not", "Confidence": 0.994, "X1": 0.05263, "Y1": 0.5942, "X2": 0.07368, "Y2": 0.594, "X3": 0.07237, "Y3": 0.6038, "X4": 0.05132, "Y4": 0.6038, "page": 0, "Index": 430}, {"Word": "to", "Confidence": 0.864, "X1": 0.07895, "Y1": 0.5942, "X2": 0.09342, "Y2": 0.594, "X3": 0.09211, "Y3": 0.6038, "X4": 0.07895, "Y4": 0.6038, "page": 0, "Index": 431}, {"Word": "remove", "Confidence": 0.848, "X1": 0.1, "Y1": 0.5942, "X2": 0.14605, "Y2": 0.594, "X3": 0.14474, "Y3": 0.6048, "X4": 0.09868, "Y4": 0.6038, "page": 0, "Index": 432}, {"Word": "him", "Confidence": 0.936, "X1": 0.15263, "Y1": 0.5942, "X2": 0.17368, "Y2": 0.594, "X3": 0.17368, "Y3": 0.6048, "X4": 0.15132, "Y4": 0.6048, "page": 0, "Index": 433}, {"Word": "from,", "Confidence": 0.655, "X1": 0.18553, "Y1": 0.5942, "X2": 0.22237, "Y2": 0.594, "X3": 0.22105, "Y3": 0.6048, "X4": 0.18553, "Y4": 0.6048, "page": 0, "Index": 434}, {"Word": "the", "Confidence": 0.998, "X1": 0.225, "Y1": 0.5952, "X2": 0.24605, "Y2": 0.595, "X3": 0.24474, "Y3": 0.6048, "X4": 0.22368, "Y4": 0.6048, "page": 0, "Index": 435}, {"Word": "sions", "Confidence": 0.61, "X1": 0.25132, "Y1": 0.5952, "X2": 0.28158, "Y2": 0.595, "X3": 0.28026, "Y3": 0.6058, "X4": 0.25, "Y4": 0.6048, "page": 0, "Index": 436}, {"Word": "can", "Confidence": 0.963, "X1": 0.28421, "Y1": 0.5952, "X2": 0.30658, "Y2": 0.595, "X3": 0.30526, "Y3": 0.6058, "X4": 0.28289, "Y4": 0.6058, "page": 0, "Index": 437}, {"Word": "be", "Confidence": 0.998, "X1": 0.31053, "Y1": 0.5962, "X2": 0.32632, "Y2": 0.596, "X3": 0.325, "Y3": 0.6058, "X4": 0.30921, "Y4": 0.6058, "page": 0, "Index": 438}, {"Word": "drawn", "Confidence": 0.941, "X1": 0.32895, "Y1": 0.5962, "X2": 0.36579, "Y2": 0.596, "X3": 0.36447, "Y3": 0.6068, "X4": 0.32763, "Y4": 0.6058, "page": 0, "Index": 439}, {"Word": "from", "Confidence": 0.988, "X1": 0.36842, "Y1": 0.5972, "X2": 0.39474, "Y2": 0.597, "X3": 0.39474, "Y3": 0.6068, "X4": 0.36842, "Y4": 0.6068, "page": 0, "Index": 440}, {"Word": "apply-", "Confidence": 0.883, "X1": 0.40263, "Y1": 0.5982, "X2": 0.44474, "Y2": 0.598, "X3": 0.44342, "Y3": 0.6078, "X4": 0.40132, "Y4": 0.6068, "page": 0, "Index": 441}, {"Word": "him", "Confidence": 1, "X1": 0.475, "Y1": 0.5882, "X2": 0.49605, "Y2": 0.588, "X3": 0.49605, "Y3": 0.5988, "X4": 0.475, "Y4": 0.5978, "page": 0, "Index": 442}, {"Word": "that", "Confidence": 1, "X1": 0.50658, "Y1": 0.5892, "X2": 0.53553, "Y2": 0.589, "X3": 0.53553, "Y3": 0.5998, "X4": 0.50658, "Y4": 0.5988, "page": 0, "Index": 443}, {"Word": "the", "Confidence": 1, "X1": 0.54079, "Y1": 0.5892, "X2": 0.56316, "Y2": 0.589, "X3": 0.56316, "Y3": 0.5998, "X4": 0.54079, "Y4": 0.5998, "page": 0, "Index": 444}, {"Word": "tumor", "Confidence": 0.997, "X1": 0.57105, "Y1": 0.5912, "X2": 0.61053, "Y2": 0.591, "X3": 0.61053, "Y3": 0.6008, "X4": 0.57105, "Y4": 0.6008, "page": 0, "Index": 445}, {"Word": "hne!", "Confidence": 0.391, "X1": 0.61711, "Y1": 0.5912, "X2": 0.64211, "Y2": 0.591, "X3": 0.64211, "Y3": 0.6018, "X4": 0.61711, "Y4": 0.6018, "page": 0, "Index": 446}, {"Word": "recovery", "Confidence": 0.85, "X1": 0.05132, "Y1": 0.6052, "X2": 0.10263, "Y2": 0.605, "X3": 0.10263, "Y3": 0.6158, "X4": 0.05132, "Y4": 0.6158, "page": 0, "Index": 447}, {"Word": "room", "Confidence": 0.886, "X1": 0.10921, "Y1": 0.6052, "X2": 0.13816, "Y2": 0.605, "X3": 0.13816, "Y3": 0.6158, "X4": 0.10921, "Y4": 0.6158, "page": 0, "Index": 448}, {"Word": "until", "Confidence": 0.616, "X1": 0.15, "Y1": 0.6052, "X2": 0.18553, "Y2": 0.605, "X3": 0.18553, "Y3": 0.6168, "X4": 0.15, "Y4": 0.6168, "page": 0, "Index": 449}, {"Word": "morning.", "Confidence": 0.906, "X1": 0.18816, "Y1": 0.6052, "X2": 0.24737, "Y2": 0.605, "X3": 0.24737, "Y3": 0.6168, "X4": 0.18816, "Y4": 0.6168, "page": 0, "Index": 450}, {"Word": "ing", "Confidence": 0.955, "X1": 0.25132, "Y1": 0.6052, "X2": 0.27105, "Y2": 0.605, "X3": 0.27105, "Y3": 0.6168, "X4": 0.25132, "Y4": 0.6168, "page": 0, "Index": 451}, {"Word": "the", "Confidence": 0.998, "X1": 0.27763, "Y1": 0.6052, "X2": 0.30132, "Y2": 0.605, "X3": 0.30132, "Y3": 0.6168, "X4": 0.27763, "Y4": 0.6168, "page": 0, "Index": 452}, {"Word": "foregoing", "Confidence": 0.612, "X1": 0.30526, "Y1": 0.6062, "X2": 0.36447, "Y2": 0.606, "X3": 0.36447, "Y3": 0.6168, "X4": 0.30526, "Y4": 0.6168, "page": 0, "Index": 453}, {"Word": "statistics", "Confidence": 0.792, "X1": 0.36842, "Y1": 0.6062, "X2": 0.42368, "Y2": 0.606, "X3": 0.42368, "Y3": 0.6168, "X4": 0.36842, "Y4": 0.6168, "page": 0, "Index": 454}, {"Word": "to", "Confidence": 0.937, "X1": 0.42895, "Y1": 0.6062, "X2": 0.44342, "Y2": 0.606, "X3": 0.44342, "Y3": 0.6168, "X4": 0.42895, "Y4": 0.6168, "page": 0, "Index": 455}, {"Word": "turned", "Confidence": 0.832, "X1": 0.44737, "Y1": 0.5992, "X2": 0.48816, "Y2": 0.599, "X3": 0.48816, "Y3": 0.6088, "X4": 0.44737, "Y4": 0.6078, "page": 0, "Index": 456}, {"Word": "out", "Confidence": 0.483, "X1": 0.49211, "Y1": 0.6002, "X2": 0.51447, "Y2": 0.6, "X3": 0.51316, "Y3": 0.6088, "X4": 0.49211, "Y4": 0.6088, "page": 0, "Index": 457}, {"Word": "to", "Confidence": 0.998, "X1": 0.51711, "Y1": 0.6002, "X2": 0.53026, "Y2": 0.6, "X3": 0.52895, "Y3": 0.6098, "X4": 0.51579, "Y4": 0.6088, "page": 0, "Index": 458}, {"Word": "be", "Confidence": 0.997, "X1": 0.53289, "Y1": 0.6012, "X2": 0.54868, "Y2": 0.601, "X3": 0.54737, "Y3": 0.6098, "X4": 0.53158, "Y4": 0.6098, "page": 0, "Index": 459}, {"Word": "cancerous.", "Confidence": 0.628, "X1": 0.55132, "Y1": 0.6032, "X2": 0.61974, "Y2": 0.603, "X3": 0.61974, "Y3": 0.6118, "X4": 0.55, "Y4": 0.6098, "page": 0, "Index": 460}, {"Word": "anes-", "Confidence": 0.815, "X1": 0.21053, "Y1": 0.6172, "X2": 0.24737, "Y2": 0.617, "X3": 0.24737, "Y3": 0.6278, "X4": 0.21053, "Y4": 0.6278, "page": 0, "Index": 461}, {"Word": "any", "Confidence": 0.807, "X1": 0.25, "Y1": 0.6162, "X2": 0.27368, "Y2": 0.616, "X3": 0.27368, "Y3": 0.6268, "X4": 0.25, "Y4": 0.6278, "page": 0, "Index": 462}, {"Word": "case.\"", "Confidence": 0.941, "X1": 0.27632, "Y1": 0.6152, "X2": 0.31579, "Y2": 0.615, "X3": 0.31579, "Y3": 0.6248, "X4": 0.27632, "Y4": 0.6268, "page": 0, "Index": 463}, {"Word": "A", "Confidence": 0.991, "X1": 0.46053, "Y1": 0.6092, "X2": 0.46842, "Y2": 0.609, "X3": 0.46711, "Y3": 0.6198, "X4": 0.45921, "Y4": 0.6198, "page": 0, "Index": 464}, {"Word": "question", "Confidence": 0.882, "X1": 0.47368, "Y1": 0.6102, "X2": 0.52368, "Y2": 0.61, "X3": 0.52237, "Y3": 0.6208, "X4": 0.47237, "Y4": 0.6198, "page": 0, "Index": 465}, {"Word": "as", "Confidence": 0.997, "X1": 0.52763, "Y1": 0.6102, "X2": 0.54342, "Y2": 0.61, "X3": 0.54211, "Y3": 0.6208, "X4": 0.52632, "Y4": 0.6208, "page": 0, "Index": 466}, {"Word": "to", "Confidence": 0.991, "X1": 0.54605, "Y1": 0.6102, "X2": 0.55921, "Y2": 0.61, "X3": 0.55789, "Y3": 0.6208, "X4": 0.54474, "Y4": 0.6208, "page": 0, "Index": 467}, {"Word": "how", "Confidence": 0.998, "X1": 0.56316, "Y1": 0.6102, "X2": 0.58816, "Y2": 0.61, "X3": 0.58684, "Y3": 0.6208, "X4": 0.56184, "Y4": 0.6208, "page": 0, "Index": 468}, {"Word": "active", "Confidence": 0.939, "X1": 0.59211, "Y1": 0.6102, "X2": 0.63026, "Y2": 0.61, "X3": 0.62895, "Y3": 0.6208, "X4": 0.59079, "Y4": 0.6208, "page": 0, "Index": 469}, {"Word": "a", "Confidence": 0.666, "X1": 0.63289, "Y1": 0.6112, "X2": 0.64079, "Y2": 0.611, "X3": 0.63947, "Y3": 0.6208, "X4": 0.63158, "Y4": 0.6208, "page": 0, "Index": 470}, {"Word": "Three", "Confidence": 0.994, "X1": 0.06447, "Y1": 0.6172, "X2": 0.10263, "Y2": 0.617, "X3": 0.10132, "Y3": 0.6288, "X4": 0.06316, "Y4": 0.6278, "page": 0, "Index": 471}, {"Word": "physicians,", "Confidence": 0.605, "X1": 0.10789, "Y1": 0.6172, "X2": 0.18158, "Y2": 0.617, "X3": 0.18158, "Y3": 0.6288, "X4": 0.10789, "Y4": 0.6288, "page": 0, "Index": 472}, {"Word": "an", "Confidence": 0.312, "X1": 0.18553, "Y1": 0.6172, "X2": 0.20263, "Y2": 0.617, "X3": 0.20132, "Y3": 0.6288, "X4": 0.18421, "Y4": 0.6288, "page": 0, "Index": 473}, {"Word": "life", "Confidence": 0.949, "X1": 0.44605, "Y1": 0.6202, "X2": 0.46842, "Y2": 0.62, "X3": 0.46711, "Y3": 0.6298, "X4": 0.44474, "Y4": 0.6298, "page": 0, "Index": 474}, {"Word": "Mr.", "Confidence": 0.443, "X1": 0.47237, "Y1": 0.6202, "X2": 0.49737, "Y2": 0.62, "X3": 0.49605, "Y3": 0.6298, "X4": 0.47105, "Y4": 0.6298, "page": 0, "Index": 475}, {"Word": "Godfrey", "Confidence": 0.556, "X1": 0.5, "Y1": 0.6202, "X2": 0.55, "Y2": 0.62, "X3": 0.54868, "Y3": 0.6308, "X4": 0.49868, "Y4": 0.6298, "page": 0, "Index": 476}, {"Word": "could", "Confidence": 0.761, "X1": 0.55526, "Y1": 0.6202, "X2": 0.58947, "Y2": 0.62, "X3": 0.58947, "Y3": 0.6308, "X4": 0.55526, "Y4": 0.6308, "page": 0, "Index": 477}, {"Word": "lead", "Confidence": 0.705, "X1": 0.59605, "Y1": 0.6202, "X2": 0.62105, "Y2": 0.62, "X3": 0.62105, "Y3": 0.6308, "X4": 0.59474, "Y4": 0.6308, "page": 0, "Index": 478}, {"Word": "-", "Confidence": 0.676, "X1": 0.62763, "Y1": 0.6202, "X2": 0.63553, "Y2": 0.62, "X3": 0.63421, "Y3": 0.6308, "X4": 0.62763, "Y4": 0.6308, "page": 0, "Index": 479}, {"Word": "thetist", "Confidence": 0.853, "X1": 0.05, "Y1": 0.6292, "X2": 0.09342, "Y2": 0.629, "X3": 0.09342, "Y3": 0.6398, "X4": 0.05, "Y4": 0.6408, "page": 0, "Index": 480}, {"Word": "and", "Confidence": 0.998, "X1": 0.1, "Y1": 0.6292, "X2": 0.125, "Y2": 0.629, "X3": 0.12368, "Y3": 0.6398, "X4": 0.09868, "Y4": 0.6398, "page": 0, "Index": 481}, {"Word": "three", "Confidence": 0.886, "X1": 0.13289, "Y1": 0.6282, "X2": 0.16842, "Y2": 0.628, "X3": 0.16711, "Y3": 0.6398, "X4": 0.13289, "Y4": 0.6398, "page": 0, "Index": 482}, {"Word": "nurses", "Confidence": 0.684, "X1": 0.175, "Y1": 0.6282, "X2": 0.21842, "Y2": 0.628, "X3": 0.21842, "Y3": 0.6398, "X4": 0.175, "Y4": 0.6398, "page": 0, "Index": 483}, {"Word": "at-", "Confidence": 0.64, "X1": 0.225, "Y1": 0.6282, "X2": 0.24737, "Y2": 0.628, "X3": 0.24737, "Y3": 0.6398, "X4": 0.22368, "Y4": 0.6398, "page": 0, "Index": 484}, {"Word": "to", "Confidence": 0.931, "X1": 0.25132, "Y1": 0.6372, "X2": 0.26316, "Y2": 0.637, "X3": 0.26447, "Y3": 0.6468, "X4": 0.25132, "Y4": 0.6468, "page": 0, "Index": 485}, {"Word": "It", "Confidence": 0.806, "X1": 0.26316, "Y1": 0.6282, "X2": 0.275, "Y2": 0.628, "X3": 0.275, "Y3": 0.6398, "X4": 0.26184, "Y4": 0.6398, "page": 0, "Index": 486}, {"Word": "regard", "Confidence": 0.991, "X1": 0.26579, "Y1": 0.6382, "X2": 0.30921, "Y2": 0.638, "X3": 0.30921, "Y3": 0.6478, "X4": 0.26711, "Y4": 0.6468, "page": 0, "Index": 487}, {"Word": "is", "Confidence": 0.993, "X1": 0.27895, "Y1": 0.6282, "X2": 0.29079, "Y2": 0.628, "X3": 0.28947, "Y3": 0.6388, "X4": 0.27763, "Y4": 0.6388, "page": 0, "Index": 488}, {"Word": "generw-", "Confidence": 0.188, "X1": 0.29342, "Y1": 0.6282, "X2": 0.34079, "Y2": 0.628, "X3": 0.34079, "Y3": 0.6398, "X4": 0.29342, "Y4": 0.6388, "page": 0, "Index": 489}, {"Word": "a", "Confidence": 0.995, "X1": 0.31316, "Y1": 0.6382, "X2": 0.32237, "Y2": 0.638, "X3": 0.32237, "Y3": 0.6478, "X4": 0.31447, "Y4": 0.6478, "page": 0, "Index": 490}, {"Word": "medical", "Confidence": 0.945, "X1": 0.34342, "Y1": 0.6282, "X2": 0.38947, "Y2": 0.628, "X3": 0.38947, "Y3": 0.6398, "X4": 0.34342, "Y4": 0.6398, "page": 0, "Index": 491}, {"Word": "practice", "Confidence": 0.948, "X1": 0.39211, "Y1": 0.6282, "X2": 0.44342, "Y2": 0.628, "X3": 0.44342, "Y3": 0.6398, "X4": 0.39211, "Y4": 0.6398, "page": 0, "Index": 492}, {"Word": "whether.", "Confidence": 0.856, "X1": 0.44737, "Y1": 0.6292, "X2": 0.50132, "Y2": 0.629, "X3": 0.50132, "Y3": 0.6398, "X4": 0.44605, "Y4": 0.6398, "page": 0, "Index": 493}, {"Word": "for", "Confidence": 0.63, "X1": 0.50395, "Y1": 0.6292, "X2": 0.525, "Y2": 0.629, "X3": 0.525, "Y3": 0.6408, "X4": 0.50395, "Y4": 0.6398, "page": 0, "Index": 494}, {"Word": "example,", "Confidence": 0.619, "X1": 0.52763, "Y1": 0.6302, "X2": 0.58289, "Y2": 0.63, "X3": 0.58289, "Y3": 0.6408, "X4": 0.52763, "Y4": 0.6408, "page": 0, "Index": 495}, {"Word": "he", "Confidence": 0.993, "X1": 0.58684, "Y1": 0.6302, "X2": 0.60526, "Y2": 0.63, "X3": 0.60526, "Y3": 0.6408, "X4": 0.58684, "Y4": 0.6408, "page": 0, "Index": 496}, {"Word": "cou't", "Confidence": 0.658, "X1": 0.60789, "Y1": 0.6312, "X2": 0.63947, "Y2": 0.631, "X3": 0.63947, "Y3": 0.6418, "X4": 0.60789, "Y4": 0.6418, "page": 0, "Index": 497}, {"Word": "tended", "Confidence": 0.607, "X1": 0.05, "Y1": 0.6402, "X2": 0.09211, "Y2": 0.64, "X3": 0.09211, "Y3": 0.6518, "X4": 0.05, "Y4": 0.6518, "page": 0, "Index": 498}, {"Word": "Mr.", "Confidence": 0.99, "X1": 0.09474, "Y1": 0.6402, "X2": 0.11974, "Y2": 0.64, "X3": 0.11974, "Y3": 0.6518, "X4": 0.09474, "Y4": 0.6518, "page": 0, "Index": 499}, {"Word": "Godfrey", "Confidence": 0.958, "X1": 0.12237, "Y1": 0.6402, "X2": 0.175, "Y2": 0.64, "X3": 0.175, "Y3": 0.6518, "X4": 0.12237, "Y4": 0.6518, "page": 0, "Index": 500}, {"Word": "in", "Confidence": 0.997, "X1": 0.17763, "Y1": 0.6402, "X2": 0.19342, "Y2": 0.64, "X3": 0.19211, "Y3": 0.6518, "X4": 0.17763, "Y4": 0.6518, "page": 0, "Index": 501}, {"Word": "the", "Confidence": 0.998, "X1": 0.19605, "Y1": 0.6412, "X2": 0.21842, "Y2": 0.641, "X3": 0.21842, "Y3": 0.6528, "X4": 0.19605, "Y4": 0.6518, "page": 0, "Index": 502}, {"Word": "op-", "Confidence": 0.998, "X1": 0.22237, "Y1": 0.6412, "X2": 0.24737, "Y2": 0.641, "X3": 0.24605, "Y3": 0.6528, "X4": 0.22105, "Y4": 0.6528, "page": 0, "Index": 503}, {"Word": "tentially", "Confidence": 0.681, "X1": 0.25, "Y1": 0.6472, "X2": 0.30263, "Y2": 0.647, "X3": 0.30395, "Y3": 0.6578, "X4": 0.25, "Y4": 0.6568, "page": 0, "Index": 504}, {"Word": "alive", "Confidence": 0.877, "X1": 0.30658, "Y1": 0.6482, "X2": 0.33553, "Y2": 0.648, "X3": 0.33553, "Y3": 0.6578, "X4": 0.30658, "Y4": 0.6578, "page": 0, "Index": 505}, {"Word": "cancer", "Confidence": 0.991, "X1": 0.32763, "Y1": 0.6382, "X2": 0.36842, "Y2": 0.638, "X3": 0.36842, "Y3": 0.6488, "X4": 0.32763, "Y4": 0.6488, "page": 0, "Index": 506}, {"Word": "as", "Confidence": 0.996, "X1": 0.37105, "Y1": 0.6392, "X2": 0.38684, "Y2": 0.639, "X3": 0.38684, "Y3": 0.6488, "X4": 0.37237, "Y4": 0.6488, "page": 0, "Index": 507}, {"Word": "still", "Confidence": 0.966, "X1": 0.38947, "Y1": 0.6392, "X2": 0.41579, "Y2": 0.639, "X3": 0.41711, "Y3": 0.6498, "X4": 0.38947, "Y4": 0.6488, "page": 0, "Index": 508}, {"Word": "po-", "Confidence": 0.808, "X1": 0.41974, "Y1": 0.6392, "X2": 0.44342, "Y2": 0.639, "X3": 0.44342, "Y3": 0.6498, "X4": 0.41974, "Y4": 0.6498, "page": 0, "Index": 509}, {"Word": "continue", "Confidence": 0.966, "X1": 0.44605, "Y1": 0.6402, "X2": 0.5, "Y2": 0.64, "X3": 0.5, "Y3": 0.6498, "X4": 0.44605, "Y4": 0.6498, "page": 0, "Index": 510}, {"Word": "his", "Confidence": 0.938, "X1": 0.50658, "Y1": 0.6402, "X2": 0.52632, "Y2": 0.64, "X3": 0.52632, "Y3": 0.6508, "X4": 0.50526, "Y4": 0.6508, "page": 0, "Index": 511}, {"Word": "favorite", "Confidence": 0.79, "X1": 0.53026, "Y1": 0.6402, "X2": 0.58158, "Y2": 0.64, "X3": 0.58158, "Y3": 0.6508, "X4": 0.53026, "Y4": 0.6508, "page": 0, "Index": 512}, {"Word": "sport", "Confidence": 0.878, "X1": 0.58816, "Y1": 0.6402, "X2": 0.62237, "Y2": 0.64, "X3": 0.62105, "Y3": 0.6508, "X4": 0.58684, "Y4": 0.6508, "page": 0, "Index": 513}, {"Word": "c'", "Confidence": 0.166, "X1": 0.62763, "Y1": 0.6412, "X2": 0.63947, "Y2": 0.641, "X3": 0.63947, "Y3": 0.6508, "X4": 0.62632, "Y4": 0.6508, "page": 0, "Index": 514}, {"Word": "erating", "Confidence": 0.645, "X1": 0.05, "Y1": 0.6522, "X2": 0.09474, "Y2": 0.652, "X3": 0.09474, "Y3": 0.6638, "X4": 0.05, "Y4": 0.6638, "page": 0, "Index": 515}, {"Word": "room,", "Confidence": 0.817, "X1": 0.10132, "Y1": 0.6522, "X2": 0.14211, "Y2": 0.652, "X3": 0.14079, "Y3": 0.6638, "X4": 0.10132, "Y4": 0.6638, "page": 0, "Index": 516}, {"Word": "from", "Confidence": 0.983, "X1": 0.14474, "Y1": 0.6522, "X2": 0.17237, "Y2": 0.652, "X3": 0.17105, "Y3": 0.6638, "X4": 0.14342, "Y4": 0.6638, "page": 0, "Index": 517}, {"Word": "which", "Confidence": 0.996, "X1": 0.18421, "Y1": 0.6522, "X2": 0.22105, "Y2": 0.652, "X3": 0.21974, "Y3": 0.6638, "X4": 0.18289, "Y4": 0.6638, "page": 0, "Index": 518}, {"Word": "he", "Confidence": 0.953, "X1": 0.22763, "Y1": 0.6522, "X2": 0.24605, "Y2": 0.652, "X3": 0.24474, "Y3": 0.6638, "X4": 0.22763, "Y4": 0.6638, "page": 0, "Index": 519}, {"Word": "e", "Confidence": 0.424, "X1": 0.23947, "Y1": 0.6562, "X2": 0.24605, "Y2": 0.656, "X3": 0.24737, "Y3": 0.6678, "X4": 0.24079, "Y4": 0.6678, "page": 0, "Index": 520}, {"Word": "years", "Confidence": 0.847, "X1": 0.25, "Y1": 0.6572, "X2": 0.28421, "Y2": 0.657, "X3": 0.28553, "Y3": 0.6678, "X4": 0.25, "Y4": 0.6678, "page": 0, "Index": 521}, {"Word": "pass", "Confidence": 0.982, "X1": 0.28947, "Y1": 0.6572, "X2": 0.31974, "Y2": 0.657, "X3": 0.32105, "Y3": 0.6678, "X4": 0.28947, "Y4": 0.6678, "page": 0, "Index": 522}, {"Word": "intil", "Confidence": 0.631, "X1": 0.33816, "Y1": 0.6482, "X2": 0.36842, "Y2": 0.648, "X3": 0.36842, "Y3": 0.6588, "X4": 0.33816, "Y4": 0.6578, "page": 0, "Index": 523}, {"Word": "at", "Confidence": 0.997, "X1": 0.37105, "Y1": 0.6482, "X2": 0.38421, "Y2": 0.648, "X3": 0.38421, "Y3": 0.6588, "X4": 0.37105, "Y4": 0.6588, "page": 0, "Index": 524}, {"Word": "least", "Confidence": 0.943, "X1": 0.38684, "Y1": 0.6492, "X2": 0.41579, "Y2": 0.649, "X3": 0.41579, "Y3": 0.6588, "X4": 0.38684, "Y4": 0.6588, "page": 0, "Index": 525}, {"Word": "five", "Confidence": 0.981, "X1": 0.41842, "Y1": 0.6492, "X2": 0.44342, "Y2": 0.649, "X3": 0.44211, "Y3": 0.6598, "X4": 0.41842, "Y4": 0.6588, "page": 0, "Index": 526}, {"Word": "flying,", "Confidence": 0.504, "X1": 0.44737, "Y1": 0.6492, "X2": 0.48684, "Y2": 0.649, "X3": 0.48684, "Y3": 0.6598, "X4": 0.44605, "Y4": 0.6598, "page": 0, "Index": 527}, {"Word": "with", "Confidence": 0.691, "X1": 0.48947, "Y1": 0.6502, "X2": 0.51711, "Y2": 0.65, "X3": 0.51711, "Y3": 0.6598, "X4": 0.48947, "Y4": 0.6598, "page": 0, "Index": 528}, {"Word": "one", "Confidence": 0.957, "X1": 0.51974, "Y1": 0.6502, "X2": 0.54211, "Y2": 0.65, "X3": 0.54211, "Y3": 0.6608, "X4": 0.51974, "Y4": 0.6598, "page": 0, "Index": 529}, {"Word": "lobe", "Confidence": 0.67, "X1": 0.54605, "Y1": 0.6502, "X2": 0.57105, "Y2": 0.65, "X3": 0.57105, "Y3": 0.6608, "X4": 0.54474, "Y4": 0.6608, "page": 0, "Index": 530}, {"Word": "of", "Confidence": 0.998, "X1": 0.575, "Y1": 0.6502, "X2": 0.58816, "Y2": 0.65, "X3": 0.58816, "Y3": 0.6608, "X4": 0.57368, "Y4": 0.6608, "page": 0, "Index": 531}, {"Word": "his", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.6502, "X2": 0.61053, "Y2": 0.65, "X3": 0.61053, "Y3": 0.6608, "X4": 0.59079, "Y4": 0.6608, "page": 0, "Index": 532}, {"Word": "lun", "Confidence": 0.632, "X1": 0.61447, "Y1": 0.6502, "X2": 0.63421, "Y2": 0.65, "X3": 0.63289, "Y3": 0.6608, "X4": 0.61316, "Y4": 0.6608, "page": 0, "Index": 533}, {"Word": "was", "Confidence": 0.998, "X1": 0.05132, "Y1": 0.6652, "X2": 0.075, "Y2": 0.665, "X3": 0.07368, "Y3": 0.6758, "X4": 0.05132, "Y4": 0.6758, "page": 0, "Index": 534}, {"Word": "taken", "Confidence": 0.994, "X1": 0.08026, "Y1": 0.6642, "X2": 0.11447, "Y2": 0.664, "X3": 0.11447, "Y3": 0.6758, "X4": 0.07895, "Y4": 0.6758, "page": 0, "Index": 535}, {"Word": "at", "Confidence": 0.878, "X1": 0.12105, "Y1": 0.6642, "X2": 0.13684, "Y2": 0.664, "X3": 0.13553, "Y3": 0.6758, "X4": 0.12105, "Y4": 0.6758, "page": 0, "Index": 536}, {"Word": "1:25", "Confidence": 0.841, "X1": 0.14211, "Y1": 0.6652, "X2": 0.16974, "Y2": 0.665, "X3": 0.16842, "Y3": 0.6758, "X4": 0.14211, "Y4": 0.6758, "page": 0, "Index": 537}, {"Word": "p.", "Confidence": 0.996, "X1": 0.17368, "Y1": 0.6652, "X2": 0.19079, "Y2": 0.665, "X3": 0.18947, "Y3": 0.6758, "X4": 0.17368, "Y4": 0.6758, "page": 0, "Index": 538}, {"Word": "m.", "Confidence": 0.991, "X1": 0.19342, "Y1": 0.6652, "X2": 0.21316, "Y2": 0.665, "X3": 0.21316, "Y3": 0.6758, "X4": 0.19211, "Y4": 0.6758, "page": 0, "Index": 539}, {"Word": "to", "Confidence": 0.624, "X1": 0.21579, "Y1": 0.6662, "X2": 0.23026, "Y2": 0.666, "X3": 0.23026, "Y3": 0.6758, "X4": 0.21579, "Y4": 0.6758, "page": 0, "Index": 540}, {"Word": "&france.", "Confidence": 0.616, "X1": 0.23421, "Y1": 0.6682, "X2": 0.29211, "Y2": 0.668, "X3": 0.29211, "Y3": 0.6768, "X4": 0.23421, "Y4": 0.6758, "page": 0, "Index": 541}, {"Word": "without", "Confidence": 0.723, "X1": 0.32632, "Y1": 0.6582, "X2": 0.375, "Y2": 0.658, "X3": 0.37632, "Y3": 0.6688, "X4": 0.32632, "Y4": 0.6678, "page": 0, "Index": 542}, {"Word": "its", "Confidence": 0.93, "X1": 0.37895, "Y1": 0.6582, "X2": 0.39737, "Y2": 0.658, "X3": 0.39868, "Y3": 0.6688, "X4": 0.37895, "Y4": 0.6688, "page": 0, "Index": 543}, {"Word": "recur-", "Confidence": 0.615, "X1": 0.40263, "Y1": 0.6592, "X2": 0.44342, "Y2": 0.659, "X3": 0.44474, "Y3": 0.6698, "X4": 0.40395, "Y4": 0.6688, "page": 0, "Index": 544}, {"Word": "removed", "Confidence": 0.641, "X1": 0.44605, "Y1": 0.6592, "X2": 0.49737, "Y2": 0.659, "X3": 0.49868, "Y3": 0.6698, "X4": 0.44737, "Y4": 0.6698, "page": 0, "Index": 545}, {"Word": "-", "Confidence": 0.65, "X1": 0.50132, "Y1": 0.6602, "X2": 0.50921, "Y2": 0.66, "X3": 0.51053, "Y3": 0.6698, "X4": 0.50132, "Y4": 0.6698, "page": 0, "Index": 546}, {"Word": "the", "Confidence": 0.97, "X1": 0.52105, "Y1": 0.6602, "X2": 0.54211, "Y2": 0.66, "X3": 0.54211, "Y3": 0.6708, "X4": 0.52105, "Y4": 0.6708, "page": 0, "Index": 547}, {"Word": "physicians", "Confidence": 0.644, "X1": 0.54474, "Y1": 0.6602, "X2": 0.61316, "Y2": 0.66, "X3": 0.61316, "Y3": 0.6718, "X4": 0.54474, "Y4": 0.6708, "page": 0, "Index": 548}, {"Word": "sau", "Confidence": 0.629, "X1": 0.61579, "Y1": 0.6612, "X2": 0.63816, "Y2": 0.661, "X3": 0.63816, "Y3": 0.6728, "X4": 0.61579, "Y4": 0.6718, "page": 0, "Index": 549}, {"Word": "[recovery", "Confidence": 0.597, "X1": 0.04737, "Y1": 0.6762, "X2": 0.10132, "Y2": 0.676, "X3": 0.10132, "Y3": 0.6868, "X4": 0.04868, "Y4": 0.6878, "page": 0, "Index": 550}, {"Word": "room", "Confidence": 0.981, "X1": 0.11316, "Y1": 0.6762, "X2": 0.14211, "Y2": 0.676, "X3": 0.14211, "Y3": 0.6868, "X4": 0.11316, "Y4": 0.6868, "page": 0, "Index": 551}, {"Word": "...", "Confidence": 0.013, "X1": 0.14737, "Y1": 0.6762, "X2": 0.15789, "Y2": 0.676, "X3": 0.15789, "Y3": 0.6868, "X4": 0.14737, "Y4": 0.6868, "page": 0, "Index": 552}, {"Word": "where,", "Confidence": 0.833, "X1": 0.16053, "Y1": 0.6762, "X2": 0.20395, "Y2": 0.676, "X3": 0.20395, "Y3": 0.6878, "X4": 0.16053, "Y4": 0.6878, "page": 0, "Index": 553}, {"Word": "Wife", "Confidence": 0.966, "X1": 0.3, "Y1": 0.6762, "X2": 0.33026, "Y2": 0.676, "X3": 0.32895, "Y3": 0.6878, "X4": 0.3, "Y4": 0.6868, "page": 0, "Index": 554}, {"Word": "Vislts", "Confidence": 0.687, "X1": 0.33289, "Y1": 0.6772, "X2": 0.36579, "Y2": 0.677, "X3": 0.36447, "Y3": 0.6878, "X4": 0.33158, "Y4": 0.6878, "page": 0, "Index": 555}, {"Word": "Him", "Confidence": 0.992, "X1": 0.36842, "Y1": 0.6772, "X2": 0.39211, "Y2": 0.677, "X3": 0.39079, "Y3": 0.6878, "X4": 0.36711, "Y4": 0.6878, "page": 0, "Index": 556}, {"Word": "could", "Confidence": 0.617, "X1": 0.44737, "Y1": 0.6702, "X2": 0.48026, "Y2": 0.67, "X3": 0.48026, "Y3": 0.6808, "X4": 0.44737, "Y4": 0.6808, "page": 0, "Index": 557}, {"Word": "not", "Confidence": 0.555, "X1": 0.48421, "Y1": 0.6702, "X2": 0.50658, "Y2": 0.67, "X3": 0.50658, "Y3": 0.6808, "X4": 0.48421, "Y4": 0.6808, "page": 0, "Index": 558}, {"Word": "be", "Confidence": 0.953, "X1": 0.50921, "Y1": 0.6702, "X2": 0.52632, "Y2": 0.67, "X3": 0.52632, "Y3": 0.6808, "X4": 0.50921, "Y4": 0.6808, "page": 0, "Index": 559}, {"Word": "answered", "Confidence": 0.995, "X1": 0.52895, "Y1": 0.6702, "X2": 0.58684, "Y2": 0.67, "X3": 0.58816, "Y3": 0.6808, "X4": 0.52895, "Y4": 0.6808, "page": 0, "Index": 560}, {"Word": "\"al", "Confidence": 0.62, "X1": 0.59211, "Y1": 0.6702, "X2": 0.61316, "Y2": 0.67, "X3": 0.61316, "Y3": 0.6808, "X4": 0.59211, "Y4": 0.6808, "page": 0, "Index": 561}, {"Word": "thi", "Confidence": 0.707, "X1": 0.61579, "Y1": 0.6692, "X2": 0.63684, "Y2": 0.669, "X3": 0.63684, "Y3": 0.6808, "X4": 0.61711, "Y4": 0.6808, "page": 0, "Index": 562}, {"Word": "three", "Confidence": 0.991, "X1": 0.21053, "Y1": 0.6772, "X2": 0.24474, "Y2": 0.677, "X3": 0.24474, "Y3": 0.6888, "X4": 0.21053, "Y4": 0.6878, "page": 0, "Index": 563}, {"Word": "hours", "Confidence": 0.81, "X1": 0.05, "Y1": 0.6882, "X2": 0.08684, "Y2": 0.688, "X3": 0.08684, "Y3": 0.6988, "X4": 0.05, "Y4": 0.6988, "page": 0, "Index": 564}, {"Word": "later,\"a", "Confidence": 0.478, "X1": 0.09079, "Y1": 0.6882, "X2": 0.13816, "Y2": 0.688, "X3": 0.13684, "Y3": 0.6988, "X4": 0.08947, "Y4": 0.6988, "page": 0, "Index": 565}, {"Word": "spokesman", "Confidence": 0.629, "X1": 0.14474, "Y1": 0.6882, "X2": 0.21184, "Y2": 0.688, "X3": 0.21184, "Y3": 0.6998, "X4": 0.14474, "Y4": 0.6988, "page": 0, "Index": 566}, {"Word": "'sald", "Confidence": 0.634, "X1": 0.21447, "Y1": 0.6882, "X2": 0.24474, "Y2": 0.688, "X3": 0.24474, "Y3": 0.6998, "X4": 0.21447, "Y4": 0.6998, "page": 0, "Index": 567}, {"Word": "Several", "Confidence": 0.994, "X1": 0.26316, "Y1": 0.6912, "X2": 0.31184, "Y2": 0.691, "X3": 0.31053, "Y3": 0.7008, "X4": 0.26316, "Y4": 0.7018, "page": 0, "Index": 568}, {"Word": "weeks", "Confidence": 0.991, "X1": 0.31447, "Y1": 0.6912, "X2": 0.35132, "Y2": 0.691, "X3": 0.35, "Y3": 0.7008, "X4": 0.31447, "Y4": 0.7008, "page": 0, "Index": 569}, {"Word": "ago,", "Confidence": 0.852, "X1": 0.35395, "Y1": 0.6912, "X2": 0.38026, "Y2": 0.691, "X3": 0.37895, "Y3": 0.7008, "X4": 0.35395, "Y4": 0.7008, "page": 0, "Index": 570}, {"Word": "Mr.", "Confidence": 0.817, "X1": 0.38289, "Y1": 0.6902, "X2": 0.40789, "Y2": 0.69, "X3": 0.40658, "Y3": 0.7008, "X4": 0.38289, "Y4": 0.7008, "page": 0, "Index": 571}, {"Word": "God-", "Confidence": 0.963, "X1": 0.41053, "Y1": 0.6902, "X2": 0.44342, "Y2": 0.69, "X3": 0.44342, "Y3": 0.7008, "X4": 0.40921, "Y4": 0.7008, "page": 0, "Index": 572}, {"Word": "Mr.", "Confidence": 0.638, "X1": 0.45921, "Y1": 0.6902, "X2": 0.48684, "Y2": 0.69, "X3": 0.48553, "Y3": 0.7008, "X4": 0.45789, "Y4": 0.7008, "page": 0, "Index": 573}, {"Word": "Godfrey", "Confidence": 0.848, "X1": 0.49342, "Y1": 0.6912, "X2": 0.54342, "Y2": 0.691, "X3": 0.54211, "Y3": 0.7008, "X4": 0.49211, "Y4": 0.7008, "page": 0, "Index": 574}, {"Word": "underwent", "Confidence": 0.67, "X1": 0.55526, "Y1": 0.6912, "X2": 0.62368, "Y2": 0.691, "X3": 0.62237, "Y3": 0.7008, "X4": 0.55395, "Y4": 0.7008, "page": 0, "Index": 575}, {"Word": ".", "Confidence": 0.004, "X1": 0.63289, "Y1": 0.6912, "X2": 0.64079, "Y2": 0.691, "X3": 0.63947, "Y3": 0.7008, "X4": 0.63158, "Y4": 0.7008, "page": 0, "Index": 576}, {"Word": "This", "Confidence": 0.435, "X1": 0.04474, "Y1": 0.6992, "X2": 0.06842, "Y2": 0.699, "X3": 0.06842, "Y3": 0.7098, "X4": 0.04474, "Y4": 0.7098, "page": 0, "Index": 577}, {"Word": "condition", "Confidence": 0.302, "X1": 0.07105, "Y1": 0.7002, "X2": 0.13026, "Y2": 0.7, "X3": 0.13026, "Y3": 0.7108, "X4": 0.07105, "Y4": 0.7098, "page": 0, "Index": 578}, {"Word": "\"continues", "Confidence": 0.615, "X1": 0.13421, "Y1": 0.7002, "X2": 0.20132, "Y2": 0.7, "X3": 0.20132, "Y3": 0.7118, "X4": 0.13421, "Y4": 0.7108, "page": 0, "Index": 579}, {"Word": "good.\"", "Confidence": 0.655, "X1": 0.20395, "Y1": 0.7002, "X2": 0.24737, "Y2": 0.7, "X3": 0.24605, "Y3": 0.7118, "X4": 0.20395, "Y4": 0.7118, "page": 0, "Index": 580}, {"Word": "frey", "Confidence": 0.991, "X1": 0.25, "Y1": 0.7002, "X2": 0.275, "Y2": 0.7, "X3": 0.275, "Y3": 0.7118, "X4": 0.25, "Y4": 0.7118, "page": 0, "Index": 581}, {"Word": "compinined", "Confidence": 0.944, "X1": 0.27895, "Y1": 0.7002, "X2": 0.35, "Y2": 0.7, "X3": 0.35, "Y3": 0.7118, "X4": 0.27895, "Y4": 0.7118, "page": 0, "Index": 582}, {"Word": "of", "Confidence": 0.996, "X1": 0.35395, "Y1": 0.7002, "X2": 0.36711, "Y2": 0.7, "X3": 0.36711, "Y3": 0.7118, "X4": 0.35263, "Y4": 0.7118, "page": 0, "Index": 583}, {"Word": "pain", "Confidence": 0.774, "X1": 0.36974, "Y1": 0.7002, "X2": 0.39868, "Y2": 0.7, "X3": 0.39868, "Y3": 0.7118, "X4": 0.36974, "Y4": 0.7118, "page": 0, "Index": 584}, {"Word": "in", "Confidence": 0.998, "X1": 0.40263, "Y1": 0.7002, "X2": 0.41711, "Y2": 0.7, "X3": 0.41711, "Y3": 0.7118, "X4": 0.40132, "Y4": 0.7118, "page": 0, "Index": 585}, {"Word": "the", "Confidence": 0.998, "X1": 0.42105, "Y1": 0.7002, "X2": 0.44342, "Y2": 0.7, "X3": 0.44211, "Y3": 0.7118, "X4": 0.42105, "Y4": 0.7118, "page": 0, "Index": 586}, {"Word": "strious", "Confidence": 0.907, "X1": 0.44605, "Y1": 0.7002, "X2": 0.48947, "Y2": 0.7, "X3": 0.48947, "Y3": 0.7118, "X4": 0.44605, "Y4": 0.7118, "page": 0, "Index": 587}, {"Word": "operation", "Confidence": 0.662, "X1": 0.49211, "Y1": 0.7002, "X2": 0.55, "Y2": 0.7, "X3": 0.55, "Y3": 0.7118, "X4": 0.49211, "Y4": 0.7118, "page": 0, "Index": 588}, {"Word": "in", "Confidence": 0.997, "X1": 0.55395, "Y1": 0.7002, "X2": 0.56974, "Y2": 0.7, "X3": 0.56842, "Y3": 0.7118, "X4": 0.55395, "Y4": 0.7118, "page": 0, "Index": 589}, {"Word": "1953", "Confidence": 0.906, "X1": 0.57237, "Y1": 0.7002, "X2": 0.60132, "Y2": 0.7, "X3": 0.60132, "Y3": 0.7108, "X4": 0.57237, "Y4": 0.7118, "page": 0, "Index": 590}, {"Word": "to", "Confidence": 0.998, "X1": 0.60395, "Y1": 0.7002, "X2": 0.61711, "Y2": 0.7, "X3": 0.61711, "Y3": 0.7108, "X4": 0.60395, "Y4": 0.7108, "page": 0, "Index": 591}, {"Word": "re", "Confidence": 0.991, "X1": 0.61974, "Y1": 0.7002, "X2": 0.63684, "Y2": 0.7, "X3": 0.63684, "Y3": 0.7108, "X4": 0.61974, "Y4": 0.7108, "page": 0, "Index": 592}, {"Word": "The", "Confidence": 0.998, "X1": 0.06316, "Y1": 0.7122, "X2": 0.08947, "Y2": 0.712, "X3": 0.08947, "Y3": 0.7238, "X4": 0.06316, "Y4": 0.7238, "page": 0, "Index": 593}, {"Word": "attending'", "Confidence": 0.483, "X1": 0.09474, "Y1": 0.7122, "X2": 0.16053, "Y2": 0.712, "X3": 0.16053, "Y3": 0.7238, "X4": 0.09474, "Y4": 0.7238, "page": 0, "Index": 594}, {"Word": "surgeons,", "Confidence": 0.943, "X1": 0.16316, "Y1": 0.7122, "X2": 0.22632, "Y2": 0.712, "X3": 0.22632, "Y3": 0.7228, "X4": 0.16316, "Y4": 0.7238, "page": 0, "Index": 595}, {"Word": "In", "Confidence": 0.955, "X1": 0.22895, "Y1": 0.7122, "X2": 0.24342, "Y2": 0.712, "X3": 0.24342, "Y3": 0.7228, "X4": 0.22895, "Y4": 0.7228, "page": 0, "Index": 596}, {"Word": "stomach", "Confidence": 0.862, "X1": 0.25, "Y1": 0.7122, "X2": 0.3, "Y2": 0.712, "X3": 0.3, "Y3": 0.7228, "X4": 0.25, "Y4": 0.7228, "page": 0, "Index": 597}, {"Word": "ares", "Confidence": 0.82, "X1": 0.30658, "Y1": 0.7122, "X2": 0.33553, "Y2": 0.712, "X3": 0.33553, "Y3": 0.7228, "X4": 0.30658, "Y4": 0.7228, "page": 0, "Index": 598}, {"Word": "and", "Confidence": 0.684, "X1": 0.33947, "Y1": 0.7112, "X2": 0.36447, "Y2": 0.711, "X3": 0.36447, "Y3": 0.7228, "X4": 0.33947, "Y4": 0.7228, "page": 0, "Index": 599}, {"Word": "X-rays", "Confidence": 0.632, "X1": 0.36974, "Y1": 0.7112, "X2": 0.41447, "Y2": 0.711, "X3": 0.41447, "Y3": 0.7218, "X4": 0.36974, "Y4": 0.7228, "page": 0, "Index": 600}, {"Word": "dis-", "Confidence": 0.941, "X1": 0.41711, "Y1": 0.7112, "X2": 0.44211, "Y2": 0.711, "X3": 0.44211, "Y3": 0.7218, "X4": 0.41711, "Y4": 0.7218, "page": 0, "Index": 601}, {"Word": "build", "Confidence": 0.608, "X1": 0.44605, "Y1": 0.7112, "X2": 0.47632, "Y2": 0.711, "X3": 0.47632, "Y3": 0.7218, "X4": 0.44605, "Y4": 0.7218, "page": 0, "Index": 602}, {"Word": "&", "Confidence": 0.13, "X1": 0.47895, "Y1": 0.7112, "X2": 0.48553, "Y2": 0.711, "X3": 0.48553, "Y3": 0.7218, "X4": 0.47895, "Y4": 0.7218, "page": 0, "Index": 603}, {"Word": "hip", "Confidence": 0.992, "X1": 0.48816, "Y1": 0.7112, "X2": 0.50789, "Y2": 0.711, "X3": 0.50789, "Y3": 0.7218, "X4": 0.48816, "Y4": 0.7218, "page": 0, "Index": 604}, {"Word": "shattered", "Confidence": 0.992, "X1": 0.51053, "Y1": 0.7102, "X2": 0.56842, "Y2": 0.71, "X3": 0.56842, "Y3": 0.7208, "X4": 0.51053, "Y4": 0.7218, "page": 0, "Index": 605}, {"Word": "in", "Confidence": 0.998, "X1": 0.57237, "Y1": 0.7102, "X2": 0.58553, "Y2": 0.71, "X3": 0.58553, "Y3": 0.7208, "X4": 0.57237, "Y4": 0.7208, "page": 0, "Index": 606}, {"Word": "an", "Confidence": 0.997, "X1": 0.58816, "Y1": 0.7102, "X2": 0.60395, "Y2": 0.71, "X3": 0.60395, "Y3": 0.7208, "X4": 0.58816, "Y4": 0.7208, "page": 0, "Index": 607}, {"Word": "auto", "Confidence": 0.934, "X1": 0.60658, "Y1": 0.7102, "X2": 0.63553, "Y2": 0.71, "X3": 0.63553, "Y3": 0.7208, "X4": 0.60658, "Y4": 0.7208, "page": 0, "Index": 608}, {"Word": "reply", "Confidence": 0.773, "X1": 0.05, "Y1": 0.7242, "X2": 0.08158, "Y2": 0.724, "X3": 0.08158, "Y3": 0.7358, "X4": 0.05, "Y4": 0.7358, "page": 0, "Index": 609}, {"Word": "to", "Confidence": 0.998, "X1": 0.08421, "Y1": 0.7242, "X2": 0.09868, "Y2": 0.724, "X3": 0.09868, "Y3": 0.7358, "X4": 0.08421, "Y4": 0.7358, "page": 0, "Index": 610}, {"Word": "questions", "Confidence": 0.967, "X1": 0.10263, "Y1": 0.7242, "X2": 0.15921, "Y2": 0.724, "X3": 0.15789, "Y3": 0.7348, "X4": 0.10132, "Y4": 0.7348, "page": 0, "Index": 611}, {"Word": "submitted", "Confidence": 0.905, "X1": 0.16184, "Y1": 0.7242, "X2": 0.22368, "Y2": 0.724, "X3": 0.22368, "Y3": 0.7358, "X4": 0.16184, "Y4": 0.7348, "page": 0, "Index": 612}, {"Word": "by", "Confidence": 0.991, "X1": 0.22763, "Y1": 0.7242, "X2": 0.24474, "Y2": 0.724, "X3": 0.24474, "Y3": 0.7358, "X4": 0.22763, "Y4": 0.7358, "page": 0, "Index": 613}, {"Word": "closed", "Confidence": 0.169, "X1": 0.25, "Y1": 0.7212, "X2": 0.28684, "Y2": 0.721, "X3": 0.28684, "Y3": 0.7318, "X4": 0.25, "Y4": 0.7318, "page": 0, "Index": 614}, {"Word": "a", "Confidence": 0.05, "X1": 0.28947, "Y1": 0.7212, "X2": 0.29868, "Y2": 0.721, "X3": 0.29868, "Y3": 0.7318, "X4": 0.28947, "Y4": 0.7318, "page": 0, "Index": 615}, {"Word": "tumor", "Confidence": 0.848, "X1": 0.30263, "Y1": 0.7212, "X2": 0.33947, "Y2": 0.721, "X3": 0.34079, "Y3": 0.7318, "X4": 0.30263, "Y4": 0.7318, "page": 0, "Index": 616}, {"Word": "of", "Confidence": 0.969, "X1": 0.34342, "Y1": 0.7212, "X2": 0.35658, "Y2": 0.721, "X3": 0.35658, "Y3": 0.7318, "X4": 0.34342, "Y4": 0.7318, "page": 0, "Index": 617}, {"Word": "the", "Confidence": 0.992, "X1": 0.35921, "Y1": 0.7212, "X2": 0.37895, "Y2": 0.721, "X3": 0.37895, "Y3": 0.7318, "X4": 0.35921, "Y4": 0.7318, "page": 0, "Index": 618}, {"Word": "chest", "Confidence": 0.988, "X1": 0.38158, "Y1": 0.7212, "X2": 0.41447, "Y2": 0.721, "X3": 0.41447, "Y3": 0.7318, "X4": 0.38158, "Y4": 0.7318, "page": 0, "Index": 619}, {"Word": "just", "Confidence": 0.991, "X1": 0.41842, "Y1": 0.7212, "X2": 0.44474, "Y2": 0.721, "X3": 0.44474, "Y3": 0.7318, "X4": 0.41711, "Y4": 0.7318, "page": 0, "Index": 620}, {"Word": "mobile", "Confidence": 0.238, "X1": 0.44868, "Y1": 0.7202, "X2": 0.48947, "Y2": 0.72, "X3": 0.48947, "Y3": 0.7318, "X4": 0.44737, "Y4": 0.7318, "page": 0, "Index": 621}, {"Word": "accident", "Confidence": 0.508, "X1": 0.49211, "Y1": 0.7202, "X2": 0.54605, "Y2": 0.72, "X3": 0.54605, "Y3": 0.7308, "X4": 0.49211, "Y4": 0.7318, "page": 0, "Index": 622}, {"Word": "in", "Confidence": 0.997, "X1": 0.55, "Y1": 0.7202, "X2": 0.56447, "Y2": 0.72, "X3": 0.56447, "Y3": 0.7308, "X4": 0.54868, "Y4": 0.7308, "page": 0, "Index": 623}, {"Word": "1931.", "Confidence": 0.77, "X1": 0.57105, "Y1": 0.7202, "X2": 0.60526, "Y2": 0.72, "X3": 0.60395, "Y3": 0.7308, "X4": 0.56974, "Y4": 0.7308, "page": 0, "Index": 624}, {"Word": "Sinci", "Confidence": 0.603, "X1": 0.60789, "Y1": 0.7202, "X2": 0.64079, "Y2": 0.72, "X3": 0.63947, "Y3": 0.7308, "X4": 0.60658, "Y4": 0.7308, "page": 0, "Index": 625}, {"Word": "reporters,", "Confidence": 0.665, "X1": 0.05, "Y1": 0.7362, "X2": 0.10921, "Y2": 0.736, "X3": 0.10921, "Y3": 0.7478, "X4": 0.05, "Y4": 0.7478, "page": 0, "Index": 626}, {"Word": "said", "Confidence": 0.234, "X1": 0.11184, "Y1": 0.7352, "X2": 0.14079, "Y2": 0.735, "X3": 0.14079, "Y3": 0.7478, "X4": 0.11184, "Y4": 0.7478, "page": 0, "Index": 627}, {"Word": "it", "Confidence": 0.803, "X1": 0.14474, "Y1": 0.7352, "X2": 0.15789, "Y2": 0.735, "X3": 0.15789, "Y3": 0.7478, "X4": 0.14474, "Y4": 0.7478, "page": 0, "Index": 628}, {"Word": "would", "Confidence": 0.847, "X1": 0.16184, "Y1": 0.7362, "X2": 0.2, "Y2": 0.736, "X3": 0.2, "Y3": 0.7478, "X4": 0.16053, "Y4": 0.7478, "page": 0, "Index": 629}, {"Word": "be", "Confidence": 0.884, "X1": 0.20263, "Y1": 0.7362, "X2": 0.21974, "Y2": 0.736, "X3": 0.21974, "Y3": 0.7478, "X4": 0.20263, "Y4": 0.7478, "page": 0, "Index": 630}, {"Word": "\"at", "Confidence": 0.719, "X1": 0.22368, "Y1": 0.7362, "X2": 0.24474, "Y2": 0.736, "X3": 0.24474, "Y3": 0.7478, "X4": 0.22237, "Y4": 0.7478, "page": 0, "Index": 631}, {"Word": "below", "Confidence": 0.242, "X1": 0.25, "Y1": 0.7312, "X2": 0.28289, "Y2": 0.731, "X3": 0.28421, "Y3": 0.7418, "X4": 0.25132, "Y4": 0.7418, "page": 0, "Index": 632}, {"Word": "the", "Confidence": 0.994, "X1": 0.29079, "Y1": 0.7312, "X2": 0.31316, "Y2": 0.731, "X3": 0.31316, "Y3": 0.7418, "X4": 0.29079, "Y4": 0.7418, "page": 0, "Index": 633}, {"Word": "collarbone.", "Confidence": 0.722, "X1": 0.31711, "Y1": 0.7312, "X2": 0.38816, "Y2": 0.731, "X3": 0.38816, "Y3": 0.7418, "X4": 0.31711, "Y4": 0.7418, "page": 0, "Index": 634}, {"Word": "He", "Confidence": 0.995, "X1": 0.39342, "Y1": 0.7312, "X2": 0.41447, "Y2": 0.731, "X3": 0.41447, "Y3": 0.7418, "X4": 0.39342, "Y4": 0.7418, "page": 0, "Index": 635}, {"Word": "had", "Confidence": 0.996, "X1": 0.41711, "Y1": 0.7312, "X2": 0.44342, "Y2": 0.731, "X3": 0.44342, "Y3": 0.7418, "X4": 0.41711, "Y4": 0.7418, "page": 0, "Index": 636}, {"Word": "then", "Confidence": 0.979, "X1": 0.44737, "Y1": 0.7312, "X2": 0.47632, "Y2": 0.731, "X3": 0.47632, "Y3": 0.7418, "X4": 0.44737, "Y4": 0.7418, "page": 0, "Index": 637}, {"Word": "he", "Confidence": 0.991, "X1": 0.48158, "Y1": 0.7312, "X2": 0.5, "Y2": 0.731, "X3": 0.5, "Y3": 0.7418, "X4": 0.48158, "Y4": 0.7418, "page": 0, "Index": 638}, {"Word": "has", "Confidence": 0.942, "X1": 0.50263, "Y1": 0.7302, "X2": 0.52895, "Y2": 0.73, "X3": 0.52895, "Y3": 0.7418, "X4": 0.50263, "Y4": 0.7418, "page": 0, "Index": 639}, {"Word": "walked", "Confidence": 0.831, "X1": 0.53158, "Y1": 0.7302, "X2": 0.57632, "Y2": 0.73, "X3": 0.57632, "Y3": 0.7418, "X4": 0.53158, "Y4": 0.7418, "page": 0, "Index": 640}, {"Word": "with", "Confidence": 0.8, "X1": 0.58421, "Y1": 0.7302, "X2": 0.61184, "Y2": 0.73, "X3": 0.61184, "Y3": 0.7418, "X4": 0.58289, "Y4": 0.7418, "page": 0, "Index": 641}, {"Word": "dif", "Confidence": 0.847, "X1": 0.61711, "Y1": 0.7302, "X2": 0.63816, "Y2": 0.73, "X3": 0.63816, "Y3": 0.7418, "X4": 0.61711, "Y4": 0.7418, "page": 0, "Index": 642}, {"Word": "sted", "Confidence": 0.544, "X1": 0.26184, "Y1": 0.7402, "X2": 0.28816, "Y2": 0.74, "X3": 0.28816, "Y3": 0.7518, "X4": 0.26184, "Y4": 0.7518, "page": 0, "Index": 643}, {"Word": "at", "Confidence": 0.991, "X1": 0.29474, "Y1": 0.7402, "X2": 0.31053, "Y2": 0.74, "X3": 0.31053, "Y3": 0.7518, "X4": 0.29342, "Y4": 0.7518, "page": 0, "Index": 644}, {"Word": "his", "Confidence": 0.774, "X1": 0.31579, "Y1": 0.7402, "X2": 0.33816, "Y2": 0.74, "X3": 0.33816, "Y3": 0.7518, "X4": 0.31447, "Y4": 0.7518, "page": 0, "Index": 645}, {"Word": "3,700-acre", "Confidence": 0.621, "X1": 0.34079, "Y1": 0.7402, "X2": 0.40395, "Y2": 0.74, "X3": 0.40395, "Y3": 0.7518, "X4": 0.34079, "Y4": 0.7518, "page": 0, "Index": 646}, {"Word": "Lees-", "Confidence": 0.846, "X1": 0.40789, "Y1": 0.7412, "X2": 0.44342, "Y2": 0.741, "X3": 0.44342, "Y3": 0.7518, "X4": 0.40658, "Y4": 0.7518, "page": 0, "Index": 647}, {"Word": "fler\"ty,", "Confidence": 0.174, "X1": 0.44737, "Y1": 0.7412, "X2": 0.48947, "Y2": 0.741, "X3": 0.48947, "Y3": 0.7518, "X4": 0.44605, "Y4": 0.7518, "page": 0, "Index": 648}, {"Word": "using", "Confidence": 0.996, "X1": 0.49342, "Y1": 0.7412, "X2": 0.52763, "Y2": 0.741, "X3": 0.52632, "Y3": 0.7518, "X4": 0.49211, "Y4": 0.7518, "page": 0, "Index": 649}, {"Word": "&", "Confidence": 0.037, "X1": 0.53026, "Y1": 0.7412, "X2": 0.53947, "Y2": 0.741, "X3": 0.53816, "Y3": 0.7518, "X4": 0.52895, "Y4": 0.7518, "page": 0, "Index": 650}, {"Word": "canc.", "Confidence": 0.67, "X1": 0.54342, "Y1": 0.7412, "X2": 0.58026, "Y2": 0.741, "X3": 0.57895, "Y3": 0.7518, "X4": 0.54211, "Y4": 0.7518, "page": 0, "Index": 651}, {"Word": "least", "Confidence": 0.941, "X1": 0.04868, "Y1": 0.7472, "X2": 0.08158, "Y2": 0.747, "X3": 0.08158, "Y3": 0.7588, "X4": 0.05, "Y4": 0.7588, "page": 0, "Index": 652}, {"Word": "two", "Confidence": 0.289, "X1": 0.08553, "Y1": 0.7472, "X2": 0.10921, "Y2": 0.747, "X3": 0.10921, "Y3": 0.7588, "X4": 0.08553, "Y4": 0.7588, "page": 0, "Index": 653}, {"Word": "months\"", "Confidence": 0.86, "X1": 0.11579, "Y1": 0.7482, "X2": 0.16974, "Y2": 0.748, "X3": 0.16974, "Y3": 0.7588, "X4": 0.11447, "Y4": 0.7588, "page": 0, "Index": 654}, {"Word": "before", "Confidence": 0.885, "X1": 0.175, "Y1": 0.7482, "X2": 0.21316, "Y2": 0.748, "X3": 0.21184, "Y3": 0.7588, "X4": 0.175, "Y4": 0.7588, "page": 0, "Index": 655}, {"Word": ".Mr.", "Confidence": 0.886, "X1": 0.21711, "Y1": 0.7472, "X2": 0.24605, "Y2": 0.747, "X3": 0.24474, "Y3": 0.7598, "X4": 0.21579, "Y4": 0.7588, "page": 0, "Index": 656}, {"Word": "Godfrey", "Confidence": 0.811, "X1": 0.05, "Y1": 0.7592, "X2": 0.1, "Y2": 0.759, "X3": 0.1, "Y3": 0.7698, "X4": 0.05, "Y4": 0.7708, "page": 0, "Index": 657}, {"Word": "could", "Confidence": 0.994, "X1": 0.10526, "Y1": 0.7592, "X2": 0.13947, "Y2": 0.759, "X3": 0.13947, "Y3": 0.7698, "X4": 0.10395, "Y4": 0.7698, "page": 0, "Index": 658}, {"Word": "return", "Confidence": 0.847, "X1": 0.14474, "Y1": 0.7592, "X2": 0.18553, "Y2": 0.759, "X3": 0.18421, "Y3": 0.7708, "X4": 0.14342, "Y4": 0.7698, "page": 0, "Index": 659}, {"Word": "to", "Confidence": 0.998, "X1": 0.19079, "Y1": 0.7602, "X2": 0.20658, "Y2": 0.76, "X3": 0.20526, "Y3": 0.7708, "X4": 0.18947, "Y4": 0.7708, "page": 0, "Index": 660}, {"Word": "work.", "Confidence": 0.637, "X1": 0.21053, "Y1": 0.7602, "X2": 0.24474, "Y2": 0.76, "X3": 0.24342, "Y3": 0.7708, "X4": 0.20921, "Y4": 0.7708, "page": 0, "Index": 661}, {"Word": "[but", "Confidence": 0.609, "X1": 0.04605, "Y1": 0.7712, "X2": 0.06974, "Y2": 0.771, "X3": 0.06974, "Y3": 0.7828, "X4": 0.04605, "Y4": 0.7828, "page": 0, "Index": 662}, {"Word": "\"nobody", "Confidence": 0.842, "X1": 0.07237, "Y1": 0.7712, "X2": 0.12368, "Y2": 0.771, "X3": 0.12237, "Y3": 0.7828, "X4": 0.07237, "Y4": 0.7828, "page": 0, "Index": 663}, {"Word": "can", "Confidence": 0.941, "X1": 0.12632, "Y1": 0.7712, "X2": 0.15, "Y2": 0.771, "X3": 0.14868, "Y3": 0.7828, "X4": 0.12632, "Y4": 0.7828, "page": 0, "Index": 664}, {"Word": "say", "Confidence": 0.613, "X1": 0.15263, "Y1": 0.7712, "X2": 0.17368, "Y2": 0.771, "X3": 0.17237, "Y3": 0.7828, "X4": 0.15132, "Y4": 0.7828, "page": 0, "Index": 665}, {"Word": "right", "Confidence": 0.811, "X1": 0.17632, "Y1": 0.7712, "X2": 0.20921, "Y2": 0.771, "X3": 0.20789, "Y3": 0.7828, "X4": 0.175, "Y4": 0.7828, "page": 0, "Index": 666}, {"Word": "now\"", "Confidence": 0.925, "X1": 0.21184, "Y1": 0.7712, "X2": 0.24605, "Y2": 0.771, "X3": 0.24342, "Y3": 0.7828, "X4": 0.21053, "Y4": 0.7828, "page": 0, "Index": 667}, {"Word": "whether", "Confidence": 0.992, "X1": 0.05, "Y1": 0.7832, "X2": 0.1, "Y2": 0.783, "X3": 0.1, "Y3": 0.7938, "X4": 0.05, "Y4": 0.7938, "page": 0, "Index": 668}, {"Word": "it", "Confidence": 0.916, "X1": 0.10395, "Y1": 0.7832, "X2": 0.11842, "Y2": 0.783, "X3": 0.11842, "Y3": 0.7938, "X4": 0.10263, "Y4": 0.7938, "page": 0, "Index": 669}, {"Word": "would", "Confidence": 0.846, "X1": 0.12237, "Y1": 0.7832, "X2": 0.15921, "Y2": 0.783, "X3": 0.15789, "Y3": 0.7938, "X4": 0.12105, "Y4": 0.7938, "page": 0, "Index": 670}, {"Word": "be", "Confidence": 0.983, "X1": 0.16184, "Y1": 0.7832, "X2": 0.17895, "Y2": 0.783, "X3": 0.17763, "Y3": 0.7938, "X4": 0.16184, "Y4": 0.7938, "page": 0, "Index": 671}, {"Word": "to", "Confidence": 0.941, "X1": 0.18158, "Y1": 0.7832, "X2": 0.19868, "Y2": 0.783, "X3": 0.19737, "Y3": 0.7938, "X4": 0.18026, "Y4": 0.7938, "page": 0, "Index": 672}, {"Word": "a'\"full", "Confidence": 0.51, "X1": 0.20132, "Y1": 0.7832, "X2": 0.24737, "Y2": 0.783, "X3": 0.24474, "Y3": 0.7948, "X4": 0.2, "Y4": 0.7938, "page": 0, "Index": 673}, {"Word": "(normal", "Confidence": 0.617, "X1": 0.04605, "Y1": 0.7942, "X2": 0.09605, "Y2": 0.794, "X3": 0.09474, "Y3": 0.8048, "X4": 0.04605, "Y4": 0.8058, "page": 0, "Index": 674}, {"Word": "schedule.\"", "Confidence": 0.571, "X1": 0.09868, "Y1": 0.7942, "X2": 0.16316, "Y2": 0.794, "X3": 0.16184, "Y3": 0.8048, "X4": 0.09868, "Y4": 0.8048, "page": 0, "Index": 675}, {"Word": ".", "Confidence": 0.71, "X1": 0.16842, "Y1": 0.7952, "X2": 0.17237, "Y2": 0.795, "X3": 0.17237, "Y3": 0.8048, "X4": 0.16842, "Y4": 0.8048, "page": 0, "Index": 676}, {"Word": "The", "Confidence": 0.994, "X1": 0.06447, "Y1": 0.8072, "X2": 0.08684, "Y2": 0.807, "X3": 0.08684, "Y3": 0.8178, "X4": 0.06447, "Y4": 0.8178, "page": 0, "Index": 677}, {"Word": "doctors", "Confidence": 0.712, "X1": 0.09079, "Y1": 0.8072, "X2": 0.13553, "Y2": 0.807, "X3": 0.13553, "Y3": 0.8188, "X4": 0.08947, "Y4": 0.8178, "page": 0, "Index": 678}, {"Word": "bad", "Confidence": 0.942, "X1": 0.13816, "Y1": 0.8072, "X2": 0.16184, "Y2": 0.807, "X3": 0.16184, "Y3": 0.8188, "X4": 0.13816, "Y4": 0.8188, "page": 0, "Index": 679}, {"Word": "\"no", "Confidence": 0.395, "X1": 0.16711, "Y1": 0.8082, "X2": 0.18816, "Y2": 0.808, "X3": 0.18684, "Y3": 0.8188, "X4": 0.16579, "Y4": 0.8188, "page": 0, "Index": 680}, {"Word": "opinion\"", "Confidence": 0.605, "X1": 0.19079, "Y1": 0.8082, "X2": 0.24605, "Y2": 0.808, "X3": 0.24474, "Y3": 0.8198, "X4": 0.19079, "Y4": 0.8188, "page": 0, "Index": 681}, {"Word": "caused", "Confidence": 0.797, "X1": 0.05132, "Y1": 0.8312, "X2": 0.09211, "Y2": 0.831, "X3": 0.09079, "Y3": 0.8418, "X4": 0.05, "Y4": 0.8408, "page": 0, "Index": 682}, {"Word": "by", "Confidence": 0.997, "X1": 0.09605, "Y1": 0.8312, "X2": 0.11447, "Y2": 0.831, "X3": 0.11316, "Y3": 0.8418, "X4": 0.09474, "Y4": 0.8418, "page": 0, "Index": 683}, {"Word": "Looking.An", "Confidence": 0.022, "X1": 0.11974, "Y1": 0.8332, "X2": 0.19605, "Y2": 0.833, "X3": 0.19474, "Y3": 0.8468, "X4": 0.11842, "Y4": 0.8418, "page": 0, "Index": 684}, {"Word": "ever,", "Confidence": 0.67, "X1": 0.05, "Y1": 0.8542, "X2": 0.08158, "Y2": 0.854, "X3": 0.08158, "Y3": 0.8648, "X4": 0.05, "Y4": 0.8648, "page": 0, "Index": 685}, {"Word": "that", "Confidence": 0.366, "X1": 0.08421, "Y1": 0.8542, "X2": 0.11316, "Y2": 0.854, "X3": 0.11316, "Y3": 0.8658, "X4": 0.08421, "Y4": 0.8648, "page": 0, "Index": 686}, {"Word": "the", "Confidence": 0.652, "X1": 0.11711, "Y1": 0.8542, "X2": 0.14079, "Y2": 0.854, "X3": 0.14079, "Y3": 0.8658, "X4": 0.11711, "Y4": 0.8658, "page": 0, "Index": 687}, {"Word": "entertainer", "Confidence": 0.057, "X1": 0.14605, "Y1": 0.8532, "X2": 0.21053, "Y2": 0.853, "X3": 0.21053, "Y3": 0.8668, "X4": 0.14605, "Y4": 0.8658, "page": 0, "Index": 688}, {"Word": "She'd", "Confidence": 0.02, "X1": 0.21447, "Y1": 0.8532, "X2": 0.24474, "Y2": 0.853, "X3": 0.24474, "Y3": 0.8668, "X4": 0.21316, "Y4": 0.8668, "page": 0, "Index": 689}, {"Word": "given", "Confidence": 0.626, "X1": 0.05, "Y1": 0.8662, "X2": 0.08289, "Y2": 0.866, "X3": 0.08158, "Y3": 0.8768, "X4": 0.04868, "Y4": 0.8768, "page": 0, "Index": 690}, {"Word": "up", "Confidence": 0.608, "X1": 0.08947, "Y1": 0.8662, "X2": 0.10526, "Y2": 0.866, "X3": 0.10526, "Y3": 0.8778, "X4": 0.08816, "Y4": 0.8768, "page": 0, "Index": 691}, {"Word": "cigarettes", "Confidence": 0.22, "X1": 0.11316, "Y1": 0.8672, "X2": 0.17237, "Y2": 0.867, "X3": 0.17237, "Y3": 0.8778, "X4": 0.11316, "Y4": 0.8778, "page": 0, "Index": 692}, {"Word": "four", "Confidence": 0.846, "X1": 0.17763, "Y1": 0.8672, "X2": 0.20395, "Y2": 0.867, "X3": 0.20395, "Y3": 0.8778, "X4": 0.17763, "Y4": 0.8778, "page": 0, "Index": 693}, {"Word": "-year", "Confidence": 0.477, "X1": 0.20658, "Y1": 0.8682, "X2": 0.23947, "Y2": 0.868, "X3": 0.23816, "Y3": 0.8778, "X4": 0.20658, "Y4": 0.8778, "page": 0, "Index": 694}, {"Word": "ago.and-bad-since", "Confidence": 0.162, "X1": 0.05132, "Y1": 0.8772, "X2": 0.16974, "Y2": 0.877, "X3": 0.16974, "Y3": 0.8878, "X4": 0.05132, "Y4": 0.8878, "page": 0, "Index": 695}, {"Word": "amokedvel-", "Confidence": 0.147, "X1": 0.17237, "Y1": 0.8772, "X2": 0.24211, "Y2": 0.877, "X3": 0.24211, "Y3": 0.8878, "X4": 0.17237, "Y4": 0.8878, "page": 0, "Index": 696}, {"Word": "cars", "Confidence": 0.584, "X1": 0.05, "Y1": 0.8892, "X2": 0.07632, "Y2": 0.889, "X3": 0.075, "Y3": 0.8998, "X4": 0.04868, "Y4": 0.8998, "page": 0, "Index": 697}, {"Word": "and", "Confidence": 0.994, "X1": 0.07895, "Y1": 0.8892, "X2": 0.10395, "Y2": 0.889, "X3": 0.10263, "Y3": 0.8998, "X4": 0.07895, "Y4": 0.8998, "page": 0, "Index": 698}, {"Word": "a", "Confidence": 0.004, "X1": 0.10658, "Y1": 0.8892, "X2": 0.11579, "Y2": 0.889, "X3": 0.11447, "Y3": 0.8998, "X4": 0.10658, "Y4": 0.8998, "page": 0, "Index": 699}, {"Word": "pipe", "Confidence": 0.605, "X1": 0.11842, "Y1": 0.8882, "X2": 0.14474, "Y2": 0.888, "X3": 0.14342, "Y3": 0.8998, "X4": 0.11842, "Y4": 0.8998, "page": 0, "Index": 700}, {"Word": "but", "Confidence": 0.926, "X1": 0.14737, "Y1": 0.8882, "X2": 0.17105, "Y2": 0.888, "X3": 0.17105, "Y3": 0.8998, "X4": 0.14737, "Y4": 0.8998, "page": 0, "Index": 701}, {"Word": "without", "Confidence": 0.511, "X1": 0.175, "Y1": 0.8892, "X2": 0.22105, "Y2": 0.889, "X3": 0.21974, "Y3": 0.8998, "X4": 0.17368, "Y4": 0.8998, "page": 0, "Index": 702}, {"Word": "in-", "Confidence": 0.955, "X1": 0.22368, "Y1": 0.8892, "X2": 0.24605, "Y2": 0.889, "X3": 0.24474, "Y3": 0.8998, "X4": 0.22237, "Y4": 0.8998, "page": 0, "Index": 703}, {"Word": "haling", "Confidence": 0.875, "X1": 0.05, "Y1": 0.9002, "X2": 0.08947, "Y2": 0.9, "X3": 0.08947, "Y3": 0.9108, "X4": 0.05, "Y4": 0.9108, "page": 0, "Index": 704}, {"Word": "the", "Confidence": 0.609, "X1": 0.09342, "Y1": 0.9002, "X2": 0.11711, "Y2": 0.9, "X3": 0.11711, "Y3": 0.9118, "X4": 0.09342, "Y4": 0.9108, "page": 0, "Index": 705}, {"Word": "smoke", "Confidence": 0.602, "X1": 0.12237, "Y1": 0.9002, "X2": 0.16184, "Y2": 0.9, "X3": 0.16184, "Y3": 0.9118, "X4": 0.12237, "Y4": 0.9118, "page": 0, "Index": 706}, {"Word": "of", "Confidence": 0.709, "X1": 0.16447, "Y1": 0.9002, "X2": 0.18026, "Y2": 0.9, "X3": 0.18026, "Y3": 0.9118, "X4": 0.16447, "Y4": 0.9118, "page": 0, "Index": 707}, {"Word": "eitherti", "Confidence": 0.559, "X1": 0.18421, "Y1": 0.9012, "X2": 0.24737, "Y2": 0.901, "X3": 0.24737, "Y3": 0.9128, "X4": 0.18421, "Y4": 0.9118, "page": 0, "Index": 708}, {"Word": "The", "Confidence": 0.998, "X1": 0.06184, "Y1": 0.9122, "X2": 0.08816, "Y2": 0.912, "X3": 0.08816, "Y3": 0.9228, "X4": 0.06184, "Y4": 0.9238, "page": 0, "Index": 709}, {"Word": "phjalclank", "Confidence": 0.208, "X1": 0.09868, "Y1": 0.9112, "X2": 0.16447, "Y2": 0.911, "X3": 0.16447, "Y3": 0.9218, "X4": 0.09868, "Y4": 0.9228, "page": 0, "Index": 710}, {"Word": "refused", "Confidence": 0.136, "X1": 0.17368, "Y1": 0.9122, "X2": 0.21974, "Y2": 0.912, "X3": 0.21974, "Y3": 0.9228, "X4": 0.17368, "Y4": 0.9218, "page": 0, "Index": 711}, {"Word": "to", "Confidence": 0.046, "X1": 0.23026, "Y1": 0.9132, "X2": 0.24474, "Y2": 0.913, "X3": 0.24474, "Y3": 0.9228, "X4": 0.23026, "Y4": 0.9228, "page": 0, "Index": 712}, {"Word": "TI08780", "Confidence": 0.613, "X1": 0.89737, "Y1": 0.9882, "X2": 0.97237, "Y2": 0.988, "X3": 0.97237, "Y3": 0.9988, "X4": 0.89737, "Y4": 0.9988, "page": 0, "Index": 713}]}	"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"
ffln0055	0	{"lines_data": [{"Word": "-", "Confidence": 0.712, "X1": 0.16737, "Y1": 0.2732, "X2": 0.16737, "Y2": 0.273, "X3": 0.15471, "Y3": 0.2728, "X4": 0.15471, "Y4": 0.2558, "page": 0}, {"Word": "BUDES", "Confidence": 0.596, "X1": 0.93812, "Y1": 0.7962, "X2": 0.93812, "Y2": 0.796, "X3": 0.88326, "Y3": 0.7958, "X4": 0.88326, "Y4": 0.6378, "page": 0}, {"Word": "2081789483", "Confidence": 0.991, "X1": 0.70183, "Y1": 0.8462, "X2": 0.6948, "Y2": 0.846, "X3": 0.6737, "Y3": 0.8448, "X4": 0.67932, "Y4": 0.7518, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.712, "X1": 0.16737, "Y1": 0.2642, "X2": 0.16737, "Y2": 0.264, "X3": 0.15471, "Y3": 0.2638, "X4": 0.15471, "Y4": 0.2578, "page": 0, "Index": 0}, {"Word": "BUDES", "Confidence": 0.596, "X1": 0.9339, "Y1": 0.7962, "X2": 0.93812, "Y2": 0.796, "X3": 0.88326, "Y3": 0.7948, "X4": 0.88889, "Y4": 0.6488, "page": 0, "Index": 1}, {"Word": "2081789483", "Confidence": 0.991, "X1": 0.70323, "Y1": 0.8442, "X2": 0.6962, "Y2": 0.844, "X3": 0.6737, "Y3": 0.8428, "X4": 0.68073, "Y4": 0.7518, "page": 0, "Index": 2}]}	"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"
ffnb0209	0	{"lines_data": [{"Word": "Fiona Lloyd/Staines/GB/BATCo @ BAT", "Confidence": 0.8615, "X1": 0.25601, "Y1": 0.1442, "X2": 0.51768, "Y2": 0.144, "X3": 0.51909, "Y3": 0.1568, "X4": 0.25601, "Y4": 0.1578, "page": 0}, {"Word": "To:", "Confidence": 0.942, "X1": 0.15559, "Y1": 0.1472, "X2": 0.17963, "Y2": 0.147, "X3": 0.18105, "Y3": 0.1598, "X4": 0.15559, "Y4": 0.1598, "page": 0}, {"Word": "OG :", "Confidence": 0.5695, "X1": 0.15559, "Y1": 0.1552, "X2": 0.18105, "Y2": 0.155, "X3": 0.18105, "Y3": 0.1678, "X4": 0.15559, "Y4": 0.1678, "page": 0}, {"Word": "David Potter, Harry Douglas/Staings/GB/BATCo @ BAT, Peter Murty/GB/BATCo", "Confidence": 0.84263, "X1": 0.25601, "Y1": 0.1562, "X2": 0.79208, "Y2": 0.156, "X3": 0.79208, "Y3": 0.1678, "X4": 0.25601, "Y4": 0.1688, "page": 0}, {"Word": "@ BAT, Uwe Jansen @ BATHV, Terry McConnell/Staines/GB/BATCo @ BAT,", "Confidence": 0.8359, "X1": 0.25601, "Y1": 0.1682, "X2": 0.77793, "Y2": 0.168, "X3": 0.77793, "Y3": 0.1798, "X4": 0.25601, "Y4": 0.1808, "page": 0}, {"Word": "Hajo Lange @ BATHV", "Confidence": 0.9635, "X1": 0.2546, "Y1": 0.1812, "X2": 0.40736, "Y2": 0.181, "X3": 0.40736, "Y3": 0.1928, "X4": 0.2546, "Y4": 0.1928, "page": 0}, {"Word": "From:", "Confidence": 0.764, "X1": 0.15417, "Y1": 0.1952, "X2": 0.19519, "Y2": 0.195, "X3": 0.19519, "Y3": 0.2038, "X4": 0.15417, "Y4": 0.2048, "page": 0}, {"Word": "Mark James/BAT Industries @ BATIND @ BATCOEXTERNAL", "Confidence": 0.89629, "X1": 0.25601, "Y1": 0.1912, "X2": 0.6662, "Y2": 0.191, "X3": 0.6662, "Y3": 0.2038, "X4": 0.25601, "Y4": 0.2058, "page": 0}, {"Word": "Date:", "Confidence": 0.955, "X1": 0.15417, "Y1": 0.2062, "X2": 0.19519, "Y2": 0.206, "X3": 0.19378, "Y3": 0.2178, "X4": 0.15417, "Y4": 0.2168, "page": 0}, {"Word": "19/02/96 13:54:25", "Confidence": 0.992, "X1": 0.25743, "Y1": 0.2042, "X2": 0.39038, "Y2": 0.204, "X3": 0.39038, "Y3": 0.2168, "X4": 0.25743, "Y4": 0.2168, "page": 0}, {"Word": "Subject:", "Confidence": 0.981, "X1": 0.15276, "Y1": 0.2182, "X2": 0.21358, "Y2": 0.218, "X3": 0.21358, "Y3": 0.2298, "X4": 0.15276, "Y4": 0.2288, "page": 0}, {"Word": "Amesca/Europe: Specific cash flow issues", "Confidence": 0.9768, "X1": 0.25884, "Y1": 0.2162, "X2": 0.54031, "Y2": 0.216, "X3": 0.54031, "Y3": 0.2298, "X4": 0.25884, "Y4": 0.2298, "page": 0}, {"Word": "Further to our recent discussions, I wanted to summarise my understanding of the issues", "Confidence": 0.96921, "X1": 0.15417, "Y1": 0.2412, "X2": 0.75672, "Y2": 0.241, "X3": 0.75672, "Y3": 0.2538, "X4": 0.15417, "Y4": 0.2538, "page": 0}, {"Word": "arising in the last cash flow recut exercise and how they are being addressed.", "Confidence": 0.88471, "X1": 0.15417, "Y1": 0.2542, "X2": 0.67751, "Y2": 0.254, "X3": 0.67751, "Y3": 0.2658, "X4": 0.15417, "Y4": 0.2658, "page": 0}, {"Word": "Issues arising out of the last exercise", "Confidence": 0.91014, "X1": 0.15417, "Y1": 0.2782, "X2": 0.40736, "Y2": 0.278, "X3": 0.40736, "Y3": 0.2908, "X4": 0.15417, "Y4": 0.2898, "page": 0}, {"Word": "Action", "Confidence": 0.817, "X1": 0.56436, "Y1": 0.2792, "X2": 0.61386, "Y2": 0.279, "X3": 0.61386, "Y3": 0.2898, "X4": 0.56436, "Y4": 0.2898, "page": 0}, {"Word": "BATG/Caucasus trading loss was included in Europe rather Move to Amesca", "Confidence": 0.98, "X1": 0.20509, "Y1": 0.3012, "X2": 0.7355, "Y2": 0.301, "X3": 0.7355, "Y3": 0.3138, "X4": 0.20509, "Y4": 0.3138, "page": 0}, {"Word": "than Amesca", "Confidence": 0.9945, "X1": 0.20651, "Y1": 0.3152, "X2": 0.29703, "Y2": 0.315, "X3": 0.29703, "Y3": 0.3258, "X4": 0.20651, "Y4": 0.3258, "page": 0}, {"Word": "in respect of the recuts that have yet to be performed (1995 actuals and 1996 estimate per the", "Confidence": 0.98872, "X1": 0.15559, "Y1": 0.3502, "X2": 0.79491, "Y2": 0.35, "X3": 0.79491, "Y3": 0.3618, "X4": 0.15559, "Y4": 0.3618, "page": 0}, {"Word": "March OBS). I would be grateful if the above allocations could be included in the BATG forms", "Confidence": 0.93112, "X1": 0.15559, "Y1": 0.3612, "X2": 0.79066, "Y2": 0.361, "X3": 0.79066, "Y3": 0.3738, "X4": 0.15559, "Y4": 0.3728, "page": 0}, {"Word": "A.", "Confidence": 0.755, "X1": 0.15983, "Y1": 0.3732, "X2": 0.1768, "Y2": 0.373, "X3": 0.1768, "Y3": 0.3838, "X4": 0.15983, "Y4": 0.3838, "page": 0}, {"Word": "In respect of the plan 1996 figures we obviously have some adjustments to make and I would", "Confidence": 0.94259, "X1": 0.15417, "Y1": 0.3982, "X2": 0.78501, "Y2": 0.398, "X3": 0.78501, "Y3": 0.4118, "X4": 0.15417, "Y4": 0.4108, "page": 0}, {"Word": "be grateful if you could let me have the following:", "Confidence": 0.9593, "X1": 0.15559, "Y1": 0.4112, "X2": 0.48939, "Y2": 0.411, "X3": 0.48939, "Y3": 0.4228, "X4": 0.15559, "Y4": 0.4228, "page": 0}, {"Word": "As produced", "Confidence": 0.9835, "X1": 0.30835, "Y1": 0.4352, "X2": 0.39887, "Y2": 0.435, "X3": 0.39887, "Y3": 0.4458, "X4": 0.30835, "Y4": 0.4458, "page": 0}, {"Word": "Reclassified", "Confidence": 0.984, "X1": 0.46393, "Y1": 0.4352, "X2": 0.54597, "Y2": 0.435, "X3": 0.54597, "Y3": 0.4468, "X4": 0.46393, "Y4": 0.4458, "page": 0}, {"Word": "Restated", "Confidence": 0.993, "X1": 0.61669, "Y1": 0.4362, "X2": 0.68034, "Y2": 0.436, "X3": 0.68034, "Y3": 0.4468, "X4": 0.61669, "Y4": 0.4458, "page": 0}, {"Word": "Jan 1996", "Confidence": 0.989, "X1": 0.31117, "Y1": 0.4462, "X2": 0.37765, "Y2": 0.446, "X3": 0.37765, "Y3": 0.4568, "X4": 0.31117, "Y4": 0.4568, "page": 0}, {"Word": "from Europe", "Confidence": 0.9445, "X1": 0.46535, "Y1": 0.4482, "X2": 0.54738, "Y2": 0.448, "X3": 0.54738, "Y3": 0.4588, "X4": 0.46535, "Y4": 0.4578, "page": 0}, {"Word": "Em", "Confidence": 0.743, "X1": 0.36209, "Y1": 0.4602, "X2": 0.38614, "Y2": 0.46, "X3": 0.38614, "Y3": 0.4698, "X4": 0.36209, "Y4": 0.4688, "page": 0}, {"Word": "Em", "Confidence": 0.933, "X1": 0.51627, "Y1": 0.4602, "X2": 0.54314, "Y2": 0.46, "X3": 0.54173, "Y3": 0.4698, "X4": 0.51627, "Y4": 0.4688, "page": 0}, {"Word": "Em", "Confidence": 0.991, "X1": 0.67185, "Y1": 0.4592, "X2": 0.69731, "Y2": 0.459, "X3": 0.69731, "Y3": 0.4698, "X4": 0.67044, "Y4": 0.4698, "page": 0}, {"Word": "Amesca cash flows:", "Confidence": 0.97933, "X1": 0.15559, "Y1": 0.4822, "X2": 0.2942, "Y2": 0.482, "X3": 0.2942, "Y3": 0.4948, "X4": 0.15559, "Y4": 0.4938, "page": 0}, {"Word": "95.7", "Confidence": 0.929, "X1": 0.36068, "Y1": 0.5062, "X2": 0.39745, "Y2": 0.506, "X3": 0.39604, "Y3": 0.5148, "X4": 0.35926, "Y4": 0.5158, "page": 0}, {"Word": "x", "Confidence": 0.667, "X1": 0.66902, "Y1": 0.5062, "X2": 0.68458, "Y2": 0.506, "X3": 0.68317, "Y3": 0.5178, "X4": 0.66902, "Y4": 0.5178, "page": 0}, {"Word": "Trading Profit", "Confidence": 0.9695, "X1": 0.15559, "Y1": 0.5062, "X2": 0.25035, "Y2": 0.506, "X3": 0.25035, "Y3": 0.5188, "X4": 0.15559, "Y4": 0.5178, "page": 0}, {"Word": "x", "Confidence": 0.687, "X1": 0.51485, "Y1": 0.5062, "X2": 0.53324, "Y2": 0.506, "X3": 0.53182, "Y3": 0.5188, "X4": 0.51344, "Y4": 0.5188, "page": 0}, {"Word": "Please can we discuss the above this week", "Confidence": 0.9435, "X1": 0.15559, "Y1": 0.5282, "X2": 0.45262, "Y2": 0.528, "X3": 0.45262, "Y3": 0.5428, "X4": 0.15559, "Y4": 0.5428, "page": 0}, {"Word": "Regards", "Confidence": 0.985, "X1": 0.157, "Y1": 0.5542, "X2": 0.21499, "Y2": 0.554, "X3": 0.21499, "Y3": 0.5668, "X4": 0.157, "Y4": 0.5668, "page": 0}, {"Word": "800410768", "Confidence": 0.993, "X1": 0.94625, "Y1": 0.9492, "X2": 0.94767, "Y2": 0.949, "X3": 0.91796, "Y3": 0.9488, "X4": 0.91655, "Y4": 0.8408, "page": 0}], "words_data": [{"Word": "Fiona", "Confidence": 0.656, "X1": 0.25743, "Y1": 0.1452, "X2": 0.29279, "Y2": 0.145, "X3": 0.29279, "Y3": 0.1578, "X4": 0.25743, "Y4": 0.1588, "page": 0, "Index": 0}, {"Word": "Lloyd/Staines/GB/BATCo", "Confidence": 0.854, "X1": 0.29562, "Y1": 0.1452, "X2": 0.46393, "Y2": 0.145, "X3": 0.46252, "Y3": 0.1568, "X4": 0.29562, "Y4": 0.1578, "page": 0, "Index": 1}, {"Word": "@", "Confidence": 0.981, "X1": 0.46959, "Y1": 0.1452, "X2": 0.48091, "Y2": 0.145, "X3": 0.47949, "Y3": 0.1568, "X4": 0.46818, "Y4": 0.1568, "page": 0, "Index": 2}, {"Word": "BAT", "Confidence": 0.955, "X1": 0.48515, "Y1": 0.1452, "X2": 0.51768, "Y2": 0.145, "X3": 0.51627, "Y3": 0.1568, "X4": 0.48373, "Y4": 0.1568, "page": 0, "Index": 3}, {"Word": "OG", "Confidence": 0.195, "X1": 0.15559, "Y1": 0.1552, "X2": 0.16266, "Y2": 0.155, "X3": 0.16266, "Y3": 0.1678, "X4": 0.15559, "Y4": 0.1678, "page": 0, "Index": 4}, {"Word": "To:", "Confidence": 0.942, "X1": 0.157, "Y1": 0.1472, "X2": 0.17963, "Y2": 0.147, "X3": 0.17963, "Y3": 0.1598, "X4": 0.157, "Y4": 0.1598, "page": 0, "Index": 5}, {"Word": ":", "Confidence": 0.944, "X1": 0.16549, "Y1": 0.1552, "X2": 0.17963, "Y2": 0.155, "X3": 0.17963, "Y3": 0.1678, "X4": 0.16549, "Y4": 0.1678, "page": 0, "Index": 6}, {"Word": "David", "Confidence": 0.997, "X1": 0.25884, "Y1": 0.1582, "X2": 0.29562, "Y2": 0.158, "X3": 0.29703, "Y3": 0.1688, "X4": 0.26025, "Y4": 0.1688, "page": 0, "Index": 7}, {"Word": "Potter,", "Confidence": 0.957, "X1": 0.29986, "Y1": 0.1582, "X2": 0.34512, "Y2": 0.158, "X3": 0.34512, "Y3": 0.1688, "X4": 0.29986, "Y4": 0.1688, "page": 0, "Index": 8}, {"Word": "Harry", "Confidence": 0.982, "X1": 0.34795, "Y1": 0.1582, "X2": 0.38755, "Y2": 0.158, "X3": 0.38755, "Y3": 0.1688, "X4": 0.34936, "Y4": 0.1688, "page": 0, "Index": 9}, {"Word": "Douglas/Staings/GB/BATCo", "Confidence": 0.641, "X1": 0.39038, "Y1": 0.1572, "X2": 0.57567, "Y2": 0.157, "X3": 0.57567, "Y3": 0.1688, "X4": 0.3918, "Y4": 0.1688, "page": 0, "Index": 10}, {"Word": "@", "Confidence": 0.625, "X1": 0.57992, "Y1": 0.1572, "X2": 0.59123, "Y2": 0.157, "X3": 0.59264, "Y3": 0.1688, "X4": 0.58133, "Y4": 0.1688, "page": 0, "Index": 11}, {"Word": "BAT,", "Confidence": 0.748, "X1": 0.5983, "Y1": 0.1572, "X2": 0.63083, "Y2": 0.157, "X3": 0.63083, "Y3": 0.1688, "X4": 0.5983, "Y4": 0.1688, "page": 0, "Index": 12}, {"Word": "Peter", "Confidence": 0.812, "X1": 0.63366, "Y1": 0.1562, "X2": 0.66902, "Y2": 0.156, "X3": 0.66902, "Y3": 0.1688, "X4": 0.63508, "Y4": 0.1688, "page": 0, "Index": 13}, {"Word": "Murty/GB/BATCo", "Confidence": 0.979, "X1": 0.67185, "Y1": 0.1562, "X2": 0.79208, "Y2": 0.156, "X3": 0.79349, "Y3": 0.1688, "X4": 0.67327, "Y4": 0.1688, "page": 0, "Index": 14}, {"Word": "@", "Confidence": 0.421, "X1": 0.25884, "Y1": 0.1692, "X2": 0.26874, "Y2": 0.169, "X3": 0.26874, "Y3": 0.1808, "X4": 0.25884, "Y4": 0.1808, "page": 0, "Index": 15}, {"Word": "BAT,", "Confidence": 0.832, "X1": 0.27581, "Y1": 0.1692, "X2": 0.30976, "Y2": 0.169, "X3": 0.30976, "Y3": 0.1808, "X4": 0.2744, "Y4": 0.1808, "page": 0, "Index": 16}, {"Word": "Uwe", "Confidence": 0.998, "X1": 0.31259, "Y1": 0.1692, "X2": 0.34653, "Y2": 0.169, "X3": 0.34512, "Y3": 0.1808, "X4": 0.31259, "Y4": 0.1808, "page": 0, "Index": 17}, {"Word": "Jansen", "Confidence": 0.993, "X1": 0.34936, "Y1": 0.1692, "X2": 0.39745, "Y2": 0.169, "X3": 0.39604, "Y3": 0.1808, "X4": 0.34936, "Y4": 0.1808, "page": 0, "Index": 18}, {"Word": "@", "Confidence": 0.991, "X1": 0.4017, "Y1": 0.1692, "X2": 0.4116, "Y2": 0.169, "X3": 0.4116, "Y3": 0.1808, "X4": 0.4017, "Y4": 0.1808, "page": 0, "Index": 19}, {"Word": "BATHV,", "Confidence": 0.669, "X1": 0.41726, "Y1": 0.1692, "X2": 0.47666, "Y2": 0.169, "X3": 0.47666, "Y3": 0.1808, "X4": 0.41726, "Y4": 0.1808, "page": 0, "Index": 20}, {"Word": "Terry", "Confidence": 0.955, "X1": 0.48091, "Y1": 0.1692, "X2": 0.51485, "Y2": 0.169, "X3": 0.51344, "Y3": 0.1808, "X4": 0.47949, "Y4": 0.1808, "page": 0, "Index": 21}, {"Word": "McConnell/Staines/GB/BATCo", "Confidence": 0.886, "X1": 0.51768, "Y1": 0.1692, "X2": 0.71853, "Y2": 0.169, "X3": 0.71711, "Y3": 0.1808, "X4": 0.51768, "Y4": 0.1808, "page": 0, "Index": 22}, {"Word": "@", "Confidence": 0.768, "X1": 0.72277, "Y1": 0.1692, "X2": 0.73267, "Y2": 0.169, "X3": 0.73267, "Y3": 0.1808, "X4": 0.72277, "Y4": 0.1808, "page": 0, "Index": 23}, {"Word": "BAT,", "Confidence": 0.846, "X1": 0.73833, "Y1": 0.1692, "X2": 0.77793, "Y2": 0.169, "X3": 0.77793, "Y3": 0.1808, "X4": 0.73833, "Y4": 0.1808, "page": 0, "Index": 24}, {"Word": "Hajo", "Confidence": 0.95, "X1": 0.25601, "Y1": 0.1822, "X2": 0.28713, "Y2": 0.182, "X3": 0.28713, "Y3": 0.1938, "X4": 0.25743, "Y4": 0.1938, "page": 0, "Index": 25}, {"Word": "Lange", "Confidence": 0.92, "X1": 0.28996, "Y1": 0.1812, "X2": 0.33239, "Y2": 0.181, "X3": 0.33239, "Y3": 0.1928, "X4": 0.29137, "Y4": 0.1938, "page": 0, "Index": 26}, {"Word": "@", "Confidence": 0.991, "X1": 0.33805, "Y1": 0.1812, "X2": 0.34653, "Y2": 0.181, "X3": 0.34653, "Y3": 0.1928, "X4": 0.33663, "Y4": 0.1928, "page": 0, "Index": 27}, {"Word": "BATHV", "Confidence": 0.993, "X1": 0.35361, "Y1": 0.1822, "X2": 0.40453, "Y2": 0.182, "X3": 0.40311, "Y3": 0.1928, "X4": 0.35361, "Y4": 0.1928, "page": 0, "Index": 28}, {"Word": "From:", "Confidence": 0.764, "X1": 0.15559, "Y1": 0.1952, "X2": 0.19378, "Y2": 0.195, "X3": 0.19519, "Y3": 0.2038, "X4": 0.15559, "Y4": 0.2048, "page": 0, "Index": 29}, {"Word": "Mark", "Confidence": 0.987, "X1": 0.25884, "Y1": 0.1942, "X2": 0.29137, "Y2": 0.194, "X3": 0.29137, "Y3": 0.2048, "X4": 0.25884, "Y4": 0.2048, "page": 0, "Index": 30}, {"Word": "James/BAT", "Confidence": 0.992, "X1": 0.29562, "Y1": 0.1932, "X2": 0.37058, "Y2": 0.193, "X3": 0.37199, "Y3": 0.2048, "X4": 0.29562, "Y4": 0.2048, "page": 0, "Index": 31}, {"Word": "Industries", "Confidence": 0.803, "X1": 0.37482, "Y1": 0.1932, "X2": 0.44272, "Y2": 0.193, "X3": 0.44272, "Y3": 0.2048, "X4": 0.37482, "Y4": 0.2048, "page": 0, "Index": 32}, {"Word": "@", "Confidence": 0.902, "X1": 0.44554, "Y1": 0.1932, "X2": 0.45686, "Y2": 0.193, "X3": 0.45686, "Y3": 0.2058, "X4": 0.44696, "Y4": 0.2048, "page": 0, "Index": 33}, {"Word": "BATIND", "Confidence": 0.8, "X1": 0.46393, "Y1": 0.1922, "X2": 0.51768, "Y2": 0.192, "X3": 0.51768, "Y3": 0.2058, "X4": 0.46393, "Y4": 0.2058, "page": 0, "Index": 34}, {"Word": "@", "Confidence": 0.939, "X1": 0.52334, "Y1": 0.1922, "X2": 0.53324, "Y2": 0.192, "X3": 0.53324, "Y3": 0.2058, "X4": 0.52334, "Y4": 0.2058, "page": 0, "Index": 35}, {"Word": "BATCOEXTERNAL", "Confidence": 0.851, "X1": 0.54031, "Y1": 0.1912, "X2": 0.66478, "Y2": 0.191, "X3": 0.66478, "Y3": 0.2048, "X4": 0.5389, "Y4": 0.2058, "page": 0, "Index": 36}, {"Word": "Date:", "Confidence": 0.955, "X1": 0.15559, "Y1": 0.2062, "X2": 0.19519, "Y2": 0.206, "X3": 0.19378, "Y3": 0.2178, "X4": 0.15417, "Y4": 0.2168, "page": 0, "Index": 37}, {"Word": "19/02/96", "Confidence": 0.991, "X1": 0.25884, "Y1": 0.2052, "X2": 0.32107, "Y2": 0.205, "X3": 0.32107, "Y3": 0.2168, "X4": 0.25884, "Y4": 0.2178, "page": 0, "Index": 38}, {"Word": "13:54:25", "Confidence": 0.993, "X1": 0.32673, "Y1": 0.2062, "X2": 0.39038, "Y2": 0.206, "X3": 0.38897, "Y3": 0.2168, "X4": 0.32532, "Y4": 0.2168, "page": 0, "Index": 39}, {"Word": "Subject:", "Confidence": 0.981, "X1": 0.15559, "Y1": 0.2192, "X2": 0.21358, "Y2": 0.219, "X3": 0.21358, "Y3": 0.2298, "X4": 0.15417, "Y4": 0.2298, "page": 0, "Index": 40}, {"Word": "Amesca/Europe:", "Confidence": 0.982, "X1": 0.26025, "Y1": 0.2182, "X2": 0.36492, "Y2": 0.218, "X3": 0.36492, "Y3": 0.2298, "X4": 0.25884, "Y4": 0.2298, "page": 0, "Index": 41}, {"Word": "Specific", "Confidence": 0.991, "X1": 0.36917, "Y1": 0.2172, "X2": 0.42291, "Y2": 0.217, "X3": 0.4215, "Y3": 0.2298, "X4": 0.36775, "Y4": 0.2298, "page": 0, "Index": 42}, {"Word": "cash", "Confidence": 0.982, "X1": 0.42574, "Y1": 0.2172, "X2": 0.45827, "Y2": 0.217, "X3": 0.45686, "Y3": 0.2298, "X4": 0.42574, "Y4": 0.2298, "page": 0, "Index": 43}, {"Word": "flow", "Confidence": 0.941, "X1": 0.46252, "Y1": 0.2172, "X2": 0.49081, "Y2": 0.217, "X3": 0.48939, "Y3": 0.2308, "X4": 0.4611, "Y4": 0.2298, "page": 0, "Index": 44}, {"Word": "issues", "Confidence": 0.988, "X1": 0.49646, "Y1": 0.2172, "X2": 0.54031, "Y2": 0.217, "X3": 0.54031, "Y3": 0.2308, "X4": 0.49505, "Y4": 0.2308, "page": 0, "Index": 45}, {"Word": "Further", "Confidence": 0.991, "X1": 0.15559, "Y1": 0.2422, "X2": 0.20368, "Y2": 0.242, "X3": 0.20226, "Y3": 0.2538, "X4": 0.15559, "Y4": 0.2548, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.998, "X1": 0.20651, "Y1": 0.2422, "X2": 0.22207, "Y2": 0.242, "X3": 0.22207, "Y3": 0.2538, "X4": 0.20651, "Y4": 0.2538, "page": 0, "Index": 47}, {"Word": "our", "Confidence": 0.996, "X1": 0.22489, "Y1": 0.2422, "X2": 0.24752, "Y2": 0.242, "X3": 0.24752, "Y3": 0.2538, "X4": 0.22489, "Y4": 0.2538, "page": 0, "Index": 48}, {"Word": "recent", "Confidence": 0.963, "X1": 0.25035, "Y1": 0.2422, "X2": 0.29279, "Y2": 0.242, "X3": 0.29279, "Y3": 0.2538, "X4": 0.25035, "Y4": 0.2538, "page": 0, "Index": 49}, {"Word": "discussions,", "Confidence": 0.908, "X1": 0.29703, "Y1": 0.2432, "X2": 0.37765, "Y2": 0.243, "X3": 0.37765, "Y3": 0.2538, "X4": 0.29703, "Y4": 0.2538, "page": 0, "Index": 50}, {"Word": "I", "Confidence": 0.94, "X1": 0.3819, "Y1": 0.2432, "X2": 0.38755, "Y2": 0.243, "X3": 0.38614, "Y3": 0.2538, "X4": 0.38048, "Y4": 0.2538, "page": 0, "Index": 51}, {"Word": "wanted", "Confidence": 0.831, "X1": 0.39038, "Y1": 0.2432, "X2": 0.4413, "Y2": 0.243, "X3": 0.4413, "Y3": 0.2538, "X4": 0.39038, "Y4": 0.2538, "page": 0, "Index": 52}, {"Word": "to", "Confidence": 0.998, "X1": 0.44413, "Y1": 0.2432, "X2": 0.45969, "Y2": 0.243, "X3": 0.45969, "Y3": 0.2538, "X4": 0.44413, "Y4": 0.2538, "page": 0, "Index": 53}, {"Word": "summarise", "Confidence": 0.993, "X1": 0.46252, "Y1": 0.2432, "X2": 0.53607, "Y2": 0.243, "X3": 0.53607, "Y3": 0.2538, "X4": 0.46252, "Y4": 0.2538, "page": 0, "Index": 54}, {"Word": "my", "Confidence": 0.997, "X1": 0.5389, "Y1": 0.2432, "X2": 0.56153, "Y2": 0.243, "X3": 0.56011, "Y3": 0.2538, "X4": 0.5389, "Y4": 0.2538, "page": 0, "Index": 55}, {"Word": "understanding", "Confidence": 0.964, "X1": 0.56436, "Y1": 0.2432, "X2": 0.65912, "Y2": 0.243, "X3": 0.65771, "Y3": 0.2538, "X4": 0.56436, "Y4": 0.2538, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.66195, "Y1": 0.2422, "X2": 0.68034, "Y2": 0.242, "X3": 0.68034, "Y3": 0.2538, "X4": 0.66195, "Y4": 0.2538, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.68458, "Y1": 0.2422, "X2": 0.70863, "Y2": 0.242, "X3": 0.70721, "Y3": 0.2538, "X4": 0.68458, "Y4": 0.2538, "page": 0, "Index": 58}, {"Word": "issues", "Confidence": 0.994, "X1": 0.71146, "Y1": 0.2422, "X2": 0.7553, "Y2": 0.242, "X3": 0.7553, "Y3": 0.2538, "X4": 0.71004, "Y4": 0.2538, "page": 0, "Index": 59}, {"Word": "arising", "Confidence": 0.991, "X1": 0.15559, "Y1": 0.2552, "X2": 0.19943, "Y2": 0.255, "X3": 0.19802, "Y3": 0.2668, "X4": 0.15559, "Y4": 0.2668, "page": 0, "Index": 60}, {"Word": "in", "Confidence": 0.998, "X1": 0.20226, "Y1": 0.2552, "X2": 0.21499, "Y2": 0.255, "X3": 0.21499, "Y3": 0.2668, "X4": 0.20226, "Y4": 0.2668, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.994, "X1": 0.21924, "Y1": 0.2552, "X2": 0.24045, "Y2": 0.255, "X3": 0.23904, "Y3": 0.2668, "X4": 0.21924, "Y4": 0.2668, "page": 0, "Index": 62}, {"Word": "last", "Confidence": 0.983, "X1": 0.24328, "Y1": 0.2552, "X2": 0.27016, "Y2": 0.255, "X3": 0.27016, "Y3": 0.2668, "X4": 0.24328, "Y4": 0.2668, "page": 0, "Index": 63}, {"Word": "cash", "Confidence": 0.943, "X1": 0.27298, "Y1": 0.2552, "X2": 0.3041, "Y2": 0.255, "X3": 0.3041, "Y3": 0.2668, "X4": 0.27298, "Y4": 0.2668, "page": 0, "Index": 64}, {"Word": "flow", "Confidence": 0.882, "X1": 0.30835, "Y1": 0.2552, "X2": 0.33522, "Y2": 0.255, "X3": 0.33522, "Y3": 0.2668, "X4": 0.30693, "Y4": 0.2668, "page": 0, "Index": 65}, {"Word": "recut", "Confidence": 0.882, "X1": 0.34088, "Y1": 0.2552, "X2": 0.37624, "Y2": 0.255, "X3": 0.37624, "Y3": 0.2658, "X4": 0.34088, "Y4": 0.2658, "page": 0, "Index": 66}, {"Word": "exercise", "Confidence": 0.107, "X1": 0.38048, "Y1": 0.2542, "X2": 0.43423, "Y2": 0.254, "X3": 0.43423, "Y3": 0.2658, "X4": 0.37907, "Y4": 0.2658, "page": 0, "Index": 67}, {"Word": "and", "Confidence": 0.998, "X1": 0.43847, "Y1": 0.2542, "X2": 0.46393, "Y2": 0.254, "X3": 0.46393, "Y3": 0.2658, "X4": 0.43706, "Y4": 0.2658, "page": 0, "Index": 68}, {"Word": "how", "Confidence": 0.998, "X1": 0.46818, "Y1": 0.2542, "X2": 0.49505, "Y2": 0.254, "X3": 0.49364, "Y3": 0.2658, "X4": 0.46676, "Y4": 0.2658, "page": 0, "Index": 69}, {"Word": "they", "Confidence": 0.991, "X1": 0.50212, "Y1": 0.2542, "X2": 0.53182, "Y2": 0.254, "X3": 0.53041, "Y3": 0.2658, "X4": 0.50071, "Y4": 0.2658, "page": 0, "Index": 70}, {"Word": "are", "Confidence": 0.992, "X1": 0.53465, "Y1": 0.2542, "X2": 0.55728, "Y2": 0.254, "X3": 0.55587, "Y3": 0.2658, "X4": 0.53465, "Y4": 0.2658, "page": 0, "Index": 71}, {"Word": "being", "Confidence": 0.674, "X1": 0.56011, "Y1": 0.2542, "X2": 0.59689, "Y2": 0.254, "X3": 0.59689, "Y3": 0.2658, "X4": 0.56011, "Y4": 0.2658, "page": 0, "Index": 72}, {"Word": "addressed.", "Confidence": 0.953, "X1": 0.60113, "Y1": 0.2542, "X2": 0.67751, "Y2": 0.254, "X3": 0.6761, "Y3": 0.2658, "X4": 0.59972, "Y4": 0.2658, "page": 0, "Index": 73}, {"Word": "Issues", "Confidence": 0.857, "X1": 0.15559, "Y1": 0.2782, "X2": 0.19802, "Y2": 0.278, "X3": 0.19661, "Y3": 0.2898, "X4": 0.15417, "Y4": 0.2898, "page": 0, "Index": 74}, {"Word": "arising", "Confidence": 0.85, "X1": 0.20085, "Y1": 0.2782, "X2": 0.24611, "Y2": 0.278, "X3": 0.2447, "Y3": 0.2898, "X4": 0.20085, "Y4": 0.2898, "page": 0, "Index": 75}, {"Word": "out", "Confidence": 0.782, "X1": 0.24894, "Y1": 0.2782, "X2": 0.27298, "Y2": 0.278, "X3": 0.27157, "Y3": 0.2898, "X4": 0.24894, "Y4": 0.2898, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.997, "X1": 0.27581, "Y1": 0.2782, "X2": 0.29137, "Y2": 0.278, "X3": 0.28996, "Y3": 0.2898, "X4": 0.2744, "Y4": 0.2898, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.991, "X1": 0.2942, "Y1": 0.2782, "X2": 0.31683, "Y2": 0.278, "X3": 0.31542, "Y3": 0.2898, "X4": 0.29279, "Y4": 0.2898, "page": 0, "Index": 78}, {"Word": "last", "Confidence": 0.956, "X1": 0.31966, "Y1": 0.2782, "X2": 0.34512, "Y2": 0.278, "X3": 0.34371, "Y3": 0.2908, "X4": 0.31825, "Y4": 0.2908, "page": 0, "Index": 79}, {"Word": "exercise", "Confidence": 0.938, "X1": 0.34795, "Y1": 0.2792, "X2": 0.40311, "Y2": 0.279, "X3": 0.4017, "Y3": 0.2918, "X4": 0.34653, "Y4": 0.2908, "page": 0, "Index": 80}, {"Word": "Action", "Confidence": 0.817, "X1": 0.56719, "Y1": 0.2802, "X2": 0.61103, "Y2": 0.28, "X3": 0.61103, "Y3": 0.2908, "X4": 0.56577, "Y4": 0.2908, "page": 0, "Index": 81}, {"Word": "BATG/Caucasus", "Confidence": 0.855, "X1": 0.20651, "Y1": 0.3022, "X2": 0.314, "Y2": 0.302, "X3": 0.314, "Y3": 0.3148, "X4": 0.20651, "Y4": 0.3148, "page": 0, "Index": 82}, {"Word": "trading", "Confidence": 0.995, "X1": 0.31825, "Y1": 0.3022, "X2": 0.36351, "Y2": 0.302, "X3": 0.36351, "Y3": 0.3148, "X4": 0.31825, "Y4": 0.3148, "page": 0, "Index": 83}, {"Word": "loss", "Confidence": 0.983, "X1": 0.36775, "Y1": 0.3022, "X2": 0.39463, "Y2": 0.302, "X3": 0.39463, "Y3": 0.3148, "X4": 0.36634, "Y4": 0.3148, "page": 0, "Index": 84}, {"Word": "was", "Confidence": 0.994, "X1": 0.39887, "Y1": 0.3022, "X2": 0.42716, "Y2": 0.302, "X3": 0.42574, "Y3": 0.3148, "X4": 0.39887, "Y4": 0.3148, "page": 0, "Index": 85}, {"Word": "included", "Confidence": 0.993, "X1": 0.42999, "Y1": 0.3022, "X2": 0.48798, "Y2": 0.302, "X3": 0.48656, "Y3": 0.3148, "X4": 0.42999, "Y4": 0.3148, "page": 0, "Index": 86}, {"Word": "in", "Confidence": 0.998, "X1": 0.49222, "Y1": 0.3022, "X2": 0.50495, "Y2": 0.302, "X3": 0.50354, "Y3": 0.3148, "X4": 0.49081, "Y4": 0.3148, "page": 0, "Index": 87}, {"Word": "Europe", "Confidence": 0.995, "X1": 0.50778, "Y1": 0.3022, "X2": 0.55587, "Y2": 0.302, "X3": 0.55446, "Y3": 0.3148, "X4": 0.50778, "Y4": 0.3148, "page": 0, "Index": 88}, {"Word": "rather", "Confidence": 0.991, "X1": 0.5587, "Y1": 0.3022, "X2": 0.60396, "Y2": 0.302, "X3": 0.60255, "Y3": 0.3148, "X4": 0.5587, "Y4": 0.3148, "page": 0, "Index": 89}, {"Word": "Move", "Confidence": 0.987, "X1": 0.61669, "Y1": 0.3022, "X2": 0.65488, "Y2": 0.302, "X3": 0.65488, "Y3": 0.3148, "X4": 0.61528, "Y4": 0.3148, "page": 0, "Index": 90}, {"Word": "to", "Confidence": 0.998, "X1": 0.65912, "Y1": 0.3022, "X2": 0.67327, "Y2": 0.302, "X3": 0.67185, "Y3": 0.3138, "X4": 0.65771, "Y4": 0.3138, "page": 0, "Index": 91}, {"Word": "Amesca", "Confidence": 0.991, "X1": 0.67751, "Y1": 0.3022, "X2": 0.73409, "Y2": 0.302, "X3": 0.73267, "Y3": 0.3138, "X4": 0.6761, "Y4": 0.3138, "page": 0, "Index": 92}, {"Word": "than", "Confidence": 0.993, "X1": 0.20651, "Y1": 0.3152, "X2": 0.23621, "Y2": 0.315, "X3": 0.23621, "Y3": 0.3258, "X4": 0.20792, "Y4": 0.3258, "page": 0, "Index": 93}, {"Word": "Amesca", "Confidence": 0.996, "X1": 0.24045, "Y1": 0.3162, "X2": 0.29562, "Y2": 0.316, "X3": 0.29562, "Y3": 0.3258, "X4": 0.24045, "Y4": 0.3258, "page": 0, "Index": 94}, {"Word": "in", "Confidence": 0.997, "X1": 0.15559, "Y1": 0.3512, "X2": 0.16832, "Y2": 0.351, "X3": 0.16832, "Y3": 0.3628, "X4": 0.15559, "Y4": 0.3628, "page": 0, "Index": 95}, {"Word": "respect", "Confidence": 0.965, "X1": 0.17115, "Y1": 0.3512, "X2": 0.22065, "Y2": 0.351, "X3": 0.22207, "Y3": 0.3628, "X4": 0.17115, "Y4": 0.3628, "page": 0, "Index": 96}, {"Word": "of", "Confidence": 0.996, "X1": 0.22489, "Y1": 0.3512, "X2": 0.23904, "Y2": 0.351, "X3": 0.23904, "Y3": 0.3628, "X4": 0.22489, "Y4": 0.3628, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.994, "X1": 0.24187, "Y1": 0.3512, "X2": 0.2645, "Y2": 0.351, "X3": 0.2645, "Y3": 0.3628, "X4": 0.24328, "Y4": 0.3628, "page": 0, "Index": 98}, {"Word": "recuts", "Confidence": 0.994, "X1": 0.26874, "Y1": 0.3502, "X2": 0.31117, "Y2": 0.35, "X3": 0.31117, "Y3": 0.3628, "X4": 0.26874, "Y4": 0.3628, "page": 0, "Index": 99}, {"Word": "that", "Confidence": 0.988, "X1": 0.314, "Y1": 0.3502, "X2": 0.34229, "Y2": 0.35, "X3": 0.34229, "Y3": 0.3628, "X4": 0.314, "Y4": 0.3628, "page": 0, "Index": 100}, {"Word": "have", "Confidence": 0.984, "X1": 0.34512, "Y1": 0.3502, "X2": 0.37765, "Y2": 0.35, "X3": 0.37765, "Y3": 0.3628, "X4": 0.34512, "Y4": 0.3628, "page": 0, "Index": 101}, {"Word": "yet", "Confidence": 0.997, "X1": 0.38048, "Y1": 0.3502, "X2": 0.40311, "Y2": 0.35, "X3": 0.40311, "Y3": 0.3628, "X4": 0.38048, "Y4": 0.3628, "page": 0, "Index": 102}, {"Word": "to", "Confidence": 0.998, "X1": 0.40594, "Y1": 0.3502, "X2": 0.42008, "Y2": 0.35, "X3": 0.42008, "Y3": 0.3618, "X4": 0.40594, "Y4": 0.3628, "page": 0, "Index": 103}, {"Word": "be", "Confidence": 0.997, "X1": 0.42291, "Y1": 0.3502, "X2": 0.4413, "Y2": 0.35, "X3": 0.4413, "Y3": 0.3618, "X4": 0.42291, "Y4": 0.3618, "page": 0, "Index": 104}, {"Word": "performed", "Confidence": 0.993, "X1": 0.44413, "Y1": 0.3502, "X2": 0.51485, "Y2": 0.35, "X3": 0.51485, "Y3": 0.3618, "X4": 0.44413, "Y4": 0.3618, "page": 0, "Index": 105}, {"Word": "(1995", "Confidence": 0.991, "X1": 0.51768, "Y1": 0.3502, "X2": 0.56011, "Y2": 0.35, "X3": 0.56011, "Y3": 0.3618, "X4": 0.51768, "Y4": 0.3618, "page": 0, "Index": 106}, {"Word": "actuals", "Confidence": 0.991, "X1": 0.56294, "Y1": 0.3502, "X2": 0.61103, "Y2": 0.35, "X3": 0.61103, "Y3": 0.3628, "X4": 0.56294, "Y4": 0.3618, "page": 0, "Index": 107}, {"Word": "and", "Confidence": 0.998, "X1": 0.61528, "Y1": 0.3512, "X2": 0.64074, "Y2": 0.351, "X3": 0.64074, "Y3": 0.3628, "X4": 0.61528, "Y4": 0.3628, "page": 0, "Index": 108}, {"Word": "1996", "Confidence": 0.927, "X1": 0.64356, "Y1": 0.3512, "X2": 0.67893, "Y2": 0.351, "X3": 0.67893, "Y3": 0.3628, "X4": 0.64356, "Y4": 0.3628, "page": 0, "Index": 109}, {"Word": "estimate", "Confidence": 0.991, "X1": 0.68317, "Y1": 0.3512, "X2": 0.74116, "Y2": 0.351, "X3": 0.73975, "Y3": 0.3628, "X4": 0.68317, "Y4": 0.3628, "page": 0, "Index": 110}, {"Word": "per", "Confidence": 0.998, "X1": 0.74399, "Y1": 0.3512, "X2": 0.76803, "Y2": 0.351, "X3": 0.76662, "Y3": 0.3628, "X4": 0.74399, "Y4": 0.3628, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.77086, "Y1": 0.3512, "X2": 0.79491, "Y2": 0.351, "X3": 0.79491, "Y3": 0.3628, "X4": 0.77086, "Y4": 0.3628, "page": 0, "Index": 112}, {"Word": "March", "Confidence": 0.995, "X1": 0.15559, "Y1": 0.3622, "X2": 0.19802, "Y2": 0.362, "X3": 0.19802, "Y3": 0.3738, "X4": 0.15559, "Y4": 0.3738, "page": 0, "Index": 113}, {"Word": "OBS).", "Confidence": 0.619, "X1": 0.20085, "Y1": 0.3622, "X2": 0.24611, "Y2": 0.362, "X3": 0.24611, "Y3": 0.3738, "X4": 0.20085, "Y4": 0.3738, "page": 0, "Index": 114}, {"Word": "I", "Confidence": 0.773, "X1": 0.24894, "Y1": 0.3622, "X2": 0.25884, "Y2": 0.362, "X3": 0.25884, "Y3": 0.3738, "X4": 0.24894, "Y4": 0.3738, "page": 0, "Index": 115}, {"Word": "would", "Confidence": 0.997, "X1": 0.26308, "Y1": 0.3622, "X2": 0.3041, "Y2": 0.362, "X3": 0.3041, "Y3": 0.3738, "X4": 0.26308, "Y4": 0.3738, "page": 0, "Index": 116}, {"Word": "be", "Confidence": 0.997, "X1": 0.30835, "Y1": 0.3622, "X2": 0.32532, "Y2": 0.362, "X3": 0.32532, "Y3": 0.3738, "X4": 0.30835, "Y4": 0.3738, "page": 0, "Index": 117}, {"Word": "grateful", "Confidence": 0.941, "X1": 0.32956, "Y1": 0.3632, "X2": 0.37907, "Y2": 0.363, "X3": 0.37907, "Y3": 0.3738, "X4": 0.32815, "Y4": 0.3738, "page": 0, "Index": 118}, {"Word": "if", "Confidence": 0.994, "X1": 0.3819, "Y1": 0.3632, "X2": 0.39321, "Y2": 0.363, "X3": 0.39321, "Y3": 0.3738, "X4": 0.3819, "Y4": 0.3738, "page": 0, "Index": 119}, {"Word": "the", "Confidence": 0.998, "X1": 0.39604, "Y1": 0.3632, "X2": 0.41867, "Y2": 0.363, "X3": 0.41867, "Y3": 0.3738, "X4": 0.39604, "Y4": 0.3738, "page": 0, "Index": 120}, {"Word": "above", "Confidence": 0.995, "X1": 0.4215, "Y1": 0.3632, "X2": 0.46393, "Y2": 0.363, "X3": 0.46393, "Y3": 0.3738, "X4": 0.4215, "Y4": 0.3738, "page": 0, "Index": 121}, {"Word": "allocations", "Confidence": 0.97, "X1": 0.46818, "Y1": 0.3632, "X2": 0.5389, "Y2": 0.363, "X3": 0.5389, "Y3": 0.3738, "X4": 0.46676, "Y4": 0.3738, "page": 0, "Index": 122}, {"Word": "could", "Confidence": 0.996, "X1": 0.54173, "Y1": 0.3632, "X2": 0.5785, "Y2": 0.363, "X3": 0.5785, "Y3": 0.3738, "X4": 0.54173, "Y4": 0.3738, "page": 0, "Index": 123}, {"Word": "be", "Confidence": 0.997, "X1": 0.58274, "Y1": 0.3632, "X2": 0.59972, "Y2": 0.363, "X3": 0.59972, "Y3": 0.3738, "X4": 0.58133, "Y4": 0.3738, "page": 0, "Index": 124}, {"Word": "included", "Confidence": 0.627, "X1": 0.60255, "Y1": 0.3632, "X2": 0.65912, "Y2": 0.363, "X3": 0.65771, "Y3": 0.3738, "X4": 0.60255, "Y4": 0.3738, "page": 0, "Index": 125}, {"Word": "in", "Confidence": 0.998, "X1": 0.66195, "Y1": 0.3632, "X2": 0.67468, "Y2": 0.363, "X3": 0.67468, "Y3": 0.3738, "X4": 0.66195, "Y4": 0.3738, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.991, "X1": 0.67893, "Y1": 0.3632, "X2": 0.70014, "Y2": 0.363, "X3": 0.70014, "Y3": 0.3738, "X4": 0.67893, "Y4": 0.3738, "page": 0, "Index": 127}, {"Word": "BATG", "Confidence": 0.986, "X1": 0.70438, "Y1": 0.3622, "X2": 0.74257, "Y2": 0.362, "X3": 0.74257, "Y3": 0.3738, "X4": 0.70438, "Y4": 0.3738, "page": 0, "Index": 128}, {"Word": "forms", "Confidence": 0.955, "X1": 0.74823, "Y1": 0.3622, "X2": 0.79066, "Y2": 0.362, "X3": 0.79066, "Y3": 0.3738, "X4": 0.74823, "Y4": 0.3738, "page": 0, "Index": 129}, {"Word": "A.", "Confidence": 0.755, "X1": 0.15983, "Y1": 0.3732, "X2": 0.1768, "Y2": 0.373, "X3": 0.1768, "Y3": 0.3838, "X4": 0.15983, "Y4": 0.3838, "page": 0, "Index": 130}, {"Word": "In", "Confidence": 0.695, "X1": 0.15559, "Y1": 0.3992, "X2": 0.16832, "Y2": 0.399, "X3": 0.16832, "Y3": 0.4098, "X4": 0.15559, "Y4": 0.4098, "page": 0, "Index": 131}, {"Word": "respect", "Confidence": 0.956, "X1": 0.17256, "Y1": 0.3992, "X2": 0.22207, "Y2": 0.399, "X3": 0.22207, "Y3": 0.4108, "X4": 0.17115, "Y4": 0.4098, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.22631, "Y1": 0.3992, "X2": 0.24045, "Y2": 0.399, "X3": 0.23904, "Y3": 0.4108, "X4": 0.22489, "Y4": 0.4108, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.995, "X1": 0.24328, "Y1": 0.3992, "X2": 0.26591, "Y2": 0.399, "X3": 0.26591, "Y3": 0.4108, "X4": 0.24328, "Y4": 0.4108, "page": 0, "Index": 134}, {"Word": "plan", "Confidence": 0.867, "X1": 0.27016, "Y1": 0.3992, "X2": 0.29986, "Y2": 0.399, "X3": 0.29844, "Y3": 0.4108, "X4": 0.26874, "Y4": 0.4108, "page": 0, "Index": 135}, {"Word": "1996", "Confidence": 0.977, "X1": 0.30269, "Y1": 0.3992, "X2": 0.33805, "Y2": 0.399, "X3": 0.33663, "Y3": 0.4108, "X4": 0.30269, "Y4": 0.4108, "page": 0, "Index": 136}, {"Word": "figures", "Confidence": 0.934, "X1": 0.34088, "Y1": 0.3992, "X2": 0.38755, "Y2": 0.399, "X3": 0.38755, "Y3": 0.4118, "X4": 0.34088, "Y4": 0.4108, "page": 0, "Index": 137}, {"Word": "we", "Confidence": 0.997, "X1": 0.3918, "Y1": 0.3992, "X2": 0.4116, "Y2": 0.399, "X3": 0.41018, "Y3": 0.4118, "X4": 0.39038, "Y4": 0.4118, "page": 0, "Index": 138}, {"Word": "obviously", "Confidence": 0.943, "X1": 0.41584, "Y1": 0.3992, "X2": 0.48091, "Y2": 0.399, "X3": 0.47949, "Y3": 0.4118, "X4": 0.41443, "Y4": 0.4118, "page": 0, "Index": 139}, {"Word": "have", "Confidence": 0.986, "X1": 0.48373, "Y1": 0.3992, "X2": 0.51627, "Y2": 0.399, "X3": 0.51485, "Y3": 0.4118, "X4": 0.48373, "Y4": 0.4118, "page": 0, "Index": 140}, {"Word": "some", "Confidence": 0.988, "X1": 0.52051, "Y1": 0.3992, "X2": 0.55728, "Y2": 0.399, "X3": 0.55587, "Y3": 0.4118, "X4": 0.51909, "Y4": 0.4118, "page": 0, "Index": 141}, {"Word": "adjustments", "Confidence": 0.902, "X1": 0.56011, "Y1": 0.3992, "X2": 0.64074, "Y2": 0.399, "X3": 0.63932, "Y3": 0.4118, "X4": 0.56011, "Y4": 0.4118, "page": 0, "Index": 142}, {"Word": "to", "Confidence": 0.998, "X1": 0.64356, "Y1": 0.3992, "X2": 0.65912, "Y2": 0.399, "X3": 0.65771, "Y3": 0.4118, "X4": 0.64356, "Y4": 0.4118, "page": 0, "Index": 143}, {"Word": "make", "Confidence": 0.93, "X1": 0.66337, "Y1": 0.3992, "X2": 0.69873, "Y2": 0.399, "X3": 0.69731, "Y3": 0.4118, "X4": 0.66195, "Y4": 0.4118, "page": 0, "Index": 144}, {"Word": "and", "Confidence": 0.998, "X1": 0.70156, "Y1": 0.3992, "X2": 0.72702, "Y2": 0.399, "X3": 0.7256, "Y3": 0.4128, "X4": 0.70156, "Y4": 0.4118, "page": 0, "Index": 145}, {"Word": "I", "Confidence": 0.863, "X1": 0.73126, "Y1": 0.3992, "X2": 0.73692, "Y2": 0.399, "X3": 0.7355, "Y3": 0.4128, "X4": 0.72984, "Y4": 0.4128, "page": 0, "Index": 146}, {"Word": "would", "Confidence": 0.997, "X1": 0.73975, "Y1": 0.3982, "X2": 0.78501, "Y2": 0.398, "X3": 0.78359, "Y3": 0.4128, "X4": 0.73975, "Y4": 0.4128, "page": 0, "Index": 147}, {"Word": "be", "Confidence": 0.996, "X1": 0.157, "Y1": 0.4112, "X2": 0.17256, "Y2": 0.411, "X3": 0.17115, "Y3": 0.4238, "X4": 0.15559, "Y4": 0.4238, "page": 0, "Index": 148}, {"Word": "grateful", "Confidence": 0.965, "X1": 0.17539, "Y1": 0.4112, "X2": 0.22631, "Y2": 0.411, "X3": 0.22631, "Y3": 0.4228, "X4": 0.17539, "Y4": 0.4228, "page": 0, "Index": 149}, {"Word": "if", "Confidence": 0.996, "X1": 0.23055, "Y1": 0.4112, "X2": 0.24045, "Y2": 0.411, "X3": 0.24045, "Y3": 0.4228, "X4": 0.22914, "Y4": 0.4228, "page": 0, "Index": 150}, {"Word": "you", "Confidence": 0.998, "X1": 0.2447, "Y1": 0.4112, "X2": 0.27016, "Y2": 0.411, "X3": 0.26874, "Y3": 0.4228, "X4": 0.24328, "Y4": 0.4228, "page": 0, "Index": 151}, {"Word": "could", "Confidence": 0.882, "X1": 0.27298, "Y1": 0.4112, "X2": 0.30976, "Y2": 0.411, "X3": 0.30976, "Y3": 0.4228, "X4": 0.27298, "Y4": 0.4228, "page": 0, "Index": 152}, {"Word": "let", "Confidence": 0.948, "X1": 0.31259, "Y1": 0.4112, "X2": 0.33098, "Y2": 0.411, "X3": 0.32956, "Y3": 0.4228, "X4": 0.31259, "Y4": 0.4228, "page": 0, "Index": 153}, {"Word": "me", "Confidence": 0.847, "X1": 0.3338, "Y1": 0.4112, "X2": 0.35502, "Y2": 0.411, "X3": 0.35502, "Y3": 0.4228, "X4": 0.3338, "Y4": 0.4228, "page": 0, "Index": 154}, {"Word": "have", "Confidence": 0.988, "X1": 0.35926, "Y1": 0.4112, "X2": 0.3918, "Y2": 0.411, "X3": 0.39038, "Y3": 0.4228, "X4": 0.35785, "Y4": 0.4228, "page": 0, "Index": 155}, {"Word": "the", "Confidence": 0.998, "X1": 0.39463, "Y1": 0.4112, "X2": 0.41726, "Y2": 0.411, "X3": 0.41584, "Y3": 0.4228, "X4": 0.39321, "Y4": 0.4228, "page": 0, "Index": 156}, {"Word": "following:", "Confidence": 0.975, "X1": 0.42008, "Y1": 0.4122, "X2": 0.48939, "Y2": 0.412, "X3": 0.48798, "Y3": 0.4228, "X4": 0.41867, "Y4": 0.4228, "page": 0, "Index": 157}, {"Word": "As", "Confidence": 0.997, "X1": 0.31117, "Y1": 0.4362, "X2": 0.32956, "Y2": 0.436, "X3": 0.32815, "Y3": 0.4468, "X4": 0.30976, "Y4": 0.4468, "page": 0, "Index": 158}, {"Word": "produced", "Confidence": 0.97, "X1": 0.33239, "Y1": 0.4352, "X2": 0.39604, "Y2": 0.435, "X3": 0.39463, "Y3": 0.4468, "X4": 0.33098, "Y4": 0.4468, "page": 0, "Index": 159}, {"Word": "Reclassified", "Confidence": 0.984, "X1": 0.46535, "Y1": 0.4352, "X2": 0.54455, "Y2": 0.435, "X3": 0.54314, "Y3": 0.4468, "X4": 0.46535, "Y4": 0.4458, "page": 0, "Index": 160}, {"Word": "Restated", "Confidence": 0.993, "X1": 0.6181, "Y1": 0.4362, "X2": 0.67751, "Y2": 0.436, "X3": 0.6761, "Y3": 0.4468, "X4": 0.6181, "Y4": 0.4458, "page": 0, "Index": 161}, {"Word": "Jan", "Confidence": 0.998, "X1": 0.31259, "Y1": 0.4472, "X2": 0.3338, "Y2": 0.447, "X3": 0.3338, "Y3": 0.4578, "X4": 0.31259, "Y4": 0.4578, "page": 0, "Index": 162}, {"Word": "1996", "Confidence": 0.98, "X1": 0.33946, "Y1": 0.4472, "X2": 0.37341, "Y2": 0.447, "X3": 0.37341, "Y3": 0.4578, "X4": 0.33946, "Y4": 0.4578, "page": 0, "Index": 163}, {"Word": "from", "Confidence": 0.97, "X1": 0.46535, "Y1": 0.4482, "X2": 0.49222, "Y2": 0.448, "X3": 0.49222, "Y3": 0.4578, "X4": 0.46535, "Y4": 0.4588, "page": 0, "Index": 164}, {"Word": "Europe", "Confidence": 0.919, "X1": 0.49929, "Y1": 0.4492, "X2": 0.54738, "Y2": 0.449, "X3": 0.54597, "Y3": 0.4598, "X4": 0.49929, "Y4": 0.4578, "page": 0, "Index": 165}, {"Word": "Em", "Confidence": 0.743, "X1": 0.36209, "Y1": 0.4602, "X2": 0.38048, "Y2": 0.46, "X3": 0.37907, "Y3": 0.4698, "X4": 0.36209, "Y4": 0.4688, "page": 0, "Index": 166}, {"Word": "Em", "Confidence": 0.933, "X1": 0.51627, "Y1": 0.4602, "X2": 0.53465, "Y2": 0.46, "X3": 0.53324, "Y3": 0.4698, "X4": 0.51627, "Y4": 0.4688, "page": 0, "Index": 167}, {"Word": "Em", "Confidence": 0.991, "X1": 0.67044, "Y1": 0.4592, "X2": 0.68883, "Y2": 0.459, "X3": 0.68883, "Y3": 0.4698, "X4": 0.67044, "Y4": 0.4698, "page": 0, "Index": 168}, {"Word": "Amesca", "Confidence": 0.994, "X1": 0.15842, "Y1": 0.4822, "X2": 0.20934, "Y2": 0.482, "X3": 0.20934, "Y3": 0.4938, "X4": 0.157, "Y4": 0.4938, "page": 0, "Index": 169}, {"Word": "cash", "Confidence": 0.988, "X1": 0.21216, "Y1": 0.4832, "X2": 0.24611, "Y2": 0.483, "X3": 0.2447, "Y3": 0.4938, "X4": 0.21216, "Y4": 0.4938, "page": 0, "Index": 170}, {"Word": "flows:", "Confidence": 0.956, "X1": 0.24894, "Y1": 0.4832, "X2": 0.2942, "Y2": 0.483, "X3": 0.2942, "Y3": 0.4948, "X4": 0.24752, "Y4": 0.4938, "page": 0, "Index": 171}, {"Word": "95.7", "Confidence": 0.929, "X1": 0.36209, "Y1": 0.5062, "X2": 0.39321, "Y2": 0.506, "X3": 0.39321, "Y3": 0.5158, "X4": 0.36209, "Y4": 0.5158, "page": 0, "Index": 172}, {"Word": "x", "Confidence": 0.667, "X1": 0.66902, "Y1": 0.5062, "X2": 0.67893, "Y2": 0.506, "X3": 0.67893, "Y3": 0.5178, "X4": 0.66902, "Y4": 0.5178, "page": 0, "Index": 173}, {"Word": "Trading", "Confidence": 0.944, "X1": 0.15842, "Y1": 0.5062, "X2": 0.20651, "Y2": 0.506, "X3": 0.20509, "Y3": 0.5188, "X4": 0.157, "Y4": 0.5188, "page": 0, "Index": 174}, {"Word": "Profit", "Confidence": 0.995, "X1": 0.20934, "Y1": 0.5072, "X2": 0.25035, "Y2": 0.507, "X3": 0.25035, "Y3": 0.5198, "X4": 0.20934, "Y4": 0.5188, "page": 0, "Index": 175}, {"Word": "x", "Confidence": 0.687, "X1": 0.51485, "Y1": 0.5062, "X2": 0.52617, "Y2": 0.506, "X3": 0.52617, "Y3": 0.5188, "X4": 0.51485, "Y4": 0.5188, "page": 0, "Index": 176}, {"Word": "Please", "Confidence": 0.993, "X1": 0.15842, "Y1": 0.5302, "X2": 0.19802, "Y2": 0.53, "X3": 0.19802, "Y3": 0.5428, "X4": 0.157, "Y4": 0.5438, "page": 0, "Index": 177}, {"Word": "can", "Confidence": 0.998, "X1": 0.20226, "Y1": 0.5302, "X2": 0.22631, "Y2": 0.53, "X3": 0.22631, "Y3": 0.5428, "X4": 0.20085, "Y4": 0.5428, "page": 0, "Index": 178}, {"Word": "we", "Confidence": 0.997, "X1": 0.23055, "Y1": 0.5302, "X2": 0.25035, "Y2": 0.53, "X3": 0.25035, "Y3": 0.5428, "X4": 0.22914, "Y4": 0.5428, "page": 0, "Index": 179}, {"Word": "discuss", "Confidence": 0.991, "X1": 0.2546, "Y1": 0.5302, "X2": 0.3041, "Y2": 0.53, "X3": 0.3041, "Y3": 0.5428, "X4": 0.2546, "Y4": 0.5428, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.994, "X1": 0.30835, "Y1": 0.5302, "X2": 0.32956, "Y2": 0.53, "X3": 0.32956, "Y3": 0.5428, "X4": 0.30835, "Y4": 0.5428, "page": 0, "Index": 181}, {"Word": "above", "Confidence": 0.995, "X1": 0.3338, "Y1": 0.5302, "X2": 0.37907, "Y2": 0.53, "X3": 0.37907, "Y3": 0.5428, "X4": 0.3338, "Y4": 0.5428, "page": 0, "Index": 182}, {"Word": "this", "Confidence": 0.991, "X1": 0.3819, "Y1": 0.5292, "X2": 0.40736, "Y2": 0.529, "X3": 0.40736, "Y3": 0.5428, "X4": 0.3819, "Y4": 0.5428, "page": 0, "Index": 183}, {"Word": "week", "Confidence": 0.589, "X1": 0.41018, "Y1": 0.5292, "X2": 0.44979, "Y2": 0.529, "X3": 0.44979, "Y3": 0.5438, "X4": 0.41018, "Y4": 0.5428, "page": 0, "Index": 184}, {"Word": "Regards", "Confidence": 0.985, "X1": 0.15842, "Y1": 0.5552, "X2": 0.21358, "Y2": 0.555, "X3": 0.21216, "Y3": 0.5678, "X4": 0.15842, "Y4": 0.5668, "page": 0, "Index": 185}, {"Word": "800410768", "Confidence": 0.993, "X1": 0.94625, "Y1": 0.9482, "X2": 0.94767, "Y2": 0.948, "X3": 0.91796, "Y3": 0.9478, "X4": 0.91796, "Y4": 0.8408, "page": 0, "Index": 186}]}	"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"
ffxy0022	0	{"lines_data": [{"Word": "September 15, 1992", "Confidence": 0.97667, "X1": 0.66, "Y1": 0.0872, "X2": 0.85867, "Y2": 0.087, "X3": 0.85867, "Y3": 0.1028, "X4": 0.66, "Y4": 0.1008, "page": 0}, {"Word": "PRIME Full Flavor 85", "Confidence": 0.96425, "X1": 0.39467, "Y1": 0.1252, "X2": 0.616, "Y2": 0.125, "X3": 0.616, "Y3": 0.1388, "X4": 0.39467, "Y4": 0.1388, "page": 0}, {"Word": "Mfd. Reidsville 9/9-11/92", "Confidence": 0.882, "X1": 0.36667, "Y1": 0.1512, "X2": 0.644, "Y2": 0.151, "X3": 0.644, "Y3": 0.1668, "X4": 0.36667, "Y4": 0.1668, "page": 0}, {"Word": "Average Wt. (gm/100 cigts)", "Confidence": 0.92675, "X1": 0.14933, "Y1": 0.2172, "X2": 0.43467, "Y2": 0.217, "X3": 0.43467, "Y3": 0.2358, "X4": 0.14933, "Y4": 0.2368, "page": 0}, {"Word": "91.5", "Confidence": 0.72, "X1": 0.60533, "Y1": 0.2192, "X2": 0.65333, "Y2": 0.219, "X3": 0.65333, "Y3": 0.2318, "X4": 0.60667, "Y4": 0.2328, "page": 0}, {"Word": "58", "Confidence": 0.998, "X1": 0.604, "Y1": 0.2462, "X2": 0.632, "Y2": 0.246, "X3": 0.632, "Y3": 0.2578, "X4": 0.60533, "Y4": 0.2578, "page": 0}, {"Word": "Length Smoked (mm)", "Confidence": 0.93133, "X1": 0.14933, "Y1": 0.2462, "X2": 0.34667, "Y2": 0.246, "X3": 0.34667, "Y3": 0.2618, "X4": 0.14933, "Y4": 0.2618, "page": 0}, {"Word": "Puffs per Cigarette", "Confidence": 0.98733, "X1": 0.14933, "Y1": 0.2722, "X2": 0.36267, "Y2": 0.272, "X3": 0.36267, "Y3": 0.2878, "X4": 0.14933, "Y4": 0.2888, "page": 0}, {"Word": "8.0", "Confidence": 0.998, "X1": 0.616, "Y1": 0.2742, "X2": 0.65467, "Y2": 0.274, "X3": 0.65333, "Y3": 0.2848, "X4": 0.61467, "Y4": 0.2858, "page": 0}, {"Word": "\"Tar\"", "Confidence": 0.955, "X1": 0.14933, "Y1": 0.2992, "X2": 0.21067, "Y2": 0.299, "X3": 0.21067, "Y3": 0.3128, "X4": 0.14933, "Y4": 0.3138, "page": 0}, {"Word": "(mg/cigt)", "Confidence": 0.991, "X1": 0.252, "Y1": 0.2992, "X2": 0.34667, "Y2": 0.299, "X3": 0.34667, "Y3": 0.3148, "X4": 0.252, "Y4": 0.3148, "page": 0}, {"Word": "15.21 + 0.24", "Confidence": 0.66333, "X1": 0.60533, "Y1": 0.2992, "X2": 0.74, "Y2": 0.299, "X3": 0.74, "Y3": 0.3138, "X4": 0.60533, "Y4": 0.3128, "page": 0}, {"Word": "(mg/puff)", "Confidence": 0.935, "X1": 0.252, "Y1": 0.3132, "X2": 0.34533, "Y2": 0.313, "X3": 0.34667, "Y3": 0.3278, "X4": 0.252, "Y4": 0.3288, "page": 0}, {"Word": "1.89", "Confidence": 0.987, "X1": 0.616, "Y1": 0.3132, "X2": 0.66667, "Y2": 0.313, "X3": 0.66667, "Y3": 0.3248, "X4": 0.616, "Y4": 0.3268, "page": 0}, {"Word": "Nicotine (mg/cigt)", "Confidence": 0.992, "X1": 0.148, "Y1": 0.3392, "X2": 0.34667, "Y2": 0.339, "X3": 0.34667, "Y3": 0.3548, "X4": 0.148, "Y4": 0.3548, "page": 0}, {"Word": "1.13 + 0.02", "Confidence": 0.66167, "X1": 0.61467, "Y1": 0.3392, "X2": 0.74, "Y2": 0.339, "X3": 0.74, "Y3": 0.3538, "X4": 0.61467, "Y4": 0.3538, "page": 0}, {"Word": "(mg/puff)", "Confidence": 0.965, "X1": 0.24933, "Y1": 0.3522, "X2": 0.34533, "Y2": 0.352, "X3": 0.34667, "Y3": 0.3668, "X4": 0.25067, "Y4": 0.3688, "page": 0}, {"Word": "0.14", "Confidence": 0.985, "X1": 0.616, "Y1": 0.3522, "X2": 0.664, "Y2": 0.352, "X3": 0.66533, "Y3": 0.3648, "X4": 0.61733, "Y4": 0.3658, "page": 0}, {"Word": "CO", "Confidence": 0.927, "X1": 0.15067, "Y1": 0.3822, "X2": 0.17867, "Y2": 0.382, "X3": 0.17733, "Y3": 0.3938, "X4": 0.14933, "Y4": 0.3928, "page": 0}, {"Word": "(mg/cigt)", "Confidence": 0.991, "X1": 0.24933, "Y1": 0.3782, "X2": 0.344, "Y2": 0.378, "X3": 0.34533, "Y3": 0.3958, "X4": 0.25067, "Y4": 0.3968, "page": 0}, {"Word": "13.96 + 0.30", "Confidence": 0.66067, "X1": 0.60667, "Y1": 0.3792, "X2": 0.74133, "Y2": 0.379, "X3": 0.74133, "Y3": 0.3938, "X4": 0.60667, "Y4": 0.3938, "page": 0}, {"Word": "1.74", "Confidence": 0.988, "X1": 0.616, "Y1": 0.3942, "X2": 0.66267, "Y2": 0.394, "X3": 0.66267, "Y3": 0.4058, "X4": 0.616, "Y4": 0.4068, "page": 0}, {"Word": "(mg/puff)", "Confidence": 0.853, "X1": 0.25067, "Y1": 0.3932, "X2": 0.34533, "Y2": 0.393, "X3": 0.34533, "Y3": 0.4088, "X4": 0.25067, "Y4": 0.4098, "page": 0}, {"Word": "Samples were taken at random from regular production for smoke", "Confidence": 0.9842, "X1": 0.148, "Y1": 0.4582, "X2": 0.828, "Y2": 0.458, "X3": 0.828, "Y3": 0.4748, "X4": 0.148, "Y4": 0.4758, "page": 0}, {"Word": "analyses by the FTC method.", "Confidence": 0.9948, "X1": 0.14933, "Y1": 0.4732, "X2": 0.444, "Y2": 0.473, "X3": 0.444, "Y3": 0.4868, "X4": 0.14933, "Y4": 0.4888, "page": 0}, {"Word": "WR Toler", "Confidence": 0.8365, "X1": 0.60267, "Y1": 0.4852, "X2": 0.772, "Y2": 0.485, "X3": 0.77467, "Y3": 0.5178, "X4": 0.604, "Y4": 0.5258, "page": 0}, {"Word": "aw", "Confidence": 0.998, "X1": 0.15067, "Y1": 0.5292, "X2": 0.17733, "Y2": 0.529, "X3": 0.17733, "Y3": 0.5408, "X4": 0.15067, "Y4": 0.5398, "page": 0}, {"Word": "c:", "Confidence": 0.826, "X1": 0.14933, "Y1": 0.5552, "X2": 0.176, "Y2": 0.555, "X3": 0.176, "Y3": 0.5678, "X4": 0.14933, "Y4": 0.5678, "page": 0}, {"Word": "JFA", "Confidence": 0.881, "X1": 0.18933, "Y1": 0.5542, "X2": 0.23067, "Y2": 0.554, "X3": 0.23067, "Y3": 0.5658, "X4": 0.19067, "Y4": 0.5668, "page": 0}, {"Word": "DRE", "Confidence": 0.991, "X1": 0.19333, "Y1": 0.5672, "X2": 0.22533, "Y2": 0.567, "X3": 0.22533, "Y3": 0.5798, "X4": 0.19333, "Y4": 0.5798, "page": 0}, {"Word": "RDC", "Confidence": 0.66, "X1": 0.192, "Y1": 0.5802, "X2": 0.24267, "Y2": 0.58, "X3": 0.244, "Y3": 0.5918, "X4": 0.192, "Y4": 0.5938, "page": 0}, {"Word": "PRC", "Confidence": 0.998, "X1": 0.192, "Y1": 0.5932, "X2": 0.23067, "Y2": 0.593, "X3": 0.23067, "Y3": 0.6058, "X4": 0.192, "Y4": 0.6068, "page": 0}, {"Word": "RSS-BFP", "Confidence": 0.995, "X1": 0.192, "Y1": 0.6072, "X2": 0.272, "Y2": 0.607, "X3": 0.27333, "Y3": 0.6198, "X4": 0.192, "Y4": 0.6208, "page": 0}, {"Word": "WRT-ALB", "Confidence": 0.953, "X1": 0.192, "Y1": 0.6222, "X2": 0.27333, "Y2": 0.622, "X3": 0.27333, "Y3": 0.6348, "X4": 0.192, "Y4": 0.6348, "page": 0}, {"Word": "ATX02 0210271", "Confidence": 0.9885, "X1": 0.67067, "Y1": 0.8352, "X2": 0.82267, "Y2": 0.835, "X3": 0.82533, "Y3": 0.8488, "X4": 0.67067, "Y4": 0.8608, "page": 0}], "words_data": [{"Word": "September", "Confidence": 0.945, "X1": 0.66, "Y1": 0.0872, "X2": 0.75867, "Y2": 0.087, "X3": 0.75867, "Y3": 0.1018, "X4": 0.66, "Y4": 0.1008, "page": 0, "Index": 0}, {"Word": "15,", "Confidence": 0.998, "X1": 0.76933, "Y1": 0.0872, "X2": 0.80533, "Y2": 0.087, "X3": 0.804, "Y3": 0.1028, "X4": 0.768, "Y4": 0.1018, "page": 0, "Index": 1}, {"Word": "1992", "Confidence": 0.987, "X1": 0.812, "Y1": 0.0882, "X2": 0.85733, "Y2": 0.088, "X3": 0.856, "Y3": 0.1028, "X4": 0.81067, "Y4": 0.1028, "page": 0, "Index": 2}, {"Word": "PRIME", "Confidence": 0.992, "X1": 0.39467, "Y1": 0.1252, "X2": 0.45067, "Y2": 0.125, "X3": 0.45067, "Y3": 0.1398, "X4": 0.39467, "Y4": 0.1398, "page": 0, "Index": 3}, {"Word": "Full", "Confidence": 0.986, "X1": 0.45867, "Y1": 0.1252, "X2": 0.504, "Y2": 0.125, "X3": 0.504, "Y3": 0.1398, "X4": 0.45867, "Y4": 0.1398, "page": 0, "Index": 4}, {"Word": "Flavor", "Confidence": 0.888, "X1": 0.51333, "Y1": 0.1252, "X2": 0.58, "Y2": 0.125, "X3": 0.58, "Y3": 0.1398, "X4": 0.51333, "Y4": 0.1398, "page": 0, "Index": 5}, {"Word": "85", "Confidence": 0.991, "X1": 0.59067, "Y1": 0.1252, "X2": 0.61333, "Y2": 0.125, "X3": 0.61333, "Y3": 0.1398, "X4": 0.59067, "Y4": 0.1398, "page": 0, "Index": 6}, {"Word": "Mfd.", "Confidence": 0.67, "X1": 0.36667, "Y1": 0.1522, "X2": 0.41467, "Y2": 0.152, "X3": 0.41467, "Y3": 0.1668, "X4": 0.36667, "Y4": 0.1678, "page": 0, "Index": 7}, {"Word": "Reidsville", "Confidence": 0.982, "X1": 0.42, "Y1": 0.1522, "X2": 0.532, "Y2": 0.152, "X3": 0.53067, "Y3": 0.1668, "X4": 0.42, "Y4": 0.1668, "page": 0, "Index": 8}, {"Word": "9/9-11/92", "Confidence": 0.994, "X1": 0.54133, "Y1": 0.1522, "X2": 0.64, "Y2": 0.152, "X3": 0.63867, "Y3": 0.1678, "X4": 0.54133, "Y4": 0.1668, "page": 0, "Index": 9}, {"Word": "Average", "Confidence": 0.995, "X1": 0.15067, "Y1": 0.2202, "X2": 0.22933, "Y2": 0.22, "X3": 0.228, "Y3": 0.2358, "X4": 0.15067, "Y4": 0.2358, "page": 0, "Index": 10}, {"Word": "Wt.", "Confidence": 0.998, "X1": 0.23467, "Y1": 0.2192, "X2": 0.27467, "Y2": 0.219, "X3": 0.27467, "Y3": 0.2358, "X4": 0.23467, "Y4": 0.2358, "page": 0, "Index": 11}, {"Word": "(gm/100", "Confidence": 0.944, "X1": 0.28267, "Y1": 0.2182, "X2": 0.36, "Y2": 0.218, "X3": 0.36, "Y3": 0.2358, "X4": 0.28267, "Y4": 0.2358, "page": 0, "Index": 12}, {"Word": "cigts)", "Confidence": 0.77, "X1": 0.36667, "Y1": 0.2172, "X2": 0.436, "Y2": 0.217, "X3": 0.43467, "Y3": 0.2358, "X4": 0.36667, "Y4": 0.2358, "page": 0, "Index": 13}, {"Word": "91.5", "Confidence": 0.72, "X1": 0.60533, "Y1": 0.2192, "X2": 0.64933, "Y2": 0.219, "X3": 0.64933, "Y3": 0.2318, "X4": 0.60667, "Y4": 0.2328, "page": 0, "Index": 14}, {"Word": "58", "Confidence": 0.998, "X1": 0.60667, "Y1": 0.2462, "X2": 0.62667, "Y2": 0.246, "X3": 0.62667, "Y3": 0.2578, "X4": 0.60667, "Y4": 0.2578, "page": 0, "Index": 15}, {"Word": "Length", "Confidence": 0.997, "X1": 0.14933, "Y1": 0.2462, "X2": 0.216, "Y2": 0.246, "X3": 0.216, "Y3": 0.2618, "X4": 0.14933, "Y4": 0.2628, "page": 0, "Index": 16}, {"Word": "Smoked", "Confidence": 0.997, "X1": 0.22667, "Y1": 0.2472, "X2": 0.29333, "Y2": 0.247, "X3": 0.292, "Y3": 0.2618, "X4": 0.22533, "Y4": 0.2618, "page": 0, "Index": 17}, {"Word": "(mm)", "Confidence": 0.8, "X1": 0.30533, "Y1": 0.2472, "X2": 0.34667, "Y2": 0.247, "X3": 0.344, "Y3": 0.2628, "X4": 0.304, "Y4": 0.2618, "page": 0, "Index": 18}, {"Word": "Cigarette", "Confidence": 0.991, "X1": 0.25867, "Y1": 0.2732, "X2": 0.36, "Y2": 0.273, "X3": 0.35867, "Y3": 0.2878, "X4": 0.25733, "Y4": 0.2888, "page": 0, "Index": 19}, {"Word": "8.0", "Confidence": 0.998, "X1": 0.616, "Y1": 0.2742, "X2": 0.648, "Y2": 0.274, "X3": 0.648, "Y3": 0.2858, "X4": 0.616, "Y4": 0.2858, "page": 0, "Index": 20}, {"Word": "Puffs", "Confidence": 0.973, "X1": 0.15067, "Y1": 0.2732, "X2": 0.20533, "Y2": 0.273, "X3": 0.20533, "Y3": 0.2888, "X4": 0.15067, "Y4": 0.2888, "page": 0, "Index": 21}, {"Word": "per", "Confidence": 0.998, "X1": 0.21467, "Y1": 0.2732, "X2": 0.24933, "Y2": 0.273, "X3": 0.24933, "Y3": 0.2888, "X4": 0.21467, "Y4": 0.2888, "page": 0, "Index": 22}, {"Word": "\"Tar\"", "Confidence": 0.955, "X1": 0.15067, "Y1": 0.3002, "X2": 0.20533, "Y2": 0.3, "X3": 0.204, "Y3": 0.3138, "X4": 0.15067, "Y4": 0.3128, "page": 0, "Index": 23}, {"Word": "(mg/cigt)", "Confidence": 0.991, "X1": 0.25467, "Y1": 0.3002, "X2": 0.34667, "Y2": 0.3, "X3": 0.34533, "Y3": 0.3158, "X4": 0.25333, "Y4": 0.3148, "page": 0, "Index": 24}, {"Word": "15.21", "Confidence": 0.994, "X1": 0.60667, "Y1": 0.3002, "X2": 0.66133, "Y2": 0.3, "X3": 0.66, "Y3": 0.3138, "X4": 0.60667, "Y4": 0.3128, "page": 0, "Index": 25}, {"Word": "+", "Confidence": 0.007, "X1": 0.66933, "Y1": 0.3002, "X2": 0.68133, "Y2": 0.3, "X3": 0.68, "Y3": 0.3138, "X4": 0.66933, "Y4": 0.3138, "page": 0, "Index": 26}, {"Word": "0.24", "Confidence": 0.989, "X1": 0.69333, "Y1": 0.3002, "X2": 0.73733, "Y2": 0.3, "X3": 0.736, "Y3": 0.3148, "X4": 0.692, "Y4": 0.3148, "page": 0, "Index": 27}, {"Word": "(mg/puff)", "Confidence": 0.935, "X1": 0.25333, "Y1": 0.3142, "X2": 0.34667, "Y2": 0.314, "X3": 0.34533, "Y3": 0.3278, "X4": 0.25333, "Y4": 0.3288, "page": 0, "Index": 28}, {"Word": "1.89", "Confidence": 0.987, "X1": 0.61733, "Y1": 0.3142, "X2": 0.65867, "Y2": 0.314, "X3": 0.65867, "Y3": 0.3258, "X4": 0.61733, "Y4": 0.3268, "page": 0, "Index": 29}, {"Word": "Nicotine", "Confidence": 0.993, "X1": 0.14933, "Y1": 0.3402, "X2": 0.23867, "Y2": 0.34, "X3": 0.23867, "Y3": 0.3558, "X4": 0.14933, "Y4": 0.3548, "page": 0, "Index": 30}, {"Word": "(mg/cigt)", "Confidence": 0.991, "X1": 0.25067, "Y1": 0.3402, "X2": 0.348, "Y2": 0.34, "X3": 0.34667, "Y3": 0.3548, "X4": 0.25067, "Y4": 0.3558, "page": 0, "Index": 31}, {"Word": "1.13", "Confidence": 0.989, "X1": 0.616, "Y1": 0.3402, "X2": 0.66, "Y2": 0.34, "X3": 0.66, "Y3": 0.3548, "X4": 0.616, "Y4": 0.3538, "page": 0, "Index": 32}, {"Word": "+", "Confidence": 0.007, "X1": 0.66933, "Y1": 0.3402, "X2": 0.68133, "Y2": 0.34, "X3": 0.68133, "Y3": 0.3548, "X4": 0.66933, "Y4": 0.3548, "page": 0, "Index": 33}, {"Word": "0.02", "Confidence": 0.989, "X1": 0.692, "Y1": 0.3392, "X2": 0.73733, "Y2": 0.339, "X3": 0.73733, "Y3": 0.3548, "X4": 0.692, "Y4": 0.3548, "page": 0, "Index": 34}, {"Word": "(mg/puff)", "Confidence": 0.965, "X1": 0.252, "Y1": 0.3532, "X2": 0.34667, "Y2": 0.353, "X3": 0.34533, "Y3": 0.3678, "X4": 0.25067, "Y4": 0.3688, "page": 0, "Index": 35}, {"Word": "0.14", "Confidence": 0.985, "X1": 0.616, "Y1": 0.3522, "X2": 0.66, "Y2": 0.352, "X3": 0.66, "Y3": 0.3648, "X4": 0.61733, "Y4": 0.3658, "page": 0, "Index": 36}, {"Word": "CO", "Confidence": 0.927, "X1": 0.15067, "Y1": 0.3822, "X2": 0.172, "Y2": 0.382, "X3": 0.172, "Y3": 0.3938, "X4": 0.15067, "Y4": 0.3928, "page": 0, "Index": 37}, {"Word": "(mg/cigt)", "Confidence": 0.991, "X1": 0.25067, "Y1": 0.3792, "X2": 0.344, "Y2": 0.379, "X3": 0.344, "Y3": 0.3968, "X4": 0.25067, "Y4": 0.3968, "page": 0, "Index": 38}, {"Word": "13.96", "Confidence": 0.991, "X1": 0.60667, "Y1": 0.3792, "X2": 0.66, "Y2": 0.379, "X3": 0.66, "Y3": 0.3948, "X4": 0.60667, "Y4": 0.3928, "page": 0, "Index": 39}, {"Word": "+", "Confidence": 0.004, "X1": 0.67067, "Y1": 0.3802, "X2": 0.68133, "Y2": 0.38, "X3": 0.68133, "Y3": 0.3948, "X4": 0.67067, "Y4": 0.3948, "page": 0, "Index": 40}, {"Word": "0.30", "Confidence": 0.987, "X1": 0.692, "Y1": 0.3792, "X2": 0.73733, "Y2": 0.379, "X3": 0.73733, "Y3": 0.3948, "X4": 0.692, "Y4": 0.3948, "page": 0, "Index": 41}, {"Word": "1.74", "Confidence": 0.988, "X1": 0.616, "Y1": 0.3942, "X2": 0.66, "Y2": 0.394, "X3": 0.66, "Y3": 0.4068, "X4": 0.61733, "Y4": 0.4068, "page": 0, "Index": 42}, {"Word": "(mg/puff)", "Confidence": 0.853, "X1": 0.25067, "Y1": 0.3942, "X2": 0.34533, "Y2": 0.394, "X3": 0.344, "Y3": 0.4098, "X4": 0.252, "Y4": 0.4108, "page": 0, "Index": 43}, {"Word": "Samples", "Confidence": 0.991, "X1": 0.15067, "Y1": 0.4612, "X2": 0.228, "Y2": 0.461, "X3": 0.22667, "Y3": 0.4748, "X4": 0.14933, "Y4": 0.4748, "page": 0, "Index": 44}, {"Word": "were", "Confidence": 0.988, "X1": 0.236, "Y1": 0.4612, "X2": 0.28267, "Y2": 0.461, "X3": 0.28133, "Y3": 0.4758, "X4": 0.23467, "Y4": 0.4748, "page": 0, "Index": 45}, {"Word": "taken", "Confidence": 0.997, "X1": 0.292, "Y1": 0.4602, "X2": 0.34667, "Y2": 0.46, "X3": 0.34533, "Y3": 0.4758, "X4": 0.29067, "Y4": 0.4758, "page": 0, "Index": 46}, {"Word": "at", "Confidence": 0.998, "X1": 0.356, "Y1": 0.4602, "X2": 0.38, "Y2": 0.46, "X3": 0.37867, "Y3": 0.4758, "X4": 0.356, "Y4": 0.4758, "page": 0, "Index": 47}, {"Word": "random", "Confidence": 0.941, "X1": 0.388, "Y1": 0.4602, "X2": 0.45467, "Y2": 0.46, "X3": 0.45467, "Y3": 0.4758, "X4": 0.38667, "Y4": 0.4758, "page": 0, "Index": 48}, {"Word": "from", "Confidence": 0.987, "X1": 0.464, "Y1": 0.4602, "X2": 0.50933, "Y2": 0.46, "X3": 0.508, "Y3": 0.4758, "X4": 0.46267, "Y4": 0.4758, "page": 0, "Index": 49}, {"Word": "regular", "Confidence": 0.991, "X1": 0.51733, "Y1": 0.4592, "X2": 0.596, "Y2": 0.459, "X3": 0.59467, "Y3": 0.4758, "X4": 0.51733, "Y4": 0.4758, "page": 0, "Index": 50}, {"Word": "production", "Confidence": 0.995, "X1": 0.604, "Y1": 0.4592, "X2": 0.71467, "Y2": 0.459, "X3": 0.71467, "Y3": 0.4748, "X4": 0.604, "Y4": 0.4758, "page": 0, "Index": 51}, {"Word": "for", "Confidence": 0.998, "X1": 0.72533, "Y1": 0.4592, "X2": 0.75733, "Y2": 0.459, "X3": 0.75733, "Y3": 0.4748, "X4": 0.72533, "Y4": 0.4748, "page": 0, "Index": 52}, {"Word": "smoke", "Confidence": 0.956, "X1": 0.768, "Y1": 0.4582, "X2": 0.824, "Y2": 0.458, "X3": 0.824, "Y3": 0.4738, "X4": 0.768, "Y4": 0.4748, "page": 0, "Index": 53}, {"Word": "by", "Confidence": 0.998, "X1": 0.24667, "Y1": 0.4752, "X2": 0.26933, "Y2": 0.475, "X3": 0.26933, "Y3": 0.4878, "X4": 0.24667, "Y4": 0.4888, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.28133, "Y1": 0.4742, "X2": 0.31333, "Y2": 0.474, "X3": 0.31333, "Y3": 0.4878, "X4": 0.28, "Y4": 0.4878, "page": 0, "Index": 55}, {"Word": "FTC", "Confidence": 0.991, "X1": 0.32267, "Y1": 0.4742, "X2": 0.35733, "Y2": 0.474, "X3": 0.35733, "Y3": 0.4878, "X4": 0.32267, "Y4": 0.4878, "page": 0, "Index": 56}, {"Word": "method.", "Confidence": 0.995, "X1": 0.36667, "Y1": 0.4732, "X2": 0.444, "Y2": 0.473, "X3": 0.444, "Y3": 0.4878, "X4": 0.36667, "Y4": 0.4878, "page": 0, "Index": 57}, {"Word": "analyses", "Confidence": 0.992, "X1": 0.15067, "Y1": 0.4752, "X2": 0.236, "Y2": 0.475, "X3": 0.236, "Y3": 0.4888, "X4": 0.14933, "Y4": 0.4898, "page": 0, "Index": 58}, {"Word": "WR", "Confidence": 0.969, "X1": 0.616, "Y1": 0.4902, "X2": 0.66133, "Y2": 0.49, "X3": 0.66133, "Y3": 0.5248, "X4": 0.61733, "Y4": 0.5258, "page": 0, "Index": 59}, {"Word": "Toler", "Confidence": 0.704, "X1": 0.66933, "Y1": 0.4852, "X2": 0.76933, "Y2": 0.485, "X3": 0.77067, "Y3": 0.5188, "X4": 0.67067, "Y4": 0.5238, "page": 0, "Index": 60}, {"Word": "aw", "Confidence": 0.998, "X1": 0.152, "Y1": 0.5292, "X2": 0.17067, "Y2": 0.529, "X3": 0.16933, "Y3": 0.5408, "X4": 0.15067, "Y4": 0.5398, "page": 0, "Index": 61}, {"Word": "c:", "Confidence": 0.826, "X1": 0.15067, "Y1": 0.5552, "X2": 0.17333, "Y2": 0.555, "X3": 0.17333, "Y3": 0.5678, "X4": 0.15067, "Y4": 0.5678, "page": 0, "Index": 62}, {"Word": "JFA", "Confidence": 0.881, "X1": 0.19333, "Y1": 0.5542, "X2": 0.22533, "Y2": 0.554, "X3": 0.22667, "Y3": 0.5658, "X4": 0.19467, "Y4": 0.5668, "page": 0, "Index": 63}, {"Word": "DRE", "Confidence": 0.991, "X1": 0.19333, "Y1": 0.5672, "X2": 0.224, "Y2": 0.567, "X3": 0.224, "Y3": 0.5798, "X4": 0.19333, "Y4": 0.5798, "page": 0, "Index": 64}, {"Word": "RDC", "Confidence": 0.66, "X1": 0.19333, "Y1": 0.5812, "X2": 0.22533, "Y2": 0.581, "X3": 0.22667, "Y3": 0.5928, "X4": 0.19333, "Y4": 0.5938, "page": 0, "Index": 65}, {"Word": "PRC", "Confidence": 0.998, "X1": 0.192, "Y1": 0.5932, "X2": 0.22667, "Y2": 0.593, "X3": 0.22667, "Y3": 0.6058, "X4": 0.19333, "Y4": 0.6068, "page": 0, "Index": 66}, {"Word": "RSS-BFP", "Confidence": 0.995, "X1": 0.19333, "Y1": 0.6082, "X2": 0.268, "Y2": 0.608, "X3": 0.26933, "Y3": 0.6198, "X4": 0.19333, "Y4": 0.6208, "page": 0, "Index": 67}, {"Word": "WRT-ALB", "Confidence": 0.953, "X1": 0.19333, "Y1": 0.6222, "X2": 0.26933, "Y2": 0.622, "X3": 0.26933, "Y3": 0.6348, "X4": 0.19333, "Y4": 0.6348, "page": 0, "Index": 68}, {"Word": "ATX02", "Confidence": 0.981, "X1": 0.672, "Y1": 0.8432, "X2": 0.728, "Y2": 0.843, "X3": 0.72933, "Y3": 0.8558, "X4": 0.67067, "Y4": 0.8608, "page": 0, "Index": 69}, {"Word": "0210271", "Confidence": 0.996, "X1": 0.74, "Y1": 0.8362, "X2": 0.82133, "Y2": 0.836, "X3": 0.824, "Y3": 0.8498, "X4": 0.74133, "Y4": 0.8548, "page": 0, "Index": 70}]}	"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"
ffpj0055	0	{"lines_data": [{"Word": "BASIC WEIGHT SPECIFICATION", "Confidence": 0.53267, "X1": 0.37601, "Y1": 0.0842, "X2": 0.61186, "Y2": 0.084, "X3": 0.61186, "Y3": 0.0968, "X4": 0.37601, "Y4": 0.0988, "page": 0}, {"Word": "CABARRUS COUNTY", "Confidence": 0.995, "X1": 0.06469, "Y1": 0.1012, "X2": 0.20216, "Y2": 0.101, "X3": 0.20216, "Y3": 0.1118, "X4": 0.06469, "Y4": 0.1138, "page": 0}, {"Word": "EFFECTIVE DATE: 09/18/1995", "Confidence": 0.99333, "X1": 0.65768, "Y1": 0.0962, "X2": 0.89623, "Y2": 0.096, "X3": 0.89623, "Y3": 0.1088, "X4": 0.65768, "Y4": 0.1098, "page": 0}, {"Word": "MERIT ULTRA LIGHTS KS REGULAR SP", "Confidence": 0.90367, "X1": 0.06469, "Y1": 0.1142, "X2": 0.34906, "Y2": 0.114, "X3": 0.3504, "Y3": 0.1268, "X4": 0.06469, "Y4": 0.1278, "page": 0}, {"Word": "STANDARD PRODUCTION", "Confidence": 0.9925, "X1": 0.65768, "Y1": 0.1112, "X2": 0.82884, "Y2": 0.111, "X3": 0.82884, "Y3": 0.1228, "X4": 0.65768, "Y4": 0.1238, "page": 0}, {"Word": "BRAND CODE-D1010 (STD)", "Confidence": 0.779, "X1": 0.06739, "Y1": 0.1292, "X2": 0.26011, "Y2": 0.129, "X3": 0.26146, "Y3": 0.1418, "X4": 0.06739, "Y4": 0.1418, "page": 0}, {"Word": "PHYSICAL PARAMETERS", "Confidence": 0.936, "X1": 0.40162, "Y1": 0.1702, "X2": 0.58086, "Y2": 0.17, "X3": 0.58086, "Y3": 0.1828, "X4": 0.40162, "Y4": 0.1838, "page": 0}, {"Word": "TOBACCO ROD LENGTH", "Confidence": 0.99333, "X1": 0.1186, "Y1": 0.2002, "X2": 0.28167, "Y2": 0.2, "X3": 0.28167, "Y3": 0.2118, "X4": 0.1186, "Y4": 0.2128, "page": 0}, {"Word": "57.0", "Confidence": 0.997, "X1": 0.42588, "Y1": 0.1992, "X2": 0.46092, "Y2": 0.199, "X3": 0.46092, "Y3": 0.2098, "X4": 0.42588, "Y4": 0.2098, "page": 0}, {"Word": "MM", "Confidence": 0.697, "X1": 0.61725, "Y1": 0.1982, "X2": 0.63881, "Y2": 0.198, "X3": 0.63747, "Y3": 0.2118, "X4": 0.61725, "Y4": 0.2118, "page": 0}, {"Word": "TIPPING LENGTH", "Confidence": 0.948, "X1": 0.11995, "Y1": 0.2142, "X2": 0.24394, "Y2": 0.214, "X3": 0.24528, "Y3": 0.2258, "X4": 0.11995, "Y4": 0.2268, "page": 0}, {"Word": "32.000", "Confidence": 0.957, "X1": 0.4097, "Y1": 0.2142, "X2": 0.46361, "Y2": 0.214, "X3": 0.46496, "Y3": 0.2248, "X4": 0.4097, "Y4": 0.2248, "page": 0}, {"Word": "MM", "Confidence": 0.563, "X1": 0.61456, "Y1": 0.2102, "X2": 0.64151, "Y2": 0.21, "X3": 0.64151, "Y3": 0.2248, "X4": 0.61456, "Y4": 0.2248, "page": 0}, {"Word": "CIGARETTE PAPER WIDTH", "Confidence": 0.98, "X1": 0.11995, "Y1": 0.2282, "X2": 0.30728, "Y2": 0.228, "X3": 0.30728, "Y3": 0.2388, "X4": 0.11995, "Y4": 0.2408, "page": 0}, {"Word": "27.00", "Confidence": 0.998, "X1": 0.41644, "Y1": 0.2282, "X2": 0.45957, "Y2": 0.228, "X3": 0.45957, "Y3": 0.2388, "X4": 0.41644, "Y4": 0.2388, "page": 0}, {"Word": "CIRCUMFERENCE", "Confidence": 0.851, "X1": 0.1186, "Y1": 0.2432, "X2": 0.2345, "Y2": 0.243, "X3": 0.2345, "Y3": 0.2548, "X4": 0.1186, "Y4": 0.2558, "page": 0}, {"Word": "24.80", "Confidence": 0.991, "X1": 0.41779, "Y1": 0.2432, "X2": 0.46092, "Y2": 0.243, "X3": 0.46092, "Y3": 0.2528, "X4": 0.41779, "Y4": 0.2528, "page": 0}, {"Word": "CALCULATED VOLUME", "Confidence": 0.8235, "X1": 0.1186, "Y1": 0.2572, "X2": 0.27089, "Y2": 0.257, "X3": 0.27089, "Y3": 0.2678, "X4": 0.1186, "Y4": 0.2698, "page": 0}, {"Word": "2.789.7697", "Confidence": 0.657, "X1": 0.37466, "Y1": 0.2562, "X2": 0.46226, "Y2": 0.256, "X3": 0.46226, "Y3": 0.2678, "X4": 0.37466, "Y4": 0.2668, "page": 0}, {"Word": "CUBIC HM", "Confidence": 0.718, "X1": 0.56469, "Y1": 0.2522, "X2": 0.64151, "Y2": 0.252, "X3": 0.64151, "Y3": 0.2668, "X4": 0.56469, "Y4": 0.2678, "page": 0}, {"Word": "CALCULATED DENSITY", "Confidence": 0.9905, "X1": 0.1186, "Y1": 0.2712, "X2": 0.28032, "Y2": 0.271, "X3": 0.28032, "Y3": 0.2828, "X4": 0.1186, "Y4": 0.2838, "page": 0}, {"Word": "22.4015", "Confidence": 0.992, "X1": 0.40162, "Y1": 0.2712, "X2": 0.46496, "Y2": 0.271, "X3": 0.46496, "Y3": 0.2818, "X4": 0.40162, "Y4": 0.2808, "page": 0}, {"Word": "COMS/CC", "Confidence": 0.849, "X1": 0.57143, "Y1": 0.2682, "X2": 0.63747, "Y2": 0.268, "X3": 0.63881, "Y3": 0.2798, "X4": 0.57143, "Y4": 0.2808, "page": 0}, {"Word": "TARGETS", "Confidence": 0.955, "X1": 0.44474, "Y1": 0.3112, "X2": 0.52695, "Y2": 0.311, "X3": 0.52695, "Y3": 0.3238, "X4": 0.44474, "Y4": 0.3248, "page": 0}, {"Word": "PACK O. V.", "Confidence": 0.842, "X1": 0.1186, "Y1": 0.3412, "X2": 0.21294, "Y2": 0.341, "X3": 0.21159, "Y3": 0.3558, "X4": 0.1186, "Y4": 0.3548, "page": 0}, {"Word": "13.00", "Confidence": 0.997, "X1": 0.41779, "Y1": 0.3412, "X2": 0.46496, "Y2": 0.341, "X3": 0.46496, "Y3": 0.3518, "X4": 0.41779, "Y4": 0.3528, "page": 0}, {"Word": "% W/H", "Confidence": 0.56, "X1": 0.5903, "Y1": 0.3402, "X2": 0.64016, "Y2": 0.34, "X3": 0.64016, "Y3": 0.3518, "X4": 0.5903, "Y4": 0.3518, "page": 0}, {"Word": "FIRMNESS TARGET", "Confidence": 0.9775, "X1": 0.1186, "Y1": 0.3712, "X2": 0.25472, "Y2": 0.371, "X3": 0.25472, "Y3": 0.3818, "X4": 0.1186, "Y4": 0.3828, "page": 0}, {"Word": "3.10", "Confidence": 0.929, "X1": 0.42588, "Y1": 0.3692, "X2": 0.46631, "Y2": 0.369, "X3": 0.46631, "Y3": 0.3788, "X4": 0.42588, "Y4": 0.3798, "page": 0}, {"Word": "HM", "Confidence": 0.685, "X1": 0.5903, "Y1": 0.3692, "X2": 0.61321, "Y2": 0.369, "X3": 0.61321, "Y3": 0.3818, "X4": 0.5903, "Y4": 0.3828, "page": 0}, {"Word": "RANGE", "Confidence": 0.997, "X1": 0.19407, "Y1": 0.3852, "X2": 0.24663, "Y2": 0.385, "X3": 0.24663, "Y3": 0.3958, "X4": 0.19407, "Y4": 0.3978, "page": 0}, {"Word": "--", "Confidence": 0.48, "X1": 0.33154, "Y1": 0.3962, "X2": 0.33154, "Y2": 0.396, "X3": 0.32345, "Y3": 0.3958, "X4": 0.32345, "Y4": 0.3718, "page": 0}, {"Word": "FROM", "Confidence": 0.842, "X1": 0.38275, "Y1": 0.3842, "X2": 0.42183, "Y2": 0.384, "X3": 0.42318, "Y3": 0.3938, "X4": 0.3841, "Y4": 0.3938, "page": 0}, {"Word": "2.70", "Confidence": 0.988, "X1": 0.42857, "Y1": 0.3832, "X2": 0.47439, "Y2": 0.383, "X3": 0.47439, "Y3": 0.3948, "X4": 0.42857, "Y4": 0.3938, "page": 0}, {"Word": "TO 3.50", "Confidence": 0.8725, "X1": 0.48383, "Y1": 0.3832, "X2": 0.55121, "Y2": 0.383, "X3": 0.54987, "Y3": 0.3938, "X4": 0.48383, "Y4": 0.3938, "page": 0}, {"Word": "CONE WEEK N=3)", "Confidence": 0.853, "X1": 0.67925, "Y1": 0.3802, "X2": 0.80323, "Y2": 0.38, "X3": 0.80323, "Y3": 0.3918, "X4": 0.67925, "Y4": 0.3928, "page": 0}, {"Word": "(EIGHT WEEK N=24)", "Confidence": 0.639, "X1": 0.68059, "Y1": 0.3952, "X2": 0.83019, "Y2": 0.395, "X3": 0.83019, "Y3": 0.4068, "X4": 0.68059, "Y4": 0.4078, "page": 0}, {"Word": "RANGE", "Confidence": 0.994, "X1": 0.19811, "Y1": 0.3992, "X2": 0.24528, "Y2": 0.399, "X3": 0.24663, "Y3": 0.4098, "X4": 0.19811, "Y4": 0.4098, "page": 0}, {"Word": "FRON 3.00 TO 3.20", "Confidence": 0.83425, "X1": 0.3814, "Y1": 0.3972, "X2": 0.55256, "Y2": 0.397, "X3": 0.55256, "Y3": 0.4088, "X4": 0.3814, "Y4": 0.4088, "page": 0}, {"Word": "FILLER WEIGHT", "Confidence": 0.9935, "X1": 0.11995, "Y1": 0.4692, "X2": 0.23585, "Y2": 0.469, "X3": 0.23585, "Y3": 0.4808, "X4": 0.11995, "Y4": 0.4818, "page": 0}, {"Word": ":", "Confidence": 0.955, "X1": 0.3248, "Y1": 0.4722, "X2": 0.33288, "Y2": 0.472, "X3": 0.33288, "Y3": 0.4798, "X4": 0.3248, "Y4": 0.4798, "page": 0}, {"Word": ".6249499", "Confidence": 0.799, "X1": 0.39488, "Y1": 0.4672, "X2": 0.46496, "Y2": 0.467, "X3": 0.46496, "Y3": 0.4788, "X4": 0.39488, "Y4": 0.4808, "page": 0}, {"Word": "GRAMS", "Confidence": 0.771, "X1": 0.5903, "Y1": 0.4672, "X2": 0.63881, "Y2": 0.467, "X3": 0.63881, "Y3": 0.4788, "X4": 0.5903, "Y4": 0.4788, "page": 0}, {"Word": "CALCULATED WEIGHT :", "Confidence": 0.93867, "X1": 0.17116, "Y1": 0.4832, "X2": 0.33154, "Y2": 0.483, "X3": 0.33288, "Y3": 0.4948, "X4": 0.17116, "Y4": 0.4948, "page": 0}, {"Word": "1.3778", "Confidence": 0.994, "X1": 0.41105, "Y1": 0.4832, "X2": 0.46496, "Y2": 0.483, "X3": 0.46496, "Y3": 0.4938, "X4": 0.41105, "Y4": 0.4938, "page": 0}, {"Word": "LBS. /1000", "Confidence": 0.917, "X1": 0.54717, "Y1": 0.4812, "X2": 0.64016, "Y2": 0.481, "X3": 0.64016, "Y3": 0.4928, "X4": 0.54717, "Y4": 0.4928, "page": 0}, {"Word": ".0400665", "Confidence": 0.951, "X1": 0.39488, "Y1": 0.4972, "X2": 0.46361, "Y2": 0.497, "X3": 0.46496, "Y3": 0.5078, "X4": 0.39488, "Y4": 0.5088, "page": 0}, {"Word": "GRANS", "Confidence": 0.912, "X1": 0.59299, "Y1": 0.4962, "X2": 0.63747, "Y2": 0.496, "X3": 0.63747, "Y3": 0.5068, "X4": 0.59299, "Y4": 0.5068, "page": 0}, {"Word": "PAPER AND ADHESIVE", "Confidence": 0.93267, "X1": 0.11995, "Y1": 0.4972, "X2": 0.28032, "Y2": 0.497, "X3": 0.28032, "Y3": 0.5088, "X4": 0.11995, "Y4": 0.5098, "page": 0}, {"Word": "ROD WEIGHT", "Confidence": 0.935, "X1": 0.11995, "Y1": 0.5122, "X2": 0.21159, "Y2": 0.512, "X3": 0.21159, "Y3": 0.5238, "X4": 0.11995, "Y4": 0.5238, "page": 0}, {"Word": ".6650164", "Confidence": 0.689, "X1": 0.39488, "Y1": 0.5112, "X2": 0.46631, "Y2": 0.511, "X3": 0.46631, "Y3": 0.5218, "X4": 0.39488, "Y4": 0.5228, "page": 0}, {"Word": "GRAMS", "Confidence": 0.604, "X1": 0.59434, "Y1": 0.5102, "X2": 0.63881, "Y2": 0.51, "X3": 0.64016, "Y3": 0.5208, "X4": 0.59434, "Y4": 0.5208, "page": 0}, {"Word": "TIPPING AND ADHESIVE", "Confidence": 0.943, "X1": 0.11995, "Y1": 0.5252, "X2": 0.30323, "Y2": 0.525, "X3": 0.30323, "Y3": 0.5358, "X4": 0.11995, "Y4": 0.5378, "page": 0}, {"Word": ".0437221", "Confidence": 0.926, "X1": 0.39488, "Y1": 0.5242, "X2": 0.46226, "Y2": 0.524, "X3": 0.46361, "Y3": 0.5348, "X4": 0.39488, "Y4": 0.5358, "page": 0}, {"Word": "GRANS", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.5242, "X2": 0.63881, "Y2": 0.524, "X3": 0.63881, "Y3": 0.5358, "X4": 0.59164, "Y4": 0.5358, "page": 0}, {"Word": "GRANS", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.5372, "X2": 0.64016, "Y2": 0.537, "X3": 0.64016, "Y3": 0.5478, "X4": 0.59164, "Y4": 0.5498, "page": 0}, {"Word": "TOTAL LESS PLUG", "Confidence": 0.96167, "X1": 0.1186, "Y1": 0.5392, "X2": 0.25741, "Y2": 0.539, "X3": 0.25876, "Y3": 0.5508, "X4": 0.1186, "Y4": 0.5528, "page": 0}, {"Word": ".7087385", "Confidence": 0.713, "X1": 0.39623, "Y1": 0.5392, "X2": 0.46631, "Y2": 0.539, "X3": 0.46631, "Y3": 0.5488, "X4": 0.39623, "Y4": 0.5498, "page": 0}, {"Word": "REASON FOR CHANGE", "Confidence": 0.995, "X1": 0.12399, "Y1": 0.8352, "X2": 0.27493, "Y2": 0.835, "X3": 0.27493, "Y3": 0.8478, "X4": 0.12399, "Y4": 0.8488, "page": 0}, {"Word": "SPECIFICATION UPDATED TO REFLECT UPDATED PAPER", "Confidence": 0.90167, "X1": 0.33019, "Y1": 0.8332, "X2": 0.74663, "Y2": 0.833, "X3": 0.74798, "Y3": 0.8448, "X4": 0.33019, "Y4": 0.8478, "page": 0}, {"Word": ": AND ADHESIVE WEIGHT AND/OR TIPPING AND ADHESIVE", "Confidence": 0.91262, "X1": 0.32749, "Y1": 0.8472, "X2": 0.75472, "Y2": 0.847, "X3": 0.75472, "Y3": 0.8588, "X4": 0.32749, "Y4": 0.8618, "page": 0}, {"Word": ": WEIGHT. TOTAL LESS PLUG WEIGHT CHANGED. OK TO", "Confidence": 0.85656, "X1": 0.32615, "Y1": 0.8622, "X2": 0.75606, "Y2": 0.862, "X3": 0.75741, "Y3": 0.8738, "X4": 0.32615, "Y4": 0.8758, "page": 0}, {"Word": "2069725097", "Confidence": 0.995, "X1": 0.92992, "Y1": 0.8772, "X2": 0.93127, "Y2": 0.877, "X3": 0.9124, "Y3": 0.8768, "X4": 0.9097, "Y4": 0.8018, "page": 0}, {"Word": ": MIX FINISHED CIGARETTES.", "Confidence": 0.97375, "X1": 0.32615, "Y1": 0.8772, "X2": 0.55121, "Y2": 0.877, "X3": 0.55256, "Y3": 0.8888, "X4": 0.32615, "Y4": 0.8908, "page": 0}, {"Word": ". K.V. SMITH", "Confidence": 0.83467, "X1": 0.32615, "Y1": 0.9062, "X2": 0.43396, "Y2": 0.906, "X3": 0.43396, "Y3": 0.9178, "X4": 0.32615, "Y4": 0.9178, "page": 0}, {"Word": "PRINTING DATE", "Confidence": 0.992, "X1": 0.56065, "Y1": 0.9052, "X2": 0.67655, "Y2": 0.905, "X3": 0.67655, "Y3": 0.9158, "X4": 0.56065, "Y4": 0.9168, "page": 0}, {"Word": "1/20/02", "Confidence": 0.991, "X1": 0.78571, "Y1": 0.9042, "X2": 0.8504, "Y2": 0.904, "X3": 0.8504, "Y3": 0.9158, "X4": 0.78571, "Y4": 0.9148, "page": 0}, {"Word": "PREPARED BY", "Confidence": 0.976, "X1": 0.12399, "Y1": 0.9072, "X2": 0.22776, "Y2": 0.907, "X3": 0.22776, "Y3": 0.9188, "X4": 0.12399, "Y4": 0.9188, "page": 0}, {"Word": "PREPARATION DATE", "Confidence": 0.985, "X1": 0.12129, "Y1": 0.9212, "X2": 0.26685, "Y2": 0.921, "X3": 0.26685, "Y3": 0.9328, "X4": 0.12129, "Y4": 0.9338, "page": 0}, {"Word": ": 9/12/95", "Confidence": 0.9075, "X1": 0.32615, "Y1": 0.9202, "X2": 0.41509, "Y2": 0.92, "X3": 0.41509, "Y3": 0.9318, "X4": 0.32615, "Y4": 0.9328, "page": 0}, {"Word": "PRINTING TIME", "Confidence": 0.9805, "X1": 0.5593, "Y1": 0.9192, "X2": 0.6779, "Y2": 0.919, "X3": 0.6779, "Y3": 0.9298, "X4": 0.5593, "Y4": 0.9308, "page": 0}, {"Word": "8:53:06", "Confidence": 0.795, "X1": 0.77898, "Y1": 0.9192, "X2": 0.85175, "Y2": 0.919, "X3": 0.85175, "Y3": 0.9298, "X4": 0.77898, "Y4": 0.9288, "page": 0}, {"Word": "APPROVED BY:", "Confidence": 0.9375, "X1": 0.08086, "Y1": 0.9492, "X2": 0.19003, "Y2": 0.949, "X3": 0.19003, "Y3": 0.9608, "X4": 0.08086, "Y4": 0.9618, "page": 0}, {"Word": "SUPERCEDES SPECIFICATION DATED: 12/12/94", "Confidence": 0.97025, "X1": 0.54043, "Y1": 0.9452, "X2": 0.89623, "Y2": 0.945, "X3": 0.89623, "Y3": 0.9588, "X4": 0.54043, "Y4": 0.9608, "page": 0}], "words_data": [{"Word": "WEIGHT", "Confidence": 0.688, "X1": 0.42992, "Y1": 0.0852, "X2": 0.48652, "Y2": 0.085, "X3": 0.48652, "Y3": 0.0978, "X4": 0.42992, "Y4": 0.0988, "page": 0, "Index": 0}, {"Word": "SPECIFICATION", "Confidence": 0.141, "X1": 0.49326, "Y1": 0.0852, "X2": 0.60916, "Y2": 0.085, "X3": 0.60782, "Y3": 0.0978, "X4": 0.49326, "Y4": 0.0978, "page": 0, "Index": 1}, {"Word": "BASIC", "Confidence": 0.769, "X1": 0.37871, "Y1": 0.0852, "X2": 0.42453, "Y2": 0.085, "X3": 0.42453, "Y3": 0.0988, "X4": 0.37871, "Y4": 0.0998, "page": 0, "Index": 2}, {"Word": "CABARRUS", "Confidence": 0.993, "X1": 0.06604, "Y1": 0.1022, "X2": 0.13612, "Y2": 0.102, "X3": 0.13612, "Y3": 0.1138, "X4": 0.06604, "Y4": 0.1148, "page": 0, "Index": 3}, {"Word": "COUNTY", "Confidence": 0.997, "X1": 0.1442, "Y1": 0.1012, "X2": 0.19946, "Y2": 0.101, "X3": 0.19811, "Y3": 0.1128, "X4": 0.14286, "Y4": 0.1138, "page": 0, "Index": 4}, {"Word": "EFFECTIVE", "Confidence": 0.992, "X1": 0.65768, "Y1": 0.0982, "X2": 0.73854, "Y2": 0.098, "X3": 0.73854, "Y3": 0.1098, "X4": 0.65768, "Y4": 0.1098, "page": 0, "Index": 5}, {"Word": "DATE:", "Confidence": 0.997, "X1": 0.74394, "Y1": 0.0972, "X2": 0.79111, "Y2": 0.097, "X3": 0.79111, "Y3": 0.1098, "X4": 0.74394, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "09/18/1995", "Confidence": 0.991, "X1": 0.80593, "Y1": 0.0972, "X2": 0.89488, "Y2": 0.097, "X3": 0.89353, "Y3": 0.1088, "X4": 0.80593, "Y4": 0.1098, "page": 0, "Index": 7}, {"Word": "MERIT", "Confidence": 0.77, "X1": 0.06604, "Y1": 0.1162, "X2": 0.11051, "Y2": 0.116, "X3": 0.11051, "Y3": 0.1278, "X4": 0.06604, "Y4": 0.1288, "page": 0, "Index": 8}, {"Word": "ULTRA", "Confidence": 0.996, "X1": 0.11725, "Y1": 0.1152, "X2": 0.16307, "Y2": 0.115, "X3": 0.16307, "Y3": 0.1268, "X4": 0.11725, "Y4": 0.1278, "page": 0, "Index": 9}, {"Word": "LIGHTS", "Confidence": 0.667, "X1": 0.16981, "Y1": 0.1152, "X2": 0.22372, "Y2": 0.115, "X3": 0.22372, "Y3": 0.1268, "X4": 0.16981, "Y4": 0.1268, "page": 0, "Index": 10}, {"Word": "KS", "Confidence": 0.996, "X1": 0.23046, "Y1": 0.1152, "X2": 0.25067, "Y2": 0.115, "X3": 0.25067, "Y3": 0.1268, "X4": 0.23046, "Y4": 0.1268, "page": 0, "Index": 11}, {"Word": "REGULAR", "Confidence": 0.995, "X1": 0.25741, "Y1": 0.1152, "X2": 0.32075, "Y2": 0.115, "X3": 0.32075, "Y3": 0.1268, "X4": 0.25741, "Y4": 0.1268, "page": 0, "Index": 12}, {"Word": "SP", "Confidence": 0.998, "X1": 0.32749, "Y1": 0.1152, "X2": 0.34771, "Y2": 0.115, "X3": 0.34771, "Y3": 0.1278, "X4": 0.32749, "Y4": 0.1268, "page": 0, "Index": 13}, {"Word": "STANDARD", "Confidence": 0.994, "X1": 0.65903, "Y1": 0.1122, "X2": 0.72911, "Y2": 0.112, "X3": 0.72911, "Y3": 0.1238, "X4": 0.65903, "Y4": 0.1248, "page": 0, "Index": 14}, {"Word": "PRODUCTION", "Confidence": 0.991, "X1": 0.7372, "Y1": 0.1122, "X2": 0.8248, "Y2": 0.112, "X3": 0.82345, "Y3": 0.1228, "X4": 0.73585, "Y4": 0.1238, "page": 0, "Index": 15}, {"Word": "BRAND", "Confidence": 0.612, "X1": 0.06739, "Y1": 0.1302, "X2": 0.11186, "Y2": 0.13, "X3": 0.11186, "Y3": 0.1428, "X4": 0.06739, "Y4": 0.1418, "page": 0, "Index": 16}, {"Word": "CODE-D1010", "Confidence": 0.798, "X1": 0.11725, "Y1": 0.1292, "X2": 0.20755, "Y2": 0.129, "X3": 0.20755, "Y3": 0.1428, "X4": 0.11725, "Y4": 0.1428, "page": 0, "Index": 17}, {"Word": "(STD)", "Confidence": 0.927, "X1": 0.21429, "Y1": 0.1302, "X2": 0.26011, "Y2": 0.13, "X3": 0.26011, "Y3": 0.1418, "X4": 0.21429, "Y4": 0.1428, "page": 0, "Index": 18}, {"Word": "PHYSICAL", "Confidence": 0.943, "X1": 0.40566, "Y1": 0.1702, "X2": 0.47844, "Y2": 0.17, "X3": 0.47709, "Y3": 0.1828, "X4": 0.40566, "Y4": 0.1838, "page": 0, "Index": 19}, {"Word": "PARAMETERS", "Confidence": 0.929, "X1": 0.48518, "Y1": 0.1712, "X2": 0.57412, "Y2": 0.171, "X3": 0.57412, "Y3": 0.1828, "X4": 0.48518, "Y4": 0.1828, "page": 0, "Index": 20}, {"Word": "TOBACCO", "Confidence": 0.991, "X1": 0.12129, "Y1": 0.2012, "X2": 0.18059, "Y2": 0.201, "X3": 0.18059, "Y3": 0.2128, "X4": 0.11995, "Y4": 0.2138, "page": 0, "Index": 21}, {"Word": "ROD", "Confidence": 0.998, "X1": 0.18868, "Y1": 0.2012, "X2": 0.21698, "Y2": 0.201, "X3": 0.21563, "Y3": 0.2118, "X4": 0.18733, "Y4": 0.2128, "page": 0, "Index": 22}, {"Word": "LENGTH", "Confidence": 0.991, "X1": 0.22507, "Y1": 0.2012, "X2": 0.27628, "Y2": 0.201, "X3": 0.27628, "Y3": 0.2128, "X4": 0.22507, "Y4": 0.2118, "page": 0, "Index": 23}, {"Word": "57.0", "Confidence": 0.997, "X1": 0.42588, "Y1": 0.1992, "X2": 0.45957, "Y2": 0.199, "X3": 0.45957, "Y3": 0.2098, "X4": 0.42588, "Y4": 0.2098, "page": 0, "Index": 24}, {"Word": "MM", "Confidence": 0.697, "X1": 0.61725, "Y1": 0.1982, "X2": 0.63612, "Y2": 0.198, "X3": 0.63612, "Y3": 0.2118, "X4": 0.61725, "Y4": 0.2118, "page": 0, "Index": 25}, {"Word": "TIPPING", "Confidence": 0.994, "X1": 0.12129, "Y1": 0.2162, "X2": 0.18059, "Y2": 0.216, "X3": 0.18059, "Y3": 0.2268, "X4": 0.12129, "Y4": 0.2268, "page": 0, "Index": 26}, {"Word": "LENGTH", "Confidence": 0.902, "X1": 0.19003, "Y1": 0.2152, "X2": 0.24259, "Y2": 0.215, "X3": 0.24124, "Y3": 0.2258, "X4": 0.19003, "Y4": 0.2268, "page": 0, "Index": 27}, {"Word": "32.000", "Confidence": 0.957, "X1": 0.4097, "Y1": 0.2142, "X2": 0.45957, "Y2": 0.214, "X3": 0.45957, "Y3": 0.2248, "X4": 0.4097, "Y4": 0.2258, "page": 0, "Index": 28}, {"Word": "MM", "Confidence": 0.563, "X1": 0.61456, "Y1": 0.2102, "X2": 0.63612, "Y2": 0.21, "X3": 0.63612, "Y3": 0.2248, "X4": 0.61456, "Y4": 0.2248, "page": 0, "Index": 29}, {"Word": "CIGARETTE", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.2292, "X2": 0.19811, "Y2": 0.229, "X3": 0.19811, "Y3": 0.2408, "X4": 0.11995, "Y4": 0.2418, "page": 0, "Index": 30}, {"Word": "PAPER", "Confidence": 0.997, "X1": 0.2062, "Y1": 0.2292, "X2": 0.25067, "Y2": 0.229, "X3": 0.25067, "Y3": 0.2398, "X4": 0.2062, "Y4": 0.2398, "page": 0, "Index": 31}, {"Word": "WIDTH", "Confidence": 0.952, "X1": 0.25876, "Y1": 0.2292, "X2": 0.30458, "Y2": 0.229, "X3": 0.30323, "Y3": 0.2398, "X4": 0.25876, "Y4": 0.2398, "page": 0, "Index": 32}, {"Word": "27.00", "Confidence": 0.998, "X1": 0.41779, "Y1": 0.2292, "X2": 0.45957, "Y2": 0.229, "X3": 0.45957, "Y3": 0.2388, "X4": 0.41779, "Y4": 0.2398, "page": 0, "Index": 33}, {"Word": "CIRCUMFERENCE", "Confidence": 0.851, "X1": 0.11995, "Y1": 0.2442, "X2": 0.2345, "Y2": 0.244, "X3": 0.2345, "Y3": 0.2548, "X4": 0.11995, "Y4": 0.2558, "page": 0, "Index": 34}, {"Word": "24.80", "Confidence": 0.991, "X1": 0.41779, "Y1": 0.2442, "X2": 0.45957, "Y2": 0.244, "X3": 0.45957, "Y3": 0.2538, "X4": 0.41914, "Y4": 0.2528, "page": 0, "Index": 35}, {"Word": "VOLUME", "Confidence": 0.656, "X1": 0.21563, "Y1": 0.2572, "X2": 0.26954, "Y2": 0.257, "X3": 0.26954, "Y3": 0.2678, "X4": 0.21563, "Y4": 0.2688, "page": 0, "Index": 36}, {"Word": "2.789.7697", "Confidence": 0.657, "X1": 0.37601, "Y1": 0.2562, "X2": 0.46092, "Y2": 0.256, "X3": 0.46092, "Y3": 0.2678, "X4": 0.37466, "Y4": 0.2668, "page": 0, "Index": 37}, {"Word": "CUBIC", "Confidence": 0.991, "X1": 0.56469, "Y1": 0.2542, "X2": 0.60916, "Y2": 0.254, "X3": 0.60916, "Y3": 0.2678, "X4": 0.56604, "Y4": 0.2678, "page": 0, "Index": 38}, {"Word": "HM", "Confidence": 0.445, "X1": 0.61725, "Y1": 0.2532, "X2": 0.63747, "Y2": 0.253, "X3": 0.63612, "Y3": 0.2678, "X4": 0.61725, "Y4": 0.2678, "page": 0, "Index": 39}, {"Word": "CALCULATED", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.2572, "X2": 0.20755, "Y2": 0.257, "X3": 0.20755, "Y3": 0.2688, "X4": 0.11995, "Y4": 0.2708, "page": 0, "Index": 40}, {"Word": "CALCULATED", "Confidence": 0.988, "X1": 0.11995, "Y1": 0.2722, "X2": 0.20755, "Y2": 0.272, "X3": 0.20755, "Y3": 0.2828, "X4": 0.11995, "Y4": 0.2838, "page": 0, "Index": 41}, {"Word": "DENSITY", "Confidence": 0.993, "X1": 0.21563, "Y1": 0.2722, "X2": 0.27763, "Y2": 0.272, "X3": 0.27763, "Y3": 0.2828, "X4": 0.21429, "Y4": 0.2828, "page": 0, "Index": 42}, {"Word": "22.4015", "Confidence": 0.992, "X1": 0.40162, "Y1": 0.2712, "X2": 0.46092, "Y2": 0.271, "X3": 0.45957, "Y3": 0.2818, "X4": 0.40162, "Y4": 0.2808, "page": 0, "Index": 43}, {"Word": "COMS/CC", "Confidence": 0.849, "X1": 0.57278, "Y1": 0.2692, "X2": 0.63612, "Y2": 0.269, "X3": 0.63612, "Y3": 0.2808, "X4": 0.57278, "Y4": 0.2808, "page": 0, "Index": 44}, {"Word": "TARGETS", "Confidence": 0.955, "X1": 0.45283, "Y1": 0.3122, "X2": 0.51348, "Y2": 0.312, "X3": 0.51482, "Y3": 0.3248, "X4": 0.45148, "Y4": 0.3238, "page": 0, "Index": 45}, {"Word": "PACK", "Confidence": 0.986, "X1": 0.11995, "Y1": 0.3422, "X2": 0.15633, "Y2": 0.342, "X3": 0.15633, "Y3": 0.3558, "X4": 0.11995, "Y4": 0.3558, "page": 0, "Index": 46}, {"Word": "O.", "Confidence": 0.608, "X1": 0.16307, "Y1": 0.3422, "X2": 0.18464, "Y2": 0.342, "X3": 0.18598, "Y3": 0.3558, "X4": 0.16442, "Y4": 0.3558, "page": 0, "Index": 47}, {"Word": "V.", "Confidence": 0.932, "X1": 0.18868, "Y1": 0.3422, "X2": 0.21159, "Y2": 0.342, "X3": 0.21159, "Y3": 0.3558, "X4": 0.19003, "Y4": 0.3558, "page": 0, "Index": 48}, {"Word": "13.00", "Confidence": 0.997, "X1": 0.41914, "Y1": 0.3412, "X2": 0.46092, "Y2": 0.341, "X3": 0.46092, "Y3": 0.3528, "X4": 0.41914, "Y4": 0.3528, "page": 0, "Index": 49}, {"Word": "%", "Confidence": 0.617, "X1": 0.5903, "Y1": 0.3412, "X2": 0.59838, "Y2": 0.341, "X3": 0.59973, "Y3": 0.3518, "X4": 0.5903, "Y4": 0.3528, "page": 0, "Index": 50}, {"Word": "W/H", "Confidence": 0.503, "X1": 0.60782, "Y1": 0.3412, "X2": 0.63477, "Y2": 0.341, "X3": 0.63477, "Y3": 0.3518, "X4": 0.60782, "Y4": 0.3518, "page": 0, "Index": 51}, {"Word": "FIRMNESS", "Confidence": 0.958, "X1": 0.12129, "Y1": 0.3722, "X2": 0.19137, "Y2": 0.372, "X3": 0.19003, "Y3": 0.3828, "X4": 0.11995, "Y4": 0.3828, "page": 0, "Index": 52}, {"Word": "TARGET", "Confidence": 0.997, "X1": 0.20081, "Y1": 0.3712, "X2": 0.25337, "Y2": 0.371, "X3": 0.25337, "Y3": 0.3818, "X4": 0.20081, "Y4": 0.3828, "page": 0, "Index": 53}, {"Word": "3.10", "Confidence": 0.929, "X1": 0.42588, "Y1": 0.3692, "X2": 0.46226, "Y2": 0.369, "X3": 0.46226, "Y3": 0.3798, "X4": 0.42722, "Y4": 0.3798, "page": 0, "Index": 54}, {"Word": "HM", "Confidence": 0.685, "X1": 0.5903, "Y1": 0.3692, "X2": 0.61051, "Y2": 0.369, "X3": 0.61186, "Y3": 0.3818, "X4": 0.59164, "Y4": 0.3828, "page": 0, "Index": 55}, {"Word": "RANGE", "Confidence": 0.997, "X1": 0.19811, "Y1": 0.3862, "X2": 0.24394, "Y2": 0.386, "X3": 0.24259, "Y3": 0.3968, "X4": 0.19811, "Y4": 0.3978, "page": 0, "Index": 56}, {"Word": "--", "Confidence": 0.48, "X1": 0.33154, "Y1": 0.3912, "X2": 0.33154, "Y2": 0.391, "X3": 0.3248, "Y3": 0.3898, "X4": 0.3248, "Y4": 0.3728, "page": 0, "Index": 57}, {"Word": "FROM", "Confidence": 0.842, "X1": 0.38275, "Y1": 0.3842, "X2": 0.41779, "Y2": 0.384, "X3": 0.41779, "Y3": 0.3938, "X4": 0.38275, "Y4": 0.3938, "page": 0, "Index": 58}, {"Word": "2.70", "Confidence": 0.988, "X1": 0.43531, "Y1": 0.3842, "X2": 0.47035, "Y2": 0.384, "X3": 0.47035, "Y3": 0.3958, "X4": 0.43666, "Y4": 0.3948, "page": 0, "Index": 59}, {"Word": "TO", "Confidence": 0.801, "X1": 0.48922, "Y1": 0.3832, "X2": 0.50539, "Y2": 0.383, "X3": 0.50539, "Y3": 0.3938, "X4": 0.48922, "Y4": 0.3938, "page": 0, "Index": 60}, {"Word": "3.50", "Confidence": 0.944, "X1": 0.51482, "Y1": 0.3842, "X2": 0.54987, "Y2": 0.384, "X3": 0.54987, "Y3": 0.3948, "X4": 0.51482, "Y4": 0.3938, "page": 0, "Index": 61}, {"Word": "CONE", "Confidence": 0.902, "X1": 0.68059, "Y1": 0.3822, "X2": 0.71429, "Y2": 0.382, "X3": 0.71294, "Y3": 0.3928, "X4": 0.68059, "Y4": 0.3928, "page": 0, "Index": 62}, {"Word": "WEEK", "Confidence": 0.991, "X1": 0.72237, "Y1": 0.3812, "X2": 0.75741, "Y2": 0.381, "X3": 0.75606, "Y3": 0.3928, "X4": 0.72102, "Y4": 0.3928, "page": 0, "Index": 63}, {"Word": "N=3)", "Confidence": 0.666, "X1": 0.7655, "Y1": 0.3812, "X2": 0.80323, "Y2": 0.381, "X3": 0.80189, "Y3": 0.3928, "X4": 0.76415, "Y4": 0.3928, "page": 0, "Index": 64}, {"Word": "(EIGHT", "Confidence": 0.74, "X1": 0.68194, "Y1": 0.3962, "X2": 0.7345, "Y2": 0.396, "X3": 0.73315, "Y3": 0.4078, "X4": 0.68059, "Y4": 0.4078, "page": 0, "Index": 65}, {"Word": "WEEK", "Confidence": 0.372, "X1": 0.73854, "Y1": 0.3952, "X2": 0.77493, "Y2": 0.395, "X3": 0.77493, "Y3": 0.4078, "X4": 0.73854, "Y4": 0.4078, "page": 0, "Index": 66}, {"Word": "N=24)", "Confidence": 0.805, "X1": 0.78167, "Y1": 0.3952, "X2": 0.82884, "Y2": 0.395, "X3": 0.82884, "Y3": 0.4078, "X4": 0.78167, "Y4": 0.4078, "page": 0, "Index": 67}, {"Word": "RANGE", "Confidence": 0.994, "X1": 0.19946, "Y1": 0.4002, "X2": 0.24394, "Y2": 0.4, "X3": 0.24394, "Y3": 0.4108, "X4": 0.19946, "Y4": 0.4108, "page": 0, "Index": 68}, {"Word": "FRON", "Confidence": 0.907, "X1": 0.38275, "Y1": 0.3982, "X2": 0.41779, "Y2": 0.398, "X3": 0.41779, "Y3": 0.4088, "X4": 0.38275, "Y4": 0.4088, "page": 0, "Index": 69}, {"Word": "3.00", "Confidence": 0.646, "X1": 0.43531, "Y1": 0.3972, "X2": 0.47035, "Y2": 0.397, "X3": 0.47035, "Y3": 0.4088, "X4": 0.43531, "Y4": 0.4088, "page": 0, "Index": 70}, {"Word": "TO", "Confidence": 0.825, "X1": 0.48922, "Y1": 0.3972, "X2": 0.50539, "Y2": 0.397, "X3": 0.50539, "Y3": 0.4088, "X4": 0.48787, "Y4": 0.4088, "page": 0, "Index": 71}, {"Word": "3.20", "Confidence": 0.959, "X1": 0.51617, "Y1": 0.3982, "X2": 0.54987, "Y2": 0.398, "X3": 0.54852, "Y3": 0.4088, "X4": 0.51482, "Y4": 0.4088, "page": 0, "Index": 72}, {"Word": "FILLER", "Confidence": 0.993, "X1": 0.12129, "Y1": 0.4702, "X2": 0.17385, "Y2": 0.47, "X3": 0.17385, "Y3": 0.4818, "X4": 0.11995, "Y4": 0.4828, "page": 0, "Index": 73}, {"Word": "WEIGHT", "Confidence": 0.994, "X1": 0.18194, "Y1": 0.4702, "X2": 0.23585, "Y2": 0.47, "X3": 0.23585, "Y3": 0.4808, "X4": 0.18194, "Y4": 0.4818, "page": 0, "Index": 74}, {"Word": ":", "Confidence": 0.955, "X1": 0.32615, "Y1": 0.4722, "X2": 0.33288, "Y2": 0.472, "X3": 0.33288, "Y3": 0.4798, "X4": 0.32615, "Y4": 0.4798, "page": 0, "Index": 75}, {"Word": ".6249499", "Confidence": 0.799, "X1": 0.39623, "Y1": 0.4672, "X2": 0.46226, "Y2": 0.467, "X3": 0.46361, "Y3": 0.4788, "X4": 0.39623, "Y4": 0.4808, "page": 0, "Index": 76}, {"Word": "GRAMS", "Confidence": 0.771, "X1": 0.59164, "Y1": 0.4672, "X2": 0.63747, "Y2": 0.467, "X3": 0.63747, "Y3": 0.4788, "X4": 0.59164, "Y4": 0.4788, "page": 0, "Index": 77}, {"Word": "CALCULATED", "Confidence": 0.994, "X1": 0.17251, "Y1": 0.4832, "X2": 0.26146, "Y2": 0.483, "X3": 0.26146, "Y3": 0.4948, "X4": 0.17251, "Y4": 0.4948, "page": 0, "Index": 78}, {"Word": "WEIGHT", "Confidence": 0.922, "X1": 0.26819, "Y1": 0.4842, "X2": 0.3221, "Y2": 0.484, "X3": 0.3221, "Y3": 0.4948, "X4": 0.26819, "Y4": 0.4948, "page": 0, "Index": 79}, {"Word": ":", "Confidence": 0.9, "X1": 0.32615, "Y1": 0.4842, "X2": 0.33288, "Y2": 0.484, "X3": 0.33154, "Y3": 0.4948, "X4": 0.3248, "Y4": 0.4948, "page": 0, "Index": 80}, {"Word": "1.3778", "Confidence": 0.994, "X1": 0.41105, "Y1": 0.4842, "X2": 0.46092, "Y2": 0.484, "X3": 0.46226, "Y3": 0.4938, "X4": 0.4124, "Y4": 0.4938, "page": 0, "Index": 81}, {"Word": "LBS.", "Confidence": 0.843, "X1": 0.54852, "Y1": 0.4812, "X2": 0.58625, "Y2": 0.481, "X3": 0.58625, "Y3": 0.4938, "X4": 0.54987, "Y4": 0.4928, "page": 0, "Index": 82}, {"Word": "/1000", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.4822, "X2": 0.63747, "Y2": 0.482, "X3": 0.63747, "Y3": 0.4938, "X4": 0.59299, "Y4": 0.4938, "page": 0, "Index": 83}, {"Word": "GRANS", "Confidence": 0.912, "X1": 0.59434, "Y1": 0.4962, "X2": 0.63747, "Y2": 0.496, "X3": 0.63747, "Y3": 0.5068, "X4": 0.59434, "Y4": 0.5068, "page": 0, "Index": 84}, {"Word": "PAPER", "Confidence": 0.997, "X1": 0.12129, "Y1": 0.4982, "X2": 0.16577, "Y2": 0.498, "X3": 0.16577, "Y3": 0.5098, "X4": 0.12129, "Y4": 0.5098, "page": 0, "Index": 85}, {"Word": "AND", "Confidence": 0.868, "X1": 0.17385, "Y1": 0.4982, "X2": 0.20216, "Y2": 0.498, "X3": 0.20216, "Y3": 0.5098, "X4": 0.17385, "Y4": 0.5098, "page": 0, "Index": 86}, {"Word": "ADHESIVE", "Confidence": 0.933, "X1": 0.20889, "Y1": 0.4982, "X2": 0.27898, "Y2": 0.498, "X3": 0.27898, "Y3": 0.5088, "X4": 0.20889, "Y4": 0.5098, "page": 0, "Index": 87}, {"Word": ".0400665", "Confidence": 0.951, "X1": 0.39623, "Y1": 0.4982, "X2": 0.46092, "Y2": 0.498, "X3": 0.46092, "Y3": 0.5088, "X4": 0.39488, "Y4": 0.5098, "page": 0, "Index": 88}, {"Word": "ROD", "Confidence": 0.998, "X1": 0.12129, "Y1": 0.5132, "X2": 0.14825, "Y2": 0.513, "X3": 0.14825, "Y3": 0.5248, "X4": 0.12129, "Y4": 0.5248, "page": 0, "Index": 89}, {"Word": "WEIGHT", "Confidence": 0.872, "X1": 0.15633, "Y1": 0.5132, "X2": 0.21159, "Y2": 0.513, "X3": 0.21159, "Y3": 0.5238, "X4": 0.15499, "Y4": 0.5248, "page": 0, "Index": 90}, {"Word": ".6650164", "Confidence": 0.689, "X1": 0.39623, "Y1": 0.5112, "X2": 0.46226, "Y2": 0.511, "X3": 0.46226, "Y3": 0.5218, "X4": 0.39623, "Y4": 0.5228, "page": 0, "Index": 91}, {"Word": "GRAMS", "Confidence": 0.604, "X1": 0.59434, "Y1": 0.5102, "X2": 0.63747, "Y2": 0.51, "X3": 0.63747, "Y3": 0.5218, "X4": 0.59434, "Y4": 0.5218, "page": 0, "Index": 92}, {"Word": "TIPPING", "Confidence": 0.847, "X1": 0.12264, "Y1": 0.5262, "X2": 0.18464, "Y2": 0.526, "X3": 0.18329, "Y3": 0.5378, "X4": 0.12264, "Y4": 0.5388, "page": 0, "Index": 93}, {"Word": "AND", "Confidence": 0.991, "X1": 0.19272, "Y1": 0.5262, "X2": 0.21968, "Y2": 0.526, "X3": 0.21968, "Y3": 0.5378, "X4": 0.19137, "Y4": 0.5378, "page": 0, "Index": 94}, {"Word": "ADHESIVE", "Confidence": 0.991, "X1": 0.22776, "Y1": 0.5262, "X2": 0.29784, "Y2": 0.526, "X3": 0.2965, "Y3": 0.5368, "X4": 0.22642, "Y4": 0.5368, "page": 0, "Index": 95}, {"Word": ".0437221", "Confidence": 0.926, "X1": 0.39623, "Y1": 0.5252, "X2": 0.46226, "Y2": 0.525, "X3": 0.46226, "Y3": 0.5358, "X4": 0.39623, "Y4": 0.5368, "page": 0, "Index": 96}, {"Word": "GRANS", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.5252, "X2": 0.63747, "Y2": 0.525, "X3": 0.63747, "Y3": 0.5358, "X4": 0.59299, "Y4": 0.5358, "page": 0, "Index": 97}, {"Word": "TOTAL", "Confidence": 0.997, "X1": 0.12264, "Y1": 0.5402, "X2": 0.16846, "Y2": 0.54, "X3": 0.16712, "Y3": 0.5518, "X4": 0.12129, "Y4": 0.5538, "page": 0, "Index": 98}, {"Word": "LESS", "Confidence": 0.988, "X1": 0.17385, "Y1": 0.5392, "X2": 0.21159, "Y2": 0.539, "X3": 0.21024, "Y3": 0.5518, "X4": 0.17251, "Y4": 0.5518, "page": 0, "Index": 99}, {"Word": "PLUG", "Confidence": 0.9, "X1": 0.21833, "Y1": 0.5402, "X2": 0.25606, "Y2": 0.54, "X3": 0.25337, "Y3": 0.5508, "X4": 0.21698, "Y4": 0.5518, "page": 0, "Index": 100}, {"Word": ".7087385", "Confidence": 0.713, "X1": 0.39623, "Y1": 0.5392, "X2": 0.46226, "Y2": 0.539, "X3": 0.46092, "Y3": 0.5498, "X4": 0.39623, "Y4": 0.5508, "page": 0, "Index": 101}, {"Word": "GRANS", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.5382, "X2": 0.63747, "Y2": 0.538, "X3": 0.63747, "Y3": 0.5488, "X4": 0.59299, "Y4": 0.5498, "page": 0, "Index": 102}, {"Word": "CHANGE", "Confidence": 0.992, "X1": 0.22102, "Y1": 0.8362, "X2": 0.27493, "Y2": 0.836, "X3": 0.27358, "Y3": 0.8478, "X4": 0.22102, "Y4": 0.8488, "page": 0, "Index": 103}, {"Word": "SPECIFICATION", "Confidence": 0.442, "X1": 0.34232, "Y1": 0.8352, "X2": 0.45553, "Y2": 0.835, "X3": 0.45553, "Y3": 0.8468, "X4": 0.34232, "Y4": 0.8478, "page": 0, "Index": 104}, {"Word": "UPDATED", "Confidence": 0.991, "X1": 0.46361, "Y1": 0.8352, "X2": 0.52561, "Y2": 0.835, "X3": 0.52695, "Y3": 0.8468, "X4": 0.46361, "Y4": 0.8468, "page": 0, "Index": 105}, {"Word": "TO", "Confidence": 0.996, "X1": 0.53369, "Y1": 0.8352, "X2": 0.55121, "Y2": 0.835, "X3": 0.55256, "Y3": 0.8468, "X4": 0.53369, "Y4": 0.8468, "page": 0, "Index": 106}, {"Word": "REFLECT", "Confidence": 0.993, "X1": 0.55795, "Y1": 0.8342, "X2": 0.62264, "Y2": 0.834, "X3": 0.62264, "Y3": 0.8458, "X4": 0.5593, "Y4": 0.8468, "page": 0, "Index": 107}, {"Word": "UPDATED", "Confidence": 0.991, "X1": 0.62938, "Y1": 0.8342, "X2": 0.69137, "Y2": 0.834, "X3": 0.69137, "Y3": 0.8458, "X4": 0.62938, "Y4": 0.8458, "page": 0, "Index": 108}, {"Word": "PAPER", "Confidence": 0.997, "X1": 0.69946, "Y1": 0.8342, "X2": 0.74394, "Y2": 0.834, "X3": 0.74394, "Y3": 0.8458, "X4": 0.69946, "Y4": 0.8458, "page": 0, "Index": 109}, {"Word": "REASON", "Confidence": 0.995, "X1": 0.12534, "Y1": 0.8372, "X2": 0.17925, "Y2": 0.837, "X3": 0.1779, "Y3": 0.8488, "X4": 0.12399, "Y4": 0.8488, "page": 0, "Index": 110}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.18598, "Y1": 0.8372, "X2": 0.21294, "Y2": 0.837, "X3": 0.21294, "Y3": 0.8488, "X4": 0.18464, "Y4": 0.8488, "page": 0, "Index": 111}, {"Word": ":", "Confidence": 0.666, "X1": 0.32749, "Y1": 0.8512, "X2": 0.33693, "Y2": 0.851, "X3": 0.33693, "Y3": 0.8618, "X4": 0.32749, "Y4": 0.8618, "page": 0, "Index": 112}, {"Word": "AND", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.8512, "X2": 0.37062, "Y2": 0.851, "X3": 0.37062, "Y3": 0.8618, "X4": 0.34232, "Y4": 0.8618, "page": 0, "Index": 113}, {"Word": "ADHESIVE", "Confidence": 0.809, "X1": 0.37736, "Y1": 0.8502, "X2": 0.44744, "Y2": 0.85, "X3": 0.44744, "Y3": 0.8618, "X4": 0.37736, "Y4": 0.8618, "page": 0, "Index": 114}, {"Word": "WEIGHT", "Confidence": 0.897, "X1": 0.45418, "Y1": 0.8492, "X2": 0.50943, "Y2": 0.849, "X3": 0.50943, "Y3": 0.8618, "X4": 0.45418, "Y4": 0.8618, "page": 0, "Index": 115}, {"Word": "AND/OR", "Confidence": 0.994, "X1": 0.51752, "Y1": 0.8492, "X2": 0.57008, "Y2": 0.849, "X3": 0.57008, "Y3": 0.8608, "X4": 0.51752, "Y4": 0.8618, "page": 0, "Index": 116}, {"Word": "TIPPING", "Confidence": 0.955, "X1": 0.57817, "Y1": 0.8482, "X2": 0.64016, "Y2": 0.848, "X3": 0.64016, "Y3": 0.8608, "X4": 0.57817, "Y4": 0.8608, "page": 0, "Index": 117}, {"Word": "AND", "Confidence": 0.991, "X1": 0.6469, "Y1": 0.8482, "X2": 0.6752, "Y2": 0.848, "X3": 0.6752, "Y3": 0.8598, "X4": 0.6469, "Y4": 0.8608, "page": 0, "Index": 118}, {"Word": "ADHESIVE", "Confidence": 0.991, "X1": 0.68194, "Y1": 0.8482, "X2": 0.75337, "Y2": 0.848, "X3": 0.75337, "Y3": 0.8588, "X4": 0.68194, "Y4": 0.8598, "page": 0, "Index": 119}, {"Word": ":", "Confidence": 0.643, "X1": 0.32749, "Y1": 0.8652, "X2": 0.33693, "Y2": 0.865, "X3": 0.33693, "Y3": 0.8758, "X4": 0.32749, "Y4": 0.8758, "page": 0, "Index": 120}, {"Word": "WEIGHT.", "Confidence": 0.942, "X1": 0.34097, "Y1": 0.8642, "X2": 0.40566, "Y2": 0.864, "X3": 0.40566, "Y3": 0.8758, "X4": 0.34097, "Y4": 0.8758, "page": 0, "Index": 121}, {"Word": "TOTAL", "Confidence": 0.994, "X1": 0.42183, "Y1": 0.8632, "X2": 0.46496, "Y2": 0.863, "X3": 0.46496, "Y3": 0.8758, "X4": 0.42183, "Y4": 0.8758, "page": 0, "Index": 122}, {"Word": "LESS", "Confidence": 0.991, "X1": 0.4717, "Y1": 0.8632, "X2": 0.50943, "Y2": 0.863, "X3": 0.50943, "Y3": 0.8758, "X4": 0.4717, "Y4": 0.8758, "page": 0, "Index": 123}, {"Word": "PLUG", "Confidence": 0.933, "X1": 0.51617, "Y1": 0.8632, "X2": 0.55256, "Y2": 0.863, "X3": 0.55256, "Y3": 0.8748, "X4": 0.51617, "Y4": 0.8748, "page": 0, "Index": 124}, {"Word": "WEIGHT", "Confidence": 0.645, "X1": 0.55795, "Y1": 0.8632, "X2": 0.61321, "Y2": 0.863, "X3": 0.61456, "Y3": 0.8748, "X4": 0.5593, "Y4": 0.8748, "page": 0, "Index": 125}, {"Word": "CHANGED.", "Confidence": 0.609, "X1": 0.61995, "Y1": 0.8622, "X2": 0.69407, "Y2": 0.862, "X3": 0.69407, "Y3": 0.8738, "X4": 0.61995, "Y4": 0.8748, "page": 0, "Index": 126}, {"Word": "OK", "Confidence": 0.996, "X1": 0.70755, "Y1": 0.8622, "X2": 0.72642, "Y2": 0.862, "X3": 0.72642, "Y3": 0.8738, "X4": 0.70755, "Y4": 0.8738, "page": 0, "Index": 127}, {"Word": "TO", "Confidence": 0.956, "X1": 0.73585, "Y1": 0.8622, "X2": 0.75202, "Y2": 0.862, "X3": 0.75202, "Y3": 0.8738, "X4": 0.73585, "Y4": 0.8738, "page": 0, "Index": 128}, {"Word": "2069725097", "Confidence": 0.995, "X1": 0.92992, "Y1": 0.8762, "X2": 0.93261, "Y2": 0.876, "X3": 0.9124, "Y3": 0.8768, "X4": 0.91105, "Y4": 0.8038, "page": 0, "Index": 129}, {"Word": ":", "Confidence": 0.972, "X1": 0.32749, "Y1": 0.8792, "X2": 0.33693, "Y2": 0.879, "X3": 0.33693, "Y3": 0.8918, "X4": 0.32749, "Y4": 0.8918, "page": 0, "Index": 130}, {"Word": "MIX", "Confidence": 0.991, "X1": 0.34232, "Y1": 0.8792, "X2": 0.36927, "Y2": 0.879, "X3": 0.36927, "Y3": 0.8908, "X4": 0.34232, "Y4": 0.8918, "page": 0, "Index": 131}, {"Word": "FINISHED", "Confidence": 0.991, "X1": 0.37601, "Y1": 0.8782, "X2": 0.44744, "Y2": 0.878, "X3": 0.44744, "Y3": 0.8898, "X4": 0.37601, "Y4": 0.8908, "page": 0, "Index": 132}, {"Word": "CIGARETTES.", "Confidence": 0.941, "X1": 0.45418, "Y1": 0.8782, "X2": 0.55256, "Y2": 0.878, "X3": 0.55256, "Y3": 0.8888, "X4": 0.45418, "Y4": 0.8898, "page": 0, "Index": 133}, {"Word": ".", "Confidence": 0.618, "X1": 0.32749, "Y1": 0.9062, "X2": 0.33693, "Y2": 0.906, "X3": 0.33693, "Y3": 0.9178, "X4": 0.32749, "Y4": 0.9178, "page": 0, "Index": 134}, {"Word": "PRINTING", "Confidence": 0.994, "X1": 0.56199, "Y1": 0.9062, "X2": 0.63073, "Y2": 0.906, "X3": 0.63073, "Y3": 0.9168, "X4": 0.56065, "Y4": 0.9168, "page": 0, "Index": 135}, {"Word": "DATE", "Confidence": 0.99, "X1": 0.63747, "Y1": 0.9062, "X2": 0.67385, "Y2": 0.906, "X3": 0.67385, "Y3": 0.9168, "X4": 0.63747, "Y4": 0.9168, "page": 0, "Index": 136}, {"Word": "1/20/02", "Confidence": 0.991, "X1": 0.78706, "Y1": 0.9052, "X2": 0.84906, "Y2": 0.905, "X3": 0.84906, "Y3": 0.9158, "X4": 0.78706, "Y4": 0.9158, "page": 0, "Index": 137}, {"Word": "PREPARED", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.9082, "X2": 0.19542, "Y2": 0.908, "X3": 0.19407, "Y3": 0.9188, "X4": 0.12399, "Y4": 0.9188, "page": 0, "Index": 138}, {"Word": "BY", "Confidence": 0.958, "X1": 0.2035, "Y1": 0.9082, "X2": 0.22237, "Y2": 0.908, "X3": 0.22102, "Y3": 0.9188, "X4": 0.20216, "Y4": 0.9188, "page": 0, "Index": 139}, {"Word": "K.V.", "Confidence": 0.895, "X1": 0.34097, "Y1": 0.9062, "X2": 0.38005, "Y2": 0.906, "X3": 0.38005, "Y3": 0.9188, "X4": 0.34097, "Y4": 0.9178, "page": 0, "Index": 140}, {"Word": "SMITH", "Confidence": 0.991, "X1": 0.38544, "Y1": 0.9062, "X2": 0.42992, "Y2": 0.906, "X3": 0.42992, "Y3": 0.9188, "X4": 0.38544, "Y4": 0.9188, "page": 0, "Index": 141}, {"Word": "PREPARATION", "Confidence": 0.982, "X1": 0.12399, "Y1": 0.9222, "X2": 0.22102, "Y2": 0.922, "X3": 0.22102, "Y3": 0.9338, "X4": 0.12399, "Y4": 0.9338, "page": 0, "Index": 142}, {"Word": "DATE", "Confidence": 0.988, "X1": 0.22776, "Y1": 0.9222, "X2": 0.26415, "Y2": 0.922, "X3": 0.26415, "Y3": 0.9338, "X4": 0.22776, "Y4": 0.9338, "page": 0, "Index": 143}, {"Word": ":", "Confidence": 0.821, "X1": 0.32749, "Y1": 0.9212, "X2": 0.33558, "Y2": 0.921, "X3": 0.33693, "Y3": 0.9338, "X4": 0.32749, "Y4": 0.9338, "page": 0, "Index": 144}, {"Word": "9/12/95", "Confidence": 0.994, "X1": 0.35175, "Y1": 0.9202, "X2": 0.41375, "Y2": 0.92, "X3": 0.41375, "Y3": 0.9318, "X4": 0.35175, "Y4": 0.9328, "page": 0, "Index": 145}, {"Word": "PRINTING", "Confidence": 0.994, "X1": 0.56065, "Y1": 0.9202, "X2": 0.63073, "Y2": 0.92, "X3": 0.62938, "Y3": 0.9308, "X4": 0.56065, "Y4": 0.9308, "page": 0, "Index": 146}, {"Word": "TIME", "Confidence": 0.967, "X1": 0.63881, "Y1": 0.9192, "X2": 0.6752, "Y2": 0.919, "X3": 0.67385, "Y3": 0.9308, "X4": 0.63881, "Y4": 0.9308, "page": 0, "Index": 147}, {"Word": "8:53:06", "Confidence": 0.795, "X1": 0.78706, "Y1": 0.9202, "X2": 0.84771, "Y2": 0.92, "X3": 0.84636, "Y3": 0.9298, "X4": 0.78571, "Y4": 0.9298, "page": 0, "Index": 148}, {"Word": "APPROVED", "Confidence": 0.995, "X1": 0.08086, "Y1": 0.9502, "X2": 0.15094, "Y2": 0.95, "X3": 0.15094, "Y3": 0.9618, "X4": 0.08086, "Y4": 0.9618, "page": 0, "Index": 149}, {"Word": "BY:", "Confidence": 0.88, "X1": 0.15903, "Y1": 0.9502, "X2": 0.18868, "Y2": 0.95, "X3": 0.18733, "Y3": 0.9618, "X4": 0.15903, "Y4": 0.9618, "page": 0, "Index": 150}, {"Word": "SUPERCEDES", "Confidence": 0.981, "X1": 0.54178, "Y1": 0.9472, "X2": 0.63208, "Y2": 0.947, "X3": 0.63208, "Y3": 0.9598, "X4": 0.54178, "Y4": 0.9608, "page": 0, "Index": 151}, {"Word": "SPECIFICATION", "Confidence": 0.911, "X1": 0.63881, "Y1": 0.9462, "X2": 0.75337, "Y2": 0.946, "X3": 0.75202, "Y3": 0.9598, "X4": 0.63747, "Y4": 0.9598, "page": 0, "Index": 152}, {"Word": "DATED:", "Confidence": 0.995, "X1": 0.75876, "Y1": 0.9462, "X2": 0.81536, "Y2": 0.946, "X3": 0.81402, "Y3": 0.9588, "X4": 0.75876, "Y4": 0.9598, "page": 0, "Index": 153}, {"Word": "12/12/94", "Confidence": 0.994, "X1": 0.8221, "Y1": 0.9452, "X2": 0.89353, "Y2": 0.945, "X3": 0.89218, "Y3": 0.9588, "X4": 0.82075, "Y4": 0.9588, "page": 0, "Index": 154}]}	"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"
ffng0101	0	{"lines_data": [{"Word": "AL - Birmingham", "Confidence": 0.91, "X1": 0.6186, "Y1": 0.0672, "X2": 0.90296, "Y2": 0.067, "X3": 0.90431, "Y3": 0.1018, "X4": 0.6186, "Y4": 0.1038, "page": 0}, {"Word": "BIRMINGHAM POST-HERALD", "Confidence": 0.627, "X1": 0.33154, "Y1": 0.4372, "X2": 0.47844, "Y2": 0.437, "X3": 0.48113, "Y3": 0.4508, "X4": 0.33288, "Y4": 0.4668, "page": 0}, {"Word": "DAILY", "Confidence": 0.908, "X1": 0.39218, "Y1": 0.4712, "X2": 0.42992, "Y2": 0.471, "X3": 0.43261, "Y3": 0.4828, "X4": 0.39353, "Y4": 0.4878, "page": 0}, {"Word": "MAY -29-91", "Confidence": 0.9805, "X1": 0.34636, "Y1": 0.5102, "X2": 0.47574, "Y2": 0.51, "X3": 0.47709, "Y3": 0.5248, "X4": 0.34636, "Y4": 0.5338, "page": 0}, {"Word": "-", "Confidence": 0.748, "X1": 0.32615, "Y1": 0.5532, "X2": 0.3248, "Y2": 0.553, "X3": 0.31402, "Y3": 0.5498, "X4": 0.31536, "Y4": 0.5378, "page": 0}, {"Word": "University extends", "Confidence": 0.996, "X1": 0.3221, "Y1": 0.5432, "X2": 0.7655, "Y2": 0.543, "X3": 0.7655, "Y3": 0.5778, "X4": 0.3221, "Y4": 0.5758, "page": 0}, {"Word": "cigarette ban for a", "Confidence": 0.99625, "X1": 0.33019, "Y1": 0.5832, "X2": 0.76146, "Y2": 0.583, "X3": 0.7628, "Y3": 0.6148, "X4": 0.33019, "Y4": 0.6198, "page": 0}, {"Word": "smoke free UAB", "Confidence": 0.96867, "X1": 0.32884, "Y1": 0.6182, "X2": 0.71698, "Y2": 0.618, "X3": 0.71833, "Y3": 0.6548, "X4": 0.32884, "Y4": 0.6578, "page": 0}, {"Word": "By Nikita Stewart 18 allowed in personal work areas, such", "Confidence": 0.7564, "X1": 0.33154, "Y1": 0.6622, "X2": 0.76819, "Y2": 0.662, "X3": 0.76819, "Y3": 0.6788, "X4": 0.33154, "Y4": 0.6828, "page": 0}, {"Word": "offke.", "Confidence": 0.362, "X1": 0.57008, "Y1": 0.6772, "X2": 0.6186, "Y2": 0.677, "X3": 0.6186, "Y3": 0.6888, "X4": 0.57008, "Y4": 0.6888, "page": 0}, {"Word": "The University of Alabama at Bir-", "Confidence": 0.90167, "X1": 0.33693, "Y1": 0.6882, "X2": 0.54447, "Y2": 0.688, "X3": 0.54447, "Y3": 0.7008, "X4": 0.33693, "Y4": 0.7008, "page": 0}, {"Word": "the terised polley will force sta-", "Confidence": 0.627, "X1": 0.56065, "Y1": 0.6882, "X2": 0.7628, "Y2": 0.688, "X3": 0.7628, "Y3": 0.6998, "X4": 0.56065, "Y4": 0.7038, "page": 0}, {"Word": "mingham will ban smoking fil all dends and employees to smoke out-", "Confidence": 0.56892, "X1": 0.32884, "Y1": 0.7002, "X2": 0.7655, "Y2": 0.7, "X3": 0.7655, "Y3": 0.7108, "X4": 0.32884, "Y4": 0.7118, "page": 0}, {"Word": "buildings starting Saturday, a. side. Supervisora are responsible for", "Confidence": 0.80089, "X1": 0.32749, "Y1": 0.7102, "X2": 0.76685, "Y2": 0.71, "X3": 0.76685, "Y3": 0.7218, "X4": 0.32749, "Y4": 0.7238, "page": 0}, {"Word": "spokesman said yesterday.", "Confidence": 0.923, "X1": 0.32615, "Y1": 0.7232, "X2": 0.48383, "Y2": 0.723, "X3": 0.48383, "Y3": 0.7338, "X4": 0.32615, "Y4": 0.7338, "page": 0}, {"Word": "forcing the policy, which includes", "Confidence": 0.765, "X1": 0.55526, "Y1": 0.7212, "X2": 0.76819, "Y2": 0.721, "X3": 0.76819, "Y3": 0.7338, "X4": 0.55526, "Y4": 0.7378, "page": 0}, {"Word": "\"It seemed reasonable that we", "Confidence": 0.6144, "X1": 0.33019, "Y1": 0.7302, "X2": 0.54178, "Y2": 0.73, "X3": 0.54178, "Y3": 0.7448, "X4": 0.33019, "Y4": 0.7448, "page": 0}, {"Word": "string smokers to properly dis-", "Confidence": 0.747, "X1": 0.57412, "Y1": 0.7322, "X2": 0.76415, "Y2": 0.732, "X3": 0.76415, "Y3": 0.7438, "X4": 0.57412, "Y4": 0.7458, "page": 0}, {"Word": "should take this stand,\" said John", "Confidence": 0.87483, "X1": 0.32615, "Y1": 0.7442, "X2": 0.54313, "Y2": 0.744, "X3": 0.54313, "Y3": 0.7558, "X4": 0.32615, "Y4": 0.7558, "page": 0}, {"Word": "enf cigarette butts.\"", "Confidence": 0.348, "X1": 0.56065, "Y1": 0.7422, "X2": 0.69407, "Y2": 0.742, "X3": 0.69407, "Y3": 0.7558, "X4": 0.56065, "Y4": 0.7558, "page": 0}, {"Word": "administration. \"We are a medical", "Confidence": 0.8924, "X1": 0.3248, "Y1": 0.7652, "X2": 0.54313, "Y2": 0.765, "X3": 0.54447, "Y3": 0.7768, "X4": 0.3248, "Y4": 0.7778, "page": 0}, {"Word": "Walker, foterim vice president for mis university has an assistance", "Confidence": 0.6797, "X1": 0.32749, "Y1": 0.7582, "X2": 0.76685, "Y2": 0.758, "X3": 0.76685, "Y3": 0.7698, "X4": 0.32749, "Y4": 0.7658, "page": 0}, {"Word": "program for employees who want to", "Confidence": 0.88183, "X1": 0.55256, "Y1": 0.7692, "X2": 0.7655, "Y2": 0.769, "X3": 0.7655, "Y3": 0.7798, "X4": 0.55256, "Y4": 0.7798, "page": 0}, {"Word": "center", "Confidence": 0.248, "X1": 0.32615, "Y1": 0.7782, "X2": 0.47439, "Y2": 0.778, "X3": 0.47305, "Y3": 0.7898, "X4": 0.32615, "Y4": 0.7878, "page": 0}, {"Word": "dol the nicotine habit.", "Confidence": 0.49125, "X1": 0.55526, "Y1": 0.7792, "X2": 0.68868, "Y2": 0.779, "X3": 0.68868, "Y3": 0.7898, "X4": 0.55526, "Y4": 0.7898, "page": 0}, {"Word": "\"Erenbt balldings are the arena,", "Confidence": 0.5668, "X1": 0.32884, "Y1": 0.7882, "X2": 0.53908, "Y2": 0.788, "X3": 0.53908, "Y3": 0.7998, "X4": 0.32884, "Y4": 0.7988, "page": 0}, {"Word": "4,The intent will be to atop smok-", "Confidence": 0.73643, "X1": 0.5566, "Y1": 0.7912, "X2": 0.76415, "Y2": 0.791, "X3": 0.76415, "Y3": 0.8038, "X4": 0.5566, "Y4": 0.8038, "page": 0}, {"Word": "student cafeteria, leased buildings", "Confidence": 0.8785, "X1": 0.3248, "Y1": 0.7992, "X2": 0.54043, "Y2": 0.799, "X3": 0.54043, "Y3": 0.8108, "X4": 0.3248, "Y4": 0.8108, "page": 0}, {"Word": "ing during the eight-hour workday", "Confidence": 0.9258, "X1": 0.55391, "Y1": 0.8032, "X2": 0.76415, "Y2": 0.803, "X3": 0.76415, "Y3": 0.8148, "X4": 0.55391, "Y4": 0.8158, "page": 0}, {"Word": "and individual suites in UAB bous-", "Confidence": 0.85367, "X1": 0.32615, "Y1": 0.8102, "X2": 0.53908, "Y2": 0.81, "X3": 0.53908, "Y3": 0.8228, "X4": 0.32615, "Y4": 0.8228, "page": 0}, {"Word": "or to stop smoking altogether,\" he", "Confidence": 0.66317, "X1": 0.54987, "Y1": 0.8122, "X2": 0.76415, "Y2": 0.812, "X3": 0.76415, "Y3": 0.8238, "X4": 0.54987, "Y4": 0.8268, "page": 0}, {"Word": "ing. Walker said.", "Confidence": 0.75233, "X1": 0.3221, "Y1": 0.8212, "X2": 0.42857, "Y2": 0.821, "X3": 0.42722, "Y3": 0.8338, "X4": 0.3221, "Y4": 0.8328, "page": 0}, {"Word": "University Hospital has probleited", "Confidence": 0.66925, "X1": 0.33827, "Y1": 0.8292, "X2": 0.54582, "Y2": 0.829, "X3": 0.54582, "Y3": 0.8418, "X4": 0.33962, "Y4": 0.8448, "page": 0}, {"Word": "smoking for several years, and a", "Confidence": 0.7495, "X1": 0.3221, "Y1": 0.8432, "X2": 0.53908, "Y2": 0.843, "X3": 0.54043, "Y3": 0.8538, "X4": 0.3221, "Y4": 0.8578, "page": 0}, {"Word": "The six-session program will", "Confidence": 0.9565, "X1": 0.56199, "Y1": 0.8412, "X2": 0.7655, "Y2": 0.841, "X3": 0.76685, "Y3": 0.8528, "X4": 0.56199, "Y4": 0.8538, "page": 0}, {"Word": "[1947 policy prohibited smoking in", "Confidence": 0.7308, "X1": 0.32075, "Y1": 0.8542, "X2": 0.54178, "Y2": 0.854, "X3": 0.54313, "Y3": 0.8648, "X4": 0.32075, "Y4": 0.8668, "page": 0}, {"Word": "begin with orientation tomorrow at", "Confidence": 0.5648, "X1": 0.55121, "Y1": 0.8532, "X2": 0.76685, "Y2": 0.853, "X3": 0.76685, "Y3": 0.8648, "X4": 0.55121, "Y4": 0.8648, "page": 0}, {"Word": "the public areas of buildings, such as", "Confidence": 0.68071, "X1": 0.32345, "Y1": 0.8642, "X2": 0.54447, "Y2": 0.864, "X3": 0.54447, "Y3": 0.8758, "X4": 0.3248, "Y4": 0.8788, "page": 0}, {"Word": "the Lung and Health Center. The", "Confidence": 0.8345, "X1": 0.54582, "Y1": 0.8622, "X2": 0.76819, "Y2": 0.862, "X3": 0.76819, "Y3": 0.8738, "X4": 0.54582, "Y4": 0.8748, "page": 0}, {"Word": "fa ballways aod lobbies, Walker said.", "Confidence": 0.73117, "X1": 0.32615, "Y1": 0.8762, "X2": 0.54178, "Y2": 0.876, "X3": 0.54178, "Y3": 0.8878, "X4": 0.32615, "Y4": 0.8898, "page": 0}, {"Word": "program bas had 150 to 200 partici-", "Confidence": 0.77914, "X1": 0.54987, "Y1": 0.8752, "X2": 0.7655, "Y2": 0.875, "X3": 0.7655, "Y3": 0.8858, "X4": 0.54987, "Y4": 0.8878, "page": 0}, {"Word": "pasts in the past, Walker said.", "Confidence": 0.82083, "X1": 0.54717, "Y1": 0.8862, "X2": 0.72911, "Y2": 0.886, "X3": 0.72911, "Y3": 0.8968, "X4": 0.54717, "Y4": 0.8978, "page": 0}, {"Word": "L'ader that policy smoking was", "Confidence": 0.701, "X1": 0.32345, "Y1": 0.8872, "X2": 0.54178, "Y2": 0.887, "X3": 0.54178, "Y3": 0.8988, "X4": 0.3248, "Y4": 0.8998, "page": 0}, {"Word": "-", "Confidence": 0.743, "X1": 0.63342, "Y1": 0.8972, "X2": 0.71968, "Y2": 0.897, "X3": 0.71968, "Y3": 0.9068, "X4": 0.63342, "Y4": 0.9048, "page": 0}, {"Word": "TCAL0208903", "Confidence": 0.992, "X1": 0.68329, "Y1": 0.9422, "X2": 0.80863, "Y2": 0.942, "X3": 0.80863, "Y3": 0.9578, "X4": 0.68329, "Y4": 0.9588, "page": 0}], "words_data": [{"Word": "AL", "Confidence": 0.98, "X1": 0.6186, "Y1": 0.0682, "X2": 0.64151, "Y2": 0.068, "X3": 0.64151, "Y3": 0.1038, "X4": 0.6186, "Y4": 0.1038, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.925, "X1": 0.65094, "Y1": 0.0682, "X2": 0.66712, "Y2": 0.068, "X3": 0.66712, "Y3": 0.1038, "X4": 0.65094, "Y4": 0.1038, "page": 0, "Index": 1}, {"Word": "Birmingham", "Confidence": 0.825, "X1": 0.67655, "Y1": 0.0682, "X2": 0.90027, "Y2": 0.068, "X3": 0.90162, "Y3": 0.1018, "X4": 0.67655, "Y4": 0.1038, "page": 0, "Index": 2}, {"Word": "POST-HERALD", "Confidence": 0.885, "X1": 0.40701, "Y1": 0.4382, "X2": 0.47844, "Y2": 0.438, "X3": 0.47978, "Y3": 0.4518, "X4": 0.40836, "Y4": 0.4578, "page": 0, "Index": 3}, {"Word": "BIRMINGHAM", "Confidence": 0.369, "X1": 0.33423, "Y1": 0.4472, "X2": 0.40296, "Y2": 0.447, "X3": 0.40431, "Y3": 0.4588, "X4": 0.33558, "Y4": 0.4668, "page": 0, "Index": 4}, {"Word": "DAILY", "Confidence": 0.908, "X1": 0.39488, "Y1": 0.4712, "X2": 0.42722, "Y2": 0.471, "X3": 0.42992, "Y3": 0.4828, "X4": 0.39757, "Y4": 0.4868, "page": 0, "Index": 5}, {"Word": "-29-91", "Confidence": 0.963, "X1": 0.39623, "Y1": 0.5112, "X2": 0.47574, "Y2": 0.511, "X3": 0.47574, "Y3": 0.5258, "X4": 0.39623, "Y4": 0.5308, "page": 0, "Index": 6}, {"Word": "MAY", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.5152, "X2": 0.38544, "Y2": 0.515, "X3": 0.3841, "Y3": 0.5318, "X4": 0.34771, "Y4": 0.5348, "page": 0, "Index": 7}, {"Word": "-", "Confidence": 0.748, "X1": 0.32615, "Y1": 0.5512, "X2": 0.3248, "Y2": 0.551, "X3": 0.31402, "Y3": 0.5498, "X4": 0.31536, "Y4": 0.5448, "page": 0, "Index": 8}, {"Word": "University", "Confidence": 0.995, "X1": 0.32345, "Y1": 0.5462, "X2": 0.55526, "Y2": 0.546, "X3": 0.55526, "Y3": 0.5778, "X4": 0.32345, "Y4": 0.5758, "page": 0, "Index": 9}, {"Word": "extends", "Confidence": 0.997, "X1": 0.57008, "Y1": 0.5442, "X2": 0.75876, "Y2": 0.544, "X3": 0.76011, "Y3": 0.5768, "X4": 0.57008, "Y4": 0.5778, "page": 0, "Index": 10}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.33019, "Y1": 0.5842, "X2": 0.53235, "Y2": 0.584, "X3": 0.53235, "Y3": 0.6168, "X4": 0.33019, "Y4": 0.6208, "page": 0, "Index": 11}, {"Word": "ban", "Confidence": 0.998, "X1": 0.54717, "Y1": 0.5842, "X2": 0.63208, "Y2": 0.584, "X3": 0.63208, "Y3": 0.6158, "X4": 0.54717, "Y4": 0.6168, "page": 0, "Index": 12}, {"Word": "for", "Confidence": 0.998, "X1": 0.6496, "Y1": 0.5842, "X2": 0.72102, "Y2": 0.584, "X3": 0.72102, "Y3": 0.6158, "X4": 0.65094, "Y4": 0.6158, "page": 0, "Index": 13}, {"Word": "a", "Confidence": 0.995, "X1": 0.73315, "Y1": 0.5842, "X2": 0.75741, "Y2": 0.584, "X3": 0.75876, "Y3": 0.6158, "X4": 0.73315, "Y4": 0.6158, "page": 0, "Index": 14}, {"Word": "smoke", "Confidence": 1, "X1": 0.33019, "Y1": 0.6222, "X2": 0.48113, "Y2": 0.622, "X3": 0.48248, "Y3": 0.6578, "X4": 0.33019, "Y4": 0.6578, "page": 0, "Index": 15}, {"Word": "free", "Confidence": 0.979, "X1": 0.50135, "Y1": 0.6212, "X2": 0.5903, "Y2": 0.621, "X3": 0.5903, "Y3": 0.6568, "X4": 0.5027, "Y4": 0.6578, "page": 0, "Index": 16}, {"Word": "UAB", "Confidence": 0.927, "X1": 0.60782, "Y1": 0.6192, "X2": 0.70485, "Y2": 0.619, "X3": 0.7062, "Y3": 0.6548, "X4": 0.60782, "Y4": 0.6568, "page": 0, "Index": 17}, {"Word": "By", "Confidence": 0.88, "X1": 0.37197, "Y1": 0.6682, "X2": 0.39218, "Y2": 0.668, "X3": 0.39218, "Y3": 0.6818, "X4": 0.37197, "Y4": 0.6828, "page": 0, "Index": 18}, {"Word": "Nikita", "Confidence": 0.768, "X1": 0.39623, "Y1": 0.6662, "X2": 0.43261, "Y2": 0.666, "X3": 0.43261, "Y3": 0.6818, "X4": 0.39623, "Y4": 0.6818, "page": 0, "Index": 19}, {"Word": "Stewart", "Confidence": 0.744, "X1": 0.43666, "Y1": 0.6642, "X2": 0.49461, "Y2": 0.664, "X3": 0.49461, "Y3": 0.6808, "X4": 0.43666, "Y4": 0.6808, "page": 0, "Index": 20}, {"Word": "18", "Confidence": 0.537, "X1": 0.50404, "Y1": 0.6632, "X2": 0.54313, "Y2": 0.663, "X3": 0.54313, "Y3": 0.6798, "X4": 0.5027, "Y4": 0.6798, "page": 0, "Index": 21}, {"Word": "allowed", "Confidence": 0.085, "X1": 0.54852, "Y1": 0.6632, "X2": 0.59299, "Y2": 0.663, "X3": 0.59299, "Y3": 0.6798, "X4": 0.54852, "Y4": 0.6798, "page": 0, "Index": 22}, {"Word": "in", "Confidence": 0.782, "X1": 0.59704, "Y1": 0.6632, "X2": 0.60916, "Y2": 0.663, "X3": 0.60916, "Y3": 0.6788, "X4": 0.59704, "Y4": 0.6798, "page": 0, "Index": 23}, {"Word": "personal", "Confidence": 0.923, "X1": 0.61321, "Y1": 0.6632, "X2": 0.66038, "Y2": 0.663, "X3": 0.65903, "Y3": 0.6788, "X4": 0.61321, "Y4": 0.6788, "page": 0, "Index": 24}, {"Word": "work", "Confidence": 0.992, "X1": 0.66442, "Y1": 0.6642, "X2": 0.69542, "Y2": 0.664, "X3": 0.69407, "Y3": 0.6788, "X4": 0.66307, "Y4": 0.6788, "page": 0, "Index": 25}, {"Word": "areas,", "Confidence": 0.887, "X1": 0.69946, "Y1": 0.6652, "X2": 0.73181, "Y2": 0.665, "X3": 0.73181, "Y3": 0.6788, "X4": 0.69811, "Y4": 0.6788, "page": 0, "Index": 26}, {"Word": "such", "Confidence": 0.966, "X1": 0.73585, "Y1": 0.6662, "X2": 0.7655, "Y2": 0.666, "X3": 0.76415, "Y3": 0.6788, "X4": 0.73585, "Y4": 0.6788, "page": 0, "Index": 27}, {"Word": "offke.", "Confidence": 0.362, "X1": 0.57143, "Y1": 0.6782, "X2": 0.61725, "Y2": 0.678, "X3": 0.61725, "Y3": 0.6888, "X4": 0.57143, "Y4": 0.6898, "page": 0, "Index": 28}, {"Word": "The", "Confidence": 0.998, "X1": 0.34097, "Y1": 0.6892, "X2": 0.36119, "Y2": 0.689, "X3": 0.36253, "Y3": 0.7008, "X4": 0.34097, "Y4": 0.7008, "page": 0, "Index": 29}, {"Word": "University", "Confidence": 0.609, "X1": 0.36523, "Y1": 0.6902, "X2": 0.42588, "Y2": 0.69, "X3": 0.42588, "Y3": 0.7018, "X4": 0.36523, "Y4": 0.7008, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.995, "X1": 0.42857, "Y1": 0.6902, "X2": 0.4407, "Y2": 0.69, "X3": 0.4407, "Y3": 0.7018, "X4": 0.42857, "Y4": 0.7018, "page": 0, "Index": 31}, {"Word": "Alabama", "Confidence": 0.934, "X1": 0.44474, "Y1": 0.6892, "X2": 0.49596, "Y2": 0.689, "X3": 0.49596, "Y3": 0.7018, "X4": 0.44474, "Y4": 0.7018, "page": 0, "Index": 32}, {"Word": "at", "Confidence": 0.94, "X1": 0.5, "Y1": 0.6892, "X2": 0.51078, "Y2": 0.689, "X3": 0.51078, "Y3": 0.7008, "X4": 0.49865, "Y4": 0.7018, "page": 0, "Index": 33}, {"Word": "Bir-", "Confidence": 0.934, "X1": 0.51482, "Y1": 0.6882, "X2": 0.54313, "Y2": 0.688, "X3": 0.54313, "Y3": 0.7008, "X4": 0.51348, "Y4": 0.7008, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.188, "X1": 0.57008, "Y1": 0.6912, "X2": 0.58895, "Y2": 0.691, "X3": 0.5903, "Y3": 0.7038, "X4": 0.57008, "Y4": 0.7048, "page": 0, "Index": 35}, {"Word": "terised", "Confidence": 0.607, "X1": 0.59299, "Y1": 0.6902, "X2": 0.63612, "Y2": 0.69, "X3": 0.63612, "Y3": 0.7028, "X4": 0.59299, "Y4": 0.7038, "page": 0, "Index": 36}, {"Word": "polley", "Confidence": 0.818, "X1": 0.63881, "Y1": 0.6892, "X2": 0.6752, "Y2": 0.689, "X3": 0.6752, "Y3": 0.7018, "X4": 0.63881, "Y4": 0.7028, "page": 0, "Index": 37}, {"Word": "will", "Confidence": 0.848, "X1": 0.67925, "Y1": 0.6892, "X2": 0.70216, "Y2": 0.689, "X3": 0.70216, "Y3": 0.7018, "X4": 0.67925, "Y4": 0.7018, "page": 0, "Index": 38}, {"Word": "force", "Confidence": 0.777, "X1": 0.7062, "Y1": 0.6882, "X2": 0.7372, "Y2": 0.688, "X3": 0.7372, "Y3": 0.7008, "X4": 0.7062, "Y4": 0.7018, "page": 0, "Index": 39}, {"Word": "sta-", "Confidence": 0.524, "X1": 0.73989, "Y1": 0.6882, "X2": 0.7628, "Y2": 0.688, "X3": 0.7628, "Y3": 0.7008, "X4": 0.73989, "Y4": 0.7008, "page": 0, "Index": 40}, {"Word": "mingham", "Confidence": 0.663, "X1": 0.32884, "Y1": 0.7012, "X2": 0.38005, "Y2": 0.701, "X3": 0.3814, "Y3": 0.7128, "X4": 0.32884, "Y4": 0.7128, "page": 0, "Index": 41}, {"Word": "will", "Confidence": 0.955, "X1": 0.39084, "Y1": 0.7012, "X2": 0.41509, "Y2": 0.701, "X3": 0.41509, "Y3": 0.7128, "X4": 0.39084, "Y4": 0.7128, "page": 0, "Index": 42}, {"Word": "ban", "Confidence": 0.759, "X1": 0.41779, "Y1": 0.7012, "X2": 0.44205, "Y2": 0.701, "X3": 0.44205, "Y3": 0.7118, "X4": 0.41779, "Y4": 0.7128, "page": 0, "Index": 43}, {"Word": "smoking", "Confidence": 0.621, "X1": 0.44609, "Y1": 0.7002, "X2": 0.49865, "Y2": 0.7, "X3": 0.49865, "Y3": 0.7118, "X4": 0.44609, "Y4": 0.7118, "page": 0, "Index": 44}, {"Word": "fil", "Confidence": 0.063, "X1": 0.50135, "Y1": 0.7002, "X2": 0.51752, "Y2": 0.7, "X3": 0.51752, "Y3": 0.7118, "X4": 0.5027, "Y4": 0.7118, "page": 0, "Index": 45}, {"Word": "all", "Confidence": 0.778, "X1": 0.52022, "Y1": 0.7002, "X2": 0.54178, "Y2": 0.7, "X3": 0.54178, "Y3": 0.7118, "X4": 0.52022, "Y4": 0.7118, "page": 0, "Index": 46}, {"Word": "dends", "Confidence": 0.16, "X1": 0.55256, "Y1": 0.7002, "X2": 0.58491, "Y2": 0.7, "X3": 0.58625, "Y3": 0.7118, "X4": 0.55391, "Y4": 0.7118, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.164, "X1": 0.58895, "Y1": 0.7002, "X2": 0.61186, "Y2": 0.7, "X3": 0.61186, "Y3": 0.7118, "X4": 0.58895, "Y4": 0.7118, "page": 0, "Index": 48}, {"Word": "employees", "Confidence": 0.707, "X1": 0.61456, "Y1": 0.7002, "X2": 0.67655, "Y2": 0.7, "X3": 0.6779, "Y3": 0.7118, "X4": 0.6159, "Y4": 0.7118, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.609, "X1": 0.68059, "Y1": 0.7002, "X2": 0.69407, "Y2": 0.7, "X3": 0.69542, "Y3": 0.7118, "X4": 0.68059, "Y4": 0.7118, "page": 0, "Index": 50}, {"Word": "smoke", "Confidence": 0.5, "X1": 0.69677, "Y1": 0.7012, "X2": 0.7372, "Y2": 0.701, "X3": 0.7372, "Y3": 0.7118, "X4": 0.69811, "Y4": 0.7118, "page": 0, "Index": 51}, {"Word": "out-", "Confidence": 0.848, "X1": 0.73989, "Y1": 0.7012, "X2": 0.76415, "Y2": 0.701, "X3": 0.7655, "Y3": 0.7118, "X4": 0.74124, "Y4": 0.7118, "page": 0, "Index": 52}, {"Word": "buildings", "Confidence": 0.609, "X1": 0.32749, "Y1": 0.7122, "X2": 0.39084, "Y2": 0.712, "X3": 0.39084, "Y3": 0.7228, "X4": 0.32749, "Y4": 0.7228, "page": 0, "Index": 53}, {"Word": "starting", "Confidence": 0.716, "X1": 0.39488, "Y1": 0.7122, "X2": 0.45148, "Y2": 0.712, "X3": 0.45148, "Y3": 0.7238, "X4": 0.39488, "Y4": 0.7238, "page": 0, "Index": 54}, {"Word": "Saturday,", "Confidence": 0.955, "X1": 0.45687, "Y1": 0.7122, "X2": 0.52561, "Y2": 0.712, "X3": 0.52561, "Y3": 0.7238, "X4": 0.45687, "Y4": 0.7238, "page": 0, "Index": 55}, {"Word": "a.", "Confidence": 0.963, "X1": 0.52965, "Y1": 0.7122, "X2": 0.54717, "Y2": 0.712, "X3": 0.54717, "Y3": 0.7238, "X4": 0.52965, "Y4": 0.7238, "page": 0, "Index": 56}, {"Word": "side.", "Confidence": 0.661, "X1": 0.55256, "Y1": 0.7122, "X2": 0.57951, "Y2": 0.712, "X3": 0.57951, "Y3": 0.7228, "X4": 0.55256, "Y4": 0.7238, "page": 0, "Index": 57}, {"Word": "Supervisora", "Confidence": 0.607, "X1": 0.58221, "Y1": 0.7122, "X2": 0.6496, "Y2": 0.712, "X3": 0.6496, "Y3": 0.7228, "X4": 0.58221, "Y4": 0.7228, "page": 0, "Index": 58}, {"Word": "are", "Confidence": 0.998, "X1": 0.65364, "Y1": 0.7112, "X2": 0.67385, "Y2": 0.711, "X3": 0.67385, "Y3": 0.7228, "X4": 0.65364, "Y4": 0.7228, "page": 0, "Index": 59}, {"Word": "responsible", "Confidence": 0.798, "X1": 0.67655, "Y1": 0.7102, "X2": 0.74259, "Y2": 0.71, "X3": 0.74259, "Y3": 0.7218, "X4": 0.67655, "Y4": 0.7228, "page": 0, "Index": 60}, {"Word": "for", "Confidence": 0.901, "X1": 0.74528, "Y1": 0.7102, "X2": 0.76685, "Y2": 0.71, "X3": 0.76685, "Y3": 0.7218, "X4": 0.74528, "Y4": 0.7218, "page": 0, "Index": 61}, {"Word": "spokesman", "Confidence": 0.805, "X1": 0.32749, "Y1": 0.7242, "X2": 0.39084, "Y2": 0.724, "X3": 0.38949, "Y3": 0.7338, "X4": 0.32749, "Y4": 0.7338, "page": 0, "Index": 62}, {"Word": "said", "Confidence": 0.983, "X1": 0.39353, "Y1": 0.7242, "X2": 0.41644, "Y2": 0.724, "X3": 0.41644, "Y3": 0.7348, "X4": 0.39218, "Y4": 0.7348, "page": 0, "Index": 63}, {"Word": "yesterday.", "Confidence": 0.981, "X1": 0.41914, "Y1": 0.7242, "X2": 0.48383, "Y2": 0.724, "X3": 0.48383, "Y3": 0.7348, "X4": 0.41914, "Y4": 0.7348, "page": 0, "Index": 64}, {"Word": "forcing", "Confidence": 0.332, "X1": 0.56604, "Y1": 0.7252, "X2": 0.60916, "Y2": 0.725, "X3": 0.60782, "Y3": 0.7358, "X4": 0.56469, "Y4": 0.7368, "page": 0, "Index": 65}, {"Word": "the", "Confidence": 0.998, "X1": 0.61186, "Y1": 0.7242, "X2": 0.63208, "Y2": 0.724, "X3": 0.63208, "Y3": 0.7348, "X4": 0.61051, "Y4": 0.7348, "page": 0, "Index": 66}, {"Word": "policy,", "Confidence": 0.543, "X1": 0.63477, "Y1": 0.7222, "X2": 0.6752, "Y2": 0.722, "X3": 0.6752, "Y3": 0.7338, "X4": 0.63477, "Y4": 0.7348, "page": 0, "Index": 67}, {"Word": "which", "Confidence": 0.997, "X1": 0.6779, "Y1": 0.7222, "X2": 0.71294, "Y2": 0.722, "X3": 0.71294, "Y3": 0.7338, "X4": 0.6779, "Y4": 0.7338, "page": 0, "Index": 68}, {"Word": "includes", "Confidence": 0.955, "X1": 0.71698, "Y1": 0.7222, "X2": 0.76685, "Y2": 0.722, "X3": 0.76685, "Y3": 0.7338, "X4": 0.71563, "Y4": 0.7338, "page": 0, "Index": 69}, {"Word": "\"It", "Confidence": 0.099, "X1": 0.33827, "Y1": 0.7332, "X2": 0.35984, "Y2": 0.733, "X3": 0.36119, "Y3": 0.7438, "X4": 0.33962, "Y4": 0.7428, "page": 0, "Index": 70}, {"Word": "seemed", "Confidence": 0.802, "X1": 0.36388, "Y1": 0.7342, "X2": 0.4124, "Y2": 0.734, "X3": 0.4124, "Y3": 0.7448, "X4": 0.36388, "Y4": 0.7438, "page": 0, "Index": 71}, {"Word": "reasonable", "Confidence": 0.498, "X1": 0.41509, "Y1": 0.7332, "X2": 0.48383, "Y2": 0.733, "X3": 0.48518, "Y3": 0.7448, "X4": 0.41644, "Y4": 0.7448, "page": 0, "Index": 72}, {"Word": "that", "Confidence": 0.675, "X1": 0.48787, "Y1": 0.7322, "X2": 0.51617, "Y2": 0.732, "X3": 0.51752, "Y3": 0.7448, "X4": 0.48787, "Y4": 0.7448, "page": 0, "Index": 73}, {"Word": "we", "Confidence": 0.998, "X1": 0.52022, "Y1": 0.7312, "X2": 0.53908, "Y2": 0.731, "X3": 0.54043, "Y3": 0.7448, "X4": 0.52022, "Y4": 0.7448, "page": 0, "Index": 74}, {"Word": "string", "Confidence": 0.083, "X1": 0.57547, "Y1": 0.7342, "X2": 0.60916, "Y2": 0.734, "X3": 0.60916, "Y3": 0.7458, "X4": 0.57547, "Y4": 0.7458, "page": 0, "Index": 75}, {"Word": "smokers", "Confidence": 0.922, "X1": 0.61186, "Y1": 0.7342, "X2": 0.66442, "Y2": 0.734, "X3": 0.66442, "Y3": 0.7458, "X4": 0.61186, "Y4": 0.7458, "page": 0, "Index": 76}, {"Word": "to", "Confidence": 0.939, "X1": 0.66712, "Y1": 0.7342, "X2": 0.68059, "Y2": 0.734, "X3": 0.68059, "Y3": 0.7458, "X4": 0.66712, "Y4": 0.7458, "page": 0, "Index": 77}, {"Word": "properly", "Confidence": 0.847, "X1": 0.68464, "Y1": 0.7332, "X2": 0.7372, "Y2": 0.733, "X3": 0.7372, "Y3": 0.7448, "X4": 0.68464, "Y4": 0.7448, "page": 0, "Index": 78}, {"Word": "dis-", "Confidence": 0.944, "X1": 0.74124, "Y1": 0.7322, "X2": 0.76415, "Y2": 0.732, "X3": 0.7628, "Y3": 0.7448, "X4": 0.73989, "Y4": 0.7448, "page": 0, "Index": 79}, {"Word": "should", "Confidence": 0.833, "X1": 0.32749, "Y1": 0.7452, "X2": 0.36658, "Y2": 0.745, "X3": 0.36658, "Y3": 0.7558, "X4": 0.32615, "Y4": 0.7568, "page": 0, "Index": 80}, {"Word": "take", "Confidence": 0.956, "X1": 0.36927, "Y1": 0.7452, "X2": 0.39892, "Y2": 0.745, "X3": 0.39892, "Y3": 0.7558, "X4": 0.36927, "Y4": 0.7558, "page": 0, "Index": 81}, {"Word": "this", "Confidence": 0.886, "X1": 0.40296, "Y1": 0.7442, "X2": 0.42588, "Y2": 0.744, "X3": 0.42588, "Y3": 0.7558, "X4": 0.40162, "Y4": 0.7558, "page": 0, "Index": 82}, {"Word": "stand,\"", "Confidence": 0.804, "X1": 0.42992, "Y1": 0.7442, "X2": 0.47439, "Y2": 0.744, "X3": 0.47439, "Y3": 0.7558, "X4": 0.42857, "Y4": 0.7558, "page": 0, "Index": 83}, {"Word": "said", "Confidence": 0.981, "X1": 0.47844, "Y1": 0.7442, "X2": 0.50539, "Y2": 0.744, "X3": 0.50539, "Y3": 0.7558, "X4": 0.47709, "Y4": 0.7558, "page": 0, "Index": 84}, {"Word": "John", "Confidence": 0.789, "X1": 0.50943, "Y1": 0.7452, "X2": 0.53908, "Y2": 0.745, "X3": 0.53908, "Y3": 0.7558, "X4": 0.50943, "Y4": 0.7558, "page": 0, "Index": 85}, {"Word": "enf", "Confidence": 0.018, "X1": 0.57278, "Y1": 0.7432, "X2": 0.59434, "Y2": 0.743, "X3": 0.59434, "Y3": 0.7558, "X4": 0.57278, "Y4": 0.7558, "page": 0, "Index": 86}, {"Word": "cigarette", "Confidence": 0.63, "X1": 0.59704, "Y1": 0.7442, "X2": 0.64825, "Y2": 0.744, "X3": 0.64825, "Y3": 0.7558, "X4": 0.59704, "Y4": 0.7558, "page": 0, "Index": 87}, {"Word": "butts.\"", "Confidence": 0.396, "X1": 0.65094, "Y1": 0.7432, "X2": 0.69542, "Y2": 0.743, "X3": 0.69407, "Y3": 0.7548, "X4": 0.65094, "Y4": 0.7558, "page": 0, "Index": 88}, {"Word": "Walker,", "Confidence": 0.933, "X1": 0.32749, "Y1": 0.7552, "X2": 0.37332, "Y2": 0.755, "X3": 0.37466, "Y3": 0.7668, "X4": 0.32884, "Y4": 0.7658, "page": 0, "Index": 89}, {"Word": "foterim", "Confidence": 0.66, "X1": 0.37736, "Y1": 0.7562, "X2": 0.42049, "Y2": 0.756, "X3": 0.42049, "Y3": 0.7668, "X4": 0.37736, "Y4": 0.7668, "page": 0, "Index": 90}, {"Word": "vice", "Confidence": 0.666, "X1": 0.42857, "Y1": 0.7562, "X2": 0.45553, "Y2": 0.756, "X3": 0.45553, "Y3": 0.7668, "X4": 0.42992, "Y4": 0.7668, "page": 0, "Index": 91}, {"Word": "president", "Confidence": 0.85, "X1": 0.45822, "Y1": 0.7572, "X2": 0.51752, "Y2": 0.757, "X3": 0.51752, "Y3": 0.7678, "X4": 0.45822, "Y4": 0.7668, "page": 0, "Index": 92}, {"Word": "for", "Confidence": 0.671, "X1": 0.52022, "Y1": 0.7572, "X2": 0.54043, "Y2": 0.757, "X3": 0.54043, "Y3": 0.7678, "X4": 0.52022, "Y4": 0.7678, "page": 0, "Index": 93}, {"Word": "mis", "Confidence": 0.002, "X1": 0.56873, "Y1": 0.7572, "X2": 0.5903, "Y2": 0.757, "X3": 0.5903, "Y3": 0.7678, "X4": 0.56873, "Y4": 0.7678, "page": 0, "Index": 94}, {"Word": "administration.", "Confidence": 0.796, "X1": 0.32615, "Y1": 0.7672, "X2": 0.41914, "Y2": 0.767, "X3": 0.41914, "Y3": 0.7768, "X4": 0.32615, "Y4": 0.7778, "page": 0, "Index": 95}, {"Word": "\"We", "Confidence": 0.956, "X1": 0.42183, "Y1": 0.7662, "X2": 0.44744, "Y2": 0.766, "X3": 0.44744, "Y3": 0.7768, "X4": 0.42183, "Y4": 0.7768, "page": 0, "Index": 96}, {"Word": "are", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.7662, "X2": 0.47305, "Y2": 0.766, "X3": 0.47305, "Y3": 0.7768, "X4": 0.45148, "Y4": 0.7768, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.902, "X1": 0.47709, "Y1": 0.7662, "X2": 0.48518, "Y2": 0.766, "X3": 0.48518, "Y3": 0.7768, "X4": 0.47709, "Y4": 0.7768, "page": 0, "Index": 98}, {"Word": "medical", "Confidence": 0.81, "X1": 0.49057, "Y1": 0.7662, "X2": 0.54178, "Y2": 0.766, "X3": 0.54178, "Y3": 0.7778, "X4": 0.49057, "Y4": 0.7768, "page": 0, "Index": 99}, {"Word": "university", "Confidence": 0.519, "X1": 0.59299, "Y1": 0.7582, "X2": 0.65364, "Y2": 0.758, "X3": 0.65364, "Y3": 0.7688, "X4": 0.59299, "Y4": 0.7678, "page": 0, "Index": 100}, {"Word": "has", "Confidence": 0.62, "X1": 0.65768, "Y1": 0.7582, "X2": 0.68059, "Y2": 0.758, "X3": 0.67925, "Y3": 0.7688, "X4": 0.65633, "Y4": 0.7688, "page": 0, "Index": 101}, {"Word": "an", "Confidence": 0.991, "X1": 0.68329, "Y1": 0.7582, "X2": 0.70081, "Y2": 0.758, "X3": 0.69946, "Y3": 0.7698, "X4": 0.68329, "Y4": 0.7688, "page": 0, "Index": 102}, {"Word": "assistance", "Confidence": 0.885, "X1": 0.70485, "Y1": 0.7582, "X2": 0.7655, "Y2": 0.758, "X3": 0.7655, "Y3": 0.7698, "X4": 0.7035, "Y4": 0.7698, "page": 0, "Index": 103}, {"Word": "program", "Confidence": 0.643, "X1": 0.55256, "Y1": 0.7692, "X2": 0.59973, "Y2": 0.769, "X3": 0.59973, "Y3": 0.7798, "X4": 0.55391, "Y4": 0.7798, "page": 0, "Index": 104}, {"Word": "for", "Confidence": 0.941, "X1": 0.60512, "Y1": 0.7692, "X2": 0.62399, "Y2": 0.769, "X3": 0.62399, "Y3": 0.7798, "X4": 0.60512, "Y4": 0.7798, "page": 0, "Index": 105}, {"Word": "employees", "Confidence": 0.814, "X1": 0.62668, "Y1": 0.7692, "X2": 0.68868, "Y2": 0.769, "X3": 0.68868, "Y3": 0.7808, "X4": 0.62668, "Y4": 0.7798, "page": 0, "Index": 106}, {"Word": "who", "Confidence": 0.995, "X1": 0.69137, "Y1": 0.7702, "X2": 0.71563, "Y2": 0.77, "X3": 0.71429, "Y3": 0.7808, "X4": 0.69137, "Y4": 0.7808, "page": 0, "Index": 107}, {"Word": "want", "Confidence": 0.9, "X1": 0.71833, "Y1": 0.7702, "X2": 0.74798, "Y2": 0.77, "X3": 0.74663, "Y3": 0.7808, "X4": 0.71833, "Y4": 0.7808, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.998, "X1": 0.75067, "Y1": 0.7702, "X2": 0.7655, "Y2": 0.77, "X3": 0.76415, "Y3": 0.7808, "X4": 0.74933, "Y4": 0.7808, "page": 0, "Index": 109}, {"Word": "center", "Confidence": 0.248, "X1": 0.32749, "Y1": 0.7782, "X2": 0.36523, "Y2": 0.778, "X3": 0.36523, "Y3": 0.7888, "X4": 0.32749, "Y4": 0.7878, "page": 0, "Index": 110}, {"Word": "dol", "Confidence": 0.095, "X1": 0.5566, "Y1": 0.7802, "X2": 0.57682, "Y2": 0.78, "X3": 0.57682, "Y3": 0.7908, "X4": 0.55795, "Y4": 0.7908, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.627, "X1": 0.57951, "Y1": 0.7802, "X2": 0.59704, "Y2": 0.78, "X3": 0.59704, "Y3": 0.7908, "X4": 0.57951, "Y4": 0.7908, "page": 0, "Index": 112}, {"Word": "nicotine", "Confidence": 0.609, "X1": 0.59973, "Y1": 0.7792, "X2": 0.6469, "Y2": 0.779, "X3": 0.64555, "Y3": 0.7908, "X4": 0.59973, "Y4": 0.7908, "page": 0, "Index": 113}, {"Word": "habit.", "Confidence": 0.634, "X1": 0.6496, "Y1": 0.7792, "X2": 0.68868, "Y2": 0.779, "X3": 0.68733, "Y3": 0.7908, "X4": 0.64825, "Y4": 0.7908, "page": 0, "Index": 114}, {"Word": "\"Erenbt", "Confidence": 0.435, "X1": 0.33154, "Y1": 0.7882, "X2": 0.38679, "Y2": 0.788, "X3": 0.38814, "Y3": 0.7998, "X4": 0.33154, "Y4": 0.7988, "page": 0, "Index": 115}, {"Word": "balldings", "Confidence": 0.659, "X1": 0.39084, "Y1": 0.7892, "X2": 0.44609, "Y2": 0.789, "X3": 0.44609, "Y3": 0.8008, "X4": 0.39084, "Y4": 0.7998, "page": 0, "Index": 116}, {"Word": "are", "Confidence": 0.25, "X1": 0.44879, "Y1": 0.7892, "X2": 0.4717, "Y2": 0.789, "X3": 0.4717, "Y3": 0.7998, "X4": 0.44879, "Y4": 0.8008, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.994, "X1": 0.47439, "Y1": 0.7892, "X2": 0.4973, "Y2": 0.789, "X3": 0.4973, "Y3": 0.7998, "X4": 0.47439, "Y4": 0.7998, "page": 0, "Index": 118}, {"Word": "arena,", "Confidence": 0.496, "X1": 0.50135, "Y1": 0.7892, "X2": 0.54043, "Y2": 0.789, "X3": 0.54043, "Y3": 0.7998, "X4": 0.50135, "Y4": 0.7998, "page": 0, "Index": 119}, {"Word": "4,The", "Confidence": 0.035, "X1": 0.55795, "Y1": 0.7932, "X2": 0.59434, "Y2": 0.793, "X3": 0.59434, "Y3": 0.8028, "X4": 0.5593, "Y4": 0.8038, "page": 0, "Index": 120}, {"Word": "intent", "Confidence": 0.628, "X1": 0.59704, "Y1": 0.7922, "X2": 0.63342, "Y2": 0.792, "X3": 0.63342, "Y3": 0.8028, "X4": 0.59838, "Y4": 0.8028, "page": 0, "Index": 121}, {"Word": "will", "Confidence": 0.983, "X1": 0.63612, "Y1": 0.7922, "X2": 0.65903, "Y2": 0.792, "X3": 0.65903, "Y3": 0.8038, "X4": 0.63612, "Y4": 0.8028, "page": 0, "Index": 122}, {"Word": "be", "Confidence": 0.991, "X1": 0.66173, "Y1": 0.7922, "X2": 0.6779, "Y2": 0.792, "X3": 0.6779, "Y3": 0.8038, "X4": 0.66173, "Y4": 0.8038, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.998, "X1": 0.68059, "Y1": 0.7922, "X2": 0.69407, "Y2": 0.792, "X3": 0.69272, "Y3": 0.8038, "X4": 0.68059, "Y4": 0.8038, "page": 0, "Index": 124}, {"Word": "atop", "Confidence": 0.905, "X1": 0.69677, "Y1": 0.7922, "X2": 0.72372, "Y2": 0.792, "X3": 0.72372, "Y3": 0.8038, "X4": 0.69542, "Y4": 0.8038, "page": 0, "Index": 125}, {"Word": "smok-", "Confidence": 0.615, "X1": 0.72642, "Y1": 0.7932, "X2": 0.76415, "Y2": 0.793, "X3": 0.7628, "Y3": 0.8038, "X4": 0.72642, "Y4": 0.8038, "page": 0, "Index": 126}, {"Word": "student", "Confidence": 0.784, "X1": 0.32615, "Y1": 0.8002, "X2": 0.37197, "Y2": 0.8, "X3": 0.37197, "Y3": 0.8108, "X4": 0.32615, "Y4": 0.8118, "page": 0, "Index": 127}, {"Word": "cafeteria,", "Confidence": 0.772, "X1": 0.37466, "Y1": 0.8002, "X2": 0.43531, "Y2": 0.8, "X3": 0.43531, "Y3": 0.8108, "X4": 0.37466, "Y4": 0.8108, "page": 0, "Index": 128}, {"Word": "leased", "Confidence": 0.967, "X1": 0.43801, "Y1": 0.8002, "X2": 0.47978, "Y2": 0.8, "X3": 0.47844, "Y3": 0.8108, "X4": 0.43801, "Y4": 0.8108, "page": 0, "Index": 129}, {"Word": "buildings", "Confidence": 0.991, "X1": 0.48248, "Y1": 0.8012, "X2": 0.54043, "Y2": 0.801, "X3": 0.53908, "Y3": 0.8108, "X4": 0.48113, "Y4": 0.8108, "page": 0, "Index": 130}, {"Word": "ing", "Confidence": 0.932, "X1": 0.55526, "Y1": 0.8052, "X2": 0.57143, "Y2": 0.805, "X3": 0.57143, "Y3": 0.8158, "X4": 0.55526, "Y4": 0.8158, "page": 0, "Index": 131}, {"Word": "during", "Confidence": 0.955, "X1": 0.57547, "Y1": 0.8052, "X2": 0.6159, "Y2": 0.805, "X3": 0.6159, "Y3": 0.8148, "X4": 0.57547, "Y4": 0.8158, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.994, "X1": 0.61995, "Y1": 0.8042, "X2": 0.64151, "Y2": 0.804, "X3": 0.64016, "Y3": 0.8148, "X4": 0.6186, "Y4": 0.8148, "page": 0, "Index": 133}, {"Word": "eight-hour", "Confidence": 0.901, "X1": 0.64555, "Y1": 0.8042, "X2": 0.70755, "Y2": 0.804, "X3": 0.7062, "Y3": 0.8148, "X4": 0.6442, "Y4": 0.8148, "page": 0, "Index": 134}, {"Word": "workday", "Confidence": 0.847, "X1": 0.71294, "Y1": 0.8042, "X2": 0.76415, "Y2": 0.804, "X3": 0.7628, "Y3": 0.8158, "X4": 0.71294, "Y4": 0.8148, "page": 0, "Index": 135}, {"Word": "and", "Confidence": 0.609, "X1": 0.32615, "Y1": 0.8112, "X2": 0.34906, "Y2": 0.811, "X3": 0.34906, "Y3": 0.8228, "X4": 0.32749, "Y4": 0.8238, "page": 0, "Index": 136}, {"Word": "individual", "Confidence": 0.9, "X1": 0.35175, "Y1": 0.8112, "X2": 0.41375, "Y2": 0.811, "X3": 0.41375, "Y3": 0.8218, "X4": 0.3531, "Y4": 0.8228, "page": 0, "Index": 137}, {"Word": "suites", "Confidence": 0.667, "X1": 0.41644, "Y1": 0.8112, "X2": 0.45148, "Y2": 0.811, "X3": 0.45148, "Y3": 0.8218, "X4": 0.41644, "Y4": 0.8218, "page": 0, "Index": 138}, {"Word": "in", "Confidence": 0.997, "X1": 0.45418, "Y1": 0.8112, "X2": 0.469, "Y2": 0.811, "X3": 0.469, "Y3": 0.8218, "X4": 0.45418, "Y4": 0.8218, "page": 0, "Index": 139}, {"Word": "UAB", "Confidence": 0.958, "X1": 0.4717, "Y1": 0.8112, "X2": 0.5, "Y2": 0.811, "X3": 0.5, "Y3": 0.8218, "X4": 0.4717, "Y4": 0.8218, "page": 0, "Index": 140}, {"Word": "bous-", "Confidence": 0.991, "X1": 0.50539, "Y1": 0.8112, "X2": 0.53908, "Y2": 0.811, "X3": 0.53908, "Y3": 0.8228, "X4": 0.50539, "Y4": 0.8218, "page": 0, "Index": 141}, {"Word": "or", "Confidence": 0.603, "X1": 0.55256, "Y1": 0.8162, "X2": 0.56739, "Y2": 0.816, "X3": 0.56739, "Y3": 0.8268, "X4": 0.55256, "Y4": 0.8268, "page": 0, "Index": 142}, {"Word": "to", "Confidence": 0.671, "X1": 0.57008, "Y1": 0.8162, "X2": 0.58491, "Y2": 0.816, "X3": 0.58491, "Y3": 0.8268, "X4": 0.57008, "Y4": 0.8268, "page": 0, "Index": 143}, {"Word": "stop", "Confidence": 0.64, "X1": 0.5876, "Y1": 0.8152, "X2": 0.61321, "Y2": 0.815, "X3": 0.61456, "Y3": 0.8268, "X4": 0.5876, "Y4": 0.8268, "page": 0, "Index": 144}, {"Word": "smoking", "Confidence": 0.636, "X1": 0.61725, "Y1": 0.8142, "X2": 0.66981, "Y2": 0.814, "X3": 0.66981, "Y3": 0.8258, "X4": 0.61725, "Y4": 0.8268, "page": 0, "Index": 145}, {"Word": "altogether,\"", "Confidence": 0.545, "X1": 0.67251, "Y1": 0.8132, "X2": 0.74394, "Y2": 0.813, "X3": 0.74394, "Y3": 0.8248, "X4": 0.67385, "Y4": 0.8258, "page": 0, "Index": 146}, {"Word": "he", "Confidence": 0.884, "X1": 0.74663, "Y1": 0.8132, "X2": 0.76415, "Y2": 0.813, "X3": 0.76415, "Y3": 0.8238, "X4": 0.74798, "Y4": 0.8248, "page": 0, "Index": 147}, {"Word": "ing.", "Confidence": 0.64, "X1": 0.3248, "Y1": 0.8212, "X2": 0.34771, "Y2": 0.821, "X3": 0.34906, "Y3": 0.8328, "X4": 0.32615, "Y4": 0.8338, "page": 0, "Index": 148}, {"Word": "Walker", "Confidence": 0.991, "X1": 0.3504, "Y1": 0.8222, "X2": 0.39084, "Y2": 0.822, "X3": 0.39218, "Y3": 0.8338, "X4": 0.35175, "Y4": 0.8328, "page": 0, "Index": 149}, {"Word": "said.", "Confidence": 0.626, "X1": 0.39488, "Y1": 0.8222, "X2": 0.42722, "Y2": 0.822, "X3": 0.42857, "Y3": 0.8338, "X4": 0.39488, "Y4": 0.8338, "page": 0, "Index": 150}, {"Word": "University", "Confidence": 0.467, "X1": 0.33962, "Y1": 0.8322, "X2": 0.39892, "Y2": 0.832, "X3": 0.40027, "Y3": 0.8448, "X4": 0.34097, "Y4": 0.8448, "page": 0, "Index": 151}, {"Word": "Hospital", "Confidence": 0.765, "X1": 0.40296, "Y1": 0.8312, "X2": 0.45148, "Y2": 0.831, "X3": 0.45148, "Y3": 0.8438, "X4": 0.40431, "Y4": 0.8448, "page": 0, "Index": 152}, {"Word": "has", "Confidence": 0.888, "X1": 0.45418, "Y1": 0.8312, "X2": 0.47439, "Y2": 0.831, "X3": 0.47439, "Y3": 0.8438, "X4": 0.45553, "Y4": 0.8438, "page": 0, "Index": 153}, {"Word": "probleited", "Confidence": 0.557, "X1": 0.47709, "Y1": 0.8302, "X2": 0.54043, "Y2": 0.83, "X3": 0.54043, "Y3": 0.8418, "X4": 0.47844, "Y4": 0.8438, "page": 0, "Index": 154}, {"Word": "smoking", "Confidence": 0.713, "X1": 0.32615, "Y1": 0.8452, "X2": 0.37871, "Y2": 0.845, "X3": 0.37871, "Y3": 0.8568, "X4": 0.32615, "Y4": 0.8578, "page": 0, "Index": 155}, {"Word": "for", "Confidence": 0.17, "X1": 0.38275, "Y1": 0.8452, "X2": 0.40431, "Y2": 0.845, "X3": 0.40296, "Y3": 0.8558, "X4": 0.3814, "Y4": 0.8568, "page": 0, "Index": 156}, {"Word": "several", "Confidence": 0.849, "X1": 0.40701, "Y1": 0.8442, "X2": 0.45553, "Y2": 0.844, "X3": 0.45418, "Y3": 0.8558, "X4": 0.40701, "Y4": 0.8558, "page": 0, "Index": 157}, {"Word": "years,", "Confidence": 0.89, "X1": 0.45822, "Y1": 0.8432, "X2": 0.49865, "Y2": 0.843, "X3": 0.49865, "Y3": 0.8548, "X4": 0.45822, "Y4": 0.8548, "page": 0, "Index": 158}, {"Word": "and", "Confidence": 0.884, "X1": 0.50135, "Y1": 0.8432, "X2": 0.52561, "Y2": 0.843, "X3": 0.52426, "Y3": 0.8548, "X4": 0.50135, "Y4": 0.8548, "page": 0, "Index": 159}, {"Word": "a", "Confidence": 0.991, "X1": 0.52965, "Y1": 0.8432, "X2": 0.53908, "Y2": 0.843, "X3": 0.53774, "Y3": 0.8548, "X4": 0.5283, "Y4": 0.8548, "page": 0, "Index": 160}, {"Word": "The", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.8422, "X2": 0.5903, "Y2": 0.842, "X3": 0.59164, "Y3": 0.8538, "X4": 0.56469, "Y4": 0.8538, "page": 0, "Index": 161}, {"Word": "six-session", "Confidence": 0.855, "X1": 0.59434, "Y1": 0.8432, "X2": 0.66712, "Y2": 0.843, "X3": 0.66712, "Y3": 0.8538, "X4": 0.59434, "Y4": 0.8538, "page": 0, "Index": 162}, {"Word": "program", "Confidence": 0.991, "X1": 0.67251, "Y1": 0.8422, "X2": 0.72642, "Y2": 0.842, "X3": 0.72507, "Y3": 0.8528, "X4": 0.67116, "Y4": 0.8538, "page": 0, "Index": 163}, {"Word": "will", "Confidence": 0.982, "X1": 0.7372, "Y1": 0.8412, "X2": 0.7655, "Y2": 0.841, "X3": 0.76415, "Y3": 0.8518, "X4": 0.73585, "Y4": 0.8528, "page": 0, "Index": 164}, {"Word": "[1947", "Confidence": 0.601, "X1": 0.3221, "Y1": 0.8552, "X2": 0.3558, "Y2": 0.855, "X3": 0.3558, "Y3": 0.8668, "X4": 0.32075, "Y4": 0.8668, "page": 0, "Index": 165}, {"Word": "policy", "Confidence": 0.654, "X1": 0.35849, "Y1": 0.8552, "X2": 0.39892, "Y2": 0.855, "X3": 0.39757, "Y3": 0.8658, "X4": 0.35849, "Y4": 0.8668, "page": 0, "Index": 166}, {"Word": "prohibited", "Confidence": 0.542, "X1": 0.40162, "Y1": 0.8542, "X2": 0.46631, "Y2": 0.854, "X3": 0.46631, "Y3": 0.8658, "X4": 0.40162, "Y4": 0.8658, "page": 0, "Index": 167}, {"Word": "smoking", "Confidence": 0.859, "X1": 0.469, "Y1": 0.8542, "X2": 0.52156, "Y2": 0.854, "X3": 0.52156, "Y3": 0.8658, "X4": 0.469, "Y4": 0.8658, "page": 0, "Index": 168}, {"Word": "in", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.8542, "X2": 0.53774, "Y2": 0.854, "X3": 0.53908, "Y3": 0.8658, "X4": 0.52426, "Y4": 0.8658, "page": 0, "Index": 169}, {"Word": "begin", "Confidence": 0.039, "X1": 0.55256, "Y1": 0.8542, "X2": 0.58491, "Y2": 0.854, "X3": 0.58625, "Y3": 0.8648, "X4": 0.55256, "Y4": 0.8658, "page": 0, "Index": 170}, {"Word": "with", "Confidence": 0.66, "X1": 0.5876, "Y1": 0.8532, "X2": 0.6159, "Y2": 0.853, "X3": 0.6159, "Y3": 0.8638, "X4": 0.58895, "Y4": 0.8648, "page": 0, "Index": 171}, {"Word": "orientation", "Confidence": 0.605, "X1": 0.6186, "Y1": 0.8532, "X2": 0.68329, "Y2": 0.853, "X3": 0.68329, "Y3": 0.8638, "X4": 0.6186, "Y4": 0.8638, "page": 0, "Index": 172}, {"Word": "tomorrow", "Confidence": 0.622, "X1": 0.68598, "Y1": 0.8542, "X2": 0.74394, "Y2": 0.854, "X3": 0.74259, "Y3": 0.8648, "X4": 0.68598, "Y4": 0.8638, "page": 0, "Index": 173}, {"Word": "at", "Confidence": 0.898, "X1": 0.74933, "Y1": 0.8552, "X2": 0.7655, "Y2": 0.855, "X3": 0.7655, "Y3": 0.8648, "X4": 0.74933, "Y4": 0.8648, "page": 0, "Index": 174}, {"Word": "public", "Confidence": 0.627, "X1": 0.34771, "Y1": 0.8672, "X2": 0.38275, "Y2": 0.867, "X3": 0.3841, "Y3": 0.8778, "X4": 0.34771, "Y4": 0.8778, "page": 0, "Index": 175}, {"Word": "areas", "Confidence": 0.632, "X1": 0.38679, "Y1": 0.8662, "X2": 0.41779, "Y2": 0.866, "X3": 0.41914, "Y3": 0.8768, "X4": 0.38679, "Y4": 0.8778, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.992, "X1": 0.42049, "Y1": 0.8662, "X2": 0.43261, "Y2": 0.866, "X3": 0.43396, "Y3": 0.8768, "X4": 0.42183, "Y4": 0.8768, "page": 0, "Index": 177}, {"Word": "buildings,", "Confidence": 0.35, "X1": 0.43531, "Y1": 0.8652, "X2": 0.49057, "Y2": 0.865, "X3": 0.49191, "Y3": 0.8758, "X4": 0.43666, "Y4": 0.8768, "page": 0, "Index": 178}, {"Word": "such", "Confidence": 0.281, "X1": 0.49326, "Y1": 0.8652, "X2": 0.52022, "Y2": 0.865, "X3": 0.52156, "Y3": 0.8758, "X4": 0.49461, "Y4": 0.8758, "page": 0, "Index": 179}, {"Word": "as", "Confidence": 0.885, "X1": 0.52426, "Y1": 0.8652, "X2": 0.53908, "Y2": 0.865, "X3": 0.54043, "Y3": 0.8758, "X4": 0.52426, "Y4": 0.8758, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.993, "X1": 0.55121, "Y1": 0.8642, "X2": 0.57278, "Y2": 0.864, "X3": 0.57412, "Y3": 0.8748, "X4": 0.55121, "Y4": 0.8748, "page": 0, "Index": 181}, {"Word": "Lung", "Confidence": 0.807, "X1": 0.57682, "Y1": 0.8642, "X2": 0.60916, "Y2": 0.864, "X3": 0.60916, "Y3": 0.8748, "X4": 0.57682, "Y4": 0.8748, "page": 0, "Index": 182}, {"Word": "and", "Confidence": 0.998, "X1": 0.61321, "Y1": 0.8642, "X2": 0.63747, "Y2": 0.864, "X3": 0.63747, "Y3": 0.8748, "X4": 0.61321, "Y4": 0.8748, "page": 0, "Index": 183}, {"Word": "Health", "Confidence": 0.604, "X1": 0.64016, "Y1": 0.8632, "X2": 0.68464, "Y2": 0.863, "X3": 0.68464, "Y3": 0.8748, "X4": 0.64016, "Y4": 0.8748, "page": 0, "Index": 184}, {"Word": "Center.", "Confidence": 0.607, "X1": 0.68733, "Y1": 0.8632, "X2": 0.7372, "Y2": 0.863, "X3": 0.73585, "Y3": 0.8738, "X4": 0.68733, "Y4": 0.8748, "page": 0, "Index": 185}, {"Word": "The", "Confidence": 0.998, "X1": 0.73989, "Y1": 0.8632, "X2": 0.76415, "Y2": 0.863, "X3": 0.76415, "Y3": 0.8738, "X4": 0.73989, "Y4": 0.8738, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.8672, "X2": 0.34367, "Y2": 0.867, "X3": 0.34501, "Y3": 0.8788, "X4": 0.32615, "Y4": 0.8788, "page": 0, "Index": 187}, {"Word": "aod", "Confidence": 0.922, "X1": 0.39488, "Y1": 0.8772, "X2": 0.41509, "Y2": 0.877, "X3": 0.41509, "Y3": 0.8878, "X4": 0.39488, "Y4": 0.8888, "page": 0, "Index": 188}, {"Word": "lobbies,", "Confidence": 0.789, "X1": 0.41779, "Y1": 0.8772, "X2": 0.46361, "Y2": 0.877, "X3": 0.46361, "Y3": 0.8868, "X4": 0.41914, "Y4": 0.8878, "page": 0, "Index": 189}, {"Word": "Walker", "Confidence": 0.97, "X1": 0.46631, "Y1": 0.8772, "X2": 0.50809, "Y2": 0.877, "X3": 0.50809, "Y3": 0.8868, "X4": 0.46631, "Y4": 0.8868, "page": 0, "Index": 190}, {"Word": "said.", "Confidence": 0.799, "X1": 0.51078, "Y1": 0.8772, "X2": 0.54178, "Y2": 0.877, "X3": 0.54178, "Y3": 0.8878, "X4": 0.51078, "Y4": 0.8868, "page": 0, "Index": 191}, {"Word": "program", "Confidence": 0.994, "X1": 0.55121, "Y1": 0.8762, "X2": 0.59838, "Y2": 0.876, "X3": 0.59838, "Y3": 0.8868, "X4": 0.55121, "Y4": 0.8878, "page": 0, "Index": 192}, {"Word": "bas", "Confidence": 0.931, "X1": 0.60512, "Y1": 0.8762, "X2": 0.62668, "Y2": 0.876, "X3": 0.62668, "Y3": 0.8868, "X4": 0.60512, "Y4": 0.8868, "page": 0, "Index": 193}, {"Word": "had", "Confidence": 0.619, "X1": 0.62938, "Y1": 0.8762, "X2": 0.65229, "Y2": 0.876, "X3": 0.65094, "Y3": 0.8858, "X4": 0.62938, "Y4": 0.8868, "page": 0, "Index": 194}, {"Word": "150", "Confidence": 0.623, "X1": 0.65499, "Y1": 0.8752, "X2": 0.67655, "Y2": 0.875, "X3": 0.67655, "Y3": 0.8858, "X4": 0.65364, "Y4": 0.8858, "page": 0, "Index": 195}, {"Word": "to", "Confidence": 0.998, "X1": 0.67925, "Y1": 0.8752, "X2": 0.69137, "Y2": 0.875, "X3": 0.69137, "Y3": 0.8858, "X4": 0.67925, "Y4": 0.8858, "page": 0, "Index": 196}, {"Word": "200", "Confidence": 0.634, "X1": 0.69407, "Y1": 0.8752, "X2": 0.71698, "Y2": 0.875, "X3": 0.71563, "Y3": 0.8858, "X4": 0.69407, "Y4": 0.8858, "page": 0, "Index": 197}, {"Word": "partici-", "Confidence": 0.655, "X1": 0.71968, "Y1": 0.8752, "X2": 0.76685, "Y2": 0.875, "X3": 0.76415, "Y3": 0.8868, "X4": 0.71833, "Y4": 0.8858, "page": 0, "Index": 198}, {"Word": "fa", "Confidence": 0.111, "X1": 0.32615, "Y1": 0.8782, "X2": 0.33693, "Y2": 0.878, "X3": 0.33827, "Y3": 0.8908, "X4": 0.32749, "Y4": 0.8908, "page": 0, "Index": 199}, {"Word": "ballways", "Confidence": 0.796, "X1": 0.33962, "Y1": 0.8772, "X2": 0.39218, "Y2": 0.877, "X3": 0.39218, "Y3": 0.8888, "X4": 0.34097, "Y4": 0.8908, "page": 0, "Index": 200}, {"Word": "pasts", "Confidence": 0.795, "X1": 0.54987, "Y1": 0.8872, "X2": 0.58221, "Y2": 0.887, "X3": 0.58221, "Y3": 0.8978, "X4": 0.55121, "Y4": 0.8988, "page": 0, "Index": 201}, {"Word": "in", "Confidence": 0.955, "X1": 0.58491, "Y1": 0.8872, "X2": 0.59704, "Y2": 0.887, "X3": 0.59704, "Y3": 0.8978, "X4": 0.58491, "Y4": 0.8978, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.933, "X1": 0.59973, "Y1": 0.8872, "X2": 0.6186, "Y2": 0.887, "X3": 0.61725, "Y3": 0.8978, "X4": 0.59973, "Y4": 0.8978, "page": 0, "Index": 203}, {"Word": "past,", "Confidence": 0.649, "X1": 0.62129, "Y1": 0.8862, "X2": 0.6496, "Y2": 0.886, "X3": 0.6496, "Y3": 0.8968, "X4": 0.61995, "Y4": 0.8978, "page": 0, "Index": 204}, {"Word": "Walker", "Confidence": 0.93, "X1": 0.65229, "Y1": 0.8862, "X2": 0.69407, "Y2": 0.886, "X3": 0.69272, "Y3": 0.8968, "X4": 0.65229, "Y4": 0.8968, "page": 0, "Index": 205}, {"Word": "said.", "Confidence": 0.663, "X1": 0.69677, "Y1": 0.8872, "X2": 0.72911, "Y2": 0.887, "X3": 0.72776, "Y3": 0.8968, "X4": 0.69542, "Y4": 0.8968, "page": 0, "Index": 206}, {"Word": "L'ader", "Confidence": 0.255, "X1": 0.32615, "Y1": 0.8882, "X2": 0.36792, "Y2": 0.888, "X3": 0.36792, "Y3": 0.8998, "X4": 0.32615, "Y4": 0.9008, "page": 0, "Index": 207}, {"Word": "that", "Confidence": 0.986, "X1": 0.37197, "Y1": 0.8882, "X2": 0.40162, "Y2": 0.888, "X3": 0.40162, "Y3": 0.8998, "X4": 0.37332, "Y4": 0.8998, "page": 0, "Index": 208}, {"Word": "policy", "Confidence": 0.647, "X1": 0.40431, "Y1": 0.8882, "X2": 0.44744, "Y2": 0.888, "X3": 0.44609, "Y3": 0.8998, "X4": 0.40431, "Y4": 0.8998, "page": 0, "Index": 209}, {"Word": "smoking", "Confidence": 0.623, "X1": 0.45148, "Y1": 0.8882, "X2": 0.50809, "Y2": 0.888, "X3": 0.50674, "Y3": 0.8998, "X4": 0.45148, "Y4": 0.8998, "page": 0, "Index": 210}, {"Word": "was", "Confidence": 0.994, "X1": 0.51348, "Y1": 0.8882, "X2": 0.54043, "Y2": 0.888, "X3": 0.53908, "Y3": 0.8988, "X4": 0.51213, "Y4": 0.8988, "page": 0, "Index": 211}, {"Word": "-", "Confidence": 0.743, "X1": 0.64016, "Y1": 0.8972, "X2": 0.6496, "Y2": 0.897, "X3": 0.6496, "Y3": 0.9058, "X4": 0.64016, "Y4": 0.9048, "page": 0, "Index": 212}, {"Word": "TCAL0208903", "Confidence": 0.992, "X1": 0.68464, "Y1": 0.9432, "X2": 0.80728, "Y2": 0.943, "X3": 0.80728, "Y3": 0.9588, "X4": 0.68598, "Y4": 0.9588, "page": 0, "Index": 213}]}	"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"
ffbw0186	0	{"lines_data": [{"Word": "PCATINFO (1/7/99)", "Confidence": 0.9865, "X1": 0.58815, "Y1": 0.0642, "X2": 0.77312, "Y2": 0.064, "X3": 0.77312, "Y3": 0.0828, "X4": 0.58815, "Y4": 0.0828, "page": 0}, {"Word": "Thank you for your interest in our products and promotions", "Confidence": 0.9921, "X1": 0.08237, "Y1": 0.1202, "X2": 0.57803, "Y2": 0.12, "X3": 0.57803, "Y3": 0.1378, "X4": 0.08237, "Y4": 0.1378, "page": 0}, {"Word": "We currently do not have a catalog of premium items. Special offers may sometimes be found at", "Confidence": 0.99365, "X1": 0.08526, "Y1": 0.1562, "X2": 0.88584, "Y2": 0.156, "X3": 0.88584, "Y3": 0.1738, "X4": 0.08526, "Y4": 0.1738, "page": 0}, {"Word": "your local retail stores on packs, cartons or in-store displays.", "Confidence": 0.9962, "X1": 0.08526, "Y1": 0.1752, "X2": 0.58382, "Y2": 0.175, "X3": 0.58382, "Y3": 0.1928, "X4": 0.08526, "Y4": 0.1918, "page": 0}, {"Word": "Additionally, being on the mailing list will make you eligible to receive mailings if they are", "Confidence": 0.99331, "X1": 0.08526, "Y1": 0.2102, "X2": 0.83815, "Y2": 0.21, "X3": 0.83815, "Y3": 0.2288, "X4": 0.08526, "Y4": 0.2278, "page": 0}, {"Word": "available in the future. Because you have confirmed you are a smoker, 21 years of age or older,", "Confidence": 0.99228, "X1": 0.08671, "Y1": 0.2292, "X2": 0.89162, "Y2": 0.229, "X3": 0.89162, "Y3": 0.2478, "X4": 0.08671, "Y4": 0.2468, "page": 0}, {"Word": "we are enclosing a complimentary coupon mailing.", "Confidence": 0.99529, "X1": 0.08671, "Y1": 0.2482, "X2": 0.51734, "Y2": 0.248, "X3": 0.51734, "Y3": 0.2658, "X4": 0.08671, "Y4": 0.2658, "page": 0}, {"Word": "We appreciate hearing from our customers. If you have questions about our products or", "Confidence": 0.98886, "X1": 0.08671, "Y1": 0.2842, "X2": 0.83382, "Y2": 0.284, "X3": 0.83382, "Y3": 0.3028, "X4": 0.08671, "Y4": 0.3028, "page": 0}, {"Word": "promotions, please call our toll-free number on your cigarette pack. One of our specialists will", "Confidence": 0.99393, "X1": 0.08526, "Y1": 0.3022, "X2": 0.89162, "Y2": 0.302, "X3": 0.89162, "Y3": 0.3208, "X4": 0.08526, "Y4": 0.3218, "page": 0}, {"Word": "be happy to assist you.", "Confidence": 0.9866, "X1": 0.08671, "Y1": 0.3222, "X2": 0.28179, "Y2": 0.322, "X3": 0.28179, "Y3": 0.3408, "X4": 0.08671, "Y4": 0.3408, "page": 0}, {"Word": "52271 5312", "Confidence": 0.9915, "X1": 0.98988, "Y1": 0.9642, "X2": 0.98555, "Y2": 0.964, "X3": 0.96532, "Y3": 0.9628, "X4": 0.96821, "Y4": 0.8638, "page": 0}], "words_data": [{"Word": "PCATINFO", "Confidence": 0.981, "X1": 0.5896, "Y1": 0.0642, "X2": 0.69509, "Y2": 0.064, "X3": 0.69509, "Y3": 0.0838, "X4": 0.5896, "Y4": 0.0828, "page": 0, "Index": 0}, {"Word": "(1/7/99)", "Confidence": 0.992, "X1": 0.70087, "Y1": 0.0642, "X2": 0.77312, "Y2": 0.064, "X3": 0.77312, "Y3": 0.0838, "X4": 0.70087, "Y4": 0.0838, "page": 0, "Index": 1}, {"Word": "Thank", "Confidence": 0.994, "X1": 0.08526, "Y1": 0.1202, "X2": 0.13584, "Y2": 0.12, "X3": 0.13584, "Y3": 0.1378, "X4": 0.08526, "Y4": 0.1378, "page": 0, "Index": 2}, {"Word": "you", "Confidence": 0.991, "X1": 0.14017, "Y1": 0.1202, "X2": 0.17341, "Y2": 0.12, "X3": 0.17197, "Y3": 0.1378, "X4": 0.14017, "Y4": 0.1378, "page": 0, "Index": 3}, {"Word": "for", "Confidence": 0.998, "X1": 0.17775, "Y1": 0.1202, "X2": 0.20087, "Y2": 0.12, "X3": 0.20087, "Y3": 0.1378, "X4": 0.17775, "Y4": 0.1378, "page": 0, "Index": 4}, {"Word": "your", "Confidence": 0.988, "X1": 0.20665, "Y1": 0.1202, "X2": 0.24422, "Y2": 0.12, "X3": 0.24422, "Y3": 0.1378, "X4": 0.20665, "Y4": 0.1378, "page": 0, "Index": 5}, {"Word": "our", "Confidence": 0.998, "X1": 0.33526, "Y1": 0.1202, "X2": 0.36272, "Y2": 0.12, "X3": 0.36127, "Y3": 0.1378, "X4": 0.33526, "Y4": 0.1378, "page": 0, "Index": 6}, {"Word": "products", "Confidence": 0.968, "X1": 0.36705, "Y1": 0.1202, "X2": 0.43931, "Y2": 0.12, "X3": 0.43786, "Y3": 0.1378, "X4": 0.36705, "Y4": 0.1378, "page": 0, "Index": 7}, {"Word": "and", "Confidence": 0.998, "X1": 0.44364, "Y1": 0.1202, "X2": 0.47254, "Y2": 0.12, "X3": 0.4711, "Y3": 0.1378, "X4": 0.44364, "Y4": 0.1378, "page": 0, "Index": 8}, {"Word": "promotions", "Confidence": 0.994, "X1": 0.47688, "Y1": 0.1212, "X2": 0.57803, "Y2": 0.121, "X3": 0.57659, "Y3": 0.1378, "X4": 0.47688, "Y4": 0.1378, "page": 0, "Index": 9}, {"Word": "interest", "Confidence": 0.994, "X1": 0.24855, "Y1": 0.1202, "X2": 0.30925, "Y2": 0.12, "X3": 0.30925, "Y3": 0.1388, "X4": 0.24855, "Y4": 0.1378, "page": 0, "Index": 10}, {"Word": "in", "Confidence": 0.998, "X1": 0.31503, "Y1": 0.1202, "X2": 0.33092, "Y2": 0.12, "X3": 0.32948, "Y3": 0.1388, "X4": 0.31503, "Y4": 0.1388, "page": 0, "Index": 11}, {"Word": "We", "Confidence": 0.991, "X1": 0.08671, "Y1": 0.1572, "X2": 0.11127, "Y2": 0.157, "X3": 0.11127, "Y3": 0.1738, "X4": 0.08671, "Y4": 0.1728, "page": 0, "Index": 12}, {"Word": "currently", "Confidence": 0.994, "X1": 0.11705, "Y1": 0.1572, "X2": 0.1922, "Y2": 0.157, "X3": 0.1922, "Y3": 0.1738, "X4": 0.11705, "Y4": 0.1738, "page": 0, "Index": 13}, {"Word": "do", "Confidence": 0.997, "X1": 0.19653, "Y1": 0.1572, "X2": 0.21676, "Y2": 0.157, "X3": 0.21676, "Y3": 0.1738, "X4": 0.19653, "Y4": 0.1738, "page": 0, "Index": 14}, {"Word": "not", "Confidence": 0.998, "X1": 0.22254, "Y1": 0.1572, "X2": 0.24855, "Y2": 0.157, "X3": 0.24855, "Y3": 0.1738, "X4": 0.22254, "Y4": 0.1738, "page": 0, "Index": 15}, {"Word": "have", "Confidence": 0.989, "X1": 0.25289, "Y1": 0.1562, "X2": 0.29191, "Y2": 0.156, "X3": 0.29191, "Y3": 0.1738, "X4": 0.25289, "Y4": 0.1738, "page": 0, "Index": 16}, {"Word": "a", "Confidence": 0.994, "X1": 0.29769, "Y1": 0.1562, "X2": 0.30636, "Y2": 0.156, "X3": 0.30636, "Y3": 0.1748, "X4": 0.29769, "Y4": 0.1748, "page": 0, "Index": 17}, {"Word": "catalog", "Confidence": 0.996, "X1": 0.31069, "Y1": 0.1562, "X2": 0.37139, "Y2": 0.156, "X3": 0.36994, "Y3": 0.1748, "X4": 0.31069, "Y4": 0.1748, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.998, "X1": 0.37572, "Y1": 0.1562, "X2": 0.39306, "Y2": 0.156, "X3": 0.39306, "Y3": 0.1748, "X4": 0.37572, "Y4": 0.1748, "page": 0, "Index": 19}, {"Word": "premium", "Confidence": 0.981, "X1": 0.39884, "Y1": 0.1562, "X2": 0.4711, "Y2": 0.156, "X3": 0.4711, "Y3": 0.1748, "X4": 0.3974, "Y4": 0.1748, "page": 0, "Index": 20}, {"Word": "items.", "Confidence": 0.982, "X1": 0.47688, "Y1": 0.1562, "X2": 0.53179, "Y2": 0.156, "X3": 0.53035, "Y3": 0.1748, "X4": 0.47688, "Y4": 0.1748, "page": 0, "Index": 21}, {"Word": "Special", "Confidence": 0.994, "X1": 0.53613, "Y1": 0.1562, "X2": 0.59682, "Y2": 0.156, "X3": 0.59538, "Y3": 0.1748, "X4": 0.53613, "Y4": 0.1748, "page": 0, "Index": 22}, {"Word": "offers", "Confidence": 0.995, "X1": 0.60116, "Y1": 0.1562, "X2": 0.64884, "Y2": 0.156, "X3": 0.64884, "Y3": 0.1748, "X4": 0.60116, "Y4": 0.1748, "page": 0, "Index": 23}, {"Word": "may", "Confidence": 0.998, "X1": 0.65462, "Y1": 0.1562, "X2": 0.69075, "Y2": 0.156, "X3": 0.68931, "Y3": 0.1748, "X4": 0.65318, "Y4": 0.1748, "page": 0, "Index": 24}, {"Word": "sometimes", "Confidence": 0.992, "X1": 0.69509, "Y1": 0.1562, "X2": 0.78179, "Y2": 0.156, "X3": 0.78179, "Y3": 0.1748, "X4": 0.69509, "Y4": 0.1748, "page": 0, "Index": 25}, {"Word": "be", "Confidence": 0.998, "X1": 0.78757, "Y1": 0.1562, "X2": 0.8078, "Y2": 0.156, "X3": 0.80636, "Y3": 0.1748, "X4": 0.78613, "Y4": 0.1748, "page": 0, "Index": 26}, {"Word": "found", "Confidence": 0.997, "X1": 0.81358, "Y1": 0.1562, "X2": 0.86127, "Y2": 0.156, "X3": 0.85983, "Y3": 0.1738, "X4": 0.81214, "Y4": 0.1738, "page": 0, "Index": 27}, {"Word": "at", "Confidence": 0.998, "X1": 0.86561, "Y1": 0.1572, "X2": 0.88728, "Y2": 0.157, "X3": 0.88584, "Y3": 0.1738, "X4": 0.86561, "Y4": 0.1738, "page": 0, "Index": 28}, {"Word": "your", "Confidence": 0.998, "X1": 0.08526, "Y1": 0.1752, "X2": 0.11994, "Y2": 0.175, "X3": 0.11994, "Y3": 0.1928, "X4": 0.08526, "Y4": 0.1928, "page": 0, "Index": 29}, {"Word": "local", "Confidence": 0.997, "X1": 0.12572, "Y1": 0.1752, "X2": 0.16618, "Y2": 0.175, "X3": 0.16618, "Y3": 0.1928, "X4": 0.12572, "Y4": 0.1928, "page": 0, "Index": 30}, {"Word": "retail", "Confidence": 0.997, "X1": 0.17197, "Y1": 0.1752, "X2": 0.21387, "Y2": 0.175, "X3": 0.21387, "Y3": 0.1928, "X4": 0.17197, "Y4": 0.1928, "page": 0, "Index": 31}, {"Word": "stores", "Confidence": 0.997, "X1": 0.21821, "Y1": 0.1752, "X2": 0.2659, "Y2": 0.175, "X3": 0.2659, "Y3": 0.1928, "X4": 0.21821, "Y4": 0.1928, "page": 0, "Index": 32}, {"Word": "on", "Confidence": 0.998, "X1": 0.27168, "Y1": 0.1752, "X2": 0.29191, "Y2": 0.175, "X3": 0.29191, "Y3": 0.1928, "X4": 0.27168, "Y4": 0.1928, "page": 0, "Index": 33}, {"Word": "packs,", "Confidence": 0.995, "X1": 0.29624, "Y1": 0.1752, "X2": 0.34827, "Y2": 0.175, "X3": 0.34827, "Y3": 0.1928, "X4": 0.29624, "Y4": 0.1928, "page": 0, "Index": 34}, {"Word": "cartons", "Confidence": 0.996, "X1": 0.35405, "Y1": 0.1752, "X2": 0.41329, "Y2": 0.175, "X3": 0.41329, "Y3": 0.1928, "X4": 0.35405, "Y4": 0.1928, "page": 0, "Index": 35}, {"Word": "or", "Confidence": 0.998, "X1": 0.41763, "Y1": 0.1752, "X2": 0.43353, "Y2": 0.175, "X3": 0.43353, "Y3": 0.1928, "X4": 0.41763, "Y4": 0.1928, "page": 0, "Index": 36}, {"Word": "in-store", "Confidence": 0.995, "X1": 0.43786, "Y1": 0.1752, "X2": 0.5, "Y2": 0.175, "X3": 0.5, "Y3": 0.1928, "X4": 0.43786, "Y4": 0.1928, "page": 0, "Index": 37}, {"Word": "displays.", "Confidence": 0.991, "X1": 0.50578, "Y1": 0.1752, "X2": 0.58382, "Y2": 0.175, "X3": 0.58382, "Y3": 0.1938, "X4": 0.50578, "Y4": 0.1928, "page": 0, "Index": 38}, {"Word": "Additionally,", "Confidence": 0.975, "X1": 0.08671, "Y1": 0.2112, "X2": 0.19364, "Y2": 0.211, "X3": 0.1922, "Y3": 0.2288, "X4": 0.08526, "Y4": 0.2288, "page": 0, "Index": 39}, {"Word": "being", "Confidence": 0.997, "X1": 0.19798, "Y1": 0.2112, "X2": 0.24422, "Y2": 0.211, "X3": 0.24422, "Y3": 0.2288, "X4": 0.19798, "Y4": 0.2288, "page": 0, "Index": 40}, {"Word": "on", "Confidence": 0.998, "X1": 0.25, "Y1": 0.2112, "X2": 0.27023, "Y2": 0.211, "X3": 0.27023, "Y3": 0.2288, "X4": 0.24855, "Y4": 0.2288, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.27457, "Y1": 0.2112, "X2": 0.29913, "Y2": 0.211, "X3": 0.29913, "Y3": 0.2288, "X4": 0.27457, "Y4": 0.2288, "page": 0, "Index": 42}, {"Word": "mailing", "Confidence": 0.997, "X1": 0.30347, "Y1": 0.2112, "X2": 0.36705, "Y2": 0.211, "X3": 0.36705, "Y3": 0.2288, "X4": 0.30347, "Y4": 0.2288, "page": 0, "Index": 43}, {"Word": "list", "Confidence": 0.989, "X1": 0.37283, "Y1": 0.2102, "X2": 0.3974, "Y2": 0.21, "X3": 0.3974, "Y3": 0.2288, "X4": 0.37139, "Y4": 0.2288, "page": 0, "Index": 44}, {"Word": "will", "Confidence": 0.989, "X1": 0.40318, "Y1": 0.2102, "X2": 0.43353, "Y2": 0.21, "X3": 0.43353, "Y3": 0.2288, "X4": 0.40318, "Y4": 0.2288, "page": 0, "Index": 45}, {"Word": "make", "Confidence": 0.987, "X1": 0.43931, "Y1": 0.2102, "X2": 0.4841, "Y2": 0.21, "X3": 0.48266, "Y3": 0.2288, "X4": 0.43786, "Y4": 0.2288, "page": 0, "Index": 46}, {"Word": "you", "Confidence": 0.998, "X1": 0.48844, "Y1": 0.2102, "X2": 0.51879, "Y2": 0.21, "X3": 0.51879, "Y3": 0.2288, "X4": 0.48844, "Y4": 0.2288, "page": 0, "Index": 47}, {"Word": "eligible", "Confidence": 0.992, "X1": 0.52457, "Y1": 0.2112, "X2": 0.58382, "Y2": 0.211, "X3": 0.58382, "Y3": 0.2288, "X4": 0.52457, "Y4": 0.2288, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.998, "X1": 0.5896, "Y1": 0.2112, "X2": 0.60405, "Y2": 0.211, "X3": 0.60405, "Y3": 0.2288, "X4": 0.58815, "Y4": 0.2288, "page": 0, "Index": 49}, {"Word": "receive", "Confidence": 0.995, "X1": 0.60983, "Y1": 0.2112, "X2": 0.66908, "Y2": 0.211, "X3": 0.66908, "Y3": 0.2288, "X4": 0.60983, "Y4": 0.2288, "page": 0, "Index": 50}, {"Word": "mailings", "Confidence": 0.995, "X1": 0.67486, "Y1": 0.2112, "X2": 0.74422, "Y2": 0.211, "X3": 0.74422, "Y3": 0.2288, "X4": 0.67486, "Y4": 0.2288, "page": 0, "Index": 51}, {"Word": "if", "Confidence": 0.998, "X1": 0.75, "Y1": 0.2122, "X2": 0.76301, "Y2": 0.212, "X3": 0.76301, "Y3": 0.2288, "X4": 0.74855, "Y4": 0.2288, "page": 0, "Index": 52}, {"Word": "they", "Confidence": 0.989, "X1": 0.76879, "Y1": 0.2122, "X2": 0.80202, "Y2": 0.212, "X3": 0.80202, "Y3": 0.2288, "X4": 0.76734, "Y4": 0.2288, "page": 0, "Index": 53}, {"Word": "are", "Confidence": 0.998, "X1": 0.8078, "Y1": 0.2122, "X2": 0.8396, "Y2": 0.212, "X3": 0.83815, "Y3": 0.2288, "X4": 0.8078, "Y4": 0.2288, "page": 0, "Index": 54}, {"Word": "available", "Confidence": 0.981, "X1": 0.08671, "Y1": 0.2292, "X2": 0.15751, "Y2": 0.229, "X3": 0.15751, "Y3": 0.2468, "X4": 0.08671, "Y4": 0.2468, "page": 0, "Index": 55}, {"Word": "in", "Confidence": 0.998, "X1": 0.16329, "Y1": 0.2302, "X2": 0.17775, "Y2": 0.23, "X3": 0.17775, "Y3": 0.2468, "X4": 0.16329, "Y4": 0.2468, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.993, "X1": 0.18353, "Y1": 0.2302, "X2": 0.20954, "Y2": 0.23, "X3": 0.20954, "Y3": 0.2468, "X4": 0.18353, "Y4": 0.2468, "page": 0, "Index": 57}, {"Word": "future.", "Confidence": 0.995, "X1": 0.21532, "Y1": 0.2302, "X2": 0.27168, "Y2": 0.23, "X3": 0.27168, "Y3": 0.2468, "X4": 0.21532, "Y4": 0.2468, "page": 0, "Index": 58}, {"Word": "Because", "Confidence": 0.996, "X1": 0.27746, "Y1": 0.2302, "X2": 0.34827, "Y2": 0.23, "X3": 0.34827, "Y3": 0.2478, "X4": 0.27746, "Y4": 0.2468, "page": 0, "Index": 59}, {"Word": "you", "Confidence": 0.998, "X1": 0.3526, "Y1": 0.2302, "X2": 0.38439, "Y2": 0.23, "X3": 0.38439, "Y3": 0.2478, "X4": 0.35405, "Y4": 0.2478, "page": 0, "Index": 60}, {"Word": "have", "Confidence": 0.989, "X1": 0.39017, "Y1": 0.2302, "X2": 0.42919, "Y2": 0.23, "X3": 0.42919, "Y3": 0.2478, "X4": 0.39017, "Y4": 0.2478, "page": 0, "Index": 61}, {"Word": "confirmed", "Confidence": 0.994, "X1": 0.43497, "Y1": 0.2302, "X2": 0.52168, "Y2": 0.23, "X3": 0.52168, "Y3": 0.2478, "X4": 0.43497, "Y4": 0.2478, "page": 0, "Index": 62}, {"Word": "you", "Confidence": 0.998, "X1": 0.52601, "Y1": 0.2302, "X2": 0.55925, "Y2": 0.23, "X3": 0.55925, "Y3": 0.2478, "X4": 0.52746, "Y4": 0.2478, "page": 0, "Index": 63}, {"Word": "are", "Confidence": 0.998, "X1": 0.56503, "Y1": 0.2302, "X2": 0.58815, "Y2": 0.23, "X3": 0.5896, "Y3": 0.2478, "X4": 0.56503, "Y4": 0.2478, "page": 0, "Index": 64}, {"Word": "a", "Confidence": 0.995, "X1": 0.59393, "Y1": 0.2302, "X2": 0.6026, "Y2": 0.23, "X3": 0.6026, "Y3": 0.2478, "X4": 0.59393, "Y4": 0.2478, "page": 0, "Index": 65}, {"Word": "smoker,", "Confidence": 0.995, "X1": 0.60838, "Y1": 0.2302, "X2": 0.6763, "Y2": 0.23, "X3": 0.67775, "Y3": 0.2478, "X4": 0.60838, "Y4": 0.2478, "page": 0, "Index": 66}, {"Word": "21", "Confidence": 0.947, "X1": 0.68208, "Y1": 0.2302, "X2": 0.70231, "Y2": 0.23, "X3": 0.70376, "Y3": 0.2478, "X4": 0.68353, "Y4": 0.2478, "page": 0, "Index": 67}, {"Word": "years", "Confidence": 0.997, "X1": 0.70809, "Y1": 0.2292, "X2": 0.75289, "Y2": 0.229, "X3": 0.75434, "Y3": 0.2478, "X4": 0.70954, "Y4": 0.2478, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.75867, "Y1": 0.2292, "X2": 0.77601, "Y2": 0.229, "X3": 0.77601, "Y3": 0.2478, "X4": 0.75867, "Y4": 0.2478, "page": 0, "Index": 69}, {"Word": "age", "Confidence": 0.998, "X1": 0.78035, "Y1": 0.2292, "X2": 0.81069, "Y2": 0.229, "X3": 0.81069, "Y3": 0.2478, "X4": 0.78179, "Y4": 0.2478, "page": 0, "Index": 70}, {"Word": "or", "Confidence": 0.998, "X1": 0.81503, "Y1": 0.2292, "X2": 0.83382, "Y2": 0.229, "X3": 0.83526, "Y3": 0.2488, "X4": 0.81647, "Y4": 0.2488, "page": 0, "Index": 71}, {"Word": "older,", "Confidence": 0.993, "X1": 0.8396, "Y1": 0.2292, "X2": 0.89162, "Y2": 0.229, "X3": 0.89306, "Y3": 0.2488, "X4": 0.84104, "Y4": 0.2488, "page": 0, "Index": 72}, {"Word": "we", "Confidence": 0.997, "X1": 0.08815, "Y1": 0.2492, "X2": 0.10838, "Y2": 0.249, "X3": 0.10983, "Y3": 0.2658, "X4": 0.08815, "Y4": 0.2648, "page": 0, "Index": 73}, {"Word": "are", "Confidence": 0.998, "X1": 0.11416, "Y1": 0.2492, "X2": 0.13873, "Y2": 0.249, "X3": 0.13873, "Y3": 0.2658, "X4": 0.11416, "Y4": 0.2658, "page": 0, "Index": 74}, {"Word": "enclosing", "Confidence": 0.993, "X1": 0.14306, "Y1": 0.2492, "X2": 0.22688, "Y2": 0.249, "X3": 0.22688, "Y3": 0.2658, "X4": 0.14451, "Y4": 0.2658, "page": 0, "Index": 75}, {"Word": "a", "Confidence": 0.995, "X1": 0.23121, "Y1": 0.2482, "X2": 0.24133, "Y2": 0.248, "X3": 0.24133, "Y3": 0.2658, "X4": 0.23121, "Y4": 0.2658, "page": 0, "Index": 76}, {"Word": "complimentary", "Confidence": 0.993, "X1": 0.24711, "Y1": 0.2482, "X2": 0.37428, "Y2": 0.248, "X3": 0.37428, "Y3": 0.2658, "X4": 0.24711, "Y4": 0.2658, "page": 0, "Index": 77}, {"Word": "coupon", "Confidence": 0.997, "X1": 0.37861, "Y1": 0.2492, "X2": 0.44075, "Y2": 0.249, "X3": 0.44075, "Y3": 0.2668, "X4": 0.37861, "Y4": 0.2658, "page": 0, "Index": 78}, {"Word": "mailing.", "Confidence": 0.994, "X1": 0.44509, "Y1": 0.2492, "X2": 0.51734, "Y2": 0.249, "X3": 0.51734, "Y3": 0.2668, "X4": 0.44509, "Y4": 0.2668, "page": 0, "Index": 79}, {"Word": "We", "Confidence": 0.992, "X1": 0.08815, "Y1": 0.2842, "X2": 0.11272, "Y2": 0.284, "X3": 0.11272, "Y3": 0.3028, "X4": 0.08671, "Y4": 0.3038, "page": 0, "Index": 80}, {"Word": "appreciate", "Confidence": 0.994, "X1": 0.1185, "Y1": 0.2852, "X2": 0.20665, "Y2": 0.285, "X3": 0.20665, "Y3": 0.3028, "X4": 0.11705, "Y4": 0.3028, "page": 0, "Index": 81}, {"Word": "hearing", "Confidence": 0.994, "X1": 0.21098, "Y1": 0.2852, "X2": 0.27601, "Y2": 0.285, "X3": 0.27601, "Y3": 0.3028, "X4": 0.21098, "Y4": 0.3028, "page": 0, "Index": 82}, {"Word": "from", "Confidence": 0.99, "X1": 0.28179, "Y1": 0.2852, "X2": 0.31936, "Y2": 0.285, "X3": 0.31936, "Y3": 0.3028, "X4": 0.28035, "Y4": 0.3028, "page": 0, "Index": 83}, {"Word": "our", "Confidence": 0.998, "X1": 0.32659, "Y1": 0.2852, "X2": 0.35405, "Y2": 0.285, "X3": 0.35405, "Y3": 0.3028, "X4": 0.32659, "Y4": 0.3028, "page": 0, "Index": 84}, {"Word": "customers.", "Confidence": 0.991, "X1": 0.35983, "Y1": 0.2852, "X2": 0.4552, "Y2": 0.285, "X3": 0.45376, "Y3": 0.3018, "X4": 0.35983, "Y4": 0.3028, "page": 0, "Index": 85}, {"Word": "If", "Confidence": 0.959, "X1": 0.45954, "Y1": 0.2852, "X2": 0.47543, "Y2": 0.285, "X3": 0.47543, "Y3": 0.3018, "X4": 0.45954, "Y4": 0.3018, "page": 0, "Index": 86}, {"Word": "you", "Confidence": 0.998, "X1": 0.47977, "Y1": 0.2852, "X2": 0.51012, "Y2": 0.285, "X3": 0.51012, "Y3": 0.3018, "X4": 0.47977, "Y4": 0.3018, "page": 0, "Index": 87}, {"Word": "have", "Confidence": 0.991, "X1": 0.5159, "Y1": 0.2852, "X2": 0.55636, "Y2": 0.285, "X3": 0.55636, "Y3": 0.3018, "X4": 0.5159, "Y4": 0.3018, "page": 0, "Index": 88}, {"Word": "questions", "Confidence": 0.994, "X1": 0.56214, "Y1": 0.2852, "X2": 0.64162, "Y2": 0.285, "X3": 0.64162, "Y3": 0.3028, "X4": 0.56214, "Y4": 0.3018, "page": 0, "Index": 89}, {"Word": "about", "Confidence": 0.997, "X1": 0.6474, "Y1": 0.2852, "X2": 0.69509, "Y2": 0.285, "X3": 0.69364, "Y3": 0.3028, "X4": 0.6474, "Y4": 0.3028, "page": 0, "Index": 90}, {"Word": "our", "Confidence": 0.998, "X1": 0.69942, "Y1": 0.2852, "X2": 0.72688, "Y2": 0.285, "X3": 0.72688, "Y3": 0.3028, "X4": 0.69942, "Y4": 0.3028, "page": 0, "Index": 91}, {"Word": "products", "Confidence": 0.991, "X1": 0.73121, "Y1": 0.2852, "X2": 0.80636, "Y2": 0.285, "X3": 0.80636, "Y3": 0.3028, "X4": 0.73121, "Y4": 0.3028, "page": 0, "Index": 92}, {"Word": "or", "Confidence": 0.957, "X1": 0.81214, "Y1": 0.2852, "X2": 0.83382, "Y2": 0.285, "X3": 0.83382, "Y3": 0.3028, "X4": 0.81214, "Y4": 0.3028, "page": 0, "Index": 93}, {"Word": "promotions,", "Confidence": 0.991, "X1": 0.08671, "Y1": 0.3042, "X2": 0.18497, "Y2": 0.304, "X3": 0.18497, "Y3": 0.3218, "X4": 0.08671, "Y4": 0.3218, "page": 0, "Index": 94}, {"Word": "please", "Confidence": 0.996, "X1": 0.19075, "Y1": 0.3042, "X2": 0.24422, "Y2": 0.304, "X3": 0.24422, "Y3": 0.3218, "X4": 0.19075, "Y4": 0.3218, "page": 0, "Index": 95}, {"Word": "call", "Confidence": 0.988, "X1": 0.24855, "Y1": 0.3042, "X2": 0.28035, "Y2": 0.304, "X3": 0.28035, "Y3": 0.3218, "X4": 0.24855, "Y4": 0.3218, "page": 0, "Index": 96}, {"Word": "our", "Confidence": 0.998, "X1": 0.28468, "Y1": 0.3042, "X2": 0.31214, "Y2": 0.304, "X3": 0.31214, "Y3": 0.3218, "X4": 0.28468, "Y4": 0.3218, "page": 0, "Index": 97}, {"Word": "toll-free", "Confidence": 0.994, "X1": 0.31792, "Y1": 0.3042, "X2": 0.38584, "Y2": 0.304, "X3": 0.38584, "Y3": 0.3218, "X4": 0.31792, "Y4": 0.3218, "page": 0, "Index": 98}, {"Word": "number", "Confidence": 0.996, "X1": 0.39162, "Y1": 0.3032, "X2": 0.45665, "Y2": 0.303, "X3": 0.45665, "Y3": 0.3208, "X4": 0.39162, "Y4": 0.3218, "page": 0, "Index": 99}, {"Word": "on", "Confidence": 0.998, "X1": 0.46243, "Y1": 0.3032, "X2": 0.48266, "Y2": 0.303, "X3": 0.48266, "Y3": 0.3208, "X4": 0.46098, "Y4": 0.3208, "page": 0, "Index": 100}, {"Word": "your", "Confidence": 0.989, "X1": 0.48699, "Y1": 0.3032, "X2": 0.52601, "Y2": 0.303, "X3": 0.52457, "Y3": 0.3208, "X4": 0.48699, "Y4": 0.3208, "page": 0, "Index": 101}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.53035, "Y1": 0.3032, "X2": 0.6026, "Y2": 0.303, "X3": 0.6026, "Y3": 0.3208, "X4": 0.53035, "Y4": 0.3208, "page": 0, "Index": 102}, {"Word": "pack.", "Confidence": 0.997, "X1": 0.60838, "Y1": 0.3032, "X2": 0.65751, "Y2": 0.303, "X3": 0.65751, "Y3": 0.3208, "X4": 0.60694, "Y4": 0.3208, "page": 0, "Index": 103}, {"Word": "One", "Confidence": 0.998, "X1": 0.66329, "Y1": 0.3032, "X2": 0.69798, "Y2": 0.303, "X3": 0.69798, "Y3": 0.3208, "X4": 0.66185, "Y4": 0.3208, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.992, "X1": 0.70376, "Y1": 0.3032, "X2": 0.72254, "Y2": 0.303, "X3": 0.72254, "Y3": 0.3208, "X4": 0.70376, "Y4": 0.3208, "page": 0, "Index": 105}, {"Word": "our", "Confidence": 0.998, "X1": 0.72832, "Y1": 0.3032, "X2": 0.75578, "Y2": 0.303, "X3": 0.75434, "Y3": 0.3208, "X4": 0.72688, "Y4": 0.3208, "page": 0, "Index": 106}, {"Word": "specialists", "Confidence": 0.993, "X1": 0.76012, "Y1": 0.3032, "X2": 0.84971, "Y2": 0.303, "X3": 0.84971, "Y3": 0.3208, "X4": 0.76012, "Y4": 0.3208, "page": 0, "Index": 107}, {"Word": "will", "Confidence": 0.987, "X1": 0.85405, "Y1": 0.3032, "X2": 0.89162, "Y2": 0.303, "X3": 0.89017, "Y3": 0.3208, "X4": 0.85405, "Y4": 0.3208, "page": 0, "Index": 108}, {"Word": "be", "Confidence": 0.998, "X1": 0.08815, "Y1": 0.3222, "X2": 0.10405, "Y2": 0.322, "X3": 0.1026, "Y3": 0.3418, "X4": 0.08671, "Y4": 0.3418, "page": 0, "Index": 109}, {"Word": "happy", "Confidence": 0.997, "X1": 0.10983, "Y1": 0.3232, "X2": 0.16185, "Y2": 0.323, "X3": 0.1604, "Y3": 0.3408, "X4": 0.10694, "Y4": 0.3418, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.957, "X1": 0.16618, "Y1": 0.3232, "X2": 0.18353, "Y2": 0.323, "X3": 0.18353, "Y3": 0.3408, "X4": 0.16474, "Y4": 0.3408, "page": 0, "Index": 111}, {"Word": "assist", "Confidence": 0.997, "X1": 0.18931, "Y1": 0.3232, "X2": 0.23555, "Y2": 0.323, "X3": 0.23555, "Y3": 0.3408, "X4": 0.18786, "Y4": 0.3408, "page": 0, "Index": 112}, {"Word": "you.", "Confidence": 0.984, "X1": 0.24133, "Y1": 0.3232, "X2": 0.28179, "Y2": 0.323, "X3": 0.28179, "Y3": 0.3408, "X4": 0.24133, "Y4": 0.3408, "page": 0, "Index": 113}, {"Word": "52271", "Confidence": 0.991, "X1": 0.98988, "Y1": 0.9132, "X2": 0.98844, "Y2": 0.913, "X3": 0.96676, "Y3": 0.9128, "X4": 0.96821, "Y4": 0.8658, "page": 0, "Index": 114}, {"Word": "5312", "Confidence": 0.992, "X1": 0.98699, "Y1": 0.9612, "X2": 0.98699, "Y2": 0.961, "X3": 0.96532, "Y3": 0.9608, "X4": 0.96676, "Y4": 0.9228, "page": 0, "Index": 115}]}	"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"
ffmc0062	0	{"lines_data": [{"Word": "Janet has a desire for pretty", "Confidence": 0.99717, "X1": 0.70081, "Y1": 0.0742, "X2": 0.89623, "Y2": 0.074, "X3": 0.89623, "Y3": 0.0868, "X4": 0.70081, "Y4": 0.0858, "page": 0}, {"Word": "women and an insatiable", "Confidence": 0.809, "X1": 0.70081, "Y1": 0.0872, "X2": 0.89757, "Y2": 0.087, "X3": 0.89892, "Y3": 0.0988, "X4": 0.70081, "Y4": 0.0998, "page": 0}, {"Word": "sexual appetite,\" divulged", "Confidence": 0.69633, "X1": 0.70081, "Y1": 0.1002, "X2": 0.89757, "Y2": 0.1, "X3": 0.89757, "Y3": 0.1118, "X4": 0.70081, "Y4": 0.1128, "page": 0}, {"Word": "the close source.", "Confidence": 0.87433, "X1": 0.70081, "Y1": 0.1142, "X2": 0.82075, "Y2": 0.114, "X3": 0.82075, "Y3": 0.1248, "X4": 0.70081, "Y4": 0.1238, "page": 0}, {"Word": "\"And he'll also charge", "Confidence": 0.97925, "X1": 0.71294, "Y1": 0.1262, "X2": 0.89623, "Y2": 0.126, "X3": 0.89623, "Y3": 0.1388, "X4": 0.71294, "Y4": 0.1378, "page": 0}, {"Word": "that her very kinky sexuul", "Confidence": 0.9616, "X1": 0.69946, "Y1": 0.1392, "X2": 0.89757, "Y2": 0.139, "X3": 0.89757, "Y3": 0.1508, "X4": 0.69946, "Y4": 0.1508, "page": 0}, {"Word": "preferences include a 'love'", "Confidence": 0.83475, "X1": 0.69811, "Y1": 0.1512, "X2": 0.89488, "Y2": 0.151, "X3": 0.89623, "Y3": 0.1638, "X4": 0.69811, "Y4": 0.1648, "page": 0}, {"Word": "for pain.", "Confidence": 0.83, "X1": 0.70216, "Y1": 0.1662, "X2": 0.76011, "Y2": 0.166, "X3": 0.76011, "Y3": 0.1768, "X4": 0.70216, "Y4": 0.1768, "page": 0}, {"Word": "\"He'll detail why she", "Confidence": 0.83975, "X1": 0.71429, "Y1": 0.1782, "X2": 0.89623, "Y2": 0.178, "X3": 0.89623, "Y3": 0.1908, "X4": 0.71429, "Y4": 0.1888, "page": 0}, {"Word": "enjoys dressing like a slut,", "Confidence": 0.9146, "X1": 0.69811, "Y1": 0.1912, "X2": 0.89623, "Y2": 0.191, "X3": 0.89623, "Y3": 0.2038, "X4": 0.69811, "Y4": 0.2038, "page": 0}, {"Word": "the unbelievable outfits she", "Confidence": 0.93775, "X1": 0.69542, "Y1": 0.2032, "X2": 0.89623, "Y2": 0.203, "X3": 0.89623, "Y3": 0.2148, "X4": 0.69542, "Y4": 0.2158, "page": 0}, {"Word": "wears to sleep each night.", "Confidence": 0.8982, "X1": 0.69677, "Y1": 0.2172, "X2": 0.89488, "Y2": 0.217, "X3": 0.89488, "Y3": 0.2298, "X4": 0.69677, "Y4": 0.2288, "page": 0}, {"Word": "tell how she uses sex to get", "Confidence": 0.99343, "X1": 0.69542, "Y1": 0.2302, "X2": 0.89353, "Y2": 0.23, "X3": 0.89353, "Y3": 0.2418, "X4": 0.69542, "Y4": 0.2408, "page": 0}, {"Word": "WHAT JANET SAID on \"Oprah\" enraged her husband.", "Confidence": 0.977, "X1": 0.2655, "Y1": 0.2372, "X2": 0.66712, "Y2": 0.237, "X3": 0.66712, "Y3": 0.2488, "X4": 0.2655, "Y4": 0.2478, "page": 0}, {"Word": "what she wants - plus the", "Confidence": 0.95933, "X1": 0.69542, "Y1": 0.2432, "X2": 0.89488, "Y2": 0.243, "X3": 0.89488, "Y3": 0.2558, "X4": 0.69407, "Y4": 0.2548, "page": 0}, {"Word": "surprising list of Hollywood", "Confidence": 0.88875, "X1": 0.69677, "Y1": 0.2542, "X2": 0.89488, "Y2": 0.254, "X3": 0.89488, "Y3": 0.2668, "X4": 0.69677, "Y4": 0.2678, "page": 0}, {"Word": "their $6 million house to", "Confidence": 0.9688, "X1": 0.26819, "Y1": 0.2682, "X2": 0.4717, "Y2": 0.268, "X3": 0.4717, "Y3": 0.2808, "X4": 0.26819, "Y4": 0.2798, "page": 0}, {"Word": "him clean her out,\" dis-", "Confidence": 0.9382, "X1": 0.48113, "Y1": 0.2662, "X2": 0.68194, "Y2": 0.266, "X3": 0.68194, "Y3": 0.2798, "X4": 0.48113, "Y4": 0.2798, "page": 0}, {"Word": "men Janet has bedded.\"", "Confidence": 0.92325, "X1": 0.69946, "Y1": 0.2662, "X2": 0.86927, "Y2": 0.266, "X3": 0.86927, "Y3": 0.2788, "X4": 0.69946, "Y4": 0.2808, "page": 0}, {"Word": "take a hike. He turned her", "Confidence": 0.96917, "X1": 0.26954, "Y1": 0.2792, "X2": 0.46765, "Y2": 0.279, "X3": 0.46765, "Y3": 0.2908, "X4": 0.26954, "Y4": 0.2918, "page": 0}, {"Word": "closed the source.", "Confidence": 0.96933, "X1": 0.47978, "Y1": 0.2802, "X2": 0.61321, "Y2": 0.28, "X3": 0.61321, "Y3": 0.2918, "X4": 0.47978, "Y4": 0.2918, "page": 0}, {"Word": "Rene also says what he", "Confidence": 0.8432, "X1": 0.71294, "Y1": 0.2812, "X2": 0.89488, "Y2": 0.281, "X3": 0.89488, "Y3": 0.2928, "X4": 0.71294, "Y4": 0.2918, "page": 0}, {"Word": "down then. And now, \"it's not", "Confidence": 0.97383, "X1": 0.26819, "Y1": 0.2932, "X2": 0.469, "Y2": 0.293, "X3": 0.469, "Y3": 0.3048, "X4": 0.26819, "Y4": 0.3048, "page": 0}, {"Word": "\"If Janet doesn't hand", "Confidence": 0.92525, "X1": 0.49865, "Y1": 0.2922, "X2": 0.69137, "Y2": 0.292, "X3": 0.69137, "Y3": 0.3058, "X4": 0.49865, "Y4": 0.3048, "page": 0}, {"Word": "knows about other Jackson", "Confidence": 0.989, "X1": 0.69407, "Y1": 0.2932, "X2": 0.89218, "Y2": 0.293, "X3": 0.89218, "Y3": 0.3048, "X4": 0.69407, "Y4": 0.3048, "page": 0}, {"Word": "even close,\" said a friend.", "Confidence": 0.9296, "X1": 0.26685, "Y1": 0.3052, "X2": 0.44205, "Y2": 0.305, "X3": 0.44205, "Y3": 0.3178, "X4": 0.26685, "Y4": 0.3178, "page": 0}, {"Word": "family members will shock", "Confidence": 0.9915, "X1": 0.69542, "Y1": 0.3062, "X2": 0.89488, "Y2": 0.306, "X3": 0.89488, "Y3": 0.3178, "X4": 0.69542, "Y4": 0.3178, "page": 0}, {"Word": "over the money, though,", "Confidence": 0.98375, "X1": 0.48518, "Y1": 0.3052, "X2": 0.68059, "Y2": 0.305, "X3": 0.68059, "Y3": 0.3188, "X4": 0.48518, "Y4": 0.3188, "page": 0}, {"Word": "\"There is a prenuptial", "Confidence": 0.96975, "X1": 0.28032, "Y1": 0.3182, "X2": 0.469, "Y2": 0.318, "X3": 0.46765, "Y3": 0.3318, "X4": 0.28032, "Y4": 0.3308, "page": 0}, {"Word": "Rene will find a creative", "Confidence": 0.9548, "X1": 0.48113, "Y1": 0.3182, "X2": 0.69003, "Y2": 0.318, "X3": 0.69003, "Y3": 0.3308, "X4": 0.48113, "Y4": 0.3308, "page": 0}, {"Word": "the rest of the world. The", "Confidence": 0.991, "X1": 0.69542, "Y1": 0.3182, "X2": 0.89488, "Y2": 0.318, "X3": 0.89488, "Y3": 0.3308, "X4": 0.69542, "Y4": 0.3308, "page": 0}, {"Word": "agreement,\"", "Confidence": 0.847, "X1": 0.26954, "Y1": 0.3302, "X2": 0.36253, "Y2": 0.33, "X3": 0.36253, "Y3": 0.3438, "X4": 0.26954, "Y4": 0.3438, "page": 0}, {"Word": "disclosed", "Confidence": 0.991, "X1": 0.39084, "Y1": 0.3322, "X2": 0.46765, "Y2": 0.332, "X3": 0.46765, "Y3": 0.3438, "X4": 0.39084, "Y4": 0.3438, "page": 0}, {"Word": "way to get the millions he", "Confidence": 0.9915, "X1": 0.48248, "Y1": 0.3312, "X2": 0.68868, "Y2": 0.331, "X3": 0.68868, "Y3": 0.3438, "X4": 0.48248, "Y4": 0.3448, "page": 0}, {"Word": "Jackson familly's reputa-", "Confidence": 0.75967, "X1": 0.69272, "Y1": 0.3312, "X2": 0.89353, "Y2": 0.331, "X3": 0.89353, "Y3": 0.3438, "X4": 0.69272, "Y4": 0.3438, "page": 0}, {"Word": "thinks he deserves.\"", "Confidence": 0.98833, "X1": 0.48113, "Y1": 0.3442, "X2": 0.62938, "Y2": 0.344, "X3": 0.62938, "Y3": 0.3568, "X4": 0.48113, "Y4": 0.3568, "page": 0}, {"Word": "tion may be incredibly frail", "Confidence": 0.9542, "X1": 0.69811, "Y1": 0.3442, "X2": 0.89488, "Y2": 0.344, "X3": 0.89488, "Y3": 0.3568, "X4": 0.69811, "Y4": 0.3578, "page": 0}, {"Word": "Rene's attorney Manley", "Confidence": 0.987, "X1": 0.26819, "Y1": 0.3442, "X2": 0.469, "Y2": 0.344, "X3": 0.469, "Y3": 0.3588, "X4": 0.26819, "Y4": 0.3578, "page": 0}, {"Word": "Preid.", "Confidence": 0.872, "X1": 0.26819, "Y1": 0.3572, "X2": 0.31536, "Y2": 0.357, "X3": 0.31536, "Y3": 0.3688, "X4": 0.26819, "Y4": 0.3688, "page": 0}, {"Word": "Although Rene has stat-", "Confidence": 0.84975, "X1": 0.49596, "Y1": 0.3572, "X2": 0.68464, "Y2": 0.357, "X3": 0.68464, "Y3": 0.3698, "X4": 0.49596, "Y4": 0.3698, "page": 0}, {"Word": "after years of scandal, \"but", "Confidence": 0.8526, "X1": 0.69811, "Y1": 0.3572, "X2": 0.89623, "Y2": 0.357, "X3": 0.89623, "Y3": 0.3698, "X4": 0.69811, "Y4": 0.3698, "page": 0}, {"Word": "\"However, California is a", "Confidence": 0.907, "X1": 0.27898, "Y1": 0.3702, "X2": 0.469, "Y2": 0.37, "X3": 0.469, "Y3": 0.3838, "X4": 0.27898, "Y4": 0.3818, "page": 0}, {"Word": "ed publicly that Janet is", "Confidence": 0.9288, "X1": 0.48383, "Y1": 0.3692, "X2": 0.68329, "Y2": 0.369, "X3": 0.68329, "Y3": 0.3828, "X4": 0.48383, "Y4": 0.3828, "page": 0}, {"Word": "Rene's book could be the", "Confidence": 0.9702, "X1": 0.69677, "Y1": 0.3702, "X2": 0.89353, "Y2": 0.37, "X3": 0.89353, "Y3": 0.3828, "X4": 0.69677, "Y4": 0.3818, "page": 0}, {"Word": "community property state.", "Confidence": 0.99433, "X1": 0.26954, "Y1": 0.3842, "X2": 0.46631, "Y2": 0.384, "X3": 0.46631, "Y3": 0.3968, "X4": 0.26954, "Y4": 0.3958, "page": 0}, {"Word": "heterosexual. last year", "Confidence": 0.859, "X1": 0.47978, "Y1": 0.3842, "X2": 0.68329, "Y2": 0.384, "X3": 0.68329, "Y3": 0.3958, "X4": 0.47978, "Y4": 0.3958, "page": 0}, {"Word": "final nail in the coffin,\"", "Confidence": 0.8646, "X1": 0.69811, "Y1": 0.3832, "X2": 0.89488, "Y2": 0.383, "X3": 0.89488, "Y3": 0.3958, "X4": 0.69811, "Y4": 0.3958, "page": 0}, {"Word": "Much of their wealth has", "Confidence": 0.982, "X1": 0.26819, "Y1": 0.3962, "X2": 0.469, "Y2": 0.396, "X3": 0.469, "Y3": 0.4088, "X4": 0.26819, "Y4": 0.4088, "page": 0}, {"Word": "The ENQUIRER broke", "Confidence": 0.995, "X1": 0.48113, "Y1": 0.3952, "X2": 0.68194, "Y2": 0.395, "X3": 0.68194, "Y3": 0.4088, "X4": 0.48113, "Y4": 0.4088, "page": 0}, {"Word": "added the source.", "Confidence": 0.97867, "X1": 0.69407, "Y1": 0.3972, "X2": 0.82884, "Y2": 0.397, "X3": 0.82884, "Y3": 0.4088, "X4": 0.69407, "Y4": 0.4078, "page": 0}, {"Word": "e", "Confidence": 0.882, "X1": 0.1779, "Y1": 0.4072, "X2": 0.20216, "Y2": 0.407, "X3": 0.20216, "Y3": 0.4258, "X4": 0.1779, "Y4": 0.4258, "page": 0}, {"Word": "been acquired since the", "Confidence": 0.89925, "X1": 0.26819, "Y1": 0.4092, "X2": 0.46631, "Y2": 0.409, "X3": 0.46631, "Y3": 0.4218, "X4": 0.26819, "Y4": 0.4218, "page": 0}, {"Word": "the news that to get", "Confidence": 0.994, "X1": 0.47978, "Y1": 0.4102, "X2": 0.68194, "Y2": 0.41, "X3": 0.68194, "Y3": 0.4228, "X4": 0.47978, "Y4": 0.4228, "page": 0}, {"Word": "\"Even though the rest of", "Confidence": 0.944, "X1": 0.71429, "Y1": 0.4092, "X2": 0.89488, "Y2": 0.409, "X3": 0.89488, "Y3": 0.4228, "X4": 0.71429, "Y4": 0.4218, "page": 0}, {"Word": "marriage - and is a direct", "Confidence": 0.98867, "X1": 0.26415, "Y1": 0.4222, "X2": 0.46765, "Y2": 0.422, "X3": 0.46765, "Y3": 0.4348, "X4": 0.26415, "Y4": 0.4358, "page": 0}, {"Word": "what he wanted, he was", "Confidence": 0.9944, "X1": 0.48113, "Y1": 0.4222, "X2": 0.68194, "Y2": 0.422, "X3": 0.68194, "Y3": 0.4348, "X4": 0.48113, "Y4": 0.4348, "page": 0}, {"Word": "the world may think", "Confidence": 0.9865, "X1": 0.69272, "Y1": 0.4222, "X2": 0.89488, "Y2": 0.422, "X3": 0.89488, "Y3": 0.4348, "X4": 0.69272, "Y4": 0.4348, "page": 0}, {"Word": "S", "Confidence": 0.681, "X1": 0.17925, "Y1": 0.4232, "X2": 0.20216, "Y2": 0.423, "X3": 0.2035, "Y3": 0.4408, "X4": 0.18194, "Y4": 0.4418, "page": 0}, {"Word": "result of contributions and", "Confidence": 0.989, "X1": 0.2655, "Y1": 0.4362, "X2": 0.46765, "Y2": 0.436, "X3": 0.46765, "Y3": 0.4488, "X4": 0.26415, "Y4": 0.4478, "page": 0}, {"Word": "threatening to publish a", "Confidence": 0.98975, "X1": 0.47978, "Y1": 0.4362, "X2": 0.68329, "Y2": 0.436, "X3": 0.68329, "Y3": 0.4488, "X4": 0.47978, "Y4": 0.4478, "page": 0}, {"Word": "there's nothing more the", "Confidence": 0.98775, "X1": 0.69407, "Y1": 0.4362, "X2": 0.89353, "Y2": 0.436, "X3": 0.89353, "Y3": 0.4488, "X4": 0.69272, "Y4": 0.4478, "page": 0}, {"Word": "work by Mr. Elizondo.\"", "Confidence": 0.98, "X1": 0.26415, "Y1": 0.4462, "X2": 0.43261, "Y2": 0.446, "X3": 0.43261, "Y3": 0.4588, "X4": 0.26415, "Y4": 0.4598, "page": 0}, {"Word": "scandalous book claiming", "Confidence": 0.939, "X1": 0.48113, "Y1": 0.4472, "X2": 0.68329, "Y2": 0.447, "X3": 0.68329, "Y3": 0.4608, "X4": 0.48113, "Y4": 0.4598, "page": 0}, {"Word": "Jacksons can do to shock", "Confidence": 0.9794, "X1": 0.69272, "Y1": 0.4482, "X2": 0.89218, "Y2": 0.448, "X3": 0.89218, "Y3": 0.4598, "X4": 0.69272, "Y4": 0.4598, "page": 0}, {"Word": "Janet admits Rene was", "Confidence": 0.9935, "X1": 0.28167, "Y1": 0.4612, "X2": 0.469, "Y2": 0.461, "X3": 0.469, "Y3": 0.4738, "X4": 0.28167, "Y4": 0.4718, "page": 0}, {"Word": "Janet is bisexual.", "Confidence": 0.99167, "X1": 0.47305, "Y1": 0.4602, "X2": 0.60916, "Y2": 0.46, "X3": 0.60916, "Y3": 0.4738, "X4": 0.47305, "Y4": 0.4728, "page": 0}, {"Word": "them, Rene confided to", "Confidence": 0.99275, "X1": 0.69677, "Y1": 0.4602, "X2": 0.89353, "Y2": 0.46, "X3": 0.89353, "Y3": 0.4728, "X4": 0.69677, "Y4": 0.4738, "page": 0}, {"Word": "a supportive husband", "Confidence": 0.99567, "X1": 0.2655, "Y1": 0.4732, "X2": 0.47035, "Y2": 0.473, "X3": 0.47035, "Y3": 0.4858, "X4": 0.2655, "Y4": 0.4858, "page": 0}, {"Word": "Now that charge is mild", "Confidence": 0.9928, "X1": 0.49057, "Y1": 0.4732, "X2": 0.68059, "Y2": 0.473, "X3": 0.68059, "Y3": 0.4868, "X4": 0.49057, "Y4": 0.4858, "page": 0}, {"Word": "pals that what the public", "Confidence": 0.9752, "X1": 0.69137, "Y1": 0.4732, "X2": 0.89353, "Y2": 0.473, "X3": 0.89353, "Y3": 0.4868, "X4": 0.69137, "Y4": 0.4868, "page": 0}, {"Word": "compared to what Rene's", "Confidence": 0.986, "X1": 0.48113, "Y1": 0.4852, "X2": 0.68059, "Y2": 0.485, "X3": 0.68194, "Y3": 0.4978, "X4": 0.48113, "Y4": 0.4988, "page": 0}, {"Word": "the", "Confidence": 0.675, "X1": 0.94474, "Y1": 0.4842, "X2": 0.96765, "Y2": 0.484, "X3": 0.96631, "Y3": 0.4938, "X4": 0.94474, "Y4": 0.4938, "page": 0}, {"Word": "and that he produced", "Confidence": 0.99475, "X1": 0.2655, "Y1": 0.4862, "X2": 0.46631, "Y2": 0.486, "X3": 0.46631, "Y3": 0.4988, "X4": 0.2655, "Y4": 0.4988, "page": 0}, {"Word": "knows now is just the tip of", "Confidence": 0.99571, "X1": 0.69137, "Y1": 0.4862, "X2": 0.89353, "Y2": 0.486, "X3": 0.89353, "Y3": 0.4988, "X4": 0.69137, "Y4": 0.4978, "page": 0}, {"Word": "songs for her during", "Confidence": 0.996, "X1": 0.2655, "Y1": 0.4992, "X2": 0.46361, "Y2": 0.499, "X3": 0.46361, "Y3": 0.5118, "X4": 0.2655, "Y4": 0.5118, "page": 0}, {"Word": "threatening to smear ber", "Confidence": 0.96225, "X1": 0.47574, "Y1": 0.4982, "X2": 0.68329, "Y2": 0.498, "X3": 0.68329, "Y3": 0.5118, "X4": 0.47574, "Y4": 0.5108, "page": 0}, {"Word": "the iceberg.\"", "Confidence": 0.923, "X1": 0.69542, "Y1": 0.4982, "X2": 0.7965, "Y2": 0.498, "X3": 0.7965, "Y3": 0.5088, "X4": 0.69677, "Y4": 0.5108, "page": 0}, {"Word": "their 8-year marriage.", "Confidence": 0.894, "X1": 0.2655, "Y1": 0.5122, "X2": 0.46496, "Y2": 0.512, "X3": 0.46361, "Y3": 0.5248, "X4": 0.2655, "Y4": 0.5238, "page": 0}, {"Word": "with!", "Confidence": 0.989, "X1": 0.48113, "Y1": 0.5122, "X2": 0.52561, "Y2": 0.512, "X3": 0.52561, "Y3": 0.5228, "X4": 0.48113, "Y4": 0.5228, "page": 0}, {"Word": "- MICHAEL HANRAHAN", "Confidence": 0.99267, "X1": 0.72237, "Y1": 0.5122, "X2": 0.89218, "Y2": 0.512, "X3": 0.89218, "Y3": 0.5228, "X4": 0.72237, "Y4": 0.5228, "page": 0}, {"Word": "\"But she's not going to let", "Confidence": 0.90583, "X1": 0.28032, "Y1": 0.5252, "X2": 0.46496, "Y2": 0.525, "X3": 0.46496, "Y3": 0.5358, "X4": 0.28032, "Y4": 0.5348, "page": 0}, {"Word": "\"He plans to claim that", "Confidence": 0.9202, "X1": 0.49596, "Y1": 0.5222, "X2": 0.68059, "Y2": 0.522, "X3": 0.68059, "Y3": 0.5358, "X4": 0.49596, "Y4": 0.5358, "page": 0}, {"Word": "and PATRICIA SHIPP", "Confidence": 0.96467, "X1": 0.73989, "Y1": 0.5242, "X2": 0.89353, "Y2": 0.524, "X3": 0.89353, "Y3": 0.5358, "X4": 0.73989, "Y4": 0.5358, "page": 0}, {"Word": "ion", "Confidence": 0.61, "X1": 0.94474, "Y1": 0.5232, "X2": 0.969, "Y2": 0.523, "X3": 0.96765, "Y3": 0.5318, "X4": 0.9434, "Y4": 0.5318, "page": 0}, {"Word": "15", "Confidence": 0.604, "X1": 0.94205, "Y1": 0.5322, "X2": 0.96765, "Y2": 0.532, "X3": 0.96631, "Y3": 0.5458, "X4": 0.9407, "Y4": 0.5468, "page": 0}, {"Word": "'rul", "Confidence": 0.718, "X1": 0.9407, "Y1": 0.5442, "X2": 0.96765, "Y2": 0.544, "X3": 0.96765, "Y3": 0.5588, "X4": 0.9407, "Y4": 0.5588, "page": 0}, {"Word": "Set", "Confidence": 0.354, "X1": 0.9434, "Y1": 0.5592, "X2": 0.969, "Y2": 0.559, "X3": 0.96765, "Y3": 0.5738, "X4": 0.9434, "Y4": 0.5728, "page": 0}, {"Word": "LE", "Confidence": 0.619, "X1": 0.9434, "Y1": 0.5702, "X2": 0.96765, "Y2": 0.57, "X3": 0.96631, "Y3": 0.5828, "X4": 0.94205, "Y4": 0.5828, "page": 0}, {"Word": "-", "Confidence": 0.929, "X1": 0.9434, "Y1": 0.5962, "X2": 0.96765, "Y2": 0.596, "X3": 0.96765, "Y3": 0.6048, "X4": 0.94205, "Y4": 0.6048, "page": 0}, {"Word": "\"It lasts longer", "Confidence": 0.77833, "X1": 0.33827, "Y1": 0.5862, "X2": 0.83288, "Y2": 0.586, "X3": 0.83019, "Y3": 0.6598, "X4": 0.33288, "Y4": 0.6428, "page": 0}, {"Word": "than my", "Confidence": 0.9945, "X1": 0.46092, "Y1": 0.6722, "X2": 0.7345, "Y2": 0.672, "X3": 0.72911, "Y3": 0.7418, "X4": 0.45822, "Y4": 0.7338, "page": 0}, {"Word": "paycheck.", "Confidence": 0.905, "X1": 0.43396, "Y1": 0.7482, "X2": 0.75067, "Y2": 0.748, "X3": 0.75067, "Y3": 0.8318, "X4": 0.43801, "Y4": 0.8388, "page": 0}, {"Word": "VERONICA LYNN", "Confidence": 0.7885, "X1": 0.62399, "Y1": 0.8252, "X2": 0.72911, "Y2": 0.825, "X3": 0.72911, "Y3": 0.8398, "X4": 0.62534, "Y4": 0.8408, "page": 0}, {"Word": "- BUT DIDN'T", "Confidence": 0.99167, "X1": 0.01887, "Y1": 0.8312, "X2": 0.23315, "Y2": 0.831, "X3": 0.2345, "Y3": 0.8508, "X4": 0.01887, "Y4": 0.8528, "page": 0}, {"Word": "Beverly Hills, FL", "Confidence": 0.89967, "X1": 0.62399, "Y1": 0.8392, "X2": 0.72911, "Y2": 0.839, "X3": 0.73046, "Y3": 0.8558, "X4": 0.62399, "Y4": 0.8568, "page": 0}, {"Word": "ENQUIRER", "Confidence": 0.994, "X1": 0.01078, "Y1": 0.8502, "X2": 0.23315, "Y2": 0.85, "X3": 0.23315, "Y3": 0.8728, "X4": 0.01078, "Y4": 0.8738, "page": 0}, {"Word": "Doral Smoker", "Confidence": 0.8325, "X1": 0.62399, "Y1": 0.8552, "X2": 0.71429, "Y2": 0.855, "X3": 0.71429, "Y3": 0.8698, "X4": 0.62399, "Y4": 0.8698, "page": 0}, {"Word": "2084421116", "Confidence": 0.993, "X1": 0.88005, "Y1": 0.8742, "X2": 0.87871, "Y2": 0.874, "X3": 0.85714, "Y3": 0.8738, "X4": 0.85849, "Y4": 0.7758, "page": 0}, {"Word": "ife.\"", "Confidence": 0.881, "X1": 0.00135, "Y1": 0.8812, "X2": 0.031, "Y2": 0.881, "X3": 0.02965, "Y3": 0.8938, "X4": 0.0, "Y4": 0.8938, "page": 0}, {"Word": "Sorry, Liz - we scooped", "Confidence": 0.8902, "X1": 0.0593, "Y1": 0.8812, "X2": 0.23989, "Y2": 0.881, "X3": 0.23989, "Y3": 0.8938, "X4": 0.0593, "Y4": 0.8948, "page": 0}, {"Word": "you! It just goes to", "Confidence": 0.9648, "X1": 0.04447, "Y1": 0.8952, "X2": 0.23854, "Y2": 0.895, "X3": 0.23854, "Y3": 0.9078, "X4": 0.04447, "Y4": 0.9078, "page": 0}, {"Word": "ated", "Confidence": 0.93, "X1": 0.0, "Y1": 0.8932, "X2": 0.03235, "Y2": 0.893, "X3": 0.03235, "Y3": 0.9088, "X4": 0.0, "Y4": 0.9088, "page": 0}, {"Word": "wed", "Confidence": 0.994, "X1": 0.0, "Y1": 0.9062, "X2": 0.03504, "Y2": 0.906, "X3": 0.03504, "Y3": 0.9198, "X4": 0.0, "Y4": 0.9198, "page": 0}, {"Word": "show that if you want", "Confidence": 0.98, "X1": 0.04582, "Y1": 0.9082, "X2": 0.23854, "Y2": 0.908, "X3": 0.23854, "Y3": 0.9188, "X4": 0.04582, "Y4": 0.9198, "page": 0}, {"Word": "ders", "Confidence": 0.974, "X1": 0.0, "Y1": 0.9212, "X2": 0.031, "Y2": 0.921, "X3": 0.031, "Y3": 0.9328, "X4": 0.0, "Y4": 0.9328, "page": 0}, {"Word": "the facts about celebrities", "Confidence": 0.824, "X1": 0.04582, "Y1": 0.9202, "X2": 0.23854, "Y2": 0.92, "X3": 0.23854, "Y3": 0.9328, "X4": 0.04582, "Y4": 0.9338, "page": 0}, {"Word": "iple", "Confidence": 0.646, "X1": 0.0, "Y1": 0.9332, "X2": 0.031, "Y2": 0.933, "X3": 0.031, "Y3": 0.9458, "X4": 0.0, "Y4": 0.9448, "page": 0}, {"Word": "and want them first, you", "Confidence": 0.8996, "X1": 0.04447, "Y1": 0.9342, "X2": 0.23854, "Y2": 0.934, "X3": 0.23854, "Y3": 0.9458, "X4": 0.04447, "Y4": 0.9458, "page": 0}, {"Word": "pad-", "Confidence": 0.622, "X1": 0.0, "Y1": 0.9462, "X2": 0.0283, "Y2": 0.946, "X3": 0.02695, "Y3": 0.9568, "X4": 0.0, "Y4": 0.9568, "page": 0}, {"Word": "Will find them in The", "Confidence": 0.932, "X1": 0.04178, "Y1": 0.9452, "X2": 0.23854, "Y2": 0.945, "X3": 0.23854, "Y3": 0.9578, "X4": 0.04178, "Y4": 0.9578, "page": 0}, {"Word": "Docat Full Face", "Confidence": 0.261, "X1": 0.7035, "Y1": 0.9442, "X2": 0.78032, "Y2": 0.944, "X3": 0.78032, "Y3": 0.9548, "X4": 0.7035, "Y4": 0.9548, "page": 0}, {"Word": "SURGEON GENERAL'S WARNING, Quitting Smoking", "Confidence": 0.8836, "X1": 0.30863, "Y1": 0.9452, "X2": 0.65094, "Y2": 0.945, "X3": 0.65094, "Y3": 0.9628, "X4": 0.30863, "Y4": 0.9618, "page": 0}, {"Word": "ENQUIRER.", "Confidence": 0.98, "X1": 0.04447, "Y1": 0.9582, "X2": 0.14151, "Y2": 0.958, "X3": 0.14151, "Y3": 0.9708, "X4": 0.04447, "Y4": 0.9698, "page": 0}, {"Word": "Now Greatly Reduces Serious Risks to Your Health.", "Confidence": 0.84, "X1": 0.31132, "Y1": 0.9612, "X2": 0.65094, "Y2": 0.961, "X3": 0.65094, "Y3": 0.9778, "X4": 0.31132, "Y4": 0.9768, "page": 0}, {"Word": "13m \"lar\". 08mg Picone", "Confidence": 0.37875, "X1": 0.69811, "Y1": 0.9702, "X2": 0.83019, "Y2": 0.97, "X3": 0.83019, "Y3": 0.9808, "X4": 0.69811, "Y4": 0.9808, "page": 0}, {"Word": "an por cigarette by PIC method,", "Confidence": 0.33667, "X1": 0.69811, "Y1": 0.9812, "X2": 0.84232, "Y2": 0.981, "X3": 0.84232, "Y3": 0.9918, "X4": 0.69811, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "Janet", "Confidence": 0.997, "X1": 0.70216, "Y1": 0.0742, "X2": 0.73989, "Y2": 0.074, "X3": 0.73854, "Y3": 0.0868, "X4": 0.70216, "Y4": 0.0868, "page": 0, "Index": 0}, {"Word": "has", "Confidence": 0.998, "X1": 0.74259, "Y1": 0.0742, "X2": 0.76685, "Y2": 0.074, "X3": 0.7655, "Y3": 0.0868, "X4": 0.74259, "Y4": 0.0868, "page": 0, "Index": 1}, {"Word": "a", "Confidence": 0.998, "X1": 0.76954, "Y1": 0.0742, "X2": 0.77763, "Y2": 0.074, "X3": 0.77628, "Y3": 0.0868, "X4": 0.76954, "Y4": 0.0868, "page": 0, "Index": 2}, {"Word": "desire", "Confidence": 0.995, "X1": 0.78032, "Y1": 0.0752, "X2": 0.82345, "Y2": 0.075, "X3": 0.8221, "Y3": 0.0868, "X4": 0.78032, "Y4": 0.0868, "page": 0, "Index": 3}, {"Word": "for", "Confidence": 0.998, "X1": 0.82749, "Y1": 0.0752, "X2": 0.84771, "Y2": 0.075, "X3": 0.84636, "Y3": 0.0868, "X4": 0.82615, "Y4": 0.0868, "page": 0, "Index": 4}, {"Word": "pretty", "Confidence": 0.997, "X1": 0.8504, "Y1": 0.0762, "X2": 0.89488, "Y2": 0.076, "X3": 0.89353, "Y3": 0.0878, "X4": 0.84906, "Y4": 0.0868, "page": 0, "Index": 5}, {"Word": "women", "Confidence": 0.63, "X1": 0.70216, "Y1": 0.0882, "X2": 0.75337, "Y2": 0.088, "X3": 0.75202, "Y3": 0.0998, "X4": 0.70081, "Y4": 0.1008, "page": 0, "Index": 6}, {"Word": "and", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.0882, "X2": 0.78841, "Y2": 0.088, "X3": 0.78706, "Y3": 0.0998, "X4": 0.76011, "Y4": 0.0998, "page": 0, "Index": 7}, {"Word": "an", "Confidence": 0.998, "X1": 0.79784, "Y1": 0.0882, "X2": 0.81536, "Y2": 0.088, "X3": 0.81402, "Y3": 0.0988, "X4": 0.7965, "Y4": 0.0988, "page": 0, "Index": 8}, {"Word": "insatiable", "Confidence": 0.61, "X1": 0.8248, "Y1": 0.0882, "X2": 0.89623, "Y2": 0.088, "X3": 0.89353, "Y3": 0.0988, "X4": 0.82345, "Y4": 0.0988, "page": 0, "Index": 9}, {"Word": "sexual", "Confidence": 0.62, "X1": 0.70216, "Y1": 0.1012, "X2": 0.75202, "Y2": 0.101, "X3": 0.75067, "Y3": 0.1128, "X4": 0.70081, "Y4": 0.1128, "page": 0, "Index": 10}, {"Word": "appetite,\"", "Confidence": 0.614, "X1": 0.75472, "Y1": 0.1002, "X2": 0.82884, "Y2": 0.1, "X3": 0.82749, "Y3": 0.1128, "X4": 0.75337, "Y4": 0.1128, "page": 0, "Index": 11}, {"Word": "divulged", "Confidence": 0.855, "X1": 0.83288, "Y1": 0.1012, "X2": 0.89488, "Y2": 0.101, "X3": 0.89353, "Y3": 0.1128, "X4": 0.83154, "Y4": 0.1128, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.994, "X1": 0.70216, "Y1": 0.1142, "X2": 0.72372, "Y2": 0.114, "X3": 0.72372, "Y3": 0.1248, "X4": 0.70216, "Y4": 0.1248, "page": 0, "Index": 13}, {"Word": "close", "Confidence": 0.962, "X1": 0.72642, "Y1": 0.1142, "X2": 0.7628, "Y2": 0.114, "X3": 0.76146, "Y3": 0.1248, "X4": 0.72642, "Y4": 0.1248, "page": 0, "Index": 14}, {"Word": "source.", "Confidence": 0.667, "X1": 0.7655, "Y1": 0.1152, "X2": 0.8221, "Y2": 0.115, "X3": 0.82075, "Y3": 0.1248, "X4": 0.7655, "Y4": 0.1248, "page": 0, "Index": 15}, {"Word": "\"And", "Confidence": 0.991, "X1": 0.71429, "Y1": 0.1262, "X2": 0.75202, "Y2": 0.126, "X3": 0.75202, "Y3": 0.1388, "X4": 0.71294, "Y4": 0.1378, "page": 0, "Index": 16}, {"Word": "he'll", "Confidence": 0.941, "X1": 0.76146, "Y1": 0.1262, "X2": 0.79784, "Y2": 0.126, "X3": 0.79784, "Y3": 0.1388, "X4": 0.76146, "Y4": 0.1388, "page": 0, "Index": 17}, {"Word": "also", "Confidence": 0.988, "X1": 0.80458, "Y1": 0.1262, "X2": 0.83558, "Y2": 0.126, "X3": 0.83423, "Y3": 0.1388, "X4": 0.80323, "Y4": 0.1388, "page": 0, "Index": 18}, {"Word": "charge", "Confidence": 0.997, "X1": 0.84501, "Y1": 0.1272, "X2": 0.89623, "Y2": 0.127, "X3": 0.89488, "Y3": 0.1398, "X4": 0.84367, "Y4": 0.1388, "page": 0, "Index": 19}, {"Word": "that", "Confidence": 0.986, "X1": 0.70081, "Y1": 0.1392, "X2": 0.73315, "Y2": 0.139, "X3": 0.73046, "Y3": 0.1518, "X4": 0.69946, "Y4": 0.1518, "page": 0, "Index": 20}, {"Word": "her", "Confidence": 0.998, "X1": 0.73585, "Y1": 0.1402, "X2": 0.76146, "Y2": 0.14, "X3": 0.76011, "Y3": 0.1508, "X4": 0.7345, "Y4": 0.1518, "page": 0, "Index": 21}, {"Word": "very", "Confidence": 0.942, "X1": 0.7655, "Y1": 0.1402, "X2": 0.79919, "Y2": 0.14, "X3": 0.79784, "Y3": 0.1508, "X4": 0.76415, "Y4": 0.1508, "page": 0, "Index": 22}, {"Word": "kinky", "Confidence": 0.996, "X1": 0.80189, "Y1": 0.1402, "X2": 0.84367, "Y2": 0.14, "X3": 0.84232, "Y3": 0.1518, "X4": 0.80054, "Y4": 0.1508, "page": 0, "Index": 23}, {"Word": "sexuul", "Confidence": 0.886, "X1": 0.84771, "Y1": 0.1402, "X2": 0.89757, "Y2": 0.14, "X3": 0.89623, "Y3": 0.1518, "X4": 0.84636, "Y4": 0.1518, "page": 0, "Index": 24}, {"Word": "preferences", "Confidence": 0.771, "X1": 0.69946, "Y1": 0.1532, "X2": 0.78437, "Y2": 0.153, "X3": 0.78437, "Y3": 0.1648, "X4": 0.69946, "Y4": 0.1648, "page": 0, "Index": 25}, {"Word": "include", "Confidence": 0.689, "X1": 0.78841, "Y1": 0.1522, "X2": 0.84097, "Y2": 0.152, "X3": 0.83962, "Y3": 0.1648, "X4": 0.78706, "Y4": 0.1648, "page": 0, "Index": 26}, {"Word": "a", "Confidence": 0.996, "X1": 0.84501, "Y1": 0.1522, "X2": 0.8531, "Y2": 0.152, "X3": 0.85175, "Y3": 0.1648, "X4": 0.84367, "Y4": 0.1648, "page": 0, "Index": 27}, {"Word": "'love'", "Confidence": 0.883, "X1": 0.85714, "Y1": 0.1512, "X2": 0.89488, "Y2": 0.151, "X3": 0.89353, "Y3": 0.1638, "X4": 0.85445, "Y4": 0.1648, "page": 0, "Index": 28}, {"Word": "for", "Confidence": 0.998, "X1": 0.70216, "Y1": 0.1662, "X2": 0.72102, "Y2": 0.166, "X3": 0.72102, "Y3": 0.1768, "X4": 0.70216, "Y4": 0.1768, "page": 0, "Index": 29}, {"Word": "pain.", "Confidence": 0.662, "X1": 0.72372, "Y1": 0.1662, "X2": 0.76146, "Y2": 0.166, "X3": 0.76011, "Y3": 0.1768, "X4": 0.72372, "Y4": 0.1768, "page": 0, "Index": 30}, {"Word": "\"He'll", "Confidence": 0.622, "X1": 0.71563, "Y1": 0.1772, "X2": 0.76011, "Y2": 0.177, "X3": 0.75876, "Y3": 0.1898, "X4": 0.71429, "Y4": 0.1898, "page": 0, "Index": 31}, {"Word": "detail", "Confidence": 0.741, "X1": 0.76954, "Y1": 0.1772, "X2": 0.81536, "Y2": 0.177, "X3": 0.81402, "Y3": 0.1908, "X4": 0.76819, "Y4": 0.1898, "page": 0, "Index": 32}, {"Word": "why", "Confidence": 0.998, "X1": 0.82345, "Y1": 0.1782, "X2": 0.8558, "Y2": 0.178, "X3": 0.85445, "Y3": 0.1908, "X4": 0.8221, "Y4": 0.1908, "page": 0, "Index": 33}, {"Word": "she", "Confidence": 0.998, "X1": 0.86792, "Y1": 0.1802, "X2": 0.89488, "Y2": 0.18, "X3": 0.89488, "Y3": 0.1918, "X4": 0.86792, "Y4": 0.1918, "page": 0, "Index": 34}, {"Word": "enjoys", "Confidence": 0.995, "X1": 0.69946, "Y1": 0.1922, "X2": 0.74663, "Y2": 0.192, "X3": 0.74528, "Y3": 0.2038, "X4": 0.69946, "Y4": 0.2048, "page": 0, "Index": 35}, {"Word": "dressing", "Confidence": 0.993, "X1": 0.74933, "Y1": 0.1922, "X2": 0.81132, "Y2": 0.192, "X3": 0.81132, "Y3": 0.2038, "X4": 0.74933, "Y4": 0.2038, "page": 0, "Index": 36}, {"Word": "like", "Confidence": 0.986, "X1": 0.81671, "Y1": 0.1922, "X2": 0.84367, "Y2": 0.192, "X3": 0.84232, "Y3": 0.2038, "X4": 0.81536, "Y4": 0.2038, "page": 0, "Index": 37}, {"Word": "a", "Confidence": 0.684, "X1": 0.84771, "Y1": 0.1922, "X2": 0.85714, "Y2": 0.192, "X3": 0.8558, "Y3": 0.2038, "X4": 0.84636, "Y4": 0.2038, "page": 0, "Index": 38}, {"Word": "slut,", "Confidence": 0.915, "X1": 0.86119, "Y1": 0.1932, "X2": 0.89488, "Y2": 0.193, "X3": 0.89488, "Y3": 0.2038, "X4": 0.85984, "Y4": 0.2038, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.70081, "Y1": 0.2042, "X2": 0.72372, "Y2": 0.204, "X3": 0.72237, "Y3": 0.2158, "X4": 0.69811, "Y4": 0.2158, "page": 0, "Index": 40}, {"Word": "unbelievable", "Confidence": 0.805, "X1": 0.72776, "Y1": 0.2042, "X2": 0.81536, "Y2": 0.204, "X3": 0.81402, "Y3": 0.2158, "X4": 0.72507, "Y4": 0.2158, "page": 0, "Index": 41}, {"Word": "outfits", "Confidence": 0.95, "X1": 0.81941, "Y1": 0.2042, "X2": 0.86523, "Y2": 0.204, "X3": 0.86388, "Y3": 0.2158, "X4": 0.81806, "Y4": 0.2158, "page": 0, "Index": 42}, {"Word": "she", "Confidence": 0.998, "X1": 0.86792, "Y1": 0.2042, "X2": 0.89488, "Y2": 0.204, "X3": 0.89353, "Y3": 0.2158, "X4": 0.86792, "Y4": 0.2158, "page": 0, "Index": 43}, {"Word": "wears", "Confidence": 0.997, "X1": 0.69811, "Y1": 0.2182, "X2": 0.74394, "Y2": 0.218, "X3": 0.74394, "Y3": 0.2288, "X4": 0.69811, "Y4": 0.2278, "page": 0, "Index": 44}, {"Word": "to", "Confidence": 0.998, "X1": 0.74798, "Y1": 0.2182, "X2": 0.76415, "Y2": 0.218, "X3": 0.76415, "Y3": 0.2298, "X4": 0.74663, "Y4": 0.2288, "page": 0, "Index": 45}, {"Word": "sleep", "Confidence": 0.847, "X1": 0.76819, "Y1": 0.2182, "X2": 0.80593, "Y2": 0.218, "X3": 0.80593, "Y3": 0.2298, "X4": 0.76819, "Y4": 0.2298, "page": 0, "Index": 46}, {"Word": "each", "Confidence": 0.982, "X1": 0.81132, "Y1": 0.2182, "X2": 0.84636, "Y2": 0.218, "X3": 0.84501, "Y3": 0.2298, "X4": 0.81132, "Y4": 0.2298, "page": 0, "Index": 47}, {"Word": "night.", "Confidence": 0.667, "X1": 0.85175, "Y1": 0.2172, "X2": 0.89488, "Y2": 0.217, "X3": 0.89488, "Y3": 0.2288, "X4": 0.85175, "Y4": 0.2298, "page": 0, "Index": 48}, {"Word": "tell", "Confidence": 0.982, "X1": 0.69946, "Y1": 0.2302, "X2": 0.72372, "Y2": 0.23, "X3": 0.72237, "Y3": 0.2418, "X4": 0.69811, "Y4": 0.2418, "page": 0, "Index": 49}, {"Word": "how", "Confidence": 0.998, "X1": 0.72642, "Y1": 0.2302, "X2": 0.75337, "Y2": 0.23, "X3": 0.75202, "Y3": 0.2418, "X4": 0.72507, "Y4": 0.2418, "page": 0, "Index": 50}, {"Word": "she", "Confidence": 0.998, "X1": 0.75876, "Y1": 0.2302, "X2": 0.78571, "Y2": 0.23, "X3": 0.78437, "Y3": 0.2418, "X4": 0.75876, "Y4": 0.2418, "page": 0, "Index": 51}, {"Word": "uses", "Confidence": 0.982, "X1": 0.78841, "Y1": 0.2302, "X2": 0.82075, "Y2": 0.23, "X3": 0.81941, "Y3": 0.2418, "X4": 0.78841, "Y4": 0.2418, "page": 0, "Index": 52}, {"Word": "sex", "Confidence": 0.998, "X1": 0.82345, "Y1": 0.2312, "X2": 0.84771, "Y2": 0.231, "X3": 0.84771, "Y3": 0.2428, "X4": 0.82345, "Y4": 0.2418, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.998, "X1": 0.85175, "Y1": 0.2312, "X2": 0.86658, "Y2": 0.231, "X3": 0.86658, "Y3": 0.2428, "X4": 0.8504, "Y4": 0.2428, "page": 0, "Index": 54}, {"Word": "get", "Confidence": 0.998, "X1": 0.87062, "Y1": 0.2312, "X2": 0.89488, "Y2": 0.231, "X3": 0.89488, "Y3": 0.2428, "X4": 0.86927, "Y4": 0.2428, "page": 0, "Index": 55}, {"Word": "WHAT", "Confidence": 0.989, "X1": 0.2655, "Y1": 0.2372, "X2": 0.30997, "Y2": 0.237, "X3": 0.30997, "Y3": 0.2488, "X4": 0.26685, "Y4": 0.2488, "page": 0, "Index": 56}, {"Word": "JANET", "Confidence": 0.996, "X1": 0.31402, "Y1": 0.2372, "X2": 0.36119, "Y2": 0.237, "X3": 0.36119, "Y3": 0.2488, "X4": 0.31402, "Y4": 0.2488, "page": 0, "Index": 57}, {"Word": "SAID", "Confidence": 0.954, "X1": 0.36523, "Y1": 0.2372, "X2": 0.39892, "Y2": 0.237, "X3": 0.39892, "Y3": 0.2488, "X4": 0.36523, "Y4": 0.2488, "page": 0, "Index": 58}, {"Word": "on", "Confidence": 0.997, "X1": 0.40431, "Y1": 0.2372, "X2": 0.42318, "Y2": 0.237, "X3": 0.42318, "Y3": 0.2488, "X4": 0.40431, "Y4": 0.2488, "page": 0, "Index": 59}, {"Word": "\"Oprah\"", "Confidence": 0.955, "X1": 0.42857, "Y1": 0.2372, "X2": 0.49057, "Y2": 0.237, "X3": 0.49057, "Y3": 0.2488, "X4": 0.42857, "Y4": 0.2488, "page": 0, "Index": 60}, {"Word": "enraged", "Confidence": 0.994, "X1": 0.49326, "Y1": 0.2382, "X2": 0.55795, "Y2": 0.238, "X3": 0.55795, "Y3": 0.2488, "X4": 0.49326, "Y4": 0.2488, "page": 0, "Index": 61}, {"Word": "her", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.2382, "X2": 0.5903, "Y2": 0.238, "X3": 0.5903, "Y3": 0.2488, "X4": 0.56199, "Y4": 0.2488, "page": 0, "Index": 62}, {"Word": "husband.", "Confidence": 0.933, "X1": 0.59299, "Y1": 0.2382, "X2": 0.66712, "Y2": 0.238, "X3": 0.66712, "Y3": 0.2488, "X4": 0.59299, "Y4": 0.2488, "page": 0, "Index": 63}, {"Word": "what", "Confidence": 0.908, "X1": 0.69811, "Y1": 0.2432, "X2": 0.73585, "Y2": 0.243, "X3": 0.7345, "Y3": 0.2548, "X4": 0.69677, "Y4": 0.2538, "page": 0, "Index": 64}, {"Word": "she", "Confidence": 0.998, "X1": 0.73854, "Y1": 0.2432, "X2": 0.76415, "Y2": 0.243, "X3": 0.7628, "Y3": 0.2548, "X4": 0.7372, "Y4": 0.2548, "page": 0, "Index": 65}, {"Word": "wants", "Confidence": 0.997, "X1": 0.76685, "Y1": 0.2432, "X2": 0.81132, "Y2": 0.243, "X3": 0.81132, "Y3": 0.2558, "X4": 0.76685, "Y4": 0.2548, "page": 0, "Index": 66}, {"Word": "-", "Confidence": 0.884, "X1": 0.81536, "Y1": 0.2432, "X2": 0.8248, "Y2": 0.243, "X3": 0.82345, "Y3": 0.2558, "X4": 0.81402, "Y4": 0.2558, "page": 0, "Index": 67}, {"Word": "plus", "Confidence": 0.972, "X1": 0.83558, "Y1": 0.2432, "X2": 0.86523, "Y2": 0.243, "X3": 0.86388, "Y3": 0.2558, "X4": 0.83423, "Y4": 0.2558, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.997, "X1": 0.86792, "Y1": 0.2432, "X2": 0.89488, "Y2": 0.243, "X3": 0.89353, "Y3": 0.2568, "X4": 0.86792, "Y4": 0.2558, "page": 0, "Index": 69}, {"Word": "surprising", "Confidence": 0.69, "X1": 0.69811, "Y1": 0.2552, "X2": 0.77089, "Y2": 0.255, "X3": 0.77089, "Y3": 0.2678, "X4": 0.69811, "Y4": 0.2678, "page": 0, "Index": 70}, {"Word": "list", "Confidence": 0.984, "X1": 0.77493, "Y1": 0.2552, "X2": 0.7965, "Y2": 0.255, "X3": 0.7965, "Y3": 0.2678, "X4": 0.77358, "Y4": 0.2678, "page": 0, "Index": 71}, {"Word": "of", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.2552, "X2": 0.81402, "Y2": 0.255, "X3": 0.81402, "Y3": 0.2678, "X4": 0.79919, "Y4": 0.2678, "page": 0, "Index": 72}, {"Word": "Hollywood", "Confidence": 0.883, "X1": 0.81806, "Y1": 0.2552, "X2": 0.89218, "Y2": 0.255, "X3": 0.89218, "Y3": 0.2678, "X4": 0.81671, "Y4": 0.2678, "page": 0, "Index": 73}, {"Word": "bedded.\"", "Confidence": 0.709, "X1": 0.80054, "Y1": 0.2662, "X2": 0.86523, "Y2": 0.266, "X3": 0.86523, "Y3": 0.2778, "X4": 0.80054, "Y4": 0.2798, "page": 0, "Index": 74}, {"Word": "their", "Confidence": 0.996, "X1": 0.26819, "Y1": 0.2672, "X2": 0.30593, "Y2": 0.267, "X3": 0.30593, "Y3": 0.2798, "X4": 0.26819, "Y4": 0.2798, "page": 0, "Index": 75}, {"Word": "$6", "Confidence": 0.903, "X1": 0.31267, "Y1": 0.2682, "X2": 0.33154, "Y2": 0.268, "X3": 0.33154, "Y3": 0.2798, "X4": 0.31267, "Y4": 0.2798, "page": 0, "Index": 76}, {"Word": "million", "Confidence": 0.954, "X1": 0.33827, "Y1": 0.2682, "X2": 0.38949, "Y2": 0.268, "X3": 0.38814, "Y3": 0.2798, "X4": 0.33827, "Y4": 0.2798, "page": 0, "Index": 77}, {"Word": "house", "Confidence": 0.993, "X1": 0.39623, "Y1": 0.2682, "X2": 0.44205, "Y2": 0.268, "X3": 0.44205, "Y3": 0.2808, "X4": 0.39623, "Y4": 0.2798, "page": 0, "Index": 78}, {"Word": "to", "Confidence": 0.998, "X1": 0.45013, "Y1": 0.2692, "X2": 0.46631, "Y2": 0.269, "X3": 0.46496, "Y3": 0.2808, "X4": 0.44879, "Y4": 0.2808, "page": 0, "Index": 79}, {"Word": "him", "Confidence": 0.998, "X1": 0.48248, "Y1": 0.2672, "X2": 0.50809, "Y2": 0.267, "X3": 0.50809, "Y3": 0.2798, "X4": 0.48248, "Y4": 0.2798, "page": 0, "Index": 80}, {"Word": "clean", "Confidence": 0.891, "X1": 0.52156, "Y1": 0.2672, "X2": 0.56199, "Y2": 0.267, "X3": 0.56199, "Y3": 0.2798, "X4": 0.52156, "Y4": 0.2798, "page": 0, "Index": 81}, {"Word": "her", "Confidence": 0.998, "X1": 0.57143, "Y1": 0.2672, "X2": 0.60108, "Y2": 0.267, "X3": 0.59973, "Y3": 0.2808, "X4": 0.57143, "Y4": 0.2798, "page": 0, "Index": 82}, {"Word": "out,\"", "Confidence": 0.823, "X1": 0.60782, "Y1": 0.2672, "X2": 0.64825, "Y2": 0.267, "X3": 0.6469, "Y3": 0.2808, "X4": 0.60782, "Y4": 0.2808, "page": 0, "Index": 83}, {"Word": "dis-", "Confidence": 0.981, "X1": 0.65364, "Y1": 0.2672, "X2": 0.68329, "Y2": 0.267, "X3": 0.68194, "Y3": 0.2808, "X4": 0.65229, "Y4": 0.2808, "page": 0, "Index": 84}, {"Word": "men", "Confidence": 0.995, "X1": 0.70081, "Y1": 0.2692, "X2": 0.73046, "Y2": 0.269, "X3": 0.72911, "Y3": 0.2798, "X4": 0.69946, "Y4": 0.2798, "page": 0, "Index": 85}, {"Word": "Janet", "Confidence": 0.991, "X1": 0.73315, "Y1": 0.2682, "X2": 0.77089, "Y2": 0.268, "X3": 0.76954, "Y3": 0.2808, "X4": 0.73315, "Y4": 0.2798, "page": 0, "Index": 86}, {"Word": "has", "Confidence": 0.998, "X1": 0.77358, "Y1": 0.2682, "X2": 0.79784, "Y2": 0.268, "X3": 0.7965, "Y3": 0.2798, "X4": 0.77224, "Y4": 0.2808, "page": 0, "Index": 87}, {"Word": "take", "Confidence": 0.988, "X1": 0.27089, "Y1": 0.2802, "X2": 0.30054, "Y2": 0.28, "X3": 0.30054, "Y3": 0.2918, "X4": 0.27089, "Y4": 0.2918, "page": 0, "Index": 88}, {"Word": "a", "Confidence": 0.991, "X1": 0.30458, "Y1": 0.2802, "X2": 0.31402, "Y2": 0.28, "X3": 0.31402, "Y3": 0.2918, "X4": 0.30458, "Y4": 0.2918, "page": 0, "Index": 89}, {"Word": "hike.", "Confidence": 0.963, "X1": 0.31806, "Y1": 0.2802, "X2": 0.35445, "Y2": 0.28, "X3": 0.3531, "Y3": 0.2918, "X4": 0.31806, "Y4": 0.2918, "page": 0, "Index": 90}, {"Word": "He", "Confidence": 0.994, "X1": 0.35714, "Y1": 0.2802, "X2": 0.38005, "Y2": 0.28, "X3": 0.37871, "Y3": 0.2918, "X4": 0.35714, "Y4": 0.2918, "page": 0, "Index": 91}, {"Word": "turned", "Confidence": 0.885, "X1": 0.38275, "Y1": 0.2802, "X2": 0.43531, "Y2": 0.28, "X3": 0.43396, "Y3": 0.2918, "X4": 0.38275, "Y4": 0.2918, "page": 0, "Index": 92}, {"Word": "her", "Confidence": 0.994, "X1": 0.43801, "Y1": 0.2802, "X2": 0.46631, "Y2": 0.28, "X3": 0.46496, "Y3": 0.2918, "X4": 0.43666, "Y4": 0.2918, "page": 0, "Index": 93}, {"Word": "closed", "Confidence": 0.955, "X1": 0.48248, "Y1": 0.2802, "X2": 0.5283, "Y2": 0.28, "X3": 0.5283, "Y3": 0.2918, "X4": 0.48248, "Y4": 0.2918, "page": 0, "Index": 94}, {"Word": "the", "Confidence": 0.998, "X1": 0.531, "Y1": 0.2802, "X2": 0.55526, "Y2": 0.28, "X3": 0.55526, "Y3": 0.2918, "X4": 0.531, "Y4": 0.2918, "page": 0, "Index": 95}, {"Word": "source.", "Confidence": 0.955, "X1": 0.5593, "Y1": 0.2822, "X2": 0.61456, "Y2": 0.282, "X3": 0.61321, "Y3": 0.2928, "X4": 0.55795, "Y4": 0.2918, "page": 0, "Index": 96}, {"Word": "Rene", "Confidence": 0.987, "X1": 0.71429, "Y1": 0.2812, "X2": 0.75337, "Y2": 0.281, "X3": 0.75202, "Y3": 0.2928, "X4": 0.71429, "Y4": 0.2918, "page": 0, "Index": 97}, {"Word": "also", "Confidence": 0.941, "X1": 0.75741, "Y1": 0.2812, "X2": 0.78841, "Y2": 0.281, "X3": 0.78706, "Y3": 0.2928, "X4": 0.75606, "Y4": 0.2928, "page": 0, "Index": 98}, {"Word": "says", "Confidence": 0.952, "X1": 0.79245, "Y1": 0.2812, "X2": 0.82884, "Y2": 0.281, "X3": 0.82749, "Y3": 0.2938, "X4": 0.79111, "Y4": 0.2938, "page": 0, "Index": 99}, {"Word": "what", "Confidence": 0.988, "X1": 0.83154, "Y1": 0.2812, "X2": 0.86927, "Y2": 0.281, "X3": 0.86927, "Y3": 0.2928, "X4": 0.83019, "Y4": 0.2938, "page": 0, "Index": 100}, {"Word": "he", "Confidence": 0.348, "X1": 0.87332, "Y1": 0.2812, "X2": 0.89353, "Y2": 0.281, "X3": 0.89218, "Y3": 0.2928, "X4": 0.87197, "Y4": 0.2928, "page": 0, "Index": 101}, {"Word": "down", "Confidence": 0.991, "X1": 0.26954, "Y1": 0.2932, "X2": 0.30593, "Y2": 0.293, "X3": 0.30458, "Y3": 0.3058, "X4": 0.26954, "Y4": 0.3058, "page": 0, "Index": 102}, {"Word": "then.", "Confidence": 0.955, "X1": 0.30863, "Y1": 0.2932, "X2": 0.34367, "Y2": 0.293, "X3": 0.34367, "Y3": 0.3048, "X4": 0.30863, "Y4": 0.3058, "page": 0, "Index": 103}, {"Word": "And", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.2932, "X2": 0.37466, "Y2": 0.293, "X3": 0.37466, "Y3": 0.3048, "X4": 0.34636, "Y4": 0.3048, "page": 0, "Index": 104}, {"Word": "now,", "Confidence": 0.97, "X1": 0.37871, "Y1": 0.2932, "X2": 0.4097, "Y2": 0.293, "X3": 0.40836, "Y3": 0.3048, "X4": 0.37736, "Y4": 0.3048, "page": 0, "Index": 105}, {"Word": "\"it's", "Confidence": 0.933, "X1": 0.4124, "Y1": 0.2942, "X2": 0.43666, "Y2": 0.294, "X3": 0.43666, "Y3": 0.3058, "X4": 0.41105, "Y4": 0.3048, "page": 0, "Index": 106}, {"Word": "not", "Confidence": 0.996, "X1": 0.4407, "Y1": 0.2942, "X2": 0.46765, "Y2": 0.294, "X3": 0.46631, "Y3": 0.3058, "X4": 0.43935, "Y4": 0.3058, "page": 0, "Index": 107}, {"Word": "\"If", "Confidence": 0.725, "X1": 0.5, "Y1": 0.2932, "X2": 0.52156, "Y2": 0.293, "X3": 0.52156, "Y3": 0.3048, "X4": 0.49865, "Y4": 0.3038, "page": 0, "Index": 108}, {"Word": "Janet", "Confidence": 0.997, "X1": 0.52695, "Y1": 0.2932, "X2": 0.57143, "Y2": 0.293, "X3": 0.57143, "Y3": 0.3048, "X4": 0.52695, "Y4": 0.3048, "page": 0, "Index": 109}, {"Word": "doesn't", "Confidence": 0.991, "X1": 0.57951, "Y1": 0.2922, "X2": 0.63747, "Y2": 0.292, "X3": 0.63612, "Y3": 0.3058, "X4": 0.57817, "Y4": 0.3058, "page": 0, "Index": 110}, {"Word": "hand", "Confidence": 0.988, "X1": 0.64151, "Y1": 0.2922, "X2": 0.68059, "Y2": 0.292, "X3": 0.68059, "Y3": 0.3058, "X4": 0.64151, "Y4": 0.3058, "page": 0, "Index": 111}, {"Word": "knows", "Confidence": 0.994, "X1": 0.69677, "Y1": 0.2942, "X2": 0.74394, "Y2": 0.294, "X3": 0.74394, "Y3": 0.3058, "X4": 0.69677, "Y4": 0.3058, "page": 0, "Index": 112}, {"Word": "about", "Confidence": 0.997, "X1": 0.74663, "Y1": 0.2942, "X2": 0.78841, "Y2": 0.294, "X3": 0.78706, "Y3": 0.3058, "X4": 0.74663, "Y4": 0.3058, "page": 0, "Index": 113}, {"Word": "other", "Confidence": 0.996, "X1": 0.79111, "Y1": 0.2942, "X2": 0.83019, "Y2": 0.294, "X3": 0.83019, "Y3": 0.3058, "X4": 0.79111, "Y4": 0.3058, "page": 0, "Index": 114}, {"Word": "Jackson", "Confidence": 0.969, "X1": 0.83423, "Y1": 0.2942, "X2": 0.89218, "Y2": 0.294, "X3": 0.89084, "Y3": 0.3058, "X4": 0.83288, "Y4": 0.3058, "page": 0, "Index": 115}, {"Word": "a", "Confidence": 0.998, "X1": 0.38275, "Y1": 0.3062, "X2": 0.38949, "Y2": 0.306, "X3": 0.38949, "Y3": 0.3178, "X4": 0.38275, "Y4": 0.3188, "page": 0, "Index": 116}, {"Word": "friend.", "Confidence": 0.944, "X1": 0.39353, "Y1": 0.3062, "X2": 0.44205, "Y2": 0.306, "X3": 0.44205, "Y3": 0.3178, "X4": 0.39218, "Y4": 0.3178, "page": 0, "Index": 117}, {"Word": "will", "Confidence": 0.979, "X1": 0.81941, "Y1": 0.3062, "X2": 0.84501, "Y2": 0.306, "X3": 0.84501, "Y3": 0.3178, "X4": 0.81941, "Y4": 0.3188, "page": 0, "Index": 118}, {"Word": "shock", "Confidence": 0.997, "X1": 0.84906, "Y1": 0.3062, "X2": 0.89218, "Y2": 0.306, "X3": 0.89084, "Y3": 0.3178, "X4": 0.84771, "Y4": 0.3178, "page": 0, "Index": 119}, {"Word": "even", "Confidence": 0.998, "X1": 0.26819, "Y1": 0.3062, "X2": 0.30054, "Y2": 0.306, "X3": 0.29919, "Y3": 0.3188, "X4": 0.26685, "Y4": 0.3188, "page": 0, "Index": 120}, {"Word": "close,\"", "Confidence": 0.806, "X1": 0.30323, "Y1": 0.3062, "X2": 0.34906, "Y2": 0.306, "X3": 0.34771, "Y3": 0.3188, "X4": 0.30323, "Y4": 0.3188, "page": 0, "Index": 121}, {"Word": "said", "Confidence": 0.902, "X1": 0.35175, "Y1": 0.3062, "X2": 0.38005, "Y2": 0.306, "X3": 0.37871, "Y3": 0.3188, "X4": 0.3504, "Y4": 0.3188, "page": 0, "Index": 122}, {"Word": "over", "Confidence": 0.991, "X1": 0.48652, "Y1": 0.3062, "X2": 0.51752, "Y2": 0.306, "X3": 0.51617, "Y3": 0.3188, "X4": 0.48518, "Y4": 0.3198, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.998, "X1": 0.52561, "Y1": 0.3062, "X2": 0.55256, "Y2": 0.306, "X3": 0.55256, "Y3": 0.3188, "X4": 0.52561, "Y4": 0.3188, "page": 0, "Index": 124}, {"Word": "money,", "Confidence": 0.991, "X1": 0.56065, "Y1": 0.3062, "X2": 0.61995, "Y2": 0.306, "X3": 0.6186, "Y3": 0.3188, "X4": 0.56065, "Y4": 0.3178, "page": 0, "Index": 125}, {"Word": "though,", "Confidence": 0.955, "X1": 0.62264, "Y1": 0.3072, "X2": 0.68059, "Y2": 0.307, "X3": 0.67925, "Y3": 0.3198, "X4": 0.62264, "Y4": 0.3188, "page": 0, "Index": 126}, {"Word": "family", "Confidence": 0.995, "X1": 0.69811, "Y1": 0.3062, "X2": 0.74259, "Y2": 0.306, "X3": 0.74259, "Y3": 0.3188, "X4": 0.69811, "Y4": 0.3188, "page": 0, "Index": 127}, {"Word": "members", "Confidence": 0.995, "X1": 0.74663, "Y1": 0.3062, "X2": 0.81536, "Y2": 0.306, "X3": 0.81536, "Y3": 0.3188, "X4": 0.74663, "Y4": 0.3188, "page": 0, "Index": 128}, {"Word": "\"There", "Confidence": 0.916, "X1": 0.28032, "Y1": 0.3192, "X2": 0.33693, "Y2": 0.319, "X3": 0.33693, "Y3": 0.3318, "X4": 0.28032, "Y4": 0.3298, "page": 0, "Index": 129}, {"Word": "is", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.3192, "X2": 0.36119, "Y2": 0.319, "X3": 0.36119, "Y3": 0.3318, "X4": 0.34367, "Y4": 0.3318, "page": 0, "Index": 130}, {"Word": "a", "Confidence": 0.995, "X1": 0.36792, "Y1": 0.3192, "X2": 0.37736, "Y2": 0.319, "X3": 0.37736, "Y3": 0.3318, "X4": 0.36792, "Y4": 0.3318, "page": 0, "Index": 131}, {"Word": "prenuptial", "Confidence": 0.97, "X1": 0.38544, "Y1": 0.3192, "X2": 0.469, "Y2": 0.319, "X3": 0.469, "Y3": 0.3308, "X4": 0.38544, "Y4": 0.3318, "page": 0, "Index": 132}, {"Word": "Rene", "Confidence": 0.813, "X1": 0.48248, "Y1": 0.3182, "X2": 0.52291, "Y2": 0.318, "X3": 0.52156, "Y3": 0.3308, "X4": 0.48248, "Y4": 0.3308, "page": 0, "Index": 133}, {"Word": "will", "Confidence": 0.989, "X1": 0.52965, "Y1": 0.3182, "X2": 0.56065, "Y2": 0.318, "X3": 0.5593, "Y3": 0.3308, "X4": 0.5283, "Y4": 0.3308, "page": 0, "Index": 134}, {"Word": "find", "Confidence": 0.983, "X1": 0.56469, "Y1": 0.3192, "X2": 0.59569, "Y2": 0.319, "X3": 0.59434, "Y3": 0.3318, "X4": 0.56334, "Y4": 0.3308, "page": 0, "Index": 135}, {"Word": "a", "Confidence": 0.998, "X1": 0.60377, "Y1": 0.3192, "X2": 0.61321, "Y2": 0.319, "X3": 0.61186, "Y3": 0.3318, "X4": 0.60243, "Y4": 0.3318, "page": 0, "Index": 136}, {"Word": "creative", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.3192, "X2": 0.68329, "Y2": 0.319, "X3": 0.68194, "Y3": 0.3308, "X4": 0.6186, "Y4": 0.3318, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.998, "X1": 0.69811, "Y1": 0.3192, "X2": 0.72372, "Y2": 0.319, "X3": 0.72372, "Y3": 0.3318, "X4": 0.69677, "Y4": 0.3318, "page": 0, "Index": 138}, {"Word": "rest", "Confidence": 0.983, "X1": 0.72776, "Y1": 0.3192, "X2": 0.75741, "Y2": 0.319, "X3": 0.75606, "Y3": 0.3318, "X4": 0.72642, "Y4": 0.3318, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.76011, "Y1": 0.3192, "X2": 0.77763, "Y2": 0.319, "X3": 0.77763, "Y3": 0.3318, "X4": 0.76011, "Y4": 0.3318, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.998, "X1": 0.78167, "Y1": 0.3192, "X2": 0.80593, "Y2": 0.319, "X3": 0.80593, "Y3": 0.3318, "X4": 0.78032, "Y4": 0.3318, "page": 0, "Index": 141}, {"Word": "world.", "Confidence": 0.971, "X1": 0.80997, "Y1": 0.3192, "X2": 0.85984, "Y2": 0.319, "X3": 0.85849, "Y3": 0.3318, "X4": 0.80997, "Y4": 0.3318, "page": 0, "Index": 142}, {"Word": "The", "Confidence": 0.998, "X1": 0.86253, "Y1": 0.3192, "X2": 0.89353, "Y2": 0.319, "X3": 0.89353, "Y3": 0.3318, "X4": 0.86253, "Y4": 0.3318, "page": 0, "Index": 143}, {"Word": "agreement,\"", "Confidence": 0.847, "X1": 0.27089, "Y1": 0.3312, "X2": 0.36119, "Y2": 0.331, "X3": 0.35984, "Y3": 0.3438, "X4": 0.27089, "Y4": 0.3448, "page": 0, "Index": 144}, {"Word": "disclosed", "Confidence": 0.991, "X1": 0.39623, "Y1": 0.3322, "X2": 0.46361, "Y2": 0.332, "X3": 0.46361, "Y3": 0.3448, "X4": 0.39488, "Y4": 0.3448, "page": 0, "Index": 145}, {"Word": "way", "Confidence": 0.998, "X1": 0.48518, "Y1": 0.3322, "X2": 0.51348, "Y2": 0.332, "X3": 0.51213, "Y3": 0.3448, "X4": 0.48383, "Y4": 0.3448, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.998, "X1": 0.51752, "Y1": 0.3322, "X2": 0.53504, "Y2": 0.332, "X3": 0.53369, "Y3": 0.3448, "X4": 0.51617, "Y4": 0.3448, "page": 0, "Index": 147}, {"Word": "get", "Confidence": 0.998, "X1": 0.53774, "Y1": 0.3322, "X2": 0.56334, "Y2": 0.332, "X3": 0.56334, "Y3": 0.3448, "X4": 0.53774, "Y4": 0.3448, "page": 0, "Index": 148}, {"Word": "the", "Confidence": 0.998, "X1": 0.56739, "Y1": 0.3322, "X2": 0.59299, "Y2": 0.332, "X3": 0.59299, "Y3": 0.3448, "X4": 0.56739, "Y4": 0.3448, "page": 0, "Index": 149}, {"Word": "millions", "Confidence": 0.994, "X1": 0.59704, "Y1": 0.3322, "X2": 0.65768, "Y2": 0.332, "X3": 0.65768, "Y3": 0.3448, "X4": 0.59569, "Y4": 0.3448, "page": 0, "Index": 150}, {"Word": "he", "Confidence": 0.963, "X1": 0.66173, "Y1": 0.3322, "X2": 0.68194, "Y2": 0.332, "X3": 0.68194, "Y3": 0.3448, "X4": 0.66038, "Y4": 0.3448, "page": 0, "Index": 151}, {"Word": "Jackson", "Confidence": 0.671, "X1": 0.69946, "Y1": 0.3322, "X2": 0.76011, "Y2": 0.332, "X3": 0.75876, "Y3": 0.3448, "X4": 0.69811, "Y4": 0.3448, "page": 0, "Index": 152}, {"Word": "familly's", "Confidence": 0.617, "X1": 0.76819, "Y1": 0.3322, "X2": 0.82884, "Y2": 0.332, "X3": 0.82749, "Y3": 0.3448, "X4": 0.76685, "Y4": 0.3448, "page": 0, "Index": 153}, {"Word": "reputa-", "Confidence": 0.991, "X1": 0.83558, "Y1": 0.3332, "X2": 0.89353, "Y2": 0.333, "X3": 0.89218, "Y3": 0.3438, "X4": 0.83423, "Y4": 0.3448, "page": 0, "Index": 154}, {"Word": "Rene's", "Confidence": 0.993, "X1": 0.26954, "Y1": 0.3452, "X2": 0.31941, "Y2": 0.345, "X3": 0.31941, "Y3": 0.3578, "X4": 0.26954, "Y4": 0.3568, "page": 0, "Index": 155}, {"Word": "thinks", "Confidence": 0.994, "X1": 0.48248, "Y1": 0.3452, "X2": 0.52695, "Y2": 0.345, "X3": 0.52695, "Y3": 0.3578, "X4": 0.48248, "Y4": 0.3568, "page": 0, "Index": 156}, {"Word": "he", "Confidence": 0.998, "X1": 0.531, "Y1": 0.3452, "X2": 0.54852, "Y2": 0.345, "X3": 0.54717, "Y3": 0.3578, "X4": 0.52965, "Y4": 0.3578, "page": 0, "Index": 157}, {"Word": "deserves.\"", "Confidence": 0.973, "X1": 0.55121, "Y1": 0.3452, "X2": 0.62938, "Y2": 0.345, "X3": 0.62803, "Y3": 0.3558, "X4": 0.54987, "Y4": 0.3578, "page": 0, "Index": 158}, {"Word": "tion", "Confidence": 0.932, "X1": 0.69946, "Y1": 0.3452, "X2": 0.72776, "Y2": 0.345, "X3": 0.72642, "Y3": 0.3578, "X4": 0.69946, "Y4": 0.3578, "page": 0, "Index": 159}, {"Word": "may", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.3452, "X2": 0.76011, "Y2": 0.345, "X3": 0.76011, "Y3": 0.3578, "X4": 0.72911, "Y4": 0.3578, "page": 0, "Index": 160}, {"Word": "be", "Confidence": 0.998, "X1": 0.76415, "Y1": 0.3452, "X2": 0.77898, "Y2": 0.345, "X3": 0.77898, "Y3": 0.3578, "X4": 0.7628, "Y4": 0.3578, "page": 0, "Index": 161}, {"Word": "incredibly", "Confidence": 0.885, "X1": 0.78302, "Y1": 0.3452, "X2": 0.85714, "Y2": 0.345, "X3": 0.85714, "Y3": 0.3578, "X4": 0.78167, "Y4": 0.3578, "page": 0, "Index": 162}, {"Word": "frail", "Confidence": 0.958, "X1": 0.86119, "Y1": 0.3452, "X2": 0.89488, "Y2": 0.345, "X3": 0.89488, "Y3": 0.3568, "X4": 0.85984, "Y4": 0.3578, "page": 0, "Index": 163}, {"Word": "attorney", "Confidence": 0.994, "X1": 0.33019, "Y1": 0.3452, "X2": 0.39488, "Y2": 0.345, "X3": 0.39488, "Y3": 0.3588, "X4": 0.33019, "Y4": 0.3578, "page": 0, "Index": 164}, {"Word": "Manley", "Confidence": 0.974, "X1": 0.40836, "Y1": 0.3442, "X2": 0.46631, "Y2": 0.344, "X3": 0.46496, "Y3": 0.3588, "X4": 0.40836, "Y4": 0.3588, "page": 0, "Index": 165}, {"Word": "Preid.", "Confidence": 0.872, "X1": 0.26819, "Y1": 0.3562, "X2": 0.31536, "Y2": 0.356, "X3": 0.31402, "Y3": 0.3688, "X4": 0.26819, "Y4": 0.3678, "page": 0, "Index": 166}, {"Word": "Although", "Confidence": 0.995, "X1": 0.4973, "Y1": 0.3572, "X2": 0.56739, "Y2": 0.357, "X3": 0.56604, "Y3": 0.3698, "X4": 0.4973, "Y4": 0.3708, "page": 0, "Index": 167}, {"Word": "Rene", "Confidence": 0.604, "X1": 0.57008, "Y1": 0.3582, "X2": 0.60916, "Y2": 0.358, "X3": 0.60916, "Y3": 0.3698, "X4": 0.57008, "Y4": 0.3698, "page": 0, "Index": 168}, {"Word": "has", "Confidence": 0.998, "X1": 0.61321, "Y1": 0.3582, "X2": 0.64151, "Y2": 0.358, "X3": 0.64151, "Y3": 0.3698, "X4": 0.61186, "Y4": 0.3698, "page": 0, "Index": 169}, {"Word": "stat-", "Confidence": 0.802, "X1": 0.6442, "Y1": 0.3582, "X2": 0.68464, "Y2": 0.358, "X3": 0.68329, "Y3": 0.3708, "X4": 0.6442, "Y4": 0.3698, "page": 0, "Index": 170}, {"Word": "after", "Confidence": 0.632, "X1": 0.69811, "Y1": 0.3582, "X2": 0.73315, "Y2": 0.358, "X3": 0.73315, "Y3": 0.3708, "X4": 0.69811, "Y4": 0.3708, "page": 0, "Index": 171}, {"Word": "years", "Confidence": 0.996, "X1": 0.7372, "Y1": 0.3582, "X2": 0.77493, "Y2": 0.358, "X3": 0.77493, "Y3": 0.3708, "X4": 0.73585, "Y4": 0.3708, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.77898, "Y1": 0.3582, "X2": 0.79245, "Y2": 0.358, "X3": 0.79245, "Y3": 0.3708, "X4": 0.77763, "Y4": 0.3708, "page": 0, "Index": 173}, {"Word": "scandal,", "Confidence": 0.675, "X1": 0.7965, "Y1": 0.3582, "X2": 0.85714, "Y2": 0.358, "X3": 0.8558, "Y3": 0.3698, "X4": 0.79515, "Y4": 0.3708, "page": 0, "Index": 174}, {"Word": "\"but", "Confidence": 0.962, "X1": 0.85984, "Y1": 0.3582, "X2": 0.89488, "Y2": 0.358, "X3": 0.89353, "Y3": 0.3698, "X4": 0.85849, "Y4": 0.3698, "page": 0, "Index": 175}, {"Word": "\"However,", "Confidence": 0.642, "X1": 0.28167, "Y1": 0.3702, "X2": 0.35714, "Y2": 0.37, "X3": 0.35714, "Y3": 0.3828, "X4": 0.28032, "Y4": 0.3808, "page": 0, "Index": 176}, {"Word": "California", "Confidence": 0.991, "X1": 0.36119, "Y1": 0.3702, "X2": 0.43396, "Y2": 0.37, "X3": 0.43396, "Y3": 0.3838, "X4": 0.35984, "Y4": 0.3828, "page": 0, "Index": 177}, {"Word": "is", "Confidence": 0.998, "X1": 0.43801, "Y1": 0.3702, "X2": 0.45148, "Y2": 0.37, "X3": 0.45013, "Y3": 0.3838, "X4": 0.43801, "Y4": 0.3838, "page": 0, "Index": 178}, {"Word": "a", "Confidence": 0.997, "X1": 0.45418, "Y1": 0.3702, "X2": 0.46496, "Y2": 0.37, "X3": 0.46361, "Y3": 0.3838, "X4": 0.45418, "Y4": 0.3838, "page": 0, "Index": 179}, {"Word": "ed", "Confidence": 0.997, "X1": 0.48383, "Y1": 0.3702, "X2": 0.50135, "Y2": 0.37, "X3": 0.50135, "Y3": 0.3838, "X4": 0.48383, "Y4": 0.3838, "page": 0, "Index": 180}, {"Word": "publicly", "Confidence": 0.667, "X1": 0.50809, "Y1": 0.3702, "X2": 0.57143, "Y2": 0.37, "X3": 0.57008, "Y3": 0.3838, "X4": 0.50674, "Y4": 0.3838, "page": 0, "Index": 181}, {"Word": "that", "Confidence": 0.987, "X1": 0.57547, "Y1": 0.3702, "X2": 0.61186, "Y2": 0.37, "X3": 0.61186, "Y3": 0.3828, "X4": 0.57547, "Y4": 0.3838, "page": 0, "Index": 182}, {"Word": "Janet", "Confidence": 0.995, "X1": 0.61725, "Y1": 0.3712, "X2": 0.66173, "Y2": 0.371, "X3": 0.66173, "Y3": 0.3828, "X4": 0.61725, "Y4": 0.3828, "page": 0, "Index": 183}, {"Word": "is", "Confidence": 0.998, "X1": 0.66577, "Y1": 0.3712, "X2": 0.68194, "Y2": 0.371, "X3": 0.68059, "Y3": 0.3828, "X4": 0.66442, "Y4": 0.3828, "page": 0, "Index": 184}, {"Word": "Rene's", "Confidence": 0.886, "X1": 0.69811, "Y1": 0.3702, "X2": 0.74933, "Y2": 0.37, "X3": 0.74798, "Y3": 0.3828, "X4": 0.69811, "Y4": 0.3828, "page": 0, "Index": 185}, {"Word": "book", "Confidence": 0.988, "X1": 0.75337, "Y1": 0.3702, "X2": 0.78976, "Y2": 0.37, "X3": 0.78841, "Y3": 0.3828, "X4": 0.75202, "Y4": 0.3828, "page": 0, "Index": 186}, {"Word": "could", "Confidence": 0.981, "X1": 0.7965, "Y1": 0.3712, "X2": 0.83693, "Y2": 0.371, "X3": 0.83558, "Y3": 0.3828, "X4": 0.79515, "Y4": 0.3828, "page": 0, "Index": 187}, {"Word": "be", "Confidence": 0.998, "X1": 0.84367, "Y1": 0.3712, "X2": 0.86253, "Y2": 0.371, "X3": 0.86119, "Y3": 0.3828, "X4": 0.84097, "Y4": 0.3828, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.998, "X1": 0.86658, "Y1": 0.3722, "X2": 0.89353, "Y2": 0.372, "X3": 0.89218, "Y3": 0.3828, "X4": 0.86523, "Y4": 0.3828, "page": 0, "Index": 189}, {"Word": "community", "Confidence": 0.994, "X1": 0.26954, "Y1": 0.3842, "X2": 0.3504, "Y2": 0.384, "X3": 0.3504, "Y3": 0.3968, "X4": 0.26954, "Y4": 0.3958, "page": 0, "Index": 190}, {"Word": "property", "Confidence": 0.996, "X1": 0.3531, "Y1": 0.3852, "X2": 0.41914, "Y2": 0.385, "X3": 0.41914, "Y3": 0.3968, "X4": 0.3531, "Y4": 0.3968, "page": 0, "Index": 191}, {"Word": "state.", "Confidence": 0.993, "X1": 0.42183, "Y1": 0.3852, "X2": 0.46631, "Y2": 0.385, "X3": 0.46631, "Y3": 0.3968, "X4": 0.42183, "Y4": 0.3968, "page": 0, "Index": 192}, {"Word": "heterosexual.", "Confidence": 0.604, "X1": 0.48113, "Y1": 0.3842, "X2": 0.58895, "Y2": 0.384, "X3": 0.58895, "Y3": 0.3968, "X4": 0.48113, "Y4": 0.3958, "page": 0, "Index": 193}, {"Word": "last", "Confidence": 0.99, "X1": 0.59973, "Y1": 0.3842, "X2": 0.63073, "Y2": 0.384, "X3": 0.63073, "Y3": 0.3968, "X4": 0.59973, "Y4": 0.3968, "page": 0, "Index": 194}, {"Word": "year", "Confidence": 0.983, "X1": 0.64555, "Y1": 0.3842, "X2": 0.68059, "Y2": 0.384, "X3": 0.68059, "Y3": 0.3968, "X4": 0.6442, "Y4": 0.3968, "page": 0, "Index": 195}, {"Word": "final", "Confidence": 0.955, "X1": 0.69811, "Y1": 0.3832, "X2": 0.73585, "Y2": 0.383, "X3": 0.73585, "Y3": 0.3958, "X4": 0.69811, "Y4": 0.3958, "page": 0, "Index": 196}, {"Word": "nail", "Confidence": 0.708, "X1": 0.74124, "Y1": 0.3842, "X2": 0.77493, "Y2": 0.384, "X3": 0.77358, "Y3": 0.3968, "X4": 0.73989, "Y4": 0.3958, "page": 0, "Index": 197}, {"Word": "in", "Confidence": 0.998, "X1": 0.77763, "Y1": 0.3842, "X2": 0.79515, "Y2": 0.384, "X3": 0.7938, "Y3": 0.3968, "X4": 0.77763, "Y4": 0.3968, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.998, "X1": 0.80323, "Y1": 0.3842, "X2": 0.83019, "Y2": 0.384, "X3": 0.83019, "Y3": 0.3968, "X4": 0.80323, "Y4": 0.3968, "page": 0, "Index": 199}, {"Word": "coffin,\"", "Confidence": 0.664, "X1": 0.83827, "Y1": 0.3832, "X2": 0.89488, "Y2": 0.383, "X3": 0.89353, "Y3": 0.3958, "X4": 0.83693, "Y4": 0.3968, "page": 0, "Index": 200}, {"Word": "Much", "Confidence": 0.99, "X1": 0.26954, "Y1": 0.3972, "X2": 0.30997, "Y2": 0.397, "X3": 0.30863, "Y3": 0.4088, "X4": 0.26819, "Y4": 0.4088, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.31536, "Y1": 0.3972, "X2": 0.33288, "Y2": 0.397, "X3": 0.33288, "Y3": 0.4088, "X4": 0.31536, "Y4": 0.4088, "page": 0, "Index": 202}, {"Word": "their", "Confidence": 0.987, "X1": 0.33693, "Y1": 0.3972, "X2": 0.37601, "Y2": 0.397, "X3": 0.37601, "Y3": 0.4098, "X4": 0.33693, "Y4": 0.4088, "page": 0, "Index": 203}, {"Word": "wealth", "Confidence": 0.941, "X1": 0.3814, "Y1": 0.3972, "X2": 0.43127, "Y2": 0.397, "X3": 0.43127, "Y3": 0.4098, "X4": 0.3814, "Y4": 0.4098, "page": 0, "Index": 204}, {"Word": "has", "Confidence": 0.994, "X1": 0.43666, "Y1": 0.3972, "X2": 0.46496, "Y2": 0.397, "X3": 0.46631, "Y3": 0.4098, "X4": 0.43666, "Y4": 0.4098, "page": 0, "Index": 205}, {"Word": "The", "Confidence": 0.994, "X1": 0.48248, "Y1": 0.3962, "X2": 0.51213, "Y2": 0.396, "X3": 0.51348, "Y3": 0.4098, "X4": 0.48383, "Y4": 0.4098, "page": 0, "Index": 206}, {"Word": "ENQUIRER", "Confidence": 0.993, "X1": 0.52695, "Y1": 0.3962, "X2": 0.61725, "Y2": 0.396, "X3": 0.61725, "Y3": 0.4088, "X4": 0.52695, "Y4": 0.4088, "page": 0, "Index": 207}, {"Word": "broke", "Confidence": 0.998, "X1": 0.63477, "Y1": 0.3972, "X2": 0.68059, "Y2": 0.397, "X3": 0.68059, "Y3": 0.4088, "X4": 0.63477, "Y4": 0.4088, "page": 0, "Index": 208}, {"Word": "added", "Confidence": 0.997, "X1": 0.69811, "Y1": 0.3972, "X2": 0.74259, "Y2": 0.397, "X3": 0.74124, "Y3": 0.4088, "X4": 0.69811, "Y4": 0.4088, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.998, "X1": 0.74528, "Y1": 0.3972, "X2": 0.76954, "Y2": 0.397, "X3": 0.76819, "Y3": 0.4088, "X4": 0.74528, "Y4": 0.4088, "page": 0, "Index": 210}, {"Word": "source.", "Confidence": 0.941, "X1": 0.77224, "Y1": 0.3992, "X2": 0.82884, "Y2": 0.399, "X3": 0.82884, "Y3": 0.4098, "X4": 0.77224, "Y4": 0.4088, "page": 0, "Index": 211}, {"Word": "e", "Confidence": 0.882, "X1": 0.1779, "Y1": 0.4072, "X2": 0.19272, "Y2": 0.407, "X3": 0.19272, "Y3": 0.4258, "X4": 0.1779, "Y4": 0.4258, "page": 0, "Index": 212}, {"Word": "been", "Confidence": 0.982, "X1": 0.26954, "Y1": 0.4102, "X2": 0.30189, "Y2": 0.41, "X3": 0.30189, "Y3": 0.4228, "X4": 0.26819, "Y4": 0.4228, "page": 0, "Index": 213}, {"Word": "acquired", "Confidence": 0.808, "X1": 0.31267, "Y1": 0.4102, "X2": 0.37736, "Y2": 0.41, "X3": 0.37736, "Y3": 0.4228, "X4": 0.31267, "Y4": 0.4228, "page": 0, "Index": 214}, {"Word": "since", "Confidence": 0.997, "X1": 0.38814, "Y1": 0.4102, "X2": 0.42857, "Y2": 0.41, "X3": 0.42857, "Y3": 0.4228, "X4": 0.38814, "Y4": 0.4228, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.81, "X1": 0.43666, "Y1": 0.4102, "X2": 0.46496, "Y2": 0.41, "X3": 0.46496, "Y3": 0.4228, "X4": 0.43801, "Y4": 0.4228, "page": 0, "Index": 216}, {"Word": "the", "Confidence": 0.995, "X1": 0.48113, "Y1": 0.4102, "X2": 0.50809, "Y2": 0.41, "X3": 0.50943, "Y3": 0.4228, "X4": 0.48113, "Y4": 0.4228, "page": 0, "Index": 217}, {"Word": "news", "Confidence": 0.988, "X1": 0.52022, "Y1": 0.4102, "X2": 0.56334, "Y2": 0.41, "X3": 0.56334, "Y3": 0.4228, "X4": 0.52156, "Y4": 0.4228, "page": 0, "Index": 218}, {"Word": "that", "Confidence": 0.991, "X1": 0.57547, "Y1": 0.4102, "X2": 0.61051, "Y2": 0.41, "X3": 0.61051, "Y3": 0.4238, "X4": 0.57682, "Y4": 0.4238, "page": 0, "Index": 219}, {"Word": "to", "Confidence": 0.998, "X1": 0.62264, "Y1": 0.4102, "X2": 0.64016, "Y2": 0.41, "X3": 0.64016, "Y3": 0.4238, "X4": 0.62264, "Y4": 0.4238, "page": 0, "Index": 220}, {"Word": "get", "Confidence": 0.998, "X1": 0.65364, "Y1": 0.4102, "X2": 0.68194, "Y2": 0.41, "X3": 0.68194, "Y3": 0.4238, "X4": 0.65364, "Y4": 0.4238, "page": 0, "Index": 221}, {"Word": "\"Even", "Confidence": 0.991, "X1": 0.71429, "Y1": 0.4092, "X2": 0.75606, "Y2": 0.409, "X3": 0.75472, "Y3": 0.4218, "X4": 0.71429, "Y4": 0.4208, "page": 0, "Index": 222}, {"Word": "though", "Confidence": 0.996, "X1": 0.75876, "Y1": 0.4102, "X2": 0.81267, "Y2": 0.41, "X3": 0.81132, "Y3": 0.4228, "X4": 0.75876, "Y4": 0.4218, "page": 0, "Index": 223}, {"Word": "the", "Confidence": 0.961, "X1": 0.81536, "Y1": 0.4102, "X2": 0.83962, "Y2": 0.41, "X3": 0.83827, "Y3": 0.4228, "X4": 0.81402, "Y4": 0.4228, "page": 0, "Index": 224}, {"Word": "rest", "Confidence": 0.988, "X1": 0.84367, "Y1": 0.4102, "X2": 0.87332, "Y2": 0.41, "X3": 0.87062, "Y3": 0.4228, "X4": 0.84097, "Y4": 0.4228, "page": 0, "Index": 225}, {"Word": "of", "Confidence": 0.784, "X1": 0.87736, "Y1": 0.4102, "X2": 0.89488, "Y2": 0.41, "X3": 0.89353, "Y3": 0.4228, "X4": 0.87466, "Y4": 0.4228, "page": 0, "Index": 226}, {"Word": "marriage", "Confidence": 0.994, "X1": 0.26685, "Y1": 0.4232, "X2": 0.33423, "Y2": 0.423, "X3": 0.33288, "Y3": 0.4358, "X4": 0.2655, "Y4": 0.4358, "page": 0, "Index": 227}, {"Word": "-", "Confidence": 0.991, "X1": 0.33827, "Y1": 0.4232, "X2": 0.34771, "Y2": 0.423, "X3": 0.34636, "Y3": 0.4358, "X4": 0.33693, "Y4": 0.4358, "page": 0, "Index": 228}, {"Word": "and", "Confidence": 0.962, "X1": 0.35849, "Y1": 0.4232, "X2": 0.38544, "Y2": 0.423, "X3": 0.3841, "Y3": 0.4358, "X4": 0.35714, "Y4": 0.4358, "page": 0, "Index": 229}, {"Word": "is", "Confidence": 0.998, "X1": 0.38814, "Y1": 0.4232, "X2": 0.40296, "Y2": 0.423, "X3": 0.40162, "Y3": 0.4358, "X4": 0.38814, "Y4": 0.4358, "page": 0, "Index": 230}, {"Word": "a", "Confidence": 0.993, "X1": 0.40701, "Y1": 0.4232, "X2": 0.41644, "Y2": 0.423, "X3": 0.41509, "Y3": 0.4358, "X4": 0.40566, "Y4": 0.4358, "page": 0, "Index": 231}, {"Word": "direct", "Confidence": 0.994, "X1": 0.41914, "Y1": 0.4232, "X2": 0.46765, "Y2": 0.423, "X3": 0.46765, "Y3": 0.4358, "X4": 0.41914, "Y4": 0.4358, "page": 0, "Index": 232}, {"Word": "what", "Confidence": 0.998, "X1": 0.48113, "Y1": 0.4232, "X2": 0.52291, "Y2": 0.423, "X3": 0.52291, "Y3": 0.4358, "X4": 0.48113, "Y4": 0.4358, "page": 0, "Index": 233}, {"Word": "he", "Confidence": 0.998, "X1": 0.52695, "Y1": 0.4232, "X2": 0.54582, "Y2": 0.423, "X3": 0.54582, "Y3": 0.4358, "X4": 0.52695, "Y4": 0.4358, "page": 0, "Index": 234}, {"Word": "wanted,", "Confidence": 0.981, "X1": 0.55391, "Y1": 0.4232, "X2": 0.6186, "Y2": 0.423, "X3": 0.6186, "Y3": 0.4348, "X4": 0.55391, "Y4": 0.4348, "page": 0, "Index": 235}, {"Word": "he", "Confidence": 0.997, "X1": 0.62129, "Y1": 0.4232, "X2": 0.64151, "Y2": 0.423, "X3": 0.64151, "Y3": 0.4348, "X4": 0.62129, "Y4": 0.4348, "page": 0, "Index": 236}, {"Word": "was", "Confidence": 0.998, "X1": 0.64825, "Y1": 0.4242, "X2": 0.67925, "Y2": 0.424, "X3": 0.67925, "Y3": 0.4348, "X4": 0.64825, "Y4": 0.4348, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 0.998, "X1": 0.69542, "Y1": 0.4232, "X2": 0.72372, "Y2": 0.423, "X3": 0.72372, "Y3": 0.4358, "X4": 0.69542, "Y4": 0.4348, "page": 0, "Index": 238}, {"Word": "world", "Confidence": 0.997, "X1": 0.73989, "Y1": 0.4232, "X2": 0.78437, "Y2": 0.423, "X3": 0.78302, "Y3": 0.4358, "X4": 0.73989, "Y4": 0.4358, "page": 0, "Index": 239}, {"Word": "may", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.4232, "X2": 0.83423, "Y2": 0.423, "X3": 0.83423, "Y3": 0.4358, "X4": 0.80054, "Y4": 0.4358, "page": 0, "Index": 240}, {"Word": "think", "Confidence": 0.953, "X1": 0.8504, "Y1": 0.4222, "X2": 0.89084, "Y2": 0.422, "X3": 0.88949, "Y3": 0.4348, "X4": 0.8504, "Y4": 0.4358, "page": 0, "Index": 241}, {"Word": "S", "Confidence": 0.681, "X1": 0.17925, "Y1": 0.4232, "X2": 0.19407, "Y2": 0.423, "X3": 0.19542, "Y3": 0.4408, "X4": 0.18194, "Y4": 0.4418, "page": 0, "Index": 242}, {"Word": "result", "Confidence": 0.996, "X1": 0.26685, "Y1": 0.4352, "X2": 0.31132, "Y2": 0.435, "X3": 0.30997, "Y3": 0.4478, "X4": 0.2655, "Y4": 0.4478, "page": 0, "Index": 243}, {"Word": "of", "Confidence": 0.998, "X1": 0.31402, "Y1": 0.4352, "X2": 0.32884, "Y2": 0.435, "X3": 0.32884, "Y3": 0.4478, "X4": 0.31267, "Y4": 0.4478, "page": 0, "Index": 244}, {"Word": "contributions", "Confidence": 0.964, "X1": 0.33288, "Y1": 0.4362, "X2": 0.43127, "Y2": 0.436, "X3": 0.43127, "Y3": 0.4498, "X4": 0.33154, "Y4": 0.4478, "page": 0, "Index": 245}, {"Word": "and", "Confidence": 0.998, "X1": 0.43531, "Y1": 0.4372, "X2": 0.46361, "Y2": 0.437, "X3": 0.46361, "Y3": 0.4498, "X4": 0.43531, "Y4": 0.4498, "page": 0, "Index": 246}, {"Word": "threatening", "Confidence": 0.969, "X1": 0.48113, "Y1": 0.4362, "X2": 0.57008, "Y2": 0.436, "X3": 0.57008, "Y3": 0.4488, "X4": 0.48113, "Y4": 0.4488, "page": 0, "Index": 247}, {"Word": "to", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.4362, "X2": 0.59569, "Y2": 0.436, "X3": 0.59569, "Y3": 0.4488, "X4": 0.57817, "Y4": 0.4488, "page": 0, "Index": 248}, {"Word": "publish", "Confidence": 0.996, "X1": 0.60512, "Y1": 0.4362, "X2": 0.66038, "Y2": 0.436, "X3": 0.65903, "Y3": 0.4488, "X4": 0.60377, "Y4": 0.4488, "page": 0, "Index": 249}, {"Word": "a", "Confidence": 0.996, "X1": 0.66846, "Y1": 0.4362, "X2": 0.67925, "Y2": 0.436, "X3": 0.6779, "Y3": 0.4488, "X4": 0.66846, "Y4": 0.4488, "page": 0, "Index": 250}, {"Word": "there's", "Confidence": 0.966, "X1": 0.69677, "Y1": 0.4362, "X2": 0.75067, "Y2": 0.436, "X3": 0.74933, "Y3": 0.4488, "X4": 0.69542, "Y4": 0.4478, "page": 0, "Index": 251}, {"Word": "nothing", "Confidence": 0.996, "X1": 0.75472, "Y1": 0.4362, "X2": 0.81402, "Y2": 0.436, "X3": 0.81267, "Y3": 0.4488, "X4": 0.75337, "Y4": 0.4488, "page": 0, "Index": 252}, {"Word": "more", "Confidence": 0.991, "X1": 0.81941, "Y1": 0.4362, "X2": 0.86119, "Y2": 0.436, "X3": 0.85984, "Y3": 0.4498, "X4": 0.81806, "Y4": 0.4498, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.86523, "Y1": 0.4372, "X2": 0.89353, "Y2": 0.437, "X3": 0.89218, "Y3": 0.4488, "X4": 0.86523, "Y4": 0.4498, "page": 0, "Index": 254}, {"Word": "work", "Confidence": 0.986, "X1": 0.26685, "Y1": 0.4482, "X2": 0.30189, "Y2": 0.448, "X3": 0.30189, "Y3": 0.4608, "X4": 0.2655, "Y4": 0.4598, "page": 0, "Index": 255}, {"Word": "by", "Confidence": 0.998, "X1": 0.30593, "Y1": 0.4482, "X2": 0.32345, "Y2": 0.448, "X3": 0.3221, "Y3": 0.4608, "X4": 0.30458, "Y4": 0.4608, "page": 0, "Index": 256}, {"Word": "Mr.", "Confidence": 0.981, "X1": 0.32615, "Y1": 0.4482, "X2": 0.35175, "Y2": 0.448, "X3": 0.3504, "Y3": 0.4608, "X4": 0.32615, "Y4": 0.4608, "page": 0, "Index": 257}, {"Word": "Elizondo.\"", "Confidence": 0.955, "X1": 0.35445, "Y1": 0.4472, "X2": 0.43127, "Y2": 0.447, "X3": 0.42992, "Y3": 0.4588, "X4": 0.3531, "Y4": 0.4608, "page": 0, "Index": 258}, {"Word": "scandalous", "Confidence": 0.992, "X1": 0.48248, "Y1": 0.4482, "X2": 0.56739, "Y2": 0.448, "X3": 0.56739, "Y3": 0.4608, "X4": 0.48248, "Y4": 0.4608, "page": 0, "Index": 259}, {"Word": "book", "Confidence": 0.884, "X1": 0.57143, "Y1": 0.4482, "X2": 0.60782, "Y2": 0.448, "X3": 0.60782, "Y3": 0.4608, "X4": 0.57008, "Y4": 0.4608, "page": 0, "Index": 260}, {"Word": "claiming", "Confidence": 0.941, "X1": 0.61321, "Y1": 0.4492, "X2": 0.67925, "Y2": 0.449, "X3": 0.6779, "Y3": 0.4618, "X4": 0.61321, "Y4": 0.4608, "page": 0, "Index": 261}, {"Word": "Jacksons", "Confidence": 0.991, "X1": 0.69811, "Y1": 0.4492, "X2": 0.76685, "Y2": 0.449, "X3": 0.7655, "Y3": 0.4608, "X4": 0.69811, "Y4": 0.4598, "page": 0, "Index": 262}, {"Word": "can", "Confidence": 0.998, "X1": 0.77089, "Y1": 0.4492, "X2": 0.79784, "Y2": 0.449, "X3": 0.7965, "Y3": 0.4608, "X4": 0.76954, "Y4": 0.4608, "page": 0, "Index": 263}, {"Word": "do", "Confidence": 0.955, "X1": 0.80323, "Y1": 0.4492, "X2": 0.8221, "Y2": 0.449, "X3": 0.82075, "Y3": 0.4608, "X4": 0.80189, "Y4": 0.4608, "page": 0, "Index": 264}, {"Word": "to", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.4492, "X2": 0.84367, "Y2": 0.449, "X3": 0.84232, "Y3": 0.4608, "X4": 0.8248, "Y4": 0.4608, "page": 0, "Index": 265}, {"Word": "shock", "Confidence": 0.955, "X1": 0.84636, "Y1": 0.4492, "X2": 0.88949, "Y2": 0.449, "X3": 0.88949, "Y3": 0.4598, "X4": 0.84501, "Y4": 0.4608, "page": 0, "Index": 266}, {"Word": "Janet", "Confidence": 0.993, "X1": 0.28167, "Y1": 0.4612, "X2": 0.32615, "Y2": 0.461, "X3": 0.32615, "Y3": 0.4728, "X4": 0.28167, "Y4": 0.4728, "page": 0, "Index": 267}, {"Word": "admits", "Confidence": 0.994, "X1": 0.32884, "Y1": 0.4612, "X2": 0.3841, "Y2": 0.461, "X3": 0.3841, "Y3": 0.4728, "X4": 0.32884, "Y4": 0.4728, "page": 0, "Index": 268}, {"Word": "Rene", "Confidence": 0.989, "X1": 0.38679, "Y1": 0.4622, "X2": 0.42722, "Y2": 0.462, "X3": 0.42857, "Y3": 0.4728, "X4": 0.38679, "Y4": 0.4728, "page": 0, "Index": 269}, {"Word": "was", "Confidence": 0.998, "X1": 0.43261, "Y1": 0.4622, "X2": 0.46496, "Y2": 0.462, "X3": 0.46496, "Y3": 0.4738, "X4": 0.43261, "Y4": 0.4728, "page": 0, "Index": 270}, {"Word": "Janet", "Confidence": 0.996, "X1": 0.48113, "Y1": 0.4602, "X2": 0.52156, "Y2": 0.46, "X3": 0.52156, "Y3": 0.4728, "X4": 0.48113, "Y4": 0.4738, "page": 0, "Index": 271}, {"Word": "is", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.4602, "X2": 0.53774, "Y2": 0.46, "X3": 0.53774, "Y3": 0.4728, "X4": 0.52426, "Y4": 0.4728, "page": 0, "Index": 272}, {"Word": "bisexual.", "Confidence": 0.981, "X1": 0.54043, "Y1": 0.4622, "X2": 0.61051, "Y2": 0.462, "X3": 0.61051, "Y3": 0.4738, "X4": 0.54043, "Y4": 0.4728, "page": 0, "Index": 273}, {"Word": "them,", "Confidence": 0.99, "X1": 0.69677, "Y1": 0.4612, "X2": 0.74528, "Y2": 0.461, "X3": 0.74528, "Y3": 0.4738, "X4": 0.69677, "Y4": 0.4738, "page": 0, "Index": 274}, {"Word": "Rene", "Confidence": 0.988, "X1": 0.74933, "Y1": 0.4612, "X2": 0.78976, "Y2": 0.461, "X3": 0.78976, "Y3": 0.4728, "X4": 0.74933, "Y4": 0.4738, "page": 0, "Index": 275}, {"Word": "confided", "Confidence": 0.995, "X1": 0.79919, "Y1": 0.4612, "X2": 0.86388, "Y2": 0.461, "X3": 0.86253, "Y3": 0.4728, "X4": 0.79919, "Y4": 0.4728, "page": 0, "Index": 276}, {"Word": "to", "Confidence": 0.998, "X1": 0.87466, "Y1": 0.4612, "X2": 0.89084, "Y2": 0.461, "X3": 0.88949, "Y3": 0.4728, "X4": 0.87332, "Y4": 0.4728, "page": 0, "Index": 277}, {"Word": "a", "Confidence": 0.997, "X1": 0.26685, "Y1": 0.4742, "X2": 0.27628, "Y2": 0.474, "X3": 0.27628, "Y3": 0.4858, "X4": 0.26685, "Y4": 0.4858, "page": 0, "Index": 278}, {"Word": "supportive", "Confidence": 0.994, "X1": 0.29111, "Y1": 0.4742, "X2": 0.37871, "Y2": 0.474, "X3": 0.37871, "Y3": 0.4868, "X4": 0.29111, "Y4": 0.4858, "page": 0, "Index": 279}, {"Word": "husband", "Confidence": 0.996, "X1": 0.39353, "Y1": 0.4742, "X2": 0.46226, "Y2": 0.474, "X3": 0.46226, "Y3": 0.4858, "X4": 0.39353, "Y4": 0.4868, "page": 0, "Index": 280}, {"Word": "Now", "Confidence": 0.991, "X1": 0.49461, "Y1": 0.4732, "X2": 0.5283, "Y2": 0.473, "X3": 0.5283, "Y3": 0.4868, "X4": 0.49461, "Y4": 0.4868, "page": 0, "Index": 281}, {"Word": "that", "Confidence": 0.991, "X1": 0.53504, "Y1": 0.4732, "X2": 0.56739, "Y2": 0.473, "X3": 0.56739, "Y3": 0.4868, "X4": 0.53504, "Y4": 0.4868, "page": 0, "Index": 282}, {"Word": "charge", "Confidence": 0.996, "X1": 0.57008, "Y1": 0.4742, "X2": 0.62264, "Y2": 0.474, "X3": 0.62264, "Y3": 0.4868, "X4": 0.57008, "Y4": 0.4868, "page": 0, "Index": 283}, {"Word": "is", "Confidence": 0.997, "X1": 0.62534, "Y1": 0.4732, "X2": 0.64151, "Y2": 0.473, "X3": 0.64151, "Y3": 0.4868, "X4": 0.62534, "Y4": 0.4868, "page": 0, "Index": 284}, {"Word": "mild", "Confidence": 0.989, "X1": 0.6442, "Y1": 0.4732, "X2": 0.67925, "Y2": 0.473, "X3": 0.67925, "Y3": 0.4868, "X4": 0.6442, "Y4": 0.4868, "page": 0, "Index": 285}, {"Word": "pals", "Confidence": 0.905, "X1": 0.69542, "Y1": 0.4742, "X2": 0.72911, "Y2": 0.474, "X3": 0.73046, "Y3": 0.4868, "X4": 0.69542, "Y4": 0.4868, "page": 0, "Index": 286}, {"Word": "that", "Confidence": 0.991, "X1": 0.73315, "Y1": 0.4742, "X2": 0.76685, "Y2": 0.474, "X3": 0.7655, "Y3": 0.4868, "X4": 0.73315, "Y4": 0.4868, "page": 0, "Index": 287}, {"Word": "what", "Confidence": 0.991, "X1": 0.76954, "Y1": 0.4742, "X2": 0.80997, "Y2": 0.474, "X3": 0.80863, "Y3": 0.4868, "X4": 0.76954, "Y4": 0.4868, "page": 0, "Index": 288}, {"Word": "the", "Confidence": 0.998, "X1": 0.81267, "Y1": 0.4742, "X2": 0.83962, "Y2": 0.474, "X3": 0.83827, "Y3": 0.4868, "X4": 0.81267, "Y4": 0.4868, "page": 0, "Index": 289}, {"Word": "public", "Confidence": 0.991, "X1": 0.84232, "Y1": 0.4752, "X2": 0.89218, "Y2": 0.475, "X3": 0.89218, "Y3": 0.4868, "X4": 0.84232, "Y4": 0.4868, "page": 0, "Index": 290}, {"Word": "the", "Confidence": 0.675, "X1": 0.94474, "Y1": 0.4842, "X2": 0.96631, "Y2": 0.484, "X3": 0.96631, "Y3": 0.4938, "X4": 0.94474, "Y4": 0.4938, "page": 0, "Index": 291}, {"Word": "and", "Confidence": 0.996, "X1": 0.26685, "Y1": 0.4872, "X2": 0.29515, "Y2": 0.487, "X3": 0.29515, "Y3": 0.4988, "X4": 0.26685, "Y4": 0.4998, "page": 0, "Index": 292}, {"Word": "that", "Confidence": 0.989, "X1": 0.30728, "Y1": 0.4872, "X2": 0.34501, "Y2": 0.487, "X3": 0.34367, "Y3": 0.4988, "X4": 0.30728, "Y4": 0.4988, "page": 0, "Index": 293}, {"Word": "he", "Confidence": 0.998, "X1": 0.35445, "Y1": 0.4872, "X2": 0.37466, "Y2": 0.487, "X3": 0.37466, "Y3": 0.4988, "X4": 0.35445, "Y4": 0.4988, "page": 0, "Index": 294}, {"Word": "produced", "Confidence": 0.996, "X1": 0.38679, "Y1": 0.4872, "X2": 0.46226, "Y2": 0.487, "X3": 0.46226, "Y3": 0.4988, "X4": 0.38544, "Y4": 0.4988, "page": 0, "Index": 295}, {"Word": "compared", "Confidence": 0.959, "X1": 0.48248, "Y1": 0.4862, "X2": 0.55526, "Y2": 0.486, "X3": 0.55526, "Y3": 0.4988, "X4": 0.48113, "Y4": 0.4998, "page": 0, "Index": 296}, {"Word": "to", "Confidence": 0.998, "X1": 0.56334, "Y1": 0.4862, "X2": 0.57951, "Y2": 0.486, "X3": 0.57951, "Y3": 0.4988, "X4": 0.56199, "Y4": 0.4988, "page": 0, "Index": 297}, {"Word": "what", "Confidence": 0.989, "X1": 0.58491, "Y1": 0.4862, "X2": 0.62668, "Y2": 0.486, "X3": 0.62534, "Y3": 0.4988, "X4": 0.58491, "Y4": 0.4988, "page": 0, "Index": 298}, {"Word": "Rene's", "Confidence": 0.998, "X1": 0.62938, "Y1": 0.4862, "X2": 0.68194, "Y2": 0.486, "X3": 0.68194, "Y3": 0.4988, "X4": 0.62938, "Y4": 0.4988, "page": 0, "Index": 299}, {"Word": "knows", "Confidence": 0.991, "X1": 0.69542, "Y1": 0.4862, "X2": 0.74259, "Y2": 0.486, "X3": 0.74259, "Y3": 0.4988, "X4": 0.69542, "Y4": 0.4978, "page": 0, "Index": 300}, {"Word": "now", "Confidence": 0.998, "X1": 0.74663, "Y1": 0.4862, "X2": 0.77493, "Y2": 0.486, "X3": 0.77493, "Y3": 0.4988, "X4": 0.74663, "Y4": 0.4988, "page": 0, "Index": 301}, {"Word": "is", "Confidence": 0.998, "X1": 0.77898, "Y1": 0.4862, "X2": 0.79111, "Y2": 0.486, "X3": 0.79111, "Y3": 0.4988, "X4": 0.77898, "Y4": 0.4988, "page": 0, "Index": 302}, {"Word": "just", "Confidence": 0.989, "X1": 0.79515, "Y1": 0.4862, "X2": 0.8221, "Y2": 0.486, "X3": 0.8221, "Y3": 0.4988, "X4": 0.79515, "Y4": 0.4988, "page": 0, "Index": 303}, {"Word": "the", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.4862, "X2": 0.84906, "Y2": 0.486, "X3": 0.84906, "Y3": 0.4988, "X4": 0.82615, "Y4": 0.4988, "page": 0, "Index": 304}, {"Word": "tip", "Confidence": 0.998, "X1": 0.8531, "Y1": 0.4862, "X2": 0.87197, "Y2": 0.486, "X3": 0.87197, "Y3": 0.4988, "X4": 0.85175, "Y4": 0.4988, "page": 0, "Index": 305}, {"Word": "of", "Confidence": 0.998, "X1": 0.87601, "Y1": 0.4862, "X2": 0.89353, "Y2": 0.486, "X3": 0.89353, "Y3": 0.4988, "X4": 0.87466, "Y4": 0.4988, "page": 0, "Index": 306}, {"Word": "songs", "Confidence": 0.994, "X1": 0.26685, "Y1": 0.4992, "X2": 0.31267, "Y2": 0.499, "X3": 0.31267, "Y3": 0.5118, "X4": 0.26685, "Y4": 0.5118, "page": 0, "Index": 307}, {"Word": "for", "Confidence": 0.998, "X1": 0.32615, "Y1": 0.4992, "X2": 0.35175, "Y2": 0.499, "X3": 0.3504, "Y3": 0.5118, "X4": 0.32615, "Y4": 0.5118, "page": 0, "Index": 308}, {"Word": "her", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.4992, "X2": 0.39488, "Y2": 0.499, "X3": 0.39353, "Y3": 0.5118, "X4": 0.36388, "Y4": 0.5118, "page": 0, "Index": 309}, {"Word": "during", "Confidence": 0.994, "X1": 0.40836, "Y1": 0.5002, "X2": 0.46226, "Y2": 0.5, "X3": 0.46226, "Y3": 0.5128, "X4": 0.40701, "Y4": 0.5118, "page": 0, "Index": 310}, {"Word": "threatening", "Confidence": 0.955, "X1": 0.47978, "Y1": 0.4992, "X2": 0.56873, "Y2": 0.499, "X3": 0.56873, "Y3": 0.5118, "X4": 0.47978, "Y4": 0.5118, "page": 0, "Index": 311}, {"Word": "to", "Confidence": 0.998, "X1": 0.57412, "Y1": 0.4992, "X2": 0.59299, "Y2": 0.499, "X3": 0.59164, "Y3": 0.5118, "X4": 0.57412, "Y4": 0.5118, "page": 0, "Index": 312}, {"Word": "smear", "Confidence": 0.997, "X1": 0.59838, "Y1": 0.4992, "X2": 0.64825, "Y2": 0.499, "X3": 0.6469, "Y3": 0.5118, "X4": 0.59704, "Y4": 0.5118, "page": 0, "Index": 313}, {"Word": "ber", "Confidence": 0.899, "X1": 0.65094, "Y1": 0.4982, "X2": 0.68059, "Y2": 0.498, "X3": 0.67925, "Y3": 0.5118, "X4": 0.65094, "Y4": 0.5118, "page": 0, "Index": 314}, {"Word": "the", "Confidence": 0.996, "X1": 0.69677, "Y1": 0.4992, "X2": 0.72102, "Y2": 0.499, "X3": 0.72102, "Y3": 0.5108, "X4": 0.69677, "Y4": 0.5108, "page": 0, "Index": 315}, {"Word": "iceberg.\"", "Confidence": 0.85, "X1": 0.72372, "Y1": 0.4982, "X2": 0.79111, "Y2": 0.498, "X3": 0.79111, "Y3": 0.5088, "X4": 0.72372, "Y4": 0.5108, "page": 0, "Index": 316}, {"Word": "their", "Confidence": 0.695, "X1": 0.26685, "Y1": 0.5122, "X2": 0.30863, "Y2": 0.512, "X3": 0.30728, "Y3": 0.5248, "X4": 0.2655, "Y4": 0.5248, "page": 0, "Index": 317}, {"Word": "8-year", "Confidence": 0.994, "X1": 0.31941, "Y1": 0.5122, "X2": 0.37197, "Y2": 0.512, "X3": 0.37062, "Y3": 0.5248, "X4": 0.31806, "Y4": 0.5248, "page": 0, "Index": 318}, {"Word": "marriage.", "Confidence": 0.993, "X1": 0.3841, "Y1": 0.5132, "X2": 0.46496, "Y2": 0.513, "X3": 0.46496, "Y3": 0.5248, "X4": 0.3841, "Y4": 0.5248, "page": 0, "Index": 319}, {"Word": "with!", "Confidence": 0.989, "X1": 0.48113, "Y1": 0.5122, "X2": 0.52291, "Y2": 0.512, "X3": 0.52291, "Y3": 0.5228, "X4": 0.48113, "Y4": 0.5228, "page": 0, "Index": 320}, {"Word": "-", "Confidence": 0.991, "X1": 0.72642, "Y1": 0.5122, "X2": 0.7345, "Y2": 0.512, "X3": 0.7345, "Y3": 0.5238, "X4": 0.72642, "Y4": 0.5238, "page": 0, "Index": 321}, {"Word": "MICHAEL", "Confidence": 0.993, "X1": 0.73989, "Y1": 0.5122, "X2": 0.80458, "Y2": 0.512, "X3": 0.80458, "Y3": 0.5238, "X4": 0.73989, "Y4": 0.5238, "page": 0, "Index": 322}, {"Word": "HANRAHAN", "Confidence": 0.994, "X1": 0.80728, "Y1": 0.5132, "X2": 0.88814, "Y2": 0.513, "X3": 0.88814, "Y3": 0.5238, "X4": 0.80728, "Y4": 0.5238, "page": 0, "Index": 323}, {"Word": "\"But", "Confidence": 0.953, "X1": 0.28167, "Y1": 0.5242, "X2": 0.31402, "Y2": 0.524, "X3": 0.31402, "Y3": 0.5358, "X4": 0.28167, "Y4": 0.5348, "page": 0, "Index": 324}, {"Word": "she's", "Confidence": 0.981, "X1": 0.31806, "Y1": 0.5252, "X2": 0.35175, "Y2": 0.525, "X3": 0.35175, "Y3": 0.5358, "X4": 0.31671, "Y4": 0.5358, "page": 0, "Index": 325}, {"Word": "not", "Confidence": 0.998, "X1": 0.35445, "Y1": 0.5252, "X2": 0.37871, "Y2": 0.525, "X3": 0.37871, "Y3": 0.5358, "X4": 0.35445, "Y4": 0.5358, "page": 0, "Index": 326}, {"Word": "going", "Confidence": 0.997, "X1": 0.38275, "Y1": 0.5252, "X2": 0.42183, "Y2": 0.525, "X3": 0.42049, "Y3": 0.5368, "X4": 0.3814, "Y4": 0.5358, "page": 0, "Index": 327}, {"Word": "to", "Confidence": 0.998, "X1": 0.42453, "Y1": 0.5252, "X2": 0.43935, "Y2": 0.525, "X3": 0.43935, "Y3": 0.5368, "X4": 0.42318, "Y4": 0.5368, "page": 0, "Index": 328}, {"Word": "let", "Confidence": 0.508, "X1": 0.4434, "Y1": 0.5252, "X2": 0.46496, "Y2": 0.525, "X3": 0.46361, "Y3": 0.5368, "X4": 0.44205, "Y4": 0.5368, "page": 0, "Index": 329}, {"Word": "\"He", "Confidence": 0.992, "X1": 0.4973, "Y1": 0.5232, "X2": 0.52695, "Y2": 0.523, "X3": 0.52561, "Y3": 0.5358, "X4": 0.49596, "Y4": 0.5358, "page": 0, "Index": 330}, {"Word": "plans", "Confidence": 0.991, "X1": 0.531, "Y1": 0.5232, "X2": 0.57412, "Y2": 0.523, "X3": 0.57278, "Y3": 0.5368, "X4": 0.52965, "Y4": 0.5358, "page": 0, "Index": 331}, {"Word": "to", "Confidence": 0.998, "X1": 0.57817, "Y1": 0.5232, "X2": 0.59569, "Y2": 0.523, "X3": 0.59569, "Y3": 0.5368, "X4": 0.57682, "Y4": 0.5368, "page": 0, "Index": 332}, {"Word": "claim", "Confidence": 0.629, "X1": 0.59973, "Y1": 0.5232, "X2": 0.63747, "Y2": 0.523, "X3": 0.63747, "Y3": 0.5368, "X4": 0.59973, "Y4": 0.5368, "page": 0, "Index": 333}, {"Word": "that", "Confidence": 0.991, "X1": 0.6469, "Y1": 0.5232, "X2": 0.68194, "Y2": 0.523, "X3": 0.68194, "Y3": 0.5368, "X4": 0.6469, "Y4": 0.5368, "page": 0, "Index": 334}, {"Word": "and", "Confidence": 0.955, "X1": 0.74528, "Y1": 0.5252, "X2": 0.77224, "Y2": 0.525, "X3": 0.77224, "Y3": 0.5358, "X4": 0.74528, "Y4": 0.5358, "page": 0, "Index": 335}, {"Word": "PATRICIA", "Confidence": 0.993, "X1": 0.77628, "Y1": 0.5252, "X2": 0.84232, "Y2": 0.525, "X3": 0.84097, "Y3": 0.5358, "X4": 0.77493, "Y4": 0.5358, "page": 0, "Index": 336}, {"Word": "SHIPP", "Confidence": 0.946, "X1": 0.84501, "Y1": 0.5252, "X2": 0.88814, "Y2": 0.525, "X3": 0.88814, "Y3": 0.5358, "X4": 0.84367, "Y4": 0.5358, "page": 0, "Index": 337}, {"Word": "ion", "Confidence": 0.61, "X1": 0.9434, "Y1": 0.5232, "X2": 0.96226, "Y2": 0.523, "X3": 0.96226, "Y3": 0.5318, "X4": 0.9434, "Y4": 0.5318, "page": 0, "Index": 338}, {"Word": "15", "Confidence": 0.604, "X1": 0.9407, "Y1": 0.5322, "X2": 0.96092, "Y2": 0.532, "X3": 0.96092, "Y3": 0.5458, "X4": 0.94205, "Y4": 0.5468, "page": 0, "Index": 339}, {"Word": "'rul", "Confidence": 0.718, "X1": 0.9407, "Y1": 0.5442, "X2": 0.96765, "Y2": 0.544, "X3": 0.96765, "Y3": 0.5588, "X4": 0.9407, "Y4": 0.5588, "page": 0, "Index": 340}, {"Word": "Set", "Confidence": 0.354, "X1": 0.9434, "Y1": 0.5592, "X2": 0.969, "Y2": 0.559, "X3": 0.969, "Y3": 0.5738, "X4": 0.9434, "Y4": 0.5728, "page": 0, "Index": 341}, {"Word": "LE", "Confidence": 0.619, "X1": 0.94474, "Y1": 0.5702, "X2": 0.96496, "Y2": 0.57, "X3": 0.96496, "Y3": 0.5828, "X4": 0.94474, "Y4": 0.5828, "page": 0, "Index": 342}, {"Word": "-", "Confidence": 0.929, "X1": 0.95013, "Y1": 0.5962, "X2": 0.95822, "Y2": 0.596, "X3": 0.95822, "Y3": 0.6048, "X4": 0.95013, "Y4": 0.6048, "page": 0, "Index": 343}, {"Word": "\"It", "Confidence": 0.34, "X1": 0.33827, "Y1": 0.5742, "X2": 0.42183, "Y2": 0.574, "X3": 0.41779, "Y3": 0.6458, "X4": 0.33423, "Y4": 0.6408, "page": 0, "Index": 344}, {"Word": "lasts", "Confidence": 0.998, "X1": 0.4407, "Y1": 0.5782, "X2": 0.59704, "Y2": 0.578, "X3": 0.59434, "Y3": 0.6548, "X4": 0.43666, "Y4": 0.6478, "page": 0, "Index": 345}, {"Word": "longer", "Confidence": 0.997, "X1": 0.6159, "Y1": 0.5902, "X2": 0.83154, "Y2": 0.59, "X3": 0.83154, "Y3": 0.6598, "X4": 0.61321, "Y4": 0.6558, "page": 0, "Index": 346}, {"Word": "than", "Confidence": 0.991, "X1": 0.46092, "Y1": 0.6652, "X2": 0.60377, "Y2": 0.665, "X3": 0.59838, "Y3": 0.7378, "X4": 0.45822, "Y4": 0.7328, "page": 0, "Index": 347}, {"Word": "my", "Confidence": 0.998, "X1": 0.62264, "Y1": 0.6702, "X2": 0.72911, "Y2": 0.67, "X3": 0.72507, "Y3": 0.7428, "X4": 0.6186, "Y4": 0.7388, "page": 0, "Index": 348}, {"Word": "paycheck.", "Confidence": 0.905, "X1": 0.43396, "Y1": 0.7482, "X2": 0.74528, "Y2": 0.748, "X3": 0.74663, "Y3": 0.8348, "X4": 0.43531, "Y4": 0.8388, "page": 0, "Index": 349}, {"Word": "VERONICA", "Confidence": 0.706, "X1": 0.62534, "Y1": 0.8262, "X2": 0.68733, "Y2": 0.826, "X3": 0.68733, "Y3": 0.8408, "X4": 0.62534, "Y4": 0.8408, "page": 0, "Index": 350}, {"Word": "LYNN", "Confidence": 0.871, "X1": 0.69137, "Y1": 0.8252, "X2": 0.72776, "Y2": 0.825, "X3": 0.72776, "Y3": 0.8398, "X4": 0.69137, "Y4": 0.8408, "page": 0, "Index": 351}, {"Word": "-", "Confidence": 0.986, "X1": 0.02022, "Y1": 0.8342, "X2": 0.03504, "Y2": 0.834, "X3": 0.03504, "Y3": 0.8528, "X4": 0.02022, "Y4": 0.8528, "page": 0, "Index": 352}, {"Word": "BUT", "Confidence": 0.998, "X1": 0.04582, "Y1": 0.8322, "X2": 0.11051, "Y2": 0.832, "X3": 0.11051, "Y3": 0.8528, "X4": 0.04582, "Y4": 0.8528, "page": 0, "Index": 353}, {"Word": "DIDN'T", "Confidence": 0.991, "X1": 0.11995, "Y1": 0.8322, "X2": 0.22776, "Y2": 0.832, "X3": 0.22776, "Y3": 0.8518, "X4": 0.11995, "Y4": 0.8518, "page": 0, "Index": 354}, {"Word": "Beverly", "Confidence": 0.84, "X1": 0.62534, "Y1": 0.8412, "X2": 0.66981, "Y2": 0.841, "X3": 0.67116, "Y3": 0.8568, "X4": 0.62534, "Y4": 0.8558, "page": 0, "Index": 355}, {"Word": "Hills,", "Confidence": 0.889, "X1": 0.67385, "Y1": 0.8402, "X2": 0.7062, "Y2": 0.84, "X3": 0.70755, "Y3": 0.8568, "X4": 0.6752, "Y4": 0.8568, "page": 0, "Index": 356}, {"Word": "FL", "Confidence": 0.97, "X1": 0.71024, "Y1": 0.8392, "X2": 0.72776, "Y2": 0.839, "X3": 0.72911, "Y3": 0.8568, "X4": 0.71159, "Y4": 0.8568, "page": 0, "Index": 357}, {"Word": "ENQUIRER", "Confidence": 0.994, "X1": 0.01482, "Y1": 0.8512, "X2": 0.21294, "Y2": 0.851, "X3": 0.21429, "Y3": 0.8728, "X4": 0.01482, "Y4": 0.8738, "page": 0, "Index": 358}, {"Word": "Doral", "Confidence": 0.771, "X1": 0.62399, "Y1": 0.8562, "X2": 0.65633, "Y2": 0.856, "X3": 0.65633, "Y3": 0.8698, "X4": 0.62534, "Y4": 0.8698, "page": 0, "Index": 359}, {"Word": "Smoker", "Confidence": 0.894, "X1": 0.66038, "Y1": 0.8562, "X2": 0.71429, "Y2": 0.856, "X3": 0.71429, "Y3": 0.8708, "X4": 0.66038, "Y4": 0.8698, "page": 0, "Index": 360}, {"Word": "2084421116", "Confidence": 0.993, "X1": 0.88005, "Y1": 0.8712, "X2": 0.88005, "Y2": 0.871, "X3": 0.85714, "Y3": 0.8708, "X4": 0.85849, "Y4": 0.7778, "page": 0, "Index": 361}, {"Word": "ife.\"", "Confidence": 0.881, "X1": 0.00135, "Y1": 0.8812, "X2": 0.031, "Y2": 0.881, "X3": 0.031, "Y3": 0.8938, "X4": 0.00135, "Y4": 0.8938, "page": 0, "Index": 362}, {"Word": "Sorry,", "Confidence": 0.68, "X1": 0.06065, "Y1": 0.8822, "X2": 0.10377, "Y2": 0.882, "X3": 0.10377, "Y3": 0.8948, "X4": 0.06065, "Y4": 0.8948, "page": 0, "Index": 363}, {"Word": "Liz", "Confidence": 0.852, "X1": 0.10782, "Y1": 0.8822, "X2": 0.13342, "Y2": 0.882, "X3": 0.13342, "Y3": 0.8948, "X4": 0.10647, "Y4": 0.8948, "page": 0, "Index": 364}, {"Word": "-", "Confidence": 0.994, "X1": 0.13747, "Y1": 0.8822, "X2": 0.1469, "Y2": 0.882, "X3": 0.1469, "Y3": 0.8948, "X4": 0.13612, "Y4": 0.8948, "page": 0, "Index": 365}, {"Word": "we", "Confidence": 0.993, "X1": 0.15364, "Y1": 0.8822, "X2": 0.17251, "Y2": 0.882, "X3": 0.17251, "Y3": 0.8948, "X4": 0.15364, "Y4": 0.8948, "page": 0, "Index": 366}, {"Word": "scooped", "Confidence": 0.932, "X1": 0.17655, "Y1": 0.8822, "X2": 0.23585, "Y2": 0.882, "X3": 0.23585, "Y3": 0.8948, "X4": 0.17655, "Y4": 0.8948, "page": 0, "Index": 367}, {"Word": "you!", "Confidence": 0.991, "X1": 0.04582, "Y1": 0.8962, "X2": 0.08221, "Y2": 0.896, "X3": 0.08221, "Y3": 0.9078, "X4": 0.04582, "Y4": 0.9088, "page": 0, "Index": 368}, {"Word": "It", "Confidence": 0.998, "X1": 0.09434, "Y1": 0.8952, "X2": 0.11186, "Y2": 0.895, "X3": 0.11186, "Y3": 0.9078, "X4": 0.09434, "Y4": 0.9078, "page": 0, "Index": 369}, {"Word": "just", "Confidence": 0.995, "X1": 0.12399, "Y1": 0.8952, "X2": 0.15633, "Y2": 0.895, "X3": 0.15633, "Y3": 0.9078, "X4": 0.12399, "Y4": 0.9078, "page": 0, "Index": 370}, {"Word": "goes", "Confidence": 0.842, "X1": 0.16846, "Y1": 0.8962, "X2": 0.20485, "Y2": 0.896, "X3": 0.20485, "Y3": 0.9078, "X4": 0.16846, "Y4": 0.9078, "page": 0, "Index": 371}, {"Word": "ated", "Confidence": 0.93, "X1": 0.0, "Y1": 0.8932, "X2": 0.0283, "Y2": 0.893, "X3": 0.0283, "Y3": 0.9088, "X4": 0.0, "Y4": 0.9088, "page": 0, "Index": 372}, {"Word": "to", "Confidence": 0.998, "X1": 0.21833, "Y1": 0.8972, "X2": 0.23585, "Y2": 0.897, "X3": 0.2372, "Y3": 0.9088, "X4": 0.21968, "Y4": 0.9078, "page": 0, "Index": 373}, {"Word": "wed", "Confidence": 0.994, "X1": 0.0, "Y1": 0.9062, "X2": 0.02965, "Y2": 0.906, "X3": 0.02965, "Y3": 0.9198, "X4": 0.0, "Y4": 0.9198, "page": 0, "Index": 374}, {"Word": "show", "Confidence": 0.991, "X1": 0.04717, "Y1": 0.9092, "X2": 0.08086, "Y2": 0.909, "X3": 0.08086, "Y3": 0.9208, "X4": 0.04717, "Y4": 0.9208, "page": 0, "Index": 375}, {"Word": "that", "Confidence": 0.989, "X1": 0.09434, "Y1": 0.9082, "X2": 0.12938, "Y2": 0.908, "X3": 0.12803, "Y3": 0.9198, "X4": 0.09434, "Y4": 0.9198, "page": 0, "Index": 376}, {"Word": "if", "Confidence": 0.943, "X1": 0.13612, "Y1": 0.9082, "X2": 0.15364, "Y2": 0.908, "X3": 0.15229, "Y3": 0.9198, "X4": 0.13612, "Y4": 0.9198, "page": 0, "Index": 377}, {"Word": "you", "Confidence": 0.998, "X1": 0.16038, "Y1": 0.9082, "X2": 0.18733, "Y2": 0.908, "X3": 0.18598, "Y3": 0.9198, "X4": 0.16038, "Y4": 0.9198, "page": 0, "Index": 378}, {"Word": "want", "Confidence": 0.979, "X1": 0.19811, "Y1": 0.9092, "X2": 0.23854, "Y2": 0.909, "X3": 0.2372, "Y3": 0.9198, "X4": 0.19811, "Y4": 0.9198, "page": 0, "Index": 379}, {"Word": "ders", "Confidence": 0.974, "X1": 0.0, "Y1": 0.9212, "X2": 0.02965, "Y2": 0.921, "X3": 0.02965, "Y3": 0.9328, "X4": 0.0, "Y4": 0.9328, "page": 0, "Index": 380}, {"Word": "the", "Confidence": 0.727, "X1": 0.04582, "Y1": 0.9222, "X2": 0.07008, "Y2": 0.922, "X3": 0.07008, "Y3": 0.9338, "X4": 0.04717, "Y4": 0.9348, "page": 0, "Index": 381}, {"Word": "facts", "Confidence": 0.991, "X1": 0.07278, "Y1": 0.9212, "X2": 0.11051, "Y2": 0.921, "X3": 0.11051, "Y3": 0.9328, "X4": 0.07412, "Y4": 0.9338, "page": 0, "Index": 382}, {"Word": "about", "Confidence": 0.955, "X1": 0.11321, "Y1": 0.9212, "X2": 0.15499, "Y2": 0.921, "X3": 0.15499, "Y3": 0.9328, "X4": 0.11321, "Y4": 0.9328, "page": 0, "Index": 383}, {"Word": "celebrities", "Confidence": 0.623, "X1": 0.15903, "Y1": 0.9222, "X2": 0.2372, "Y2": 0.922, "X3": 0.23585, "Y3": 0.9328, "X4": 0.15903, "Y4": 0.9328, "page": 0, "Index": 384}, {"Word": "iple", "Confidence": 0.646, "X1": 0.00135, "Y1": 0.9332, "X2": 0.02965, "Y2": 0.933, "X3": 0.02965, "Y3": 0.9458, "X4": 0.0, "Y4": 0.9448, "page": 0, "Index": 385}, {"Word": "and", "Confidence": 0.806, "X1": 0.04582, "Y1": 0.9352, "X2": 0.07143, "Y2": 0.935, "X3": 0.07143, "Y3": 0.9458, "X4": 0.04582, "Y4": 0.9458, "page": 0, "Index": 386}, {"Word": "want", "Confidence": 0.991, "X1": 0.07951, "Y1": 0.9342, "X2": 0.1186, "Y2": 0.934, "X3": 0.1186, "Y3": 0.9458, "X4": 0.07951, "Y4": 0.9458, "page": 0, "Index": 387}, {"Word": "them", "Confidence": 0.956, "X1": 0.12264, "Y1": 0.9342, "X2": 0.15633, "Y2": 0.934, "X3": 0.15633, "Y3": 0.9458, "X4": 0.12264, "Y4": 0.9458, "page": 0, "Index": 388}, {"Word": "first,", "Confidence": 0.804, "X1": 0.16712, "Y1": 0.9342, "X2": 0.20485, "Y2": 0.934, "X3": 0.20485, "Y3": 0.9458, "X4": 0.16712, "Y4": 0.9458, "page": 0, "Index": 389}, {"Word": "you", "Confidence": 0.941, "X1": 0.20889, "Y1": 0.9352, "X2": 0.2345, "Y2": 0.935, "X3": 0.23315, "Y3": 0.9468, "X4": 0.20755, "Y4": 0.9458, "page": 0, "Index": 390}, {"Word": "pad-", "Confidence": 0.622, "X1": 0.0, "Y1": 0.9462, "X2": 0.0283, "Y2": 0.946, "X3": 0.0283, "Y3": 0.9568, "X4": 0.0, "Y4": 0.9568, "page": 0, "Index": 391}, {"Word": "Will", "Confidence": 0.884, "X1": 0.04447, "Y1": 0.9462, "X2": 0.07682, "Y2": 0.946, "X3": 0.07682, "Y3": 0.9578, "X4": 0.04447, "Y4": 0.9588, "page": 0, "Index": 392}, {"Word": "find", "Confidence": 0.982, "X1": 0.08356, "Y1": 0.9462, "X2": 0.11321, "Y2": 0.946, "X3": 0.11321, "Y3": 0.9578, "X4": 0.08356, "Y4": 0.9578, "page": 0, "Index": 393}, {"Word": "them", "Confidence": 0.798, "X1": 0.12534, "Y1": 0.9462, "X2": 0.15903, "Y2": 0.946, "X3": 0.15903, "Y3": 0.9578, "X4": 0.12534, "Y4": 0.9578, "page": 0, "Index": 394}, {"Word": "Docat", "Confidence": 0.613, "X1": 0.70485, "Y1": 0.9442, "X2": 0.72642, "Y2": 0.944, "X3": 0.72642, "Y3": 0.9558, "X4": 0.7035, "Y4": 0.9558, "page": 0, "Index": 395}, {"Word": "Full", "Confidence": 0.17, "X1": 0.72911, "Y1": 0.9452, "X2": 0.74528, "Y2": 0.945, "X3": 0.74528, "Y3": 0.9548, "X4": 0.72911, "Y4": 0.9558, "page": 0, "Index": 396}, {"Word": "Face", "Confidence": 0, "X1": 0.74798, "Y1": 0.9452, "X2": 0.77493, "Y2": 0.945, "X3": 0.77493, "Y3": 0.9548, "X4": 0.74798, "Y4": 0.9548, "page": 0, "Index": 397}, {"Word": "in", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.9462, "X2": 0.19272, "Y2": 0.946, "X3": 0.19272, "Y3": 0.9588, "X4": 0.17655, "Y4": 0.9578, "page": 0, "Index": 398}, {"Word": "The", "Confidence": 0.998, "X1": 0.20755, "Y1": 0.9472, "X2": 0.23585, "Y2": 0.947, "X3": 0.23585, "Y3": 0.9588, "X4": 0.2062, "Y4": 0.9588, "page": 0, "Index": 399}, {"Word": "SURGEON", "Confidence": 0.646, "X1": 0.30997, "Y1": 0.9462, "X2": 0.37736, "Y2": 0.946, "X3": 0.37736, "Y3": 0.9608, "X4": 0.30997, "Y4": 0.9608, "page": 0, "Index": 400}, {"Word": "GENERAL'S", "Confidence": 0.991, "X1": 0.3814, "Y1": 0.9462, "X2": 0.45553, "Y2": 0.946, "X3": 0.45553, "Y3": 0.9608, "X4": 0.3814, "Y4": 0.9608, "page": 0, "Index": 401}, {"Word": "WARNING,", "Confidence": 0.905, "X1": 0.45957, "Y1": 0.9462, "X2": 0.53369, "Y2": 0.946, "X3": 0.53369, "Y3": 0.9618, "X4": 0.45957, "Y4": 0.9608, "page": 0, "Index": 402}, {"Word": "Quitting", "Confidence": 0.885, "X1": 0.53774, "Y1": 0.9462, "X2": 0.58895, "Y2": 0.946, "X3": 0.5903, "Y3": 0.9618, "X4": 0.53774, "Y4": 0.9618, "page": 0, "Index": 403}, {"Word": "Smoking", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.9462, "X2": 0.65094, "Y2": 0.946, "X3": 0.65229, "Y3": 0.9628, "X4": 0.59434, "Y4": 0.9618, "page": 0, "Index": 404}, {"Word": "ENQUIRER.", "Confidence": 0.98, "X1": 0.04447, "Y1": 0.9582, "X2": 0.14151, "Y2": 0.958, "X3": 0.14016, "Y3": 0.9708, "X4": 0.04447, "Y4": 0.9708, "page": 0, "Index": 405}, {"Word": "Now", "Confidence": 0.998, "X1": 0.31132, "Y1": 0.9622, "X2": 0.33962, "Y2": 0.962, "X3": 0.33962, "Y3": 0.9768, "X4": 0.31132, "Y4": 0.9758, "page": 0, "Index": 406}, {"Word": "Greatly", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.9622, "X2": 0.38949, "Y2": 0.962, "X3": 0.38949, "Y3": 0.9768, "X4": 0.34367, "Y4": 0.9768, "page": 0, "Index": 407}, {"Word": "Reduces", "Confidence": 0.795, "X1": 0.39353, "Y1": 0.9622, "X2": 0.45013, "Y2": 0.962, "X3": 0.45148, "Y3": 0.9778, "X4": 0.39353, "Y4": 0.9768, "page": 0, "Index": 408}, {"Word": "Serious", "Confidence": 0.993, "X1": 0.45553, "Y1": 0.9622, "X2": 0.50539, "Y2": 0.962, "X3": 0.50674, "Y3": 0.9778, "X4": 0.45553, "Y4": 0.9778, "page": 0, "Index": 409}, {"Word": "Risks", "Confidence": 0.751, "X1": 0.51078, "Y1": 0.9622, "X2": 0.54717, "Y2": 0.962, "X3": 0.54717, "Y3": 0.9788, "X4": 0.51078, "Y4": 0.9778, "page": 0, "Index": 410}, {"Word": "to", "Confidence": 0.973, "X1": 0.55121, "Y1": 0.9622, "X2": 0.56469, "Y2": 0.962, "X3": 0.56469, "Y3": 0.9788, "X4": 0.55121, "Y4": 0.9788, "page": 0, "Index": 411}, {"Word": "Your", "Confidence": 0.994, "X1": 0.56873, "Y1": 0.9622, "X2": 0.59838, "Y2": 0.962, "X3": 0.59838, "Y3": 0.9788, "X4": 0.56873, "Y4": 0.9788, "page": 0, "Index": 412}, {"Word": "Health.", "Confidence": 0.225, "X1": 0.60243, "Y1": 0.9612, "X2": 0.65094, "Y2": 0.961, "X3": 0.65229, "Y3": 0.9788, "X4": 0.60243, "Y4": 0.9788, "page": 0, "Index": 413}, {"Word": "13m", "Confidence": 0.532, "X1": 0.70081, "Y1": 0.9702, "X2": 0.72237, "Y2": 0.97, "X3": 0.72102, "Y3": 0.9818, "X4": 0.69946, "Y4": 0.9818, "page": 0, "Index": 414}, {"Word": "\"lar\".", "Confidence": 0.138, "X1": 0.73181, "Y1": 0.9702, "X2": 0.75472, "Y2": 0.97, "X3": 0.75337, "Y3": 0.9808, "X4": 0.73046, "Y4": 0.9808, "page": 0, "Index": 415}, {"Word": "08mg", "Confidence": 0.783, "X1": 0.75741, "Y1": 0.9712, "X2": 0.78976, "Y2": 0.971, "X3": 0.78841, "Y3": 0.9808, "X4": 0.75606, "Y4": 0.9808, "page": 0, "Index": 416}, {"Word": "Picone", "Confidence": 0.062, "X1": 0.79245, "Y1": 0.9712, "X2": 0.83019, "Y2": 0.971, "X3": 0.82884, "Y3": 0.9818, "X4": 0.79111, "Y4": 0.9808, "page": 0, "Index": 417}, {"Word": "an", "Confidence": 0.008, "X1": 0.70081, "Y1": 0.9822, "X2": 0.71159, "Y2": 0.982, "X3": 0.71024, "Y3": 0.9918, "X4": 0.70081, "Y4": 0.9918, "page": 0, "Index": 418}, {"Word": "por", "Confidence": 0.603, "X1": 0.71429, "Y1": 0.9822, "X2": 0.72776, "Y2": 0.982, "X3": 0.72776, "Y3": 0.9918, "X4": 0.71294, "Y4": 0.9918, "page": 0, "Index": 419}, {"Word": "cigarette", "Confidence": 0.389, "X1": 0.73046, "Y1": 0.9822, "X2": 0.76954, "Y2": 0.982, "X3": 0.76954, "Y3": 0.9918, "X4": 0.73046, "Y4": 0.9918, "page": 0, "Index": 420}, {"Word": "by", "Confidence": 0.604, "X1": 0.77224, "Y1": 0.9822, "X2": 0.78167, "Y2": 0.982, "X3": 0.78167, "Y3": 0.9918, "X4": 0.77224, "Y4": 0.9918, "page": 0, "Index": 421}, {"Word": "PIC", "Confidence": 0.159, "X1": 0.78437, "Y1": 0.9822, "X2": 0.80323, "Y2": 0.982, "X3": 0.80189, "Y3": 0.9918, "X4": 0.78437, "Y4": 0.9918, "page": 0, "Index": 422}, {"Word": "method,", "Confidence": 0.257, "X1": 0.80728, "Y1": 0.9822, "X2": 0.84367, "Y2": 0.982, "X3": 0.84232, "Y3": 0.9928, "X4": 0.80593, "Y4": 0.9928, "page": 0, "Index": 423}]}	"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"
ffdf0223	0	{"lines_data": [{"Word": "Chea les gardiens de bote, Ilarry", "Confidence": 0.58667, "X1": 0.56781, "Y1": 0.0032, "X2": 0.81374, "Y2": 0.003, "X3": 0.81374, "Y3": 0.0128, "X4": 0.56781, "Y4": 0.0128, "page": 0}, {"Word": "CADILLAC", "Confidence": 0.993, "X1": 0.09584, "Y1": 0.0062, "X2": 0.26763, "Y2": 0.006, "X3": 0.26763, "Y3": 0.0258, "X4": 0.09584, "Y4": 0.0268, "page": 0}, {"Word": "New-York, 22. IPAY .. Tony Tro-", "Confidence": 0.65417, "X1": 0.31103, "Y1": 0.0162, "X2": 0.5642, "Y2": 0.016, "X3": 0.5642, "Y3": 0.0258, "X4": 0.31103, "Y4": 0.0258, "page": 0}, {"Word": "Lumley, des Maple Leafs de Tus", "Confidence": 0.293, "X1": 0.55696, "Y1": 0.0122, "X2": 0.81736, "Y2": 0.012, "X3": 0.81736, "Y3": 0.0218, "X4": 0.55696, "Y4": 0.0218, "page": 0}, {"Word": "USAGEES", "Confidence": 0.625, "X1": 0.14286, "Y1": 0.0272, "X2": 0.22061, "Y2": 0.027, "X3": 0.22061, "Y3": 0.0378, "X4": 0.14286, "Y4": 0.0388, "page": 0}, {"Word": "rente, se trouve en meilleure powi", "Confidence": 0.43933, "X1": 0.55154, "Y1": 0.0192, "X2": 0.81736, "Y2": 0.019, "X3": 0.81736, "Y3": 0.0288, "X4": 0.55154, "Y4": 0.0288, "page": 0}, {"Word": "hert et llamilton Richardann. Co. tien qu'il ne S'\u00e9tait Il y a une Ce", "Confidence": 0.254, "X1": 0.30741, "Y1": 0.0302, "X2": 0.81736, "Y2": 0.03, "X3": 0.81736, "Y3": 0.0388, "X4": 0.30741, "Y4": 0.0328, "page": 0}, {"Word": "equiplers sur l'\u00e9quipe americaine maine, Vainqueur du troph\u00e9e Ve -!", "Confidence": 0.4304, "X1": 0.31103, "Y1": 0.0352, "X2": 0.81736, "Y2": 0.035, "X3": 0.81736, "Y3": 0.0448, "X4": 0.31103, "Y4": 0.0408, "page": 0}, {"Word": "de la coupe Davis, ont fait voir iruftrina l'an dernier, Lumley a oilout!", "Confidence": 0.81723, "X1": 0.30741, "Y1": 0.0442, "X2": 0.82278, "Y2": 0.044, "X3": 0.82278, "Y3": 0.0538, "X4": 0.30741, "Y4": 0.0488, "page": 0}, {"Word": "meilleur tennis hier soir pour pas-", "Confidence": 0.54017, "X1": 0.31284, "Y1": 0.0502, "X2": 0.56781, "Y2": 0.05, "X3": 0.56781, "Y3": 0.0588, "X4": 0.31284, "Y4": 0.0578, "page": 0}, {"Word": "egirmenl 113 bitte . comparer", "Confidence": 0.306, "X1": 0.56781, "Y1": 0.0522, "X2": 0.81736, "Y2": 0.052, "X3": 0.81736, "Y3": 0.0608, "X4": 0.56781, "Y4": 0.0608, "page": 0}, {"Word": "pour le championnat & l'interieur Wings. Lumley & Cependant Il", "Confidence": 0.5133, "X1": 0.30922, "Y1": 0.0692, "X2": 0.81917, "Y2": 0.069, "X3": 0.81917, "Y3": 0.0778, "X4": 0.30922, "Y4": 0.0738, "page": 0}, {"Word": "her a la fonde finale, au tournel ia pour Terry Sawchuk. den Red.", "Confidence": 0.25015, "X1": 0.31284, "Y1": 0.0602, "X2": 0.81736, "Y2": 0.06, "X3": 0.81736, "Y3": 0.0688, "X4": 0.31284, "Y4": 0.0658, "page": 0}, {"Word": "den Etato-Unis,", "Confidence": 0.593, "X1": 0.31103, "Y1": 0.0742, "X2": 0.41591, "Y2": 0.074, "X3": 0.41591, "Y3": 0.0818, "X4": 0.31103, "Y4": 0.0808, "page": 0}, {"Word": "parties & jouer encore contre spule", "Confidence": 0.3905, "X1": 0.55335, "Y1": 0.0762, "X2": 0.81736, "Y2": 0.076, "X3": 0.81736, "Y3": 0.0838, "X4": 0.55335, "Y4": 0.0838, "page": 0}, {"Word": "Trabert . ftimind Art Larsen, de ment 10 de son rival de Detroit.", "Confidence": 0.63231, "X1": 0.31465, "Y1": 0.0832, "X2": 0.81736, "Y2": 0.083, "X3": 0.81736, "Y3": 0.0918, "X4": 0.31465, "Y4": 0.0938, "page": 0}, {"Word": "'53 CADILLAC", "Confidence": 0.8555, "X1": 0.13562, "Y1": 0.0902, "X2": 0.27125, "Y2": 0.09, "X3": 0.27125, "Y3": 0.1008, "X4": 0.13562, "Y4": 0.1008, "page": 0}, {"Word": "San Leandro, Californie, par 13-1: [Jacques Piante, du Canadien, vient", "Confidence": 0.5491, "X1": 0.30741, "Y1": 0.0922, "X2": 0.82278, "Y2": 0.092, "X3": 0.82278, "Y3": 0.0998, "X4": 0.30741, "Y4": 0.1018, "page": 0}, {"Word": "108 et 6.2. Quant & Richardson, U a.en de position aree une moyenne", "Confidence": 0.55346, "X1": 0.30741, "Y1": 0.0992, "X2": 0.81374, "Y2": 0.099, "X3": 0.81374, "Y3": 0.1078, "X4": 0.30741, "Y4": 0.1098, "page": 0}, {"Word": "Lar arcumulde de 224 et une moyenne", "Confidence": 0.72157, "X1": 0.53888, "Y1": 0.1082, "X2": 0.82098, "Y2": 0.108, "X3": 0.82098, "Y3": 0.1178, "X4": 0.53888, "Y4": 0.1168, "page": 0}, {"Word": "mis fin aux espoirs du jeune tar", "Confidence": 0.51657, "X1": 0.3038, "Y1": 0.1102, "X2": 0.57685, "Y2": 0.11, "X3": 0.57685, "Y3": 0.1188, "X4": 0.3038, "Y4": 0.1178, "page": 0}, {"Word": "Schmidt, Ace de 20 ans et jousur personnelle de 208 buts comptes", "Confidence": 0.6535, "X1": 0.30561, "Y1": 0.1162, "X2": 0.81736, "Y2": 0.116, "X3": 0.81736, "Y3": 0.1248, "X4": 0.30561, "Y4": 0.1258, "page": 0}, {"Word": "davenir de Su\u00e8de, l'emportant par\"", "Confidence": 0.5878, "X1": 0.3038, "Y1": 0.1262, "X2": 0.56962, "Y2": 0.126, "X3": 0.56962, "Y3": 0.1348, "X4": 0.3038, "Y4": 0.1338, "page": 0}, {"Word": "contre hal par partie.", "Confidence": 0.71075, "X1": 0.56239, "Y1": 0.1242, "X2": 0.71971, "Y2": 0.124, "X3": 0.71971, "Y3": 0.1318, "X4": 0.56239, "Y4": 0.1318, "page": 0}, {"Word": "8-10. 6.2. 6.3. 6.3. Les deux matches,", "Confidence": 0.43257, "X1": 0.3038, "Y1": 0.1342, "X2": 0.56239, "Y2": 0.134, "X3": 0.56239, "Y3": 0.1418, "X4": 0.3038, "Y4": 0.1398, "page": 0}, {"Word": ".Voiel la liste des meilleurs comp", "Confidence": 0.66817, "X1": 0.53888, "Y1": 0.1312, "X2": 0.81193, "Y2": 0.131, "X3": 0.81193, "Y3": 0.1408, "X4": 0.53888, "Y4": 0.1388, "page": 0}, {"Word": "MIA .53 CADILLAC", "Confidence": 0.496, "X1": 0.09584, "Y1": 0.1382, "X2": 0.26763, "Y2": 0.138, "X3": 0.26582, "Y3": 0.1498, "X4": 0.09584, "Y4": 0.1458, "page": 0}, {"Word": "disputes simultan\u00e9ment, ont dure teurs:", "Confidence": 0.6106, "X1": 0.3038, "Y1": 0.1392, "X2": 0.6094, "Y2": 0.139, "X3": 0.6094, "Y3": 0.1488, "X4": 0.3038, "Y4": 0.1488, "page": 0}, {"Word": "pres de deus heures el ont fait voir nAlly", "Confidence": 0.64533, "X1": 0.30018, "Y1": 0.1492, "X2": 0.59494, "Y2": 0.149, "X3": 0.59313, "Y3": 0.1598, "X4": 0.30018, "Y4": 0.1578, "page": 0}, {"Word": "toute une serie de ralliements et", "Confidence": 0.71533, "X1": 0.30561, "Y1": 0.1562, "X2": 0.56781, "Y2": 0.156, "X3": 0.56781, "Y3": 0.1648, "X4": 0.30561, "Y4": 0.1648, "page": 0}, {"Word": "de coups spectaculaires fortement", "Confidence": 0.7455, "X1": 0.30741, "Y1": 0.1642, "X2": 0.55877, "Y2": 0.164, "X3": 0.55877, "Y3": 0.1718, "X4": 0.30741, "Y4": 0.1718, "page": 0}, {"Word": "cobles par ine foste de 2.000 per-", "Confidence": 0.66414, "X1": 0.30561, "Y1": 0.1722, "X2": 0.56239, "Y2": 0.172, "X3": 0.56239, "Y3": 0.1818, "X4": 0.30561, "Y4": 0.1808, "page": 0}, {"Word": "3MAJA 453 CADILLAC", "Confidence": 0.43633, "X1": 0.0868, "Y1": 0.1792, "X2": 0.26944, "Y2": 0.179, "X3": 0.26763, "Y3": 0.1908, "X4": 0.0868, "Y4": 0.1868, "page": 0}, {"Word": "apr\u00e8s-midi.", "Confidence": 0.067, "X1": 0.30199, "Y1": 0.1882, "X2": 0.38698, "Y2": 0.188, "X3": 0.38698, "Y3": 0.1958, "X4": 0.30199, "Y4": 0.1958, "page": 0}, {"Word": "sonnes, La finale aura lieu ce", "Confidence": 0.475, "X1": 0.30561, "Y1": 0.1802, "X2": 0.54611, "Y2": 0.18, "X3": 0.54611, "Y3": 0.1888, "X4": 0.30561, "Y4": 0.1878, "page": 0}, {"Word": "14SL 53 CADILLAC", "Confidence": 0.534, "X1": 0.08861, "Y1": 0.2202, "X2": 0.26401, "Y2": 0.22, "X3": 0.26401, "Y3": 0.2318, "X4": 0.08861, "Y4": 0.2288, "page": 0}, {"Word": "Le receveur John Bucha signe", "Confidence": 0.9862, "X1": 0.30018, "Y1": 0.2142, "X2": 0.81193, "Y2": 0.214, "X3": 0.81193, "Y3": 0.2408, "X4": 0.30018, "Y4": 0.2358, "page": 0}, {"Word": "X14 53 CADILLAC", "Confidence": 0.598, "X1": 0.0868, "Y1": 0.2542, "X2": 0.26763, "Y2": 0.254, "X3": 0.26763, "Y3": 0.2668, "X4": 0.08499, "Y4": 0.2638, "page": 0}, {"Word": "son contrat avec le Montr\u00e9al", "Confidence": 0.9644, "X1": 0.30018, "Y1": 0.2402, "X2": 0.80832, "Y2": 0.24, "X3": 0.80832, "Y3": 0.2638, "X4": 0.30018, "Y4": 0.2648, "page": 0}, {"Word": "Montreal a retourner son contrat signe au bureau du' g\u00e9rant generali", "Confidence": 0.57527, "X1": 0.30561, "Y1": 0.2882, "X2": 0.81736, "Y2": 0.288, "X3": 0.81736, "Y3": 0.2978, "X4": 0.30561, "Y4": 0.2948, "page": 0}, {"Word": "Le receveur John Bucha-a ete le premier joueur des Reyaux de", "Confidence": 0.74109, "X1": 0.33635, "Y1": 0.2772, "X2": 0.80832, "Y2": 0.277, "X3": 0.80832, "Y3": 0.2888, "X4": 0.33635, "Y4": 0.2868, "page": 0}, {"Word": "1111A 53 CADILLAC", "Confidence": 0.655, "X1": 0.0868, "Y1": 0.2962, "X2": 0.26582, "Y2": 0.296, "X3": 0.26582, "Y3": 0.3078, "X4": 0.08499, "Y4": 0.3048, "page": 0}, {"Word": "Guy Moreau, au stade de la rue Delorimier.", "Confidence": 0.77025, "X1": 0.30741, "Y1": 0.2962, "X2": 0.62206, "Y2": 0.296, "X3": 0.62206, "Y3": 0.3058, "X4": 0.30741, "Y4": 0.3038, "page": 0}, {"Word": "St.Moredu s-annanes que-sin-joueurs, dont deux receveurs, deux", "Confidence": 0.46529, "X1": 0.33092, "Y1": 0.3062, "X2": 0.80832, "Y2": 0.306, "X3": 0.80832, "Y3": 0.3158, "X4": 0.33092, "Y4": 0.3128, "page": 0}, {"Word": "lanceurs, un Joueur d'int\u00e9rieur et un volligeus avaient accepte les", "Confidence": 0.7649, "X1": 0.30199, "Y1": 0.3162, "X2": 0.80651, "Y2": 0.316, "X3": 0.80651, "Y3": 0.3248, "X4": 0.30199, "Y4": 0.3208, "page": 0}, {"Word": "conditions du club locat pour la saison 1935.", "Confidence": 0.75575, "X1": 0.30561, "Y1": 0.3232, "X2": 0.62929, "Y2": 0.323, "X3": 0.62929, "Y3": 0.3318, "X4": 0.30561, "Y4": 0.3308, "page": 0}, {"Word": "D\u00e9claratic", "Confidence": 0.84, "X1": 0.82278, "Y1": 0.3132, "X2": 0.99458, "Y2": 0.313, "X3": 0.99458, "Y3": 0.3298, "X4": 0.82278, "Y4": 0.3288, "page": 0}, {"Word": "Adressant une note a son contrat, Buche a \u00e9crit : \"Je saural hlen", "Confidence": 0.71746, "X1": 0.33635, "Y1": 0.3322, "X2": 0.80651, "Y2": 0.332, "X3": 0.80651, "Y3": 0.3418, "X4": 0.33635, "Y4": 0.3398, "page": 0}, {"Word": "JIMA 53 CADILLAC", "Confidence": 0.51067, "X1": 0.08499, "Y1": 0.3382, "X2": 0.26221, "Y2": 0.338, "X3": 0.26221, "Y3": 0.3498, "X4": 0.08499, "Y4": 0.3458, "page": 0}, {"Word": "convaincre Greg Mulleasy de me choisir comme son receveur r\u00e9gulier.", "Confidence": 0.7596, "X1": 0.30741, "Y1": 0.3422, "X2": 0.80651, "Y2": 0.342, "X3": 0.80651, "Y3": 0.3508, "X4": 0.30741, "Y4": 0.3468, "page": 0}, {"Word": "de Mme P", "Confidence": 0.998, "X1": 0.84991, "Y1": 0.3312, "X2": 0.99458, "Y2": 0.331, "X3": 0.99458, "Y3": 0.3488, "X4": 0.84991, "Y4": 0.3488, "page": 0}, {"Word": "tada. 4219", "Confidence": 0.36, "X1": 0.12839, "Y1": 0.3522, "X2": 0.19349, "Y2": 0.352, "X3": 0.19349, "Y3": 0.3588, "X4": 0.12839, "Y4": 0.3588, "page": 0}, {"Word": "Quelle est la situation du logement & Montreal ?\"", "Confidence": 0.52744, "X1": 0.30561, "Y1": 0.3492, "X2": 0.66908, "Y2": 0.349, "X3": 0.66908, "Y3": 0.3588, "X4": 0.30561, "Y4": 0.3568, "page": 0}, {"Word": "La promptitude de Bucha & appo, .. .", "Confidence": 0.48538, "X1": 0.31284, "Y1": 0.3582, "X2": 0.6094, "Y2": 0.358, "X3": 0.6094, "Y3": 0.3668, "X4": 0.31284, "Y4": 0.3648, "page": 0}, {"Word": "La m\u00e8re de la p", "Confidence": 0.794, "X1": 0.81013, "Y1": 0.3602, "X2": 0.99638, "Y2": 0.36, "X3": 0.99458, "Y3": 0.3748, "X4": 0.81013, "Y4": 0.3728, "page": 0}, {"Word": "12444 52 CADILLAC", "Confidence": 0.70033, "X1": 0.08499, "Y1": 0.3742, "X2": 0.26221, "Y2": 0.374, "X3": 0.2604, "Y3": 0.3848, "X4": 0.08499, "Y4": 0.3808, "page": 0}, {"Word": "ter sa signature au bas d'un contrat Il sp dit actuellement en grande", "Confidence": 0.93123, "X1": 0.30199, "Y1": 0.3712, "X2": 0.81555, "Y2": 0.371, "X3": 0.81555, "Y3": 0.3818, "X4": 0.30199, "Y4": 0.3738, "page": 0}, {"Word": "a (tonne M.' Moreau, Le veteran fo forme et Imbu d'une grande con- Jane Pachl sons r", "Confidence": 0.67594, "X1": 0.29656, "Y1": 0.3752, "X2": 0.99819, "Y2": 0.375, "X3": 0.99638, "Y3": 0.3898, "X4": 0.29476, "Y4": 0.3838, "page": 0}, {"Word": "ceveur qui est d\u00e9j\u00e0 bien connu des fiance.", "Confidence": 0.701, "X1": 0.30018, "Y1": 0.3842, "X2": 0.60398, "Y2": 0.384, "X3": 0.60217, "Y3": 0.3938, "X4": 0.30018, "Y4": 0.3898, "page": 0}, {"Word": "qui l'ont vw l'oeuvre dans la Ligue Un Canadian sigme", "Confidence": 0.5859, "X1": 0.29476, "Y1": 0.3952, "X2": 0.6962, "Y2": 0.395, "X3": 0.6962, "Y3": 0.4068, "X4": 0.29476, "Y4": 0.4088, "page": 0}, {"Word": "\"Amateurs de baseball montrealals!", "Confidence": 0.65775, "X1": 0.29656, "Y1": 0.3922, "X2": 0.56239, "Y2": 0.392, "X3": 0.56239, "Y3": 0.4008, "X4": 0.29656, "Y4": 0.3978, "page": 0}, {"Word": "de Miroslava Nach", "Confidence": 0.81333, "X1": 0.81193, "Y1": 0.3912, "X2": 0.99458, "Y2": 0.391, "X3": 0.99277, "Y3": 0.4048, "X4": 0.81193, "Y4": 0.4038, "page": 0}, {"Word": "52 CADILLAC", "Confidence": 0.922, "X1": 0.11573, "Y1": 0.4152, "X2": 0.26401, "Y2": 0.415, "X3": 0.26401, "Y3": 0.4248, "X4": 0.11573, "Y4": 0.4238, "page": 0}, {"Word": "Internationale, a connu la meilleure Le Canadien Billy Harris, da Don!", "Confidence": 0.65436, "X1": 0.29837, "Y1": 0.4092, "X2": 0.81917, "Y2": 0.409, "X3": 0.81917, "Y3": 0.4198, "X4": 0.29837, "Y4": 0.4158, "page": 0}, {"Word": "salann de sa carri\u00e8re .avec le Saint- chester. N.D ., a egalement sign\u00e9;", "Confidence": 0.574, "X1": 0.29837, "Y1": 0.4182, "X2": 0.81374, "Y2": 0.418, "X3": 0.81374, "Y3": 0.4278, "X4": 0.29837, "Y4": 0.4238, "page": 0}, {"Word": "Mme Jan Tachl, mire", "Confidence": 0.55675, "X1": 0.82278, "Y1": 0.4152, "X2": 0.99277, "Y2": 0.415, "X3": 0.99277, "Y3": 0.4248, "X4": 0.82278, "Y4": 0.4228, "page": 0}, {"Word": "Sedan, modele 42to, bydre-", "Confidence": 0.361, "X1": 0.12477, "Y1": 0.4282, "X2": 0.28571, "Y2": 0.428, "X3": 0.28571, "Y3": 0.4358, "X4": 0.12477, "Y4": 0.4348, "page": 0}, {"Word": "Paul de l'American Association en son contrat avec les Royaux, Le", "Confidence": 0.65136, "X1": 0.29656, "Y1": 0.4272, "X2": 0.82821, "Y2": 0.427, "X3": 0.82821, "Y3": 0.4358, "X4": 0.29656, "Y4": 0.4318, "page": 0}, {"Word": "Jane Pachi, In Jeune pat", "Confidence": 0.4646, "X1": 0.80651, "Y1": 0.4242, "X2": 0.99638, "Y2": 0.424, "X3": 0.99638, "Y3": 0.4328, "X4": 0.80651, "Y4": 0.4308, "page": 0}, {"Word": "1\u00ba54: \"Bucha a frappe pour une mey- lanceur droitier a \"emporte 12 vie-", "Confidence": 0.68238, "X1": 0.30018, "Y1": 0.4352, "X2": 0.82278, "Y2": 0.435, "X3": 0.82278, "Y3": 0.4438, "X4": 0.30018, "Y4": 0.4408, "page": 0}, {"Word": "Ilantalsie de 17 ans qui se", "Confidence": 0.78017, "X1": 0.79024, "Y1": 0.4322, "X2": 0.99819, "Y2": 0.432, "X3": 0.99819, "Y3": 0.4418, "X4": 0.79024, "Y4": 0.4398, "page": 0}, {"Word": "enne de .332 L'autre receveur qui toires avec les clubs Mobile et Mont-i-disparue & Vienne,\" . de", "Confidence": 0.84476, "X1": 0.29837, "Y1": 0.4462, "X2": 0.99819, "Y2": 0.446, "X3": 0.99819, "Y3": 0.4578, "X4": 0.29837, "Y4": 0.4498, "page": 0}, {"Word": "id'une \u00e9toile de palimag.", "Confidence": 0.524, "X1": 0.79928, "Y1": 0.4412, "X2": 0.99819, "Y2": 0.441, "X3": 0.99819, "Y3": 0.4498, "X4": 0.79928, "Y4": 0.4478, "page": 0}, {"Word": "MMA 152 CADILLAC", "Confidence": 0.46667, "X1": 0.08499, "Y1": 0.4492, "X2": 0.2604, "Y2": 0.449, "X3": 0.2604, "Y3": 0.4608, "X4": 0.08499, "Y4": 0.4578, "page": 0}, {"Word": "A areepte les offres des Royaux real la saison derni\u00e8re. Au cours", "Confidence": 0.63483, "X1": 0.29837, "Y1": 0.4502, "X2": 0.82278, "Y2": 0.45, "X3": 0.82278, "Y3": 0.4588, "X4": 0.29837, "Y4": 0.4578, "page": 0}, {"Word": "est le jeune Normand Sherry, colle", "Confidence": 0.63417, "X1": 0.30199, "Y1": 0.4592, "X2": 0.56781, "Y2": 0.459, "X3": 0.56781, "Y3": 0.4678, "X4": 0.30199, "Y4": 0.4658, "page": 0}, {"Word": "ullde l'hiver. Itarris a lance pour 16 3", "Confidence": 0.495, "X1": 0.53526, "Y1": 0.4582, "X2": 0.82821, "Y2": 0.458, "X3": 0.82821, "Y3": 0.4668, "X4": 0.53526, "Y4": 0.4648, "page": 0}, {"Word": "Whique la patineuse de Ti", "Confidence": 0.571, "X1": 0.78481, "Y1": 0.4552, "X2": 0.99638, "Y2": 0.455, "X3": 0.99638, "Y3": 0.4648, "X4": 0.78481, "Y4": 0.4628, "page": 0}, {"Word": "Ton dernier portait les couleurs du club Carta Vieja, qui a d\u00e9croch\u00e9 ja quie lil a \u00e9crit au sujet .", "Confidence": 0.46435, "X1": 0.29656, "Y1": 0.4632, "X2": 0.99819, "Y2": 0.463, "X3": 0.99819, "Y3": 0.4728, "X4": 0.29656, "Y4": 0.4748, "page": 0}, {"Word": "with Newport News de la Ligue championnat de la Ligue de Pa- migration possible au Ca", "Confidence": 0.67481, "X1": 0.29656, "Y1": 0.4712, "X2": 0.99277, "Y2": 0.471, "X3": 0.99277, "Y3": 0.4808, "X4": 0.29656, "Y4": 0.4838, "page": 0}, {"Word": "Piedmont, o\u00f9 E a frappe pour 217- nama. Il fut le meilleur lanceur! Mme Pach a d\u00e9clar\u00e9,", "Confidence": 0.62047, "X1": 0.29656, "Y1": 0.4802, "X2": 0.99458, "Y2": 0.48, "X3": 0.99458, "Y3": 0.4888, "X4": 0.29656, "Y4": 0.4918, "page": 0}, {"Word": "de son club avec un record de peur the interview, qu'elle #", "Confidence": 0.64833, "X1": 0.54792, "Y1": 0.4882, "X2": 0.99638, "Y2": 0.488, "X3": 0.99638, "Y3": 0.4968, "X4": 0.54792, "Y4": 0.4978, "page": 0}, {"Word": "11104 52 CADILLAC", "Confidence": 0.83067, "X1": 0.08137, "Y1": 0.4932, "X2": 0.2604, "Y2": 0.493, "X3": 0.2604, "Y3": 0.5048, "X4": 0.08137, "Y4": 0.5028, "page": 0}, {"Word": "Hampton Coleman seteplo", "Confidence": 0.43233, "X1": 0.31826, "Y1": 0.4942, "X2": 0.52622, "Y2": 0.494, "X3": 0.52441, "Y3": 0.5048, "X4": 0.31646, "Y4": 0.5028, "page": 0}, {"Word": "victoires contre deux defaites,", "Confidence": 0.5905, "X1": 0.54792, "Y1": 0.4972, "X2": 0.77758, "Y2": 0.497, "X3": 0.77758, "Y3": 0.5068, "X4": 0.54792, "Y4": 0.5038, "page": 0}, {"Word": "Miroslava Nachodska, po.", "Confidence": 0.647, "X1": 0.81013, "Y1": 0.4972, "X2": 0.99819, "Y2": 0.497, "X3": 0.99819, "Y3": 0.5058, "X4": 0.81013, "Y4": 0.5038, "page": 0}, {"Word": "tofun 4219", "Confidence": 0.337, "X1": 0.12658, "Y1": 0.5082, "X2": 0.18807, "Y2": 0.508, "X3": 0.18807, "Y3": 0.5148, "X4": 0.12658, "Y4": 0.5158, "page": 0}, {"Word": "Deux lanceurs ont \u00e9galement an Jasper Spears, un joueur d'inte-", "Confidence": 0.5234, "X1": 0.30561, "Y1": 0.5072, "X2": 0.81736, "Y2": 0.507, "X3": 0.81736, "Y3": 0.5168, "X4": 0.30561, "Y4": 0.5168, "page": 0}, {"Word": "mitre fois, & Londres, au", "Confidence": 0.5662, "X1": 0.8047, "Y1": 0.5052, "X2": 0.99819, "Y2": 0.505, "X3": 0.99819, "Y3": 0.5128, "X4": 0.8047, "Y4": 0.5108, "page": 0}, {"Word": "que leur contrat. I.f premier est ie Fleur qui a frappe pour 329 avec", "Confidence": 0.62786, "X1": 0.29114, "Y1": 0.5152, "X2": 0.81013, "Y2": 0.515, "X3": 0.81013, "Y3": 0.5238, "X4": 0.29114, "Y4": 0.5248, "page": 0}, {"Word": "frete 1945. La patineuse", "Confidence": 0.54825, "X1": 0.8047, "Y1": 0.5132, "X2": 0.99096, "Y2": 0.513, "X3": 0.99096, "Y3": 0.5208, "X4": 0.8047, "Y4": 0.5198, "page": 0}, {"Word": "droitier Ilampinn Coleman, le plus le club Asheville.", "Confidence": 0.62662, "X1": 0.29476, "Y1": 0.5232, "X2": 0.68535, "Y2": 0.523, "X3": 0.68535, "Y3": 0.5328, "X4": 0.29476, "Y4": 0.5338, "page": 0}, {"Word": "bul avait alors declare qu", "Confidence": 0.5588, "X1": 0.80651, "Y1": 0.5202, "X2": 0.99277, "Y2": 0.52, "X3": 0.99277, "Y3": 0.5288, "X4": 0.80651, "Y4": 0.5288, "page": 0}, {"Word": "recu une offre de tour", "Confidence": 0.7148, "X1": 0.80651, "Y1": 0.5292, "X2": 0.99819, "Y2": 0.529, "X3": 0.99638, "Y3": 0.5368, "X4": 0.80651, "Y4": 0.5368, "page": 0}, {"Word": "cros desappointement de l'ann\u00e9e Le seul voltigeur qui all alone ton compagnie britannique rej", "Confidence": 0.61543, "X1": 0.29656, "Y1": 0.5362, "X2": 0.99638, "Y2": 0.536, "X3": 0.99638, "Y3": 0.5468, "X4": 0.29476, "Y4": 0.5428, "page": 0}, {"Word": "pour lor Royaux en 1954.", "Confidence": 0.5612, "X1": 0.29837, "Y1": 0.5422, "X2": 0.48101, "Y2": 0.542, "X3": 0.48101, "Y3": 0.5518, "X4": 0.29837, "Y4": 0.5508, "page": 0}, {"Word": "contrat est Eddie Moore qui a con-jun spectacle sur glace, m", "Confidence": 0.63518, "X1": 0.54792, "Y1": 0.5462, "X2": 0.99458, "Y2": 0.546, "X3": 0.99458, "Y3": 0.5548, "X4": 0.54792, "Y4": 0.5488, "page": 0}, {"Word": "nement, llaspion Coleman avait Saints de S .- l'aul en 1964, Moore, pon", "Confidence": 0.60469, "X1": 0.29656, "Y1": 0.5582, "X2": 0.83363, "Y2": 0.558, "X3": 0.83363, "Y3": 0.5668, "X4": 0.29656, "Y4": 0.5678, "page": 0}, {"Word": "Ad cours de la p\u00e9riode d'entral terve une moyenne de -250 avec les preferalt retourner dans", "Confidence": 0.595, "X1": 0.30741, "Y1": 0.5522, "X2": 0.99096, "Y2": 0.552, "X3": 0.99096, "Y3": 0.5628, "X4": 0.30741, "Y4": 0.5588, "page": 0}, {"Word": "ANGUINET", "Confidence": 0.991, "X1": 0.12297, "Y1": 0.5462, "X2": 0.25859, "Y2": 0.546, "X3": 0.25859, "Y3": 0.5708, "X4": 0.12477, "Y4": 0.5718, "page": 0}, {"Word": "pour prendre patt aus", "Confidence": 0.7405, "X1": 0.80651, "Y1": 0.5622, "X2": 0.98553, "Y2": 0.562, "X3": 0.98553, "Y3": 0.5708, "X4": 0.80651, "Y4": 0.5698, "page": 0}, {"Word": ".. Automobile -Ltee\".", "Confidence": 0.26633, "X1": 0.06329, "Y1": 0.5712, "X2": 0.29114, "Y2": 0.571, "X3": 0.29114, "Y3": 0.5818, "X4": 0.06329, "Y4": 0.5828, "page": 0}, {"Word": "Max Macon 'que ce dernier T'avait ou camp d'entrainement de Vero", "Confidence": 0.45909, "X1": 0.29476, "Y1": 0.5752, "X2": 0.81193, "Y2": 0.575, "X3": 0.81193, "Y3": 0.5838, "X4": 0.29476, "Y4": 0.5848, "page": 0}, {"Word": "tellement Impressionne le garant Sherry et Spears sont dell arrives nats nationaux.", "Confidence": 0.71183, "X1": 0.29837, "Y1": 0.5682, "X2": 0.92043, "Y2": 0.568, "X3": 0.92043, "Y3": 0.5788, "X4": 0.29837, "Y4": 0.5758, "page": 0}, {"Word": "On a rapport\u00e9.que Mil", "Confidence": 0.50325, "X1": 0.81555, "Y1": 0.5772, "X2": 0.99096, "Y2": 0.577, "X3": 0.99096, "Y3": 0.5858, "X4": 0.81555, "Y4": 0.5858, "page": 0}, {"Word": "CADILLAC - BURCK -PONTIAC", "Confidence": 0.604, "X1": 0.06329, "Y1": 0.5822, "X2": 0.27848, "Y2": 0.582, "X3": 0.27848, "Y3": 0.5938, "X4": 0.06329, "Y4": 0.5928, "page": 0}, {"Word": "cholal pour lancer la joute d'ouver \|be", "Confidence": 0.57171, "X1": 0.29656, "Y1": 0.5842, "X2": 0.57324, "Y2": 0.584, "X3": 0.57324, "Y3": 0.5948, "X4": 0.29656, "Y4": 0.5918, "page": 0}, {"Word": "Bench, Fioride. Le camp est ouvert she, qui falsalt partie d", "Confidence": 0.63282, "X1": 0.54973, "Y1": 0.5862, "X2": 0.99277, "Y2": 0.586, "X3": 0.99277, "Y3": 0.5948, "X4": 0.54973, "Y4": 0.5898, "page": 0}, {"Word": "VAUTHALL - CAMIONS G.M.C.", "Confidence": 0.76225, "X1": 0.06872, "Y1": 0.5942, "X2": 0.26944, "Y2": 0.594, "X3": 0.26944, "Y3": 0.6048, "X4": 0.06872, "Y4": 0.6058, "page": 0}, {"Word": "ture de saison & Syracuse, Ilandi pour tous les joueurs prometteurs tch\u00e8que au dernier tous", "Confidence": 0.62967, "X1": 0.29476, "Y1": 0.5922, "X2": 0.99458, "Y2": 0.592, "X3": 0.99458, "Y3": 0.6028, "X4": 0.29476, "Y4": 0.5998, "page": 0}, {"Word": "cappe par un mal de dos, Coleman des Dodgers, qui ont besoin d'une", "Confidence": 0.80162, "X1": 0.29837, "Y1": 0.5982, "X2": 0.81013, "Y2": 0.598, "X3": 0.81013, "Y3": 0.6068, "X4": 0.29837, "Y4": 0.6078, "page": 0}, {"Word": "n'a virtuellement pas tance de to instruction speciale.", "Confidence": 0.59087, "X1": 0.29476, "Y1": 0.6062, "X2": 0.70344, "Y2": 0.606, "X3": 0.70344, "Y3": 0.6138, "X4": 0.29476, "Y4": 0.6148, "page": 0}, {"Word": "les championnats .mond", "Confidence": 0.68733, "X1": 0.8047, "Y1": 0.6022, "X2": 0.98011, "Y2": 0.602, "X3": 0.98011, "Y3": 0.6098, "X4": 0.8047, "Y4": 0.6088, "page": 0}, {"Word": "timage de fantaisie, a Vier", "Confidence": 0.4654, "X1": 0.8047, "Y1": 0.6092, "X2": 0.99277, "Y2": 0.609, "X3": 0.99277, "Y3": 0.6168, "X4": 0.8047, "Y4": 0.6168, "page": 0}, {"Word": "faison. Il s'est vu decermer un billet", "Confidence": 0.617, "X1": 0.30018, "Y1": 0.6142, "X2": 0.56058, "Y2": 0.614, "X3": 0.56058, "Y3": 0.6238, "X4": 0.30018, "Y4": 0.6228, "page": 0}, {"Word": "Les Joueurs . du Montreal com- maine derni\u00e8re: cherche I", "Confidence": 0.6139, "X1": 0.56239, "Y1": 0.6182, "X2": 0.99638, "Y2": 0.618, "X3": 0.99638, "Y3": 0.6268, "X4": 0.56239, "Y4": 0.6228, "page": 0}, {"Word": "1888 : PAPINEAU", "Confidence": 0.84167, "X1": 0.07052, "Y1": 0.6172, "X2": 0.27125, "Y2": 0.617, "X3": 0.27125, "Y3": 0.6338, "X4": 0.07052, "Y4": 0.6358, "page": 0}, {"Word": "de chemin de fer pour rejoindre menceront leur entrainement regu- litique dans l'Oued !.", "Confidence": 0.69093, "X1": 0.29837, "Y1": 0.6242, "X2": 0.95841, "Y2": 0.624, "X3": 0.95841, "Y3": 0.6338, "X4": 0.29837, "Y4": 0.6308, "page": 0}, {"Word": "FA. 3761", "Confidence": 0.622, "X1": 0.13743, "Y1": 0.6382, "X2": 0.20072, "Y2": 0.638, "X3": 0.20072, "Y3": 0.6468, "X4": 0.13743, "Y4": 0.6478, "page": 0}, {"Word": "sa demeure en Caroline apres avoir illers & Vero Beach le vendredi IR Mme Pacht a dictare h", "Confidence": 0.63344, "X1": 0.29656, "Y1": 0.6322, "X2": 0.99096, "Y2": 0.632, "X3": 0.99096, "Y3": 0.6418, "X4": 0.29656, "Y4": 0.6388, "page": 0}, {"Word": "remporte une seule victoire et avoir (mars, La salson locale du Montreal a", "Confidence": 0.69269, "X1": 0.29837, "Y1": 0.6392, "X2": 0.83183, "Y2": 0.639, "X3": 0.83183, "Y3": 0.6468, "X4": 0.29837, "Y4": 0.6468, "page": 0}, {"Word": "Apr\u00e8s 8 h. p.m .. PA. 3789", "Confidence": 0.40214, "X1": 0.08318, "Y1": 0.6462, "X2": 0.25859, "Y2": 0.646, "X3": 0.25859, "Y3": 0.6568, "X4": 0.08318, "Y4": 0.6578, "page": 0}, {"Word": "enenlase une d\u00e9faite. Coleman a ce aura Beu le 28 avril au stade de autorit\u00e9s am\u00e9ricaines de", "Confidence": 0.59535, "X1": 0.29476, "Y1": 0.6482, "X2": 0.99096, "Y2": 0.648, "X3": 0.99096, "Y3": 0.6568, "X4": 0.29476, "Y4": 0.6528, "page": 0}, {"Word": "pendant fecommence & lancer et ia rup Delerimier.", "Confidence": 0.62938, "X1": 0.29837, "Y1": 0.6542, "X2": 0.68716, "Y2": 0.654, "X3": 0.68716, "Y3": 0.6628, "X4": 0.29837, "Y4": 0.6618, "page": 0}, {"Word": "[ton, au- sujet de Mile N", "Confidence": 0.562, "X1": 0.80289, "Y1": 0.6572, "X2": 0.99638, "Y2": 0.657, "X3": 0.99638, "Y3": 0.6648, "X4": 0.80289, "Y4": 0.6648, "page": 0}, {"Word": "mais leur @ declare qu", "Confidence": 0.6396, "X1": 0.80289, "Y1": 0.6652, "X2": 0.99638, "Y2": 0.665, "X3": 0.99638, "Y3": 0.6728, "X4": 0.80289, "Y4": 0.6718, "page": 0}, {"Word": "nouvelle de la jeune", "Confidence": 0.624, "X1": 0.84268, "Y1": 0.6732, "X2": 0.99096, "Y2": 0.673, "X3": 0.99096, "Y3": 0.6818, "X4": 0.84268, "Y4": 0.6808, "page": 0}, {"Word": "role Jane Pachi, qui fals", "Confidence": 0.7292, "X1": 0.80289, "Y1": 0.6812, "X2": 0.99458, "Y2": 0.681, "X3": 0.99458, "Y3": 0.6898, "X4": 0.80289, "Y4": 0.6878, "page": 0}, {"Word": "l'\u00e9quipe canadienne", "Confidence": 0.3475, "X1": 0.82098, "Y1": 0.6882, "X2": 0.9783, "Y2": 0.688, "X3": 0.9783, "Y3": 0.6968, "X4": 0.82098, "Y4": 0.6958, "page": 0}, {"Word": "de fantalale, au tournel", "Confidence": 0.673, "X1": 0.80651, "Y1": 0.6962, "X2": 0.98192, "Y2": 0.696, "X3": 0.98192, "Y3": 0.7038, "X4": 0.80651, "Y4": 0.7028, "page": 0}, {"Word": "encore.", "Confidence": 0.64, "X1": 0.83363, "Y1": 0.7032, "X2": 0.90416, "Y2": 0.703, "X3": 0.90416, "Y3": 0.7118, "X4": 0.83363, "Y4": 0.7118, "page": 0}, {"Word": "WEurope,", "Confidence": 0.169, "X1": 0.91682, "Y1": 0.7042, "X2": 0.98192, "Y2": 0.704, "X3": 0.98192, "Y3": 0.7128, "X4": 0.91501, "Y4": 0.7118, "page": 0}, {"Word": "a d\u00e9clar\u00e9", "Confidence": 0.7775, "X1": 0.90778, "Y1": 0.7182, "X2": 0.97649, "Y2": 0.718, "X3": 0.97649, "Y3": 0.7278, "X4": 0.90778, "Y4": 0.7258, "page": 0}, {"Word": "CIGARETTES", "Confidence": 0.991, "X1": 0.32007, "Y1": 0.7302, "X2": 0.59675, "Y2": 0.73, "X3": 0.60036, "Y3": 0.7558, "X4": 0.32188, "Y4": 0.7638, "page": 0}, {"Word": "de l'o", "Confidence": 0.4725, "X1": 0.80108, "Y1": 0.7642, "X2": 0.8481, "Y2": 0.764, "X3": 0.8481, "Y3": 0.7718, "X4": 0.80108, "Y4": 0.7718, "page": 0}, {"Word": "ICH (tatt 'slors deveny", "Confidence": 0.27975, "X1": 0.80108, "Y1": 0.7782, "X2": 0.98915, "Y2": 0.778, "X3": 0.98915, "Y3": 0.7888, "X4": 0.80108, "Y4": 0.7868, "page": 0}, {"Word": "Impossible de quitter in", "Confidence": 0.5365, "X1": 0.80108, "Y1": 0.7882, "X2": 0.98915, "Y2": 0.788, "X3": 0.98915, "Y3": 0.7958, "X4": 0.80289, "Y4": 0.7958, "page": 0}, {"Word": "ragule\", a ajout\u00e9 Mme Pa", "Confidence": 0.2502, "X1": 0.80289, "Y1": 0.7962, "X2": 0.99458, "Y2": 0.796, "X3": 0.99458, "Y3": 0.8038, "X4": 0.80289, "Y4": 0.8038, "page": 0}, {"Word": ". \u00e9galement-exprime-l'a", "Confidence": 0.0885, "X1": 0.8047, "Y1": 0.8032, "X2": 0.99638, "Y2": 0.803, "X3": 0.99638, "Y3": 0.8108, "X4": 0.8047, "Y4": 0.8108, "page": 0}, {"Word": "MOle Nachndaka, gal perle", "Confidence": 0.36975, "X1": 0.80651, "Y1": 0.8112, "X2": 0.99458, "Y2": 0.811, "X3": 0.99458, "Y3": 0.8178, "X4": 0.80651, "Y4": 0.8188, "page": 0}, {"Word": "aprime-", "Confidence": 0.204, "X1": 0.9132, "Y1": 0.8032, "X2": 0.98373, "Y2": 0.803, "X3": 0.98373, "Y3": 0.8108, "X4": 0.9132, "Y4": 0.8108, "page": 0}, {"Word": "seet l'anglais, tedtera de", "Confidence": 0.58875, "X1": 0.81374, "Y1": 0.8192, "X2": 0.99458, "Y2": 0.819, "X3": 0.99458, "Y3": 0.8268, "X4": 0.81374, "Y4": 0.8258, "page": 0}, {"Word": "British Consols", "Confidence": 0.9955, "X1": 0.24955, "Y1": 0.7792, "X2": 0.76311, "Y2": 0.779, "X3": 0.7613, "Y3": 0.8318, "X4": 0.24774, "Y4": 0.8258, "page": 0}, {"Word": "Canada", "Confidence": 0.194, "X1": 0.80651, "Y1": 0.8272, "X2": 0.86076, "Y2": 0.827, "X3": 0.86076, "Y3": 0.8338, "X4": 0.80651, "Y4": 0.8338, "page": 0}, {"Word": "Equipe am\u00e9ricaine de", "Confidence": 0.58933, "X1": 0.80651, "Y1": 0.8412, "X2": 0.98373, "Y2": 0.841, "X3": 0.98553, "Y3": 0.8548, "X4": 0.80651, "Y4": 0.8548, "page": 0}, {"Word": "EXTRA-DOUCES", "Confidence": 0.967, "X1": 0.32731, "Y1": 0.8492, "X2": 0.58951, "Y2": 0.849, "X3": 0.58409, "Y3": 0.8758, "X4": 0.3255, "Y4": 0.8628, "page": 0}, {"Word": "ballon-panier &", "Confidence": 0.2265, "X1": 0.86438, "Y1": 0.8562, "X2": 0.99096, "Y2": 0.856, "X3": 0.99096, "Y3": 0.8698, "X4": 0.86438, "Y4": 0.8708, "page": 0}, {"Word": "Moscou, 22 (PA) - Un", "Confidence": 0.2892, "X1": 0.81555, "Y1": 0.8732, "X2": 0.99819, "Y2": 0.873, "X3": 0.99638, "Y3": 0.8818, "X4": 0.81555, "Y4": 0.8818, "page": 0}, {"Word": "la Sopale en Juillet tandi", "Confidence": 0.4712, "X1": 0.80289, "Y1": 0.8882, "X2": 0.99819, "Y2": 0.888, "X3": 0.99819, "Y3": 0.8968, "X4": 0.80289, "Y4": 0.8978, "page": 0}, {"Word": "mirtreine da ballon-panier", "Confidence": 0.35433, "X1": 0.81193, "Y1": 0.8812, "X2": 0.99638, "Y2": 0.881, "X3": 0.99638, "Y3": 0.8898, "X4": 0.81193, "Y4": 0.8888, "page": 0}, {"Word": "ORDINAIRES OU BOUTS EN\u00b7LI\u00c8GE", "Confidence": 0.61425, "X1": 0.3255, "Y1": 0.8832, "X2": 0.61302, "Y2": 0.883, "X3": 0.6094, "Y3": 0.8998, "X4": 0.32007, "Y4": 0.8768, "page": 0}, {"Word": "ler un Important einche", "Confidence": 0.36775, "X1": 0.81013, "Y1": 0.9102, "X2": 0.99277, "Y2": 0.91, "X3": 0.99277, "Y3": 0.9198, "X4": 0.81013, "Y4": 0.9208, "page": 0}, {"Word": "AWesel China, chef du d\u00e9ps", "Confidence": 0.3622, "X1": 0.79928, "Y1": 0.9202, "X2": 0.99819, "Y2": 0.92, "X3": 0.99638, "Y3": 0.9288, "X4": 0.79928, "Y4": 0.9268, "page": 0}, {"Word": "001024", "Confidence": 0.993, "X1": 0.64014, "Y1": 0.9802, "X2": 0.71609, "Y2": 0.98, "X3": 0.71609, "Y3": 0.9928, "X4": 0.64014, "Y4": 0.9938, "page": 0}], "words_data": [{"Word": "Chea", "Confidence": 0.622, "X1": 0.57505, "Y1": 0.0042, "X2": 0.61121, "Y2": 0.004, "X3": 0.6094, "Y3": 0.0128, "X4": 0.57324, "Y4": 0.0128, "page": 0, "Index": 0}, {"Word": "les", "Confidence": 0.865, "X1": 0.61483, "Y1": 0.0042, "X2": 0.63653, "Y2": 0.004, "X3": 0.63653, "Y3": 0.0128, "X4": 0.61302, "Y4": 0.0128, "page": 0, "Index": 1}, {"Word": "gardiens", "Confidence": 0.264, "X1": 0.64014, "Y1": 0.0042, "X2": 0.70163, "Y2": 0.004, "X3": 0.69982, "Y3": 0.0128, "X4": 0.64014, "Y4": 0.0128, "page": 0, "Index": 2}, {"Word": "de", "Confidence": 0.93, "X1": 0.70524, "Y1": 0.0042, "X2": 0.72514, "Y2": 0.004, "X3": 0.72333, "Y3": 0.0128, "X4": 0.70344, "Y4": 0.0128, "page": 0, "Index": 3}, {"Word": "bote,", "Confidence": 0.434, "X1": 0.72875, "Y1": 0.0042, "X2": 0.76492, "Y2": 0.004, "X3": 0.76311, "Y3": 0.0138, "X4": 0.72694, "Y4": 0.0128, "page": 0, "Index": 4}, {"Word": "Ilarry", "Confidence": 0.405, "X1": 0.76854, "Y1": 0.0032, "X2": 0.81193, "Y2": 0.003, "X3": 0.81193, "Y3": 0.0138, "X4": 0.76673, "Y4": 0.0138, "page": 0, "Index": 5}, {"Word": "CADILLAC", "Confidence": 0.993, "X1": 0.09765, "Y1": 0.0072, "X2": 0.25859, "Y2": 0.007, "X3": 0.2604, "Y3": 0.0258, "X4": 0.09765, "Y4": 0.0278, "page": 0, "Index": 6}, {"Word": "New-York,", "Confidence": 0.94, "X1": 0.32369, "Y1": 0.0162, "X2": 0.39964, "Y2": 0.016, "X3": 0.39783, "Y3": 0.0258, "X4": 0.32188, "Y4": 0.0258, "page": 0, "Index": 7}, {"Word": "22.", "Confidence": 0.5, "X1": 0.40145, "Y1": 0.0162, "X2": 0.42315, "Y2": 0.016, "X3": 0.42315, "Y3": 0.0258, "X4": 0.40145, "Y4": 0.0258, "page": 0, "Index": 8}, {"Word": "IPAY", "Confidence": 0.12, "X1": 0.42676, "Y1": 0.0162, "X2": 0.46112, "Y2": 0.016, "X3": 0.45931, "Y3": 0.0258, "X4": 0.42495, "Y4": 0.0258, "page": 0, "Index": 9}, {"Word": "..", "Confidence": 0.852, "X1": 0.46474, "Y1": 0.0162, "X2": 0.48282, "Y2": 0.016, "X3": 0.48282, "Y3": 0.0258, "X4": 0.46293, "Y4": 0.0258, "page": 0, "Index": 10}, {"Word": "Tony", "Confidence": 0.992, "X1": 0.48825, "Y1": 0.0162, "X2": 0.52441, "Y2": 0.016, "X3": 0.52441, "Y3": 0.0258, "X4": 0.48825, "Y4": 0.0258, "page": 0, "Index": 11}, {"Word": "Tro-", "Confidence": 0.521, "X1": 0.52984, "Y1": 0.0162, "X2": 0.5642, "Y2": 0.016, "X3": 0.5642, "Y3": 0.0268, "X4": 0.52984, "Y4": 0.0258, "page": 0, "Index": 12}, {"Word": "Lumley,", "Confidence": 0.533, "X1": 0.56239, "Y1": 0.0122, "X2": 0.62206, "Y2": 0.012, "X3": 0.62206, "Y3": 0.0208, "X4": 0.56239, "Y4": 0.0218, "page": 0, "Index": 13}, {"Word": "des", "Confidence": 0.064, "X1": 0.62568, "Y1": 0.0122, "X2": 0.6528, "Y2": 0.012, "X3": 0.6528, "Y3": 0.0208, "X4": 0.62568, "Y4": 0.0208, "page": 0, "Index": 14}, {"Word": "Maple", "Confidence": 0.416, "X1": 0.66004, "Y1": 0.0122, "X2": 0.70524, "Y2": 0.012, "X3": 0.70524, "Y3": 0.0208, "X4": 0.66004, "Y4": 0.0208, "page": 0, "Index": 15}, {"Word": "Leafs", "Confidence": 0.026, "X1": 0.71248, "Y1": 0.0122, "X2": 0.75226, "Y2": 0.012, "X3": 0.75226, "Y3": 0.0218, "X4": 0.71067, "Y4": 0.0208, "page": 0, "Index": 16}, {"Word": "de", "Confidence": 0.605, "X1": 0.7613, "Y1": 0.0122, "X2": 0.77939, "Y2": 0.012, "X3": 0.77939, "Y3": 0.0218, "X4": 0.75949, "Y4": 0.0218, "page": 0, "Index": 17}, {"Word": "Tus", "Confidence": 0.114, "X1": 0.78843, "Y1": 0.0122, "X2": 0.81374, "Y2": 0.012, "X3": 0.81374, "Y3": 0.0228, "X4": 0.78843, "Y4": 0.0218, "page": 0, "Index": 18}, {"Word": "USAGEES", "Confidence": 0.625, "X1": 0.14467, "Y1": 0.0282, "X2": 0.21881, "Y2": 0.028, "X3": 0.217, "Y3": 0.0378, "X4": 0.14467, "Y4": 0.0388, "page": 0, "Index": 19}, {"Word": "hert", "Confidence": 0.683, "X1": 0.30922, "Y1": 0.0252, "X2": 0.33996, "Y2": 0.025, "X3": 0.33996, "Y3": 0.0338, "X4": 0.31103, "Y4": 0.0338, "page": 0, "Index": 20}, {"Word": "et", "Confidence": 0.589, "X1": 0.3472, "Y1": 0.0252, "X2": 0.36528, "Y2": 0.025, "X3": 0.36528, "Y3": 0.0338, "X4": 0.3472, "Y4": 0.0338, "page": 0, "Index": 21}, {"Word": "llamilton", "Confidence": 0.401, "X1": 0.37251, "Y1": 0.0262, "X2": 0.4358, "Y2": 0.026, "X3": 0.43761, "Y3": 0.0338, "X4": 0.37251, "Y4": 0.0338, "page": 0, "Index": 22}, {"Word": "Richardann.", "Confidence": 0.194, "X1": 0.44665, "Y1": 0.0272, "X2": 0.53165, "Y2": 0.027, "X3": 0.53165, "Y3": 0.0348, "X4": 0.44665, "Y4": 0.0348, "page": 0, "Index": 23}, {"Word": "Co.", "Confidence": 0.106, "X1": 0.53707, "Y1": 0.0272, "X2": 0.55877, "Y2": 0.027, "X3": 0.55877, "Y3": 0.0358, "X4": 0.53707, "Y4": 0.0348, "page": 0, "Index": 24}, {"Word": "rente,", "Confidence": 0.22, "X1": 0.56239, "Y1": 0.0202, "X2": 0.60579, "Y2": 0.02, "X3": 0.60579, "Y3": 0.0288, "X4": 0.56239, "Y4": 0.0288, "page": 0, "Index": 25}, {"Word": "tien", "Confidence": 0.221, "X1": 0.56239, "Y1": 0.0282, "X2": 0.58951, "Y2": 0.028, "X3": 0.58951, "Y3": 0.0358, "X4": 0.56239, "Y4": 0.0358, "page": 0, "Index": 26}, {"Word": "qu'il", "Confidence": 0.207, "X1": 0.59675, "Y1": 0.0282, "X2": 0.6311, "Y2": 0.028, "X3": 0.6311, "Y3": 0.0368, "X4": 0.59855, "Y4": 0.0358, "page": 0, "Index": 27}, {"Word": "se", "Confidence": 0.684, "X1": 0.6094, "Y1": 0.0212, "X2": 0.62568, "Y2": 0.021, "X3": 0.62568, "Y3": 0.0298, "X4": 0.60759, "Y4": 0.0288, "page": 0, "Index": 28}, {"Word": "trouve", "Confidence": 0.184, "X1": 0.62929, "Y1": 0.0212, "X2": 0.67631, "Y2": 0.021, "X3": 0.67631, "Y3": 0.0298, "X4": 0.62929, "Y4": 0.0298, "page": 0, "Index": 29}, {"Word": "ne", "Confidence": 0.215, "X1": 0.63472, "Y1": 0.0282, "X2": 0.6528, "Y2": 0.028, "X3": 0.65461, "Y3": 0.0368, "X4": 0.63472, "Y4": 0.0368, "page": 0, "Index": 30}, {"Word": "S'\u00e9tait", "Confidence": 0.019, "X1": 0.65823, "Y1": 0.0292, "X2": 0.70344, "Y2": 0.029, "X3": 0.70524, "Y3": 0.0378, "X4": 0.66004, "Y4": 0.0368, "page": 0, "Index": 31}, {"Word": "en", "Confidence": 0.901, "X1": 0.68174, "Y1": 0.0212, "X2": 0.69982, "Y2": 0.021, "X3": 0.69982, "Y3": 0.0298, "X4": 0.68174, "Y4": 0.0298, "page": 0, "Index": 32}, {"Word": "meilleure", "Confidence": 0.626, "X1": 0.70705, "Y1": 0.0202, "X2": 0.77396, "Y2": 0.02, "X3": 0.77396, "Y3": 0.0298, "X4": 0.70705, "Y4": 0.0298, "page": 0, "Index": 33}, {"Word": "Il", "Confidence": 0.034, "X1": 0.70705, "Y1": 0.0292, "X2": 0.72152, "Y2": 0.029, "X3": 0.72333, "Y3": 0.0378, "X4": 0.70705, "Y4": 0.0378, "page": 0, "Index": 34}, {"Word": "y", "Confidence": 0.77, "X1": 0.72514, "Y1": 0.0292, "X2": 0.73418, "Y2": 0.029, "X3": 0.73418, "Y3": 0.0378, "X4": 0.72514, "Y4": 0.0378, "page": 0, "Index": 35}, {"Word": "powi", "Confidence": 0.021, "X1": 0.77939, "Y1": 0.0202, "X2": 0.81193, "Y2": 0.02, "X3": 0.81193, "Y3": 0.0288, "X4": 0.77939, "Y4": 0.0298, "page": 0, "Index": 36}, {"Word": "equiplers", "Confidence": 0.547, "X1": 0.31103, "Y1": 0.0332, "X2": 0.37432, "Y2": 0.033, "X3": 0.37432, "Y3": 0.0418, "X4": 0.31284, "Y4": 0.0408, "page": 0, "Index": 37}, {"Word": "sur", "Confidence": 0.187, "X1": 0.38156, "Y1": 0.0342, "X2": 0.40687, "Y2": 0.034, "X3": 0.40687, "Y3": 0.0418, "X4": 0.38156, "Y4": 0.0418, "page": 0, "Index": 38}, {"Word": "l'\u00e9quipe", "Confidence": 0.187, "X1": 0.41591, "Y1": 0.0352, "X2": 0.47197, "Y2": 0.035, "X3": 0.47197, "Y3": 0.0428, "X4": 0.41591, "Y4": 0.0418, "page": 0, "Index": 39}, {"Word": "americaine", "Confidence": 0.068, "X1": 0.48101, "Y1": 0.0362, "X2": 0.55696, "Y2": 0.036, "X3": 0.55877, "Y3": 0.0438, "X4": 0.48101, "Y4": 0.0428, "page": 0, "Index": 40}, {"Word": "maine,", "Confidence": 0.643, "X1": 0.56239, "Y1": 0.0362, "X2": 0.61302, "Y2": 0.036, "X3": 0.61302, "Y3": 0.0438, "X4": 0.56239, "Y4": 0.0438, "page": 0, "Index": 41}, {"Word": "Vainqueur", "Confidence": 0.611, "X1": 0.62025, "Y1": 0.0362, "X2": 0.69259, "Y2": 0.036, "X3": 0.69259, "Y3": 0.0448, "X4": 0.62025, "Y4": 0.0438, "page": 0, "Index": 42}, {"Word": "du", "Confidence": 0.996, "X1": 0.69982, "Y1": 0.0362, "X2": 0.7179, "Y2": 0.036, "X3": 0.7179, "Y3": 0.0448, "X4": 0.69982, "Y4": 0.0448, "page": 0, "Index": 43}, {"Word": "troph\u00e9e", "Confidence": 0.329, "X1": 0.72514, "Y1": 0.0362, "X2": 0.78119, "Y2": 0.036, "X3": 0.77939, "Y3": 0.0448, "X4": 0.72514, "Y4": 0.0448, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.006, "X1": 0.74141, "Y1": 0.0292, "X2": 0.75045, "Y2": 0.029, "X3": 0.75045, "Y3": 0.0388, "X4": 0.74141, "Y4": 0.0388, "page": 0, "Index": 45}, {"Word": "une", "Confidence": 0.111, "X1": 0.75769, "Y1": 0.0302, "X2": 0.78662, "Y2": 0.03, "X3": 0.78662, "Y3": 0.0388, "X4": 0.75769, "Y4": 0.0388, "page": 0, "Index": 46}, {"Word": "Ve", "Confidence": 0.647, "X1": 0.78843, "Y1": 0.0362, "X2": 0.8047, "Y2": 0.036, "X3": 0.80289, "Y3": 0.0448, "X4": 0.78843, "Y4": 0.0448, "page": 0, "Index": 47}, {"Word": "Ce", "Confidence": 0, "X1": 0.79204, "Y1": 0.0302, "X2": 0.81374, "Y2": 0.03, "X3": 0.81374, "Y3": 0.0398, "X4": 0.79204, "Y4": 0.0398, "page": 0, "Index": 48}, {"Word": "-!", "Confidence": 0.089, "X1": 0.80651, "Y1": 0.0362, "X2": 0.81917, "Y2": 0.036, "X3": 0.81736, "Y3": 0.0448, "X4": 0.80651, "Y4": 0.0448, "page": 0, "Index": 49}, {"Word": "de", "Confidence": 1, "X1": 0.30922, "Y1": 0.0402, "X2": 0.3255, "Y2": 0.04, "X3": 0.32731, "Y3": 0.0488, "X4": 0.31103, "Y4": 0.0478, "page": 0, "Index": 50}, {"Word": "meilleur", "Confidence": 0.635, "X1": 0.31284, "Y1": 0.0502, "X2": 0.36709, "Y2": 0.05, "X3": 0.3689, "Y3": 0.0578, "X4": 0.31284, "Y4": 0.0578, "page": 0, "Index": 51}, {"Word": "la", "Confidence": 0.999, "X1": 0.32911, "Y1": 0.0402, "X2": 0.34358, "Y2": 0.04, "X3": 0.34539, "Y3": 0.0488, "X4": 0.32911, "Y4": 0.0488, "page": 0, "Index": 52}, {"Word": "coupe", "Confidence": 0.998, "X1": 0.3472, "Y1": 0.0412, "X2": 0.38879, "Y2": 0.041, "X3": 0.3906, "Y3": 0.0498, "X4": 0.34901, "Y4": 0.0488, "page": 0, "Index": 53}, {"Word": "Davis,", "Confidence": 0.525, "X1": 0.39241, "Y1": 0.0422, "X2": 0.434, "Y2": 0.042, "X3": 0.4358, "Y3": 0.0508, "X4": 0.39421, "Y4": 0.0498, "page": 0, "Index": 54}, {"Word": "ont", "Confidence": 1, "X1": 0.43761, "Y1": 0.0432, "X2": 0.46293, "Y2": 0.043, "X3": 0.46474, "Y3": 0.0508, "X4": 0.43942, "Y4": 0.0508, "page": 0, "Index": 55}, {"Word": "fait", "Confidence": 1, "X1": 0.46655, "Y1": 0.0432, "X2": 0.49186, "Y2": 0.043, "X3": 0.49367, "Y3": 0.0518, "X4": 0.46655, "Y4": 0.0508, "page": 0, "Index": 56}, {"Word": "voir", "Confidence": 0.999, "X1": 0.49548, "Y1": 0.0432, "X2": 0.52441, "Y2": 0.043, "X3": 0.52441, "Y3": 0.0518, "X4": 0.49548, "Y4": 0.0518, "page": 0, "Index": 57}, {"Word": "iruftrina", "Confidence": 0.191, "X1": 0.52803, "Y1": 0.0442, "X2": 0.58951, "Y2": 0.044, "X3": 0.59132, "Y3": 0.0528, "X4": 0.52803, "Y4": 0.0518, "page": 0, "Index": 58}, {"Word": "l'an", "Confidence": 0.999, "X1": 0.59494, "Y1": 0.0442, "X2": 0.62206, "Y2": 0.044, "X3": 0.62206, "Y3": 0.0528, "X4": 0.59675, "Y4": 0.0528, "page": 0, "Index": 59}, {"Word": "dernier,", "Confidence": 0.841, "X1": 0.62929, "Y1": 0.0442, "X2": 0.68897, "Y2": 0.044, "X3": 0.68897, "Y3": 0.0528, "X4": 0.6311, "Y4": 0.0528, "page": 0, "Index": 60}, {"Word": "Lumley", "Confidence": 0.998, "X1": 0.69259, "Y1": 0.0442, "X2": 0.74503, "Y2": 0.044, "X3": 0.74503, "Y3": 0.0528, "X4": 0.69259, "Y4": 0.0528, "page": 0, "Index": 61}, {"Word": "a", "Confidence": 0.998, "X1": 0.75226, "Y1": 0.0442, "X2": 0.7613, "Y2": 0.044, "X3": 0.7613, "Y3": 0.0528, "X4": 0.75226, "Y4": 0.0528, "page": 0, "Index": 62}, {"Word": "oilout!", "Confidence": 0.076, "X1": 0.76673, "Y1": 0.0442, "X2": 0.82098, "Y2": 0.044, "X3": 0.82098, "Y3": 0.0528, "X4": 0.76854, "Y4": 0.0528, "page": 0, "Index": 63}, {"Word": "her", "Confidence": 0.006, "X1": 0.31284, "Y1": 0.0572, "X2": 0.33273, "Y2": 0.057, "X3": 0.33273, "Y3": 0.0658, "X4": 0.31284, "Y4": 0.0658, "page": 0, "Index": 64}, {"Word": "a", "Confidence": 0.103, "X1": 0.33996, "Y1": 0.0582, "X2": 0.34901, "Y2": 0.058, "X3": 0.34901, "Y3": 0.0658, "X4": 0.33996, "Y4": 0.0658, "page": 0, "Index": 65}, {"Word": "la", "Confidence": 0.615, "X1": 0.35624, "Y1": 0.0582, "X2": 0.37432, "Y2": 0.058, "X3": 0.37432, "Y3": 0.0668, "X4": 0.35624, "Y4": 0.0658, "page": 0, "Index": 66}, {"Word": "tennis", "Confidence": 0.564, "X1": 0.37251, "Y1": 0.0502, "X2": 0.41772, "Y2": 0.05, "X3": 0.41772, "Y3": 0.0588, "X4": 0.37251, "Y4": 0.0578, "page": 0, "Index": 67}, {"Word": "fonde", "Confidence": 0.184, "X1": 0.37975, "Y1": 0.0582, "X2": 0.42315, "Y2": 0.058, "X3": 0.42315, "Y3": 0.0668, "X4": 0.37975, "Y4": 0.0668, "page": 0, "Index": 68}, {"Word": "hier", "Confidence": 0.697, "X1": 0.42134, "Y1": 0.0502, "X2": 0.45208, "Y2": 0.05, "X3": 0.45208, "Y3": 0.0588, "X4": 0.42134, "Y4": 0.0588, "page": 0, "Index": 69}, {"Word": "finale,", "Confidence": 0.195, "X1": 0.43038, "Y1": 0.0582, "X2": 0.47559, "Y2": 0.058, "X3": 0.47559, "Y3": 0.0668, "X4": 0.43038, "Y4": 0.0668, "page": 0, "Index": 70}, {"Word": "soir", "Confidence": 0.399, "X1": 0.4557, "Y1": 0.0502, "X2": 0.48463, "Y2": 0.05, "X3": 0.48463, "Y3": 0.0588, "X4": 0.4557, "Y4": 0.0588, "page": 0, "Index": 71}, {"Word": "au", "Confidence": 0.041, "X1": 0.4792, "Y1": 0.0582, "X2": 0.49729, "Y2": 0.058, "X3": 0.49729, "Y3": 0.0678, "X4": 0.4792, "Y4": 0.0668, "page": 0, "Index": 72}, {"Word": "pour", "Confidence": 0.848, "X1": 0.49005, "Y1": 0.0502, "X2": 0.52441, "Y2": 0.05, "X3": 0.52441, "Y3": 0.0588, "X4": 0.49005, "Y4": 0.0588, "page": 0, "Index": 73}, {"Word": "tournel", "Confidence": 0.045, "X1": 0.50633, "Y1": 0.0592, "X2": 0.56058, "Y2": 0.059, "X3": 0.56058, "Y3": 0.0678, "X4": 0.50633, "Y4": 0.0678, "page": 0, "Index": 74}, {"Word": "pas-", "Confidence": 0.098, "X1": 0.52984, "Y1": 0.0502, "X2": 0.56239, "Y2": 0.05, "X3": 0.56239, "Y3": 0.0588, "X4": 0.52984, "Y4": 0.0588, "page": 0, "Index": 75}, {"Word": "ia", "Confidence": 0.001, "X1": 0.5642, "Y1": 0.0592, "X2": 0.5877, "Y2": 0.059, "X3": 0.5877, "Y3": 0.0678, "X4": 0.5642, "Y4": 0.0678, "page": 0, "Index": 76}, {"Word": "egirmenl", "Confidence": 0.2, "X1": 0.56962, "Y1": 0.0522, "X2": 0.63472, "Y2": 0.052, "X3": 0.63472, "Y3": 0.0608, "X4": 0.56962, "Y4": 0.0608, "page": 0, "Index": 77}, {"Word": "113", "Confidence": 0.939, "X1": 0.64195, "Y1": 0.0522, "X2": 0.66546, "Y2": 0.052, "X3": 0.66365, "Y3": 0.0608, "X4": 0.64014, "Y4": 0.0608, "page": 0, "Index": 78}, {"Word": "bitte", "Confidence": 0.202, "X1": 0.67089, "Y1": 0.0522, "X2": 0.70344, "Y2": 0.052, "X3": 0.70344, "Y3": 0.0618, "X4": 0.66908, "Y4": 0.0608, "page": 0, "Index": 79}, {"Word": ".", "Confidence": 0, "X1": 0.71067, "Y1": 0.0522, "X2": 0.71971, "Y2": 0.052, "X3": 0.71971, "Y3": 0.0618, "X4": 0.70886, "Y4": 0.0618, "page": 0, "Index": 80}, {"Word": "comparer", "Confidence": 0.189, "X1": 0.72694, "Y1": 0.0532, "X2": 0.79566, "Y2": 0.053, "X3": 0.79566, "Y3": 0.0618, "X4": 0.72694, "Y4": 0.0618, "page": 0, "Index": 81}, {"Word": "pour", "Confidence": 0.847, "X1": 0.30922, "Y1": 0.0662, "X2": 0.34358, "Y2": 0.066, "X3": 0.34358, "Y3": 0.0738, "X4": 0.30922, "Y4": 0.0738, "page": 0, "Index": 82}, {"Word": "le", "Confidence": 0.901, "X1": 0.34901, "Y1": 0.0662, "X2": 0.36528, "Y2": 0.066, "X3": 0.36528, "Y3": 0.0748, "X4": 0.35081, "Y4": 0.0748, "page": 0, "Index": 83}, {"Word": "championnat", "Confidence": 0.605, "X1": 0.37071, "Y1": 0.0672, "X2": 0.46293, "Y2": 0.067, "X3": 0.46293, "Y3": 0.0748, "X4": 0.37071, "Y4": 0.0748, "page": 0, "Index": 84}, {"Word": "&", "Confidence": 0.613, "X1": 0.47016, "Y1": 0.0672, "X2": 0.4774, "Y2": 0.067, "X3": 0.4792, "Y3": 0.0748, "X4": 0.47016, "Y4": 0.0748, "page": 0, "Index": 85}, {"Word": "l'interieur", "Confidence": 0.341, "X1": 0.48644, "Y1": 0.0682, "X2": 0.55877, "Y2": 0.068, "X3": 0.55877, "Y3": 0.0758, "X4": 0.48644, "Y4": 0.0748, "page": 0, "Index": 86}, {"Word": "Wings.", "Confidence": 0.61, "X1": 0.5642, "Y1": 0.0682, "X2": 0.61483, "Y2": 0.068, "X3": 0.61483, "Y3": 0.0758, "X4": 0.5642, "Y4": 0.0758, "page": 0, "Index": 87}, {"Word": "pour", "Confidence": 0.928, "X1": 0.59313, "Y1": 0.0592, "X2": 0.62749, "Y2": 0.059, "X3": 0.62749, "Y3": 0.0688, "X4": 0.59313, "Y4": 0.0678, "page": 0, "Index": 88}, {"Word": "Lumley", "Confidence": 0.676, "X1": 0.62568, "Y1": 0.0692, "X2": 0.67812, "Y2": 0.069, "X3": 0.67812, "Y3": 0.0768, "X4": 0.62568, "Y4": 0.0758, "page": 0, "Index": 89}, {"Word": "Terry", "Confidence": 0.613, "X1": 0.63472, "Y1": 0.0602, "X2": 0.67269, "Y2": 0.06, "X3": 0.67269, "Y3": 0.0688, "X4": 0.63472, "Y4": 0.0688, "page": 0, "Index": 90}, {"Word": "Sawchuk.", "Confidence": 0.417, "X1": 0.67993, "Y1": 0.0602, "X2": 0.75045, "Y2": 0.06, "X3": 0.75045, "Y3": 0.0688, "X4": 0.67993, "Y4": 0.0688, "page": 0, "Index": 91}, {"Word": "&", "Confidence": 0.313, "X1": 0.69078, "Y1": 0.0692, "X2": 0.69801, "Y2": 0.069, "X3": 0.69982, "Y3": 0.0768, "X4": 0.69078, "Y4": 0.0768, "page": 0, "Index": 92}, {"Word": "Cependant", "Confidence": 0.216, "X1": 0.71248, "Y1": 0.0702, "X2": 0.78481, "Y2": 0.07, "X3": 0.78662, "Y3": 0.0778, "X4": 0.71248, "Y4": 0.0768, "page": 0, "Index": 93}, {"Word": "den", "Confidence": 0.012, "X1": 0.75407, "Y1": 0.0602, "X2": 0.77939, "Y2": 0.06, "X3": 0.77939, "Y3": 0.0698, "X4": 0.75407, "Y4": 0.0688, "page": 0, "Index": 94}, {"Word": "Red.", "Confidence": 0.092, "X1": 0.783, "Y1": 0.0612, "X2": 0.81917, "Y2": 0.061, "X3": 0.81917, "Y3": 0.0698, "X4": 0.78481, "Y4": 0.0698, "page": 0, "Index": 95}, {"Word": "Il", "Confidence": 0.011, "X1": 0.79566, "Y1": 0.0702, "X2": 0.81193, "Y2": 0.07, "X3": 0.81374, "Y3": 0.0778, "X4": 0.79747, "Y4": 0.0778, "page": 0, "Index": 96}, {"Word": "den", "Confidence": 0.66, "X1": 0.31284, "Y1": 0.0732, "X2": 0.33273, "Y2": 0.073, "X3": 0.33273, "Y3": 0.0818, "X4": 0.31284, "Y4": 0.0808, "page": 0, "Index": 97}, {"Word": "Etato-Unis,", "Confidence": 0.526, "X1": 0.33816, "Y1": 0.0752, "X2": 0.41772, "Y2": 0.075, "X3": 0.41591, "Y3": 0.0818, "X4": 0.33816, "Y4": 0.0818, "page": 0, "Index": 98}, {"Word": "parties", "Confidence": 0.602, "X1": 0.56239, "Y1": 0.0772, "X2": 0.6094, "Y2": 0.077, "X3": 0.61121, "Y3": 0.0838, "X4": 0.5642, "Y4": 0.0838, "page": 0, "Index": 99}, {"Word": "&", "Confidence": 0.001, "X1": 0.61483, "Y1": 0.0772, "X2": 0.62206, "Y2": 0.077, "X3": 0.62387, "Y3": 0.0838, "X4": 0.61483, "Y4": 0.0838, "page": 0, "Index": 100}, {"Word": "jouer", "Confidence": 0.623, "X1": 0.62749, "Y1": 0.0772, "X2": 0.66546, "Y2": 0.077, "X3": 0.66727, "Y3": 0.0838, "X4": 0.62929, "Y4": 0.0838, "page": 0, "Index": 101}, {"Word": "encore", "Confidence": 0.463, "X1": 0.67089, "Y1": 0.0772, "X2": 0.7179, "Y2": 0.077, "X3": 0.7179, "Y3": 0.0838, "X4": 0.67089, "Y4": 0.0838, "page": 0, "Index": 102}, {"Word": "contre", "Confidence": 0.398, "X1": 0.72152, "Y1": 0.0772, "X2": 0.76673, "Y2": 0.077, "X3": 0.76854, "Y3": 0.0838, "X4": 0.72333, "Y4": 0.0838, "page": 0, "Index": 103}, {"Word": "spule", "Confidence": 0.256, "X1": 0.77215, "Y1": 0.0772, "X2": 0.80832, "Y2": 0.077, "X3": 0.80832, "Y3": 0.0838, "X4": 0.77215, "Y4": 0.0838, "page": 0, "Index": 104}, {"Word": "Trabert", "Confidence": 0.991, "X1": 0.3255, "Y1": 0.0852, "X2": 0.37794, "Y2": 0.085, "X3": 0.37794, "Y3": 0.0938, "X4": 0.32369, "Y4": 0.0938, "page": 0, "Index": 105}, {"Word": ".", "Confidence": 0.011, "X1": 0.38156, "Y1": 0.0852, "X2": 0.3906, "Y2": 0.085, "X3": 0.3906, "Y3": 0.0938, "X4": 0.38156, "Y4": 0.0938, "page": 0, "Index": 106}, {"Word": "ftimind", "Confidence": 0.402, "X1": 0.39783, "Y1": 0.0852, "X2": 0.44846, "Y2": 0.085, "X3": 0.44846, "Y3": 0.0938, "X4": 0.39602, "Y4": 0.0938, "page": 0, "Index": 107}, {"Word": "Art", "Confidence": 0.968, "X1": 0.45389, "Y1": 0.0852, "X2": 0.4792, "Y2": 0.085, "X3": 0.4792, "Y3": 0.0938, "X4": 0.45389, "Y4": 0.0938, "page": 0, "Index": 108}, {"Word": "Larsen,", "Confidence": 0.766, "X1": 0.48282, "Y1": 0.0852, "X2": 0.53707, "Y2": 0.085, "X3": 0.53707, "Y3": 0.0938, "X4": 0.48282, "Y4": 0.0938, "page": 0, "Index": 109}, {"Word": "de", "Confidence": 0.941, "X1": 0.54069, "Y1": 0.0852, "X2": 0.55877, "Y2": 0.085, "X3": 0.55877, "Y3": 0.0928, "X4": 0.54069, "Y4": 0.0938, "page": 0, "Index": 110}, {"Word": "ment", "Confidence": 0.701, "X1": 0.5642, "Y1": 0.0852, "X2": 0.60036, "Y2": 0.085, "X3": 0.60036, "Y3": 0.0928, "X4": 0.5642, "Y4": 0.0928, "page": 0, "Index": 111}, {"Word": "10", "Confidence": 0.26, "X1": 0.60579, "Y1": 0.0852, "X2": 0.62387, "Y2": 0.085, "X3": 0.62387, "Y3": 0.0928, "X4": 0.60759, "Y4": 0.0928, "page": 0, "Index": 112}, {"Word": "de", "Confidence": 0.685, "X1": 0.6311, "Y1": 0.0852, "X2": 0.64919, "Y2": 0.085, "X3": 0.64919, "Y3": 0.0928, "X4": 0.6311, "Y4": 0.0928, "page": 0, "Index": 113}, {"Word": "son", "Confidence": 0.607, "X1": 0.65642, "Y1": 0.0842, "X2": 0.67993, "Y2": 0.084, "X3": 0.67993, "Y3": 0.0928, "X4": 0.65642, "Y4": 0.0928, "page": 0, "Index": 114}, {"Word": "rival", "Confidence": 0.657, "X1": 0.69078, "Y1": 0.0842, "X2": 0.72694, "Y2": 0.084, "X3": 0.72694, "Y3": 0.0918, "X4": 0.69078, "Y4": 0.0928, "page": 0, "Index": 115}, {"Word": "de", "Confidence": 0.63, "X1": 0.73237, "Y1": 0.0842, "X2": 0.75045, "Y2": 0.084, "X3": 0.75045, "Y3": 0.0918, "X4": 0.73237, "Y4": 0.0918, "page": 0, "Index": 116}, {"Word": "Detroit.", "Confidence": 0.601, "X1": 0.75949, "Y1": 0.0832, "X2": 0.81555, "Y2": 0.083, "X3": 0.81736, "Y3": 0.0908, "X4": 0.75949, "Y4": 0.0918, "page": 0, "Index": 117}, {"Word": "'53", "Confidence": 0.72, "X1": 0.13562, "Y1": 0.0912, "X2": 0.16094, "Y2": 0.091, "X3": 0.16094, "Y3": 0.1008, "X4": 0.13562, "Y4": 0.0998, "page": 0, "Index": 118}, {"Word": "CADILLAC", "Confidence": 0.991, "X1": 0.17179, "Y1": 0.0912, "X2": 0.26401, "Y2": 0.091, "X3": 0.26401, "Y3": 0.1008, "X4": 0.17179, "Y4": 0.1008, "page": 0, "Index": 119}, {"Word": "San", "Confidence": 0.319, "X1": 0.30922, "Y1": 0.0942, "X2": 0.33454, "Y2": 0.094, "X3": 0.33454, "Y3": 0.1018, "X4": 0.30922, "Y4": 0.1028, "page": 0, "Index": 120}, {"Word": "Leandro,", "Confidence": 0.63, "X1": 0.33996, "Y1": 0.0942, "X2": 0.40506, "Y2": 0.094, "X3": 0.40687, "Y3": 0.1018, "X4": 0.34177, "Y4": 0.1018, "page": 0, "Index": 121}, {"Word": "Californie,", "Confidence": 0.251, "X1": 0.40868, "Y1": 0.0932, "X2": 0.48644, "Y2": 0.093, "X3": 0.48644, "Y3": 0.1018, "X4": 0.40868, "Y4": 0.1018, "page": 0, "Index": 122}, {"Word": "par", "Confidence": 0.885, "X1": 0.49005, "Y1": 0.0932, "X2": 0.51356, "Y2": 0.093, "X3": 0.51537, "Y3": 0.1008, "X4": 0.49005, "Y4": 0.1018, "page": 0, "Index": 123}, {"Word": "13-1:", "Confidence": 0.328, "X1": 0.5208, "Y1": 0.0932, "X2": 0.55515, "Y2": 0.093, "X3": 0.55515, "Y3": 0.1008, "X4": 0.5226, "Y4": 0.1008, "page": 0, "Index": 124}, {"Word": "[Jacques", "Confidence": 0.057, "X1": 0.55877, "Y1": 0.0932, "X2": 0.61664, "Y2": 0.093, "X3": 0.61844, "Y3": 0.1008, "X4": 0.55877, "Y4": 0.1008, "page": 0, "Index": 125}, {"Word": "Piante,", "Confidence": 0.602, "X1": 0.62206, "Y1": 0.0932, "X2": 0.6745, "Y2": 0.093, "X3": 0.6745, "Y3": 0.1008, "X4": 0.62387, "Y4": 0.1008, "page": 0, "Index": 126}, {"Word": "du", "Confidence": 0.955, "X1": 0.67631, "Y1": 0.0922, "X2": 0.69439, "Y2": 0.092, "X3": 0.6962, "Y3": 0.1008, "X4": 0.67812, "Y4": 0.1008, "page": 0, "Index": 127}, {"Word": "Canadien,", "Confidence": 0.625, "X1": 0.70163, "Y1": 0.0922, "X2": 0.77396, "Y2": 0.092, "X3": 0.77577, "Y3": 0.0998, "X4": 0.70344, "Y4": 0.1008, "page": 0, "Index": 128}, {"Word": "moyenne", "Confidence": 0.701, "X1": 0.75045, "Y1": 0.1002, "X2": 0.81374, "Y2": 0.1, "X3": 0.81374, "Y3": 0.1078, "X4": 0.75226, "Y4": 0.1088, "page": 0, "Index": 129}, {"Word": "vient", "Confidence": 0.839, "X1": 0.77577, "Y1": 0.0922, "X2": 0.81374, "Y2": 0.092, "X3": 0.81374, "Y3": 0.0998, "X4": 0.77758, "Y4": 0.0998, "page": 0, "Index": 130}, {"Word": "108", "Confidence": 0.771, "X1": 0.30922, "Y1": 0.1012, "X2": 0.33454, "Y2": 0.101, "X3": 0.33454, "Y3": 0.1098, "X4": 0.30922, "Y4": 0.1088, "page": 0, "Index": 131}, {"Word": "mis", "Confidence": 0.379, "X1": 0.30922, "Y1": 0.1102, "X2": 0.33635, "Y2": 0.11, "X3": 0.33635, "Y3": 0.1178, "X4": 0.31103, "Y4": 0.1178, "page": 0, "Index": 132}, {"Word": "et", "Confidence": 0.606, "X1": 0.33996, "Y1": 0.1012, "X2": 0.35624, "Y2": 0.101, "X3": 0.35624, "Y3": 0.1098, "X4": 0.33996, "Y4": 0.1098, "page": 0, "Index": 133}, {"Word": "fin", "Confidence": 0.892, "X1": 0.34177, "Y1": 0.1102, "X2": 0.35986, "Y2": 0.11, "X3": 0.36166, "Y3": 0.1178, "X4": 0.34177, "Y4": 0.1178, "page": 0, "Index": 134}, {"Word": "6.2.", "Confidence": 0.129, "X1": 0.35805, "Y1": 0.1012, "X2": 0.38336, "Y2": 0.101, "X3": 0.38336, "Y3": 0.1098, "X4": 0.35805, "Y4": 0.1098, "page": 0, "Index": 135}, {"Word": "Quant", "Confidence": 0.848, "X1": 0.38698, "Y1": 0.1012, "X2": 0.43038, "Y2": 0.101, "X3": 0.43219, "Y3": 0.1098, "X4": 0.38698, "Y4": 0.1098, "page": 0, "Index": 136}, {"Word": "&", "Confidence": 0.054, "X1": 0.434, "Y1": 0.1022, "X2": 0.44304, "Y2": 0.102, "X3": 0.44304, "Y3": 0.1098, "X4": 0.434, "Y4": 0.1098, "page": 0, "Index": 137}, {"Word": "Richardson,", "Confidence": 0.611, "X1": 0.44846, "Y1": 0.1022, "X2": 0.53165, "Y2": 0.102, "X3": 0.53165, "Y3": 0.1098, "X4": 0.44846, "Y4": 0.1098, "page": 0, "Index": 138}, {"Word": "U", "Confidence": 0.631, "X1": 0.53345, "Y1": 0.1022, "X2": 0.5425, "Y2": 0.102, "X3": 0.5425, "Y3": 0.1098, "X4": 0.53526, "Y4": 0.1098, "page": 0, "Index": 139}, {"Word": "Lar", "Confidence": 0.247, "X1": 0.53888, "Y1": 0.1092, "X2": 0.56058, "Y2": 0.109, "X3": 0.56058, "Y3": 0.1178, "X4": 0.53888, "Y4": 0.1178, "page": 0, "Index": 140}, {"Word": "a.en", "Confidence": 0.566, "X1": 0.54973, "Y1": 0.1022, "X2": 0.57866, "Y2": 0.102, "X3": 0.57866, "Y3": 0.1098, "X4": 0.54973, "Y4": 0.1098, "page": 0, "Index": 141}, {"Word": "arcumulde", "Confidence": 0.371, "X1": 0.56239, "Y1": 0.1082, "X2": 0.63653, "Y2": 0.108, "X3": 0.63653, "Y3": 0.1168, "X4": 0.56239, "Y4": 0.1178, "page": 0, "Index": 142}, {"Word": "de", "Confidence": 0.158, "X1": 0.5877, "Y1": 0.1022, "X2": 0.60579, "Y2": 0.102, "X3": 0.60579, "Y3": 0.1098, "X4": 0.5877, "Y4": 0.1098, "page": 0, "Index": 143}, {"Word": "position", "Confidence": 0.621, "X1": 0.61302, "Y1": 0.1012, "X2": 0.66727, "Y2": 0.101, "X3": 0.66727, "Y3": 0.1088, "X4": 0.61302, "Y4": 0.1088, "page": 0, "Index": 144}, {"Word": "de", "Confidence": 0.997, "X1": 0.64014, "Y1": 0.1082, "X2": 0.66004, "Y2": 0.108, "X3": 0.66004, "Y3": 0.1168, "X4": 0.64014, "Y4": 0.1168, "page": 0, "Index": 145}, {"Word": "224", "Confidence": 0.958, "X1": 0.66365, "Y1": 0.1082, "X2": 0.69259, "Y2": 0.108, "X3": 0.69259, "Y3": 0.1168, "X4": 0.66365, "Y4": 0.1168, "page": 0, "Index": 146}, {"Word": "aree", "Confidence": 0.61, "X1": 0.67631, "Y1": 0.1012, "X2": 0.70886, "Y2": 0.101, "X3": 0.70886, "Y3": 0.1088, "X4": 0.67631, "Y4": 0.1088, "page": 0, "Index": 147}, {"Word": "et", "Confidence": 0.883, "X1": 0.6962, "Y1": 0.1082, "X2": 0.71429, "Y2": 0.108, "X3": 0.71429, "Y3": 0.1168, "X4": 0.6962, "Y4": 0.1168, "page": 0, "Index": 148}, {"Word": "une", "Confidence": 0.889, "X1": 0.71429, "Y1": 0.1012, "X2": 0.74141, "Y2": 0.101, "X3": 0.74322, "Y3": 0.1088, "X4": 0.71609, "Y4": 0.1088, "page": 0, "Index": 149}, {"Word": "une", "Confidence": 0.924, "X1": 0.7179, "Y1": 0.1092, "X2": 0.74503, "Y2": 0.109, "X3": 0.74503, "Y3": 0.1168, "X4": 0.7179, "Y4": 0.1168, "page": 0, "Index": 150}, {"Word": "moyenne", "Confidence": 0.671, "X1": 0.75045, "Y1": 0.1102, "X2": 0.81193, "Y2": 0.11, "X3": 0.81374, "Y3": 0.1178, "X4": 0.75045, "Y4": 0.1168, "page": 0, "Index": 151}, {"Word": "Schmidt,", "Confidence": 0.522, "X1": 0.30922, "Y1": 0.1172, "X2": 0.37251, "Y2": 0.117, "X3": 0.37251, "Y3": 0.1258, "X4": 0.30922, "Y4": 0.1258, "page": 0, "Index": 152}, {"Word": "aux", "Confidence": 0.167, "X1": 0.3689, "Y1": 0.1102, "X2": 0.39602, "Y2": 0.11, "X3": 0.39602, "Y3": 0.1188, "X4": 0.37071, "Y4": 0.1178, "page": 0, "Index": 153}, {"Word": "Ace", "Confidence": 0.026, "X1": 0.37613, "Y1": 0.1172, "X2": 0.40145, "Y2": 0.117, "X3": 0.40145, "Y3": 0.1258, "X4": 0.37613, "Y4": 0.1258, "page": 0, "Index": 154}, {"Word": "espoirs", "Confidence": 0.321, "X1": 0.40325, "Y1": 0.1112, "X2": 0.45389, "Y2": 0.111, "X3": 0.45389, "Y3": 0.1188, "X4": 0.40325, "Y4": 0.1188, "page": 0, "Index": 155}, {"Word": "de", "Confidence": 0.994, "X1": 0.40868, "Y1": 0.1172, "X2": 0.42676, "Y2": 0.117, "X3": 0.42676, "Y3": 0.1258, "X4": 0.40868, "Y4": 0.1258, "page": 0, "Index": 156}, {"Word": "20", "Confidence": 0.923, "X1": 0.434, "Y1": 0.1172, "X2": 0.45027, "Y2": 0.117, "X3": 0.45027, "Y3": 0.1258, "X4": 0.434, "Y4": 0.1258, "page": 0, "Index": 157}, {"Word": "ans", "Confidence": 0.998, "X1": 0.4575, "Y1": 0.1172, "X2": 0.48282, "Y2": 0.117, "X3": 0.48282, "Y3": 0.1248, "X4": 0.4575, "Y4": 0.1248, "page": 0, "Index": 158}, {"Word": "du", "Confidence": 0.959, "X1": 0.46112, "Y1": 0.1112, "X2": 0.4792, "Y2": 0.111, "X3": 0.4792, "Y3": 0.1188, "X4": 0.46112, "Y4": 0.1188, "page": 0, "Index": 159}, {"Word": "jeune", "Confidence": 0.849, "X1": 0.48644, "Y1": 0.1112, "X2": 0.52803, "Y2": 0.111, "X3": 0.52803, "Y3": 0.1188, "X4": 0.48825, "Y4": 0.1188, "page": 0, "Index": 160}, {"Word": "et", "Confidence": 0.251, "X1": 0.49005, "Y1": 0.1172, "X2": 0.50633, "Y2": 0.117, "X3": 0.50633, "Y3": 0.1248, "X4": 0.49005, "Y4": 0.1248, "page": 0, "Index": 161}, {"Word": "jousur", "Confidence": 0.355, "X1": 0.51175, "Y1": 0.1172, "X2": 0.55877, "Y2": 0.117, "X3": 0.56058, "Y3": 0.1248, "X4": 0.51175, "Y4": 0.1248, "page": 0, "Index": 162}, {"Word": "tar", "Confidence": 0.049, "X1": 0.53526, "Y1": 0.1112, "X2": 0.56058, "Y2": 0.111, "X3": 0.56058, "Y3": 0.1188, "X4": 0.53526, "Y4": 0.1188, "page": 0, "Index": 163}, {"Word": "personnelle", "Confidence": 0.66, "X1": 0.56239, "Y1": 0.1172, "X2": 0.64376, "Y2": 0.117, "X3": 0.64376, "Y3": 0.1248, "X4": 0.56239, "Y4": 0.1248, "page": 0, "Index": 164}, {"Word": "de", "Confidence": 0.943, "X1": 0.65099, "Y1": 0.1172, "X2": 0.66908, "Y2": 0.117, "X3": 0.67089, "Y3": 0.1248, "X4": 0.65099, "Y4": 0.1248, "page": 0, "Index": 165}, {"Word": "208", "Confidence": 0.61, "X1": 0.67812, "Y1": 0.1172, "X2": 0.70705, "Y2": 0.117, "X3": 0.70705, "Y3": 0.1248, "X4": 0.67993, "Y4": 0.1248, "page": 0, "Index": 166}, {"Word": "buts", "Confidence": 0.902, "X1": 0.71429, "Y1": 0.1172, "X2": 0.74684, "Y2": 0.117, "X3": 0.74864, "Y3": 0.1248, "X4": 0.71609, "Y4": 0.1248, "page": 0, "Index": 167}, {"Word": "comptes", "Confidence": 0.658, "X1": 0.75407, "Y1": 0.1162, "X2": 0.81374, "Y2": 0.116, "X3": 0.81374, "Y3": 0.1248, "X4": 0.75588, "Y4": 0.1248, "page": 0, "Index": 168}, {"Word": "davenir", "Confidence": 0.628, "X1": 0.30741, "Y1": 0.1262, "X2": 0.36528, "Y2": 0.126, "X3": 0.36528, "Y3": 0.1348, "X4": 0.30922, "Y4": 0.1338, "page": 0, "Index": 169}, {"Word": "de", "Confidence": 0.991, "X1": 0.3689, "Y1": 0.1262, "X2": 0.38879, "Y2": 0.126, "X3": 0.38879, "Y3": 0.1348, "X4": 0.37071, "Y4": 0.1348, "page": 0, "Index": 170}, {"Word": "Su\u00e8de,", "Confidence": 0.377, "X1": 0.39241, "Y1": 0.1262, "X2": 0.44304, "Y2": 0.126, "X3": 0.44304, "Y3": 0.1348, "X4": 0.39241, "Y4": 0.1348, "page": 0, "Index": 171}, {"Word": "l'emportant", "Confidence": 0.481, "X1": 0.44485, "Y1": 0.1272, "X2": 0.52803, "Y2": 0.127, "X3": 0.52803, "Y3": 0.1358, "X4": 0.44665, "Y4": 0.1348, "page": 0, "Index": 172}, {"Word": "par\"", "Confidence": 0.462, "X1": 0.53165, "Y1": 0.1282, "X2": 0.57143, "Y2": 0.128, "X3": 0.56962, "Y3": 0.1358, "X4": 0.53165, "Y4": 0.1358, "page": 0, "Index": 173}, {"Word": "contre", "Confidence": 0.612, "X1": 0.5642, "Y1": 0.1242, "X2": 0.60579, "Y2": 0.124, "X3": 0.60579, "Y3": 0.1318, "X4": 0.5642, "Y4": 0.1328, "page": 0, "Index": 174}, {"Word": "hal", "Confidence": 0.666, "X1": 0.61302, "Y1": 0.1242, "X2": 0.63653, "Y2": 0.124, "X3": 0.63653, "Y3": 0.1318, "X4": 0.61302, "Y4": 0.1318, "page": 0, "Index": 175}, {"Word": "par", "Confidence": 0.958, "X1": 0.63834, "Y1": 0.1242, "X2": 0.66365, "Y2": 0.124, "X3": 0.66365, "Y3": 0.1318, "X4": 0.63834, "Y4": 0.1318, "page": 0, "Index": 176}, {"Word": "partie.", "Confidence": 0.607, "X1": 0.67089, "Y1": 0.1242, "X2": 0.71971, "Y2": 0.124, "X3": 0.71971, "Y3": 0.1318, "X4": 0.67089, "Y4": 0.1318, "page": 0, "Index": 177}, {"Word": "MIA", "Confidence": 0.002, "X1": 0.09584, "Y1": 0.1382, "X2": 0.12658, "Y2": 0.138, "X3": 0.12658, "Y3": 0.1458, "X4": 0.09584, "Y4": 0.1448, "page": 0, "Index": 178}, {"Word": ".53", "Confidence": 0.491, "X1": 0.13201, "Y1": 0.1382, "X2": 0.16094, "Y2": 0.138, "X3": 0.16094, "Y3": 0.1478, "X4": 0.13201, "Y4": 0.1458, "page": 0, "Index": 179}, {"Word": "8-10.", "Confidence": 0.013, "X1": 0.30741, "Y1": 0.1332, "X2": 0.33996, "Y2": 0.133, "X3": 0.33996, "Y3": 0.1408, "X4": 0.30922, "Y4": 0.1398, "page": 0, "Index": 180}, {"Word": "6.2.", "Confidence": 0.415, "X1": 0.34177, "Y1": 0.1332, "X2": 0.36528, "Y2": 0.133, "X3": 0.36709, "Y3": 0.1408, "X4": 0.34358, "Y4": 0.1408, "page": 0, "Index": 181}, {"Word": "6.3.", "Confidence": 0.609, "X1": 0.3689, "Y1": 0.1332, "X2": 0.39421, "Y2": 0.133, "X3": 0.39421, "Y3": 0.1418, "X4": 0.3689, "Y4": 0.1408, "page": 0, "Index": 182}, {"Word": "6.3.", "Confidence": 0.512, "X1": 0.39783, "Y1": 0.1332, "X2": 0.42315, "Y2": 0.133, "X3": 0.42315, "Y3": 0.1418, "X4": 0.39783, "Y4": 0.1418, "page": 0, "Index": 183}, {"Word": "Les", "Confidence": 0.377, "X1": 0.42676, "Y1": 0.1332, "X2": 0.45389, "Y2": 0.133, "X3": 0.45389, "Y3": 0.1418, "X4": 0.42676, "Y4": 0.1418, "page": 0, "Index": 184}, {"Word": "deux", "Confidence": 0.451, "X1": 0.4575, "Y1": 0.1342, "X2": 0.49186, "Y2": 0.134, "X3": 0.49186, "Y3": 0.1418, "X4": 0.4575, "Y4": 0.1418, "page": 0, "Index": 185}, {"Word": "matches,", "Confidence": 0.651, "X1": 0.49729, "Y1": 0.1352, "X2": 0.5642, "Y2": 0.135, "X3": 0.56239, "Y3": 0.1418, "X4": 0.49548, "Y4": 0.1418, "page": 0, "Index": 186}, {"Word": ".Voiel", "Confidence": 0.394, "X1": 0.54069, "Y1": 0.1312, "X2": 0.61302, "Y2": 0.131, "X3": 0.61121, "Y3": 0.1398, "X4": 0.53888, "Y4": 0.1398, "page": 0, "Index": 187}, {"Word": "la", "Confidence": 0.85, "X1": 0.61664, "Y1": 0.1312, "X2": 0.6311, "Y2": 0.131, "X3": 0.62929, "Y3": 0.1398, "X4": 0.61483, "Y4": 0.1398, "page": 0, "Index": 188}, {"Word": "liste", "Confidence": 0.729, "X1": 0.63472, "Y1": 0.1312, "X2": 0.66727, "Y2": 0.131, "X3": 0.66546, "Y3": 0.1398, "X4": 0.63291, "Y4": 0.1398, "page": 0, "Index": 189}, {"Word": "des", "Confidence": 0.658, "X1": 0.67089, "Y1": 0.1312, "X2": 0.69801, "Y2": 0.131, "X3": 0.6962, "Y3": 0.1398, "X4": 0.66908, "Y4": 0.1398, "page": 0, "Index": 190}, {"Word": "meilleurs", "Confidence": 0.625, "X1": 0.69982, "Y1": 0.1322, "X2": 0.76673, "Y2": 0.132, "X3": 0.76492, "Y3": 0.1408, "X4": 0.69982, "Y4": 0.1398, "page": 0, "Index": 191}, {"Word": "comp", "Confidence": 0.753, "X1": 0.77034, "Y1": 0.1322, "X2": 0.80832, "Y2": 0.132, "X3": 0.80651, "Y3": 0.1408, "X4": 0.76854, "Y4": 0.1408, "page": 0, "Index": 192}, {"Word": "CADILLAC", "Confidence": 0.995, "X1": 0.16998, "Y1": 0.1382, "X2": 0.2604, "Y2": 0.138, "X3": 0.2604, "Y3": 0.1498, "X4": 0.16998, "Y4": 0.1478, "page": 0, "Index": 193}, {"Word": "pres", "Confidence": 0.601, "X1": 0.30561, "Y1": 0.1492, "X2": 0.33816, "Y2": 0.149, "X3": 0.33816, "Y3": 0.1568, "X4": 0.30741, "Y4": 0.1578, "page": 0, "Index": 194}, {"Word": "disputes", "Confidence": 0.604, "X1": 0.30741, "Y1": 0.1412, "X2": 0.36528, "Y2": 0.141, "X3": 0.36528, "Y3": 0.1488, "X4": 0.30741, "Y4": 0.1488, "page": 0, "Index": 195}, {"Word": "de", "Confidence": 0.996, "X1": 0.34177, "Y1": 0.1492, "X2": 0.35986, "Y2": 0.149, "X3": 0.35986, "Y3": 0.1568, "X4": 0.34177, "Y4": 0.1568, "page": 0, "Index": 196}, {"Word": "deus", "Confidence": 0.981, "X1": 0.36347, "Y1": 0.1492, "X2": 0.39783, "Y2": 0.149, "X3": 0.39783, "Y3": 0.1568, "X4": 0.36347, "Y4": 0.1568, "page": 0, "Index": 197}, {"Word": "simultan\u00e9ment,", "Confidence": 0.239, "X1": 0.37251, "Y1": 0.1412, "X2": 0.48463, "Y2": 0.141, "X3": 0.48463, "Y3": 0.1498, "X4": 0.37251, "Y4": 0.1498, "page": 0, "Index": 198}, {"Word": "heures", "Confidence": 0.937, "X1": 0.40145, "Y1": 0.1492, "X2": 0.44846, "Y2": 0.149, "X3": 0.44846, "Y3": 0.1568, "X4": 0.40145, "Y4": 0.1568, "page": 0, "Index": 199}, {"Word": "el", "Confidence": 0.184, "X1": 0.45208, "Y1": 0.1492, "X2": 0.46835, "Y2": 0.149, "X3": 0.46835, "Y3": 0.1578, "X4": 0.45208, "Y4": 0.1568, "page": 0, "Index": 200}, {"Word": "ont", "Confidence": 0.744, "X1": 0.47016, "Y1": 0.1492, "X2": 0.49367, "Y2": 0.149, "X3": 0.49367, "Y3": 0.1578, "X4": 0.47016, "Y4": 0.1578, "page": 0, "Index": 201}, {"Word": "ont", "Confidence": 0.94, "X1": 0.49005, "Y1": 0.1412, "X2": 0.51537, "Y2": 0.141, "X3": 0.51537, "Y3": 0.1498, "X4": 0.49005, "Y4": 0.1498, "page": 0, "Index": 202}, {"Word": "fait", "Confidence": 0.842, "X1": 0.49729, "Y1": 0.1502, "X2": 0.52441, "Y2": 0.15, "X3": 0.52441, "Y3": 0.1578, "X4": 0.49729, "Y4": 0.1578, "page": 0, "Index": 203}, {"Word": "dure", "Confidence": 0.611, "X1": 0.52441, "Y1": 0.1412, "X2": 0.55877, "Y2": 0.141, "X3": 0.55696, "Y3": 0.1488, "X4": 0.5226, "Y4": 0.1498, "page": 0, "Index": 204}, {"Word": "teurs:", "Confidence": 0.659, "X1": 0.56239, "Y1": 0.1402, "X2": 0.60759, "Y2": 0.14, "X3": 0.60579, "Y3": 0.1488, "X4": 0.56058, "Y4": 0.1488, "page": 0, "Index": 205}, {"Word": "toute", "Confidence": 0.662, "X1": 0.30741, "Y1": 0.1572, "X2": 0.34358, "Y2": 0.157, "X3": 0.34358, "Y3": 0.1648, "X4": 0.30741, "Y4": 0.1648, "page": 0, "Index": 206}, {"Word": "une", "Confidence": 0.977, "X1": 0.35081, "Y1": 0.1572, "X2": 0.37794, "Y2": 0.157, "X3": 0.37794, "Y3": 0.1648, "X4": 0.35081, "Y4": 0.1648, "page": 0, "Index": 207}, {"Word": "serie", "Confidence": 0.631, "X1": 0.38517, "Y1": 0.1572, "X2": 0.42134, "Y2": 0.157, "X3": 0.42315, "Y3": 0.1648, "X4": 0.38698, "Y4": 0.1648, "page": 0, "Index": 208}, {"Word": "de", "Confidence": 0.997, "X1": 0.42857, "Y1": 0.1572, "X2": 0.44665, "Y2": 0.157, "X3": 0.44665, "Y3": 0.1648, "X4": 0.42857, "Y4": 0.1648, "page": 0, "Index": 209}, {"Word": "ralliements", "Confidence": 0.524, "X1": 0.45389, "Y1": 0.1572, "X2": 0.53345, "Y2": 0.157, "X3": 0.53526, "Y3": 0.1658, "X4": 0.4557, "Y4": 0.1648, "page": 0, "Index": 210}, {"Word": "voir", "Confidence": 0.482, "X1": 0.52803, "Y1": 0.1502, "X2": 0.55877, "Y2": 0.15, "X3": 0.55877, "Y3": 0.1588, "X4": 0.52803, "Y4": 0.1588, "page": 0, "Index": 211}, {"Word": "et", "Confidence": 0.501, "X1": 0.54069, "Y1": 0.1572, "X2": 0.55696, "Y2": 0.157, "X3": 0.55877, "Y3": 0.1658, "X4": 0.54069, "Y4": 0.1658, "page": 0, "Index": 212}, {"Word": "nAlly", "Confidence": 0.041, "X1": 0.56239, "Y1": 0.1512, "X2": 0.59494, "Y2": 0.151, "X3": 0.59494, "Y3": 0.1598, "X4": 0.56239, "Y4": 0.1588, "page": 0, "Index": 213}, {"Word": "de", "Confidence": 0.834, "X1": 0.30741, "Y1": 0.1652, "X2": 0.32369, "Y2": 0.165, "X3": 0.32369, "Y3": 0.1728, "X4": 0.30741, "Y4": 0.1718, "page": 0, "Index": 214}, {"Word": "coups", "Confidence": 0.65, "X1": 0.33092, "Y1": 0.1652, "X2": 0.37251, "Y2": 0.165, "X3": 0.37251, "Y3": 0.1728, "X4": 0.33092, "Y4": 0.1728, "page": 0, "Index": 215}, {"Word": "spectaculaires", "Confidence": 0.554, "X1": 0.37975, "Y1": 0.1652, "X2": 0.4774, "Y2": 0.165, "X3": 0.4774, "Y3": 0.1728, "X4": 0.37975, "Y4": 0.1728, "page": 0, "Index": 216}, {"Word": "fortement", "Confidence": 0.944, "X1": 0.48644, "Y1": 0.1652, "X2": 0.55696, "Y2": 0.165, "X3": 0.55696, "Y3": 0.1718, "X4": 0.48644, "Y4": 0.1728, "page": 0, "Index": 217}, {"Word": "3MAJA", "Confidence": 0.019, "X1": 0.08861, "Y1": 0.1782, "X2": 0.12297, "Y2": 0.178, "X3": 0.12297, "Y3": 0.1868, "X4": 0.0868, "Y4": 0.1858, "page": 0, "Index": 218}, {"Word": "sonnes,", "Confidence": 0.457, "X1": 0.30561, "Y1": 0.1802, "X2": 0.35986, "Y2": 0.18, "X3": 0.35986, "Y3": 0.1878, "X4": 0.30561, "Y4": 0.1878, "page": 0, "Index": 219}, {"Word": "cobles", "Confidence": 0.06, "X1": 0.30741, "Y1": 0.1722, "X2": 0.35262, "Y2": 0.172, "X3": 0.35081, "Y3": 0.1798, "X4": 0.30561, "Y4": 0.1808, "page": 0, "Index": 220}, {"Word": "par", "Confidence": 0.94, "X1": 0.35805, "Y1": 0.1732, "X2": 0.38336, "Y2": 0.173, "X3": 0.38156, "Y3": 0.1798, "X4": 0.35624, "Y4": 0.1798, "page": 0, "Index": 221}, {"Word": "ine", "Confidence": 0.716, "X1": 0.38698, "Y1": 0.1732, "X2": 0.4141, "Y2": 0.173, "X3": 0.4141, "Y3": 0.1798, "X4": 0.38698, "Y4": 0.1798, "page": 0, "Index": 222}, {"Word": "foste", "Confidence": 0.606, "X1": 0.42134, "Y1": 0.1732, "X2": 0.4575, "Y2": 0.173, "X3": 0.4575, "Y3": 0.1808, "X4": 0.42134, "Y4": 0.1798, "page": 0, "Index": 223}, {"Word": "de", "Confidence": 0.909, "X1": 0.46293, "Y1": 0.1732, "X2": 0.48101, "Y2": 0.173, "X3": 0.48101, "Y3": 0.1808, "X4": 0.46293, "Y4": 0.1808, "page": 0, "Index": 224}, {"Word": "2.000", "Confidence": 0.604, "X1": 0.48644, "Y1": 0.1732, "X2": 0.5208, "Y2": 0.173, "X3": 0.5208, "Y3": 0.1818, "X4": 0.48644, "Y4": 0.1808, "page": 0, "Index": 225}, {"Word": "per-", "Confidence": 0.814, "X1": 0.52622, "Y1": 0.1732, "X2": 0.55877, "Y2": 0.173, "X3": 0.56058, "Y3": 0.1828, "X4": 0.52622, "Y4": 0.1818, "page": 0, "Index": 226}, {"Word": "453", "Confidence": 0.296, "X1": 0.12839, "Y1": 0.1792, "X2": 0.15913, "Y2": 0.179, "X3": 0.15732, "Y3": 0.1888, "X4": 0.12839, "Y4": 0.1878, "page": 0, "Index": 227}, {"Word": "CADILLAC", "Confidence": 0.994, "X1": 0.16998, "Y1": 0.1802, "X2": 0.2604, "Y2": 0.18, "X3": 0.2604, "Y3": 0.1908, "X4": 0.16817, "Y4": 0.1888, "page": 0, "Index": 228}, {"Word": "apr\u00e8s-midi.", "Confidence": 0.067, "X1": 0.3038, "Y1": 0.1882, "X2": 0.38517, "Y2": 0.188, "X3": 0.38517, "Y3": 0.1968, "X4": 0.30561, "Y4": 0.1958, "page": 0, "Index": 229}, {"Word": "La", "Confidence": 0.05, "X1": 0.36709, "Y1": 0.1802, "X2": 0.38698, "Y2": 0.18, "X3": 0.38698, "Y3": 0.1888, "X4": 0.36709, "Y4": 0.1878, "page": 0, "Index": 230}, {"Word": "finale", "Confidence": 0.675, "X1": 0.39602, "Y1": 0.1802, "X2": 0.43942, "Y2": 0.18, "X3": 0.43942, "Y3": 0.1888, "X4": 0.39602, "Y4": 0.1888, "page": 0, "Index": 231}, {"Word": "aura", "Confidence": 0.762, "X1": 0.44846, "Y1": 0.1802, "X2": 0.48282, "Y2": 0.18, "X3": 0.48463, "Y3": 0.1898, "X4": 0.45027, "Y4": 0.1888, "page": 0, "Index": 232}, {"Word": "lieu", "Confidence": 0.804, "X1": 0.49186, "Y1": 0.1812, "X2": 0.5208, "Y2": 0.181, "X3": 0.5208, "Y3": 0.1898, "X4": 0.49367, "Y4": 0.1898, "page": 0, "Index": 233}, {"Word": "ce", "Confidence": 0.102, "X1": 0.53345, "Y1": 0.1812, "X2": 0.54611, "Y2": 0.181, "X3": 0.54792, "Y3": 0.1898, "X4": 0.53345, "Y4": 0.1898, "page": 0, "Index": 234}, {"Word": "14SL", "Confidence": 0.002, "X1": 0.08861, "Y1": 0.2192, "X2": 0.12477, "Y2": 0.219, "X3": 0.12477, "Y3": 0.2298, "X4": 0.08861, "Y4": 0.2288, "page": 0, "Index": 235}, {"Word": "53", "Confidence": 0.606, "X1": 0.13562, "Y1": 0.2202, "X2": 0.15732, "Y2": 0.22, "X3": 0.15732, "Y3": 0.2308, "X4": 0.13562, "Y4": 0.2298, "page": 0, "Index": 236}, {"Word": "CADILLAC", "Confidence": 0.994, "X1": 0.16637, "Y1": 0.2202, "X2": 0.25859, "Y2": 0.22, "X3": 0.25678, "Y3": 0.2318, "X4": 0.16637, "Y4": 0.2308, "page": 0, "Index": 237}, {"Word": "Le", "Confidence": 0.996, "X1": 0.30199, "Y1": 0.2122, "X2": 0.34358, "Y2": 0.212, "X3": 0.34358, "Y3": 0.2358, "X4": 0.30199, "Y4": 0.2348, "page": 0, "Index": 238}, {"Word": "receveur", "Confidence": 0.994, "X1": 0.35262, "Y1": 0.2122, "X2": 0.49729, "Y2": 0.212, "X3": 0.4991, "Y3": 0.2378, "X4": 0.35262, "Y4": 0.2358, "page": 0, "Index": 239}, {"Word": "John", "Confidence": 0.988, "X1": 0.50814, "Y1": 0.2122, "X2": 0.5877, "Y2": 0.212, "X3": 0.5877, "Y3": 0.2388, "X4": 0.50814, "Y4": 0.2378, "page": 0, "Index": 240}, {"Word": "Bucha", "Confidence": 0.955, "X1": 0.59675, "Y1": 0.2132, "X2": 0.70524, "Y2": 0.213, "X3": 0.70705, "Y3": 0.2408, "X4": 0.59855, "Y4": 0.2388, "page": 0, "Index": 241}, {"Word": "signe", "Confidence": 0.998, "X1": 0.71609, "Y1": 0.2142, "X2": 0.81193, "Y2": 0.214, "X3": 0.81193, "Y3": 0.2418, "X4": 0.71609, "Y4": 0.2408, "page": 0, "Index": 242}, {"Word": "X14", "Confidence": 0.015, "X1": 0.0868, "Y1": 0.2542, "X2": 0.12297, "Y2": 0.254, "X3": 0.12116, "Y3": 0.2638, "X4": 0.0868, "Y4": 0.2618, "page": 0, "Index": 243}, {"Word": "53", "Confidence": 0.785, "X1": 0.13562, "Y1": 0.2552, "X2": 0.15732, "Y2": 0.255, "X3": 0.15552, "Y3": 0.2658, "X4": 0.13562, "Y4": 0.2648, "page": 0, "Index": 244}, {"Word": "CADILLAC", "Confidence": 0.994, "X1": 0.16817, "Y1": 0.2552, "X2": 0.2604, "Y2": 0.255, "X3": 0.2604, "Y3": 0.2658, "X4": 0.16817, "Y4": 0.2658, "page": 0, "Index": 245}, {"Word": "son", "Confidence": 0.994, "X1": 0.3038, "Y1": 0.2432, "X2": 0.35805, "Y2": 0.243, "X3": 0.35624, "Y3": 0.2618, "X4": 0.30018, "Y4": 0.2618, "page": 0, "Index": 246}, {"Word": "contrat", "Confidence": 0.996, "X1": 0.36528, "Y1": 0.2412, "X2": 0.49367, "Y2": 0.241, "X3": 0.49186, "Y3": 0.2628, "X4": 0.36347, "Y4": 0.2618, "page": 0, "Index": 247}, {"Word": "avec", "Confidence": 0.986, "X1": 0.5009, "Y1": 0.2412, "X2": 0.58409, "Y2": 0.241, "X3": 0.58409, "Y3": 0.2628, "X4": 0.5009, "Y4": 0.2628, "page": 0, "Index": 248}, {"Word": "le", "Confidence": 0.998, "X1": 0.59855, "Y1": 0.2402, "X2": 0.63472, "Y2": 0.24, "X3": 0.63472, "Y3": 0.2638, "X4": 0.59855, "Y4": 0.2628, "page": 0, "Index": 249}, {"Word": "Montr\u00e9al", "Confidence": 0.848, "X1": 0.64738, "Y1": 0.2412, "X2": 0.80832, "Y2": 0.241, "X3": 0.80832, "Y3": 0.2648, "X4": 0.64738, "Y4": 0.2638, "page": 0, "Index": 250}, {"Word": "Le", "Confidence": 0.994, "X1": 0.33635, "Y1": 0.2762, "X2": 0.35624, "Y2": 0.276, "X3": 0.35624, "Y3": 0.2868, "X4": 0.33635, "Y4": 0.2858, "page": 0, "Index": 251}, {"Word": "receveur", "Confidence": 0.623, "X1": 0.35986, "Y1": 0.2762, "X2": 0.42315, "Y2": 0.276, "X3": 0.42315, "Y3": 0.2868, "X4": 0.35986, "Y4": 0.2868, "page": 0, "Index": 252}, {"Word": "John", "Confidence": 0.856, "X1": 0.42676, "Y1": 0.2762, "X2": 0.46474, "Y2": 0.276, "X3": 0.46474, "Y3": 0.2878, "X4": 0.42676, "Y4": 0.2868, "page": 0, "Index": 253}, {"Word": "Bucha-a", "Confidence": 0.623, "X1": 0.46835, "Y1": 0.2762, "X2": 0.52984, "Y2": 0.276, "X3": 0.52984, "Y3": 0.2878, "X4": 0.46835, "Y4": 0.2878, "page": 0, "Index": 254}, {"Word": "ete", "Confidence": 0.636, "X1": 0.53345, "Y1": 0.2772, "X2": 0.55696, "Y2": 0.277, "X3": 0.55696, "Y3": 0.2878, "X4": 0.53345, "Y4": 0.2878, "page": 0, "Index": 255}, {"Word": "le", "Confidence": 0.59, "X1": 0.56239, "Y1": 0.2772, "X2": 0.57866, "Y2": 0.277, "X3": 0.57866, "Y3": 0.2878, "X4": 0.56058, "Y4": 0.2878, "page": 0, "Index": 256}, {"Word": "Montreal", "Confidence": 0.623, "X1": 0.30922, "Y1": 0.2862, "X2": 0.37251, "Y2": 0.286, "X3": 0.37071, "Y3": 0.2958, "X4": 0.30741, "Y4": 0.2948, "page": 0, "Index": 257}, {"Word": "a", "Confidence": 0.648, "X1": 0.37613, "Y1": 0.2862, "X2": 0.38698, "Y2": 0.286, "X3": 0.38517, "Y3": 0.2958, "X4": 0.37432, "Y4": 0.2958, "page": 0, "Index": 258}, {"Word": "retourner", "Confidence": 0.659, "X1": 0.3906, "Y1": 0.2872, "X2": 0.45931, "Y2": 0.287, "X3": 0.4575, "Y3": 0.2958, "X4": 0.38879, "Y4": 0.2958, "page": 0, "Index": 259}, {"Word": "son", "Confidence": 0.193, "X1": 0.46293, "Y1": 0.2872, "X2": 0.49005, "Y2": 0.287, "X3": 0.48825, "Y3": 0.2958, "X4": 0.46112, "Y4": 0.2958, "page": 0, "Index": 260}, {"Word": "contrat", "Confidence": 0.634, "X1": 0.49548, "Y1": 0.2872, "X2": 0.54792, "Y2": 0.287, "X3": 0.54611, "Y3": 0.2968, "X4": 0.49367, "Y4": 0.2968, "page": 0, "Index": 261}, {"Word": "signe", "Confidence": 0.933, "X1": 0.55154, "Y1": 0.2882, "X2": 0.59132, "Y2": 0.288, "X3": 0.58951, "Y3": 0.2968, "X4": 0.54973, "Y4": 0.2968, "page": 0, "Index": 262}, {"Word": "premier", "Confidence": 0.647, "X1": 0.58228, "Y1": 0.2772, "X2": 0.64195, "Y2": 0.277, "X3": 0.64014, "Y3": 0.2888, "X4": 0.58228, "Y4": 0.2878, "page": 0, "Index": 263}, {"Word": "au", "Confidence": 0.34, "X1": 0.59494, "Y1": 0.2882, "X2": 0.61483, "Y2": 0.288, "X3": 0.61302, "Y3": 0.2968, "X4": 0.59313, "Y4": 0.2968, "page": 0, "Index": 264}, {"Word": "bureau", "Confidence": 0.608, "X1": 0.61844, "Y1": 0.2882, "X2": 0.66908, "Y2": 0.288, "X3": 0.66727, "Y3": 0.2978, "X4": 0.61664, "Y4": 0.2968, "page": 0, "Index": 265}, {"Word": "joueur", "Confidence": 0.633, "X1": 0.64557, "Y1": 0.2772, "X2": 0.69439, "Y2": 0.277, "X3": 0.69439, "Y3": 0.2888, "X4": 0.64557, "Y4": 0.2888, "page": 0, "Index": 266}, {"Word": "du'", "Confidence": 0.728, "X1": 0.67631, "Y1": 0.2882, "X2": 0.69801, "Y2": 0.288, "X3": 0.6962, "Y3": 0.2978, "X4": 0.6745, "Y4": 0.2978, "page": 0, "Index": 267}, {"Word": "des", "Confidence": 0.899, "X1": 0.69982, "Y1": 0.2772, "X2": 0.72514, "Y2": 0.277, "X3": 0.72514, "Y3": 0.2888, "X4": 0.69801, "Y4": 0.2888, "page": 0, "Index": 268}, {"Word": "g\u00e9rant", "Confidence": 0.392, "X1": 0.70163, "Y1": 0.2882, "X2": 0.75045, "Y2": 0.288, "X3": 0.74864, "Y3": 0.2978, "X4": 0.69982, "Y4": 0.2978, "page": 0, "Index": 269}, {"Word": "Reyaux", "Confidence": 0.658, "X1": 0.73056, "Y1": 0.2782, "X2": 0.78481, "Y2": 0.278, "X3": 0.78481, "Y3": 0.2888, "X4": 0.72875, "Y4": 0.2888, "page": 0, "Index": 270}, {"Word": "de", "Confidence": 0.993, "X1": 0.79024, "Y1": 0.2782, "X2": 0.81013, "Y2": 0.278, "X3": 0.80832, "Y3": 0.2888, "X4": 0.78843, "Y4": 0.2888, "page": 0, "Index": 271}, {"Word": "1111A", "Confidence": 0.144, "X1": 0.0868, "Y1": 0.2962, "X2": 0.12297, "Y2": 0.296, "X3": 0.12116, "Y3": 0.3048, "X4": 0.0868, "Y4": 0.3028, "page": 0, "Index": 272}, {"Word": "53", "Confidence": 0.855, "X1": 0.12658, "Y1": 0.2972, "X2": 0.15732, "Y2": 0.297, "X3": 0.15552, "Y3": 0.3058, "X4": 0.12477, "Y4": 0.3048, "page": 0, "Index": 273}, {"Word": "CADILLAC", "Confidence": 0.966, "X1": 0.16456, "Y1": 0.2962, "X2": 0.25497, "Y2": 0.296, "X3": 0.25497, "Y3": 0.3078, "X4": 0.16456, "Y4": 0.3068, "page": 0, "Index": 274}, {"Word": "Guy", "Confidence": 0.905, "X1": 0.30922, "Y1": 0.2952, "X2": 0.33816, "Y2": 0.295, "X3": 0.33635, "Y3": 0.3038, "X4": 0.30741, "Y4": 0.3038, "page": 0, "Index": 275}, {"Word": "Moreau,", "Confidence": 0.649, "X1": 0.34177, "Y1": 0.2952, "X2": 0.39964, "Y2": 0.295, "X3": 0.39783, "Y3": 0.3048, "X4": 0.33996, "Y4": 0.3038, "page": 0, "Index": 276}, {"Word": "au", "Confidence": 0.805, "X1": 0.40325, "Y1": 0.2952, "X2": 0.42134, "Y2": 0.295, "X3": 0.41953, "Y3": 0.3048, "X4": 0.40145, "Y4": 0.3048, "page": 0, "Index": 277}, {"Word": "stade", "Confidence": 0.847, "X1": 0.42495, "Y1": 0.2952, "X2": 0.46474, "Y2": 0.295, "X3": 0.46293, "Y3": 0.3058, "X4": 0.42315, "Y4": 0.3048, "page": 0, "Index": 278}, {"Word": "de", "Confidence": 0.405, "X1": 0.46835, "Y1": 0.2952, "X2": 0.48644, "Y2": 0.295, "X3": 0.48463, "Y3": 0.3058, "X4": 0.46655, "Y4": 0.3058, "page": 0, "Index": 279}, {"Word": "la", "Confidence": 0.941, "X1": 0.49005, "Y1": 0.2962, "X2": 0.50633, "Y2": 0.296, "X3": 0.50633, "Y3": 0.3058, "X4": 0.48825, "Y4": 0.3058, "page": 0, "Index": 280}, {"Word": "rue", "Confidence": 0.994, "X1": 0.50995, "Y1": 0.2962, "X2": 0.53707, "Y2": 0.296, "X3": 0.53526, "Y3": 0.3058, "X4": 0.50995, "Y4": 0.3058, "page": 0, "Index": 281}, {"Word": "Delorimier.", "Confidence": 0.616, "X1": 0.54069, "Y1": 0.2972, "X2": 0.62387, "Y2": 0.297, "X3": 0.62206, "Y3": 0.3058, "X4": 0.53888, "Y4": 0.3058, "page": 0, "Index": 282}, {"Word": "generali", "Confidence": 0.57, "X1": 0.75407, "Y1": 0.2892, "X2": 0.81917, "Y2": 0.289, "X3": 0.81736, "Y3": 0.2988, "X4": 0.75226, "Y4": 0.2978, "page": 0, "Index": 283}, {"Word": "St.Moredu", "Confidence": 0.028, "X1": 0.33635, "Y1": 0.3042, "X2": 0.4123, "Y2": 0.304, "X3": 0.41049, "Y3": 0.3138, "X4": 0.33454, "Y4": 0.3128, "page": 0, "Index": 284}, {"Word": "s-annanes", "Confidence": 0.273, "X1": 0.41591, "Y1": 0.3052, "X2": 0.49186, "Y2": 0.305, "X3": 0.49005, "Y3": 0.3148, "X4": 0.41591, "Y4": 0.3138, "page": 0, "Index": 285}, {"Word": "que-sin-joueurs,", "Confidence": 0.316, "X1": 0.49548, "Y1": 0.3052, "X2": 0.61121, "Y2": 0.305, "X3": 0.6094, "Y3": 0.3148, "X4": 0.49548, "Y4": 0.3148, "page": 0, "Index": 286}, {"Word": "dont", "Confidence": 0.954, "X1": 0.61483, "Y1": 0.3052, "X2": 0.64919, "Y2": 0.305, "X3": 0.64919, "Y3": 0.3148, "X4": 0.61302, "Y4": 0.3148, "page": 0, "Index": 287}, {"Word": "deux", "Confidence": 0.471, "X1": 0.6528, "Y1": 0.3062, "X2": 0.68897, "Y2": 0.306, "X3": 0.68897, "Y3": 0.3158, "X4": 0.6528, "Y4": 0.3158, "page": 0, "Index": 288}, {"Word": "receveurs,", "Confidence": 0.586, "X1": 0.69439, "Y1": 0.3062, "X2": 0.76854, "Y2": 0.306, "X3": 0.76673, "Y3": 0.3158, "X4": 0.69259, "Y4": 0.3158, "page": 0, "Index": 289}, {"Word": "deux", "Confidence": 0.629, "X1": 0.77215, "Y1": 0.3062, "X2": 0.80651, "Y2": 0.306, "X3": 0.80651, "Y3": 0.3158, "X4": 0.77034, "Y4": 0.3158, "page": 0, "Index": 290}, {"Word": "lanceurs,", "Confidence": 0.626, "X1": 0.30561, "Y1": 0.3132, "X2": 0.37251, "Y2": 0.313, "X3": 0.37251, "Y3": 0.3218, "X4": 0.30561, "Y4": 0.3218, "page": 0, "Index": 291}, {"Word": "un", "Confidence": 0.971, "X1": 0.37613, "Y1": 0.3132, "X2": 0.39602, "Y2": 0.313, "X3": 0.39602, "Y3": 0.3228, "X4": 0.37613, "Y4": 0.3228, "page": 0, "Index": 292}, {"Word": "Joueur", "Confidence": 0.941, "X1": 0.40325, "Y1": 0.3142, "X2": 0.45208, "Y2": 0.314, "X3": 0.45208, "Y3": 0.3228, "X4": 0.40325, "Y4": 0.3228, "page": 0, "Index": 293}, {"Word": "d'int\u00e9rieur", "Confidence": 0.601, "X1": 0.45931, "Y1": 0.3142, "X2": 0.53526, "Y2": 0.314, "X3": 0.53526, "Y3": 0.3238, "X4": 0.45931, "Y4": 0.3228, "page": 0, "Index": 294}, {"Word": "et", "Confidence": 0.921, "X1": 0.5425, "Y1": 0.3142, "X2": 0.55877, "Y2": 0.314, "X3": 0.55877, "Y3": 0.3238, "X4": 0.54069, "Y4": 0.3238, "page": 0, "Index": 295}, {"Word": "un", "Confidence": 0.993, "X1": 0.5642, "Y1": 0.3152, "X2": 0.5859, "Y2": 0.315, "X3": 0.58409, "Y3": 0.3238, "X4": 0.5642, "Y4": 0.3238, "page": 0, "Index": 296}, {"Word": "volligeus", "Confidence": 0.619, "X1": 0.59132, "Y1": 0.3152, "X2": 0.65823, "Y2": 0.315, "X3": 0.65642, "Y3": 0.3248, "X4": 0.59132, "Y4": 0.3238, "page": 0, "Index": 297}, {"Word": "avaient", "Confidence": 0.628, "X1": 0.66546, "Y1": 0.3162, "X2": 0.7179, "Y2": 0.316, "X3": 0.7179, "Y3": 0.3248, "X4": 0.66365, "Y4": 0.3248, "page": 0, "Index": 298}, {"Word": "accepte", "Confidence": 0.671, "X1": 0.72514, "Y1": 0.3172, "X2": 0.77758, "Y2": 0.317, "X3": 0.77758, "Y3": 0.3258, "X4": 0.72333, "Y4": 0.3248, "page": 0, "Index": 299}, {"Word": "les", "Confidence": 0.678, "X1": 0.78481, "Y1": 0.3172, "X2": 0.80832, "Y2": 0.317, "X3": 0.80651, "Y3": 0.3258, "X4": 0.78481, "Y4": 0.3258, "page": 0, "Index": 300}, {"Word": "conditions", "Confidence": 0.668, "X1": 0.30741, "Y1": 0.3222, "X2": 0.37975, "Y2": 0.322, "X3": 0.37794, "Y3": 0.3308, "X4": 0.30561, "Y4": 0.3298, "page": 0, "Index": 301}, {"Word": "du", "Confidence": 0.994, "X1": 0.38336, "Y1": 0.3222, "X2": 0.40325, "Y2": 0.322, "X3": 0.40145, "Y3": 0.3308, "X4": 0.38336, "Y4": 0.3308, "page": 0, "Index": 302}, {"Word": "club", "Confidence": 0.899, "X1": 0.40687, "Y1": 0.3222, "X2": 0.43761, "Y2": 0.322, "X3": 0.43761, "Y3": 0.3318, "X4": 0.40687, "Y4": 0.3318, "page": 0, "Index": 303}, {"Word": "locat", "Confidence": 0.92, "X1": 0.44304, "Y1": 0.3222, "X2": 0.4792, "Y2": 0.322, "X3": 0.4792, "Y3": 0.3318, "X4": 0.44123, "Y4": 0.3318, "page": 0, "Index": 304}, {"Word": "pour", "Confidence": 0.967, "X1": 0.48282, "Y1": 0.3232, "X2": 0.51718, "Y2": 0.323, "X3": 0.51718, "Y3": 0.3318, "X4": 0.48101, "Y4": 0.3318, "page": 0, "Index": 305}, {"Word": "la", "Confidence": 0.048, "X1": 0.5208, "Y1": 0.3232, "X2": 0.53888, "Y2": 0.323, "X3": 0.53707, "Y3": 0.3318, "X4": 0.5208, "Y4": 0.3318, "page": 0, "Index": 306}, {"Word": "saison", "Confidence": 0.783, "X1": 0.54069, "Y1": 0.3232, "X2": 0.58409, "Y2": 0.323, "X3": 0.58228, "Y3": 0.3318, "X4": 0.54069, "Y4": 0.3318, "page": 0, "Index": 307}, {"Word": "1935.", "Confidence": 0.767, "X1": 0.59132, "Y1": 0.3232, "X2": 0.62929, "Y2": 0.323, "X3": 0.62929, "Y3": 0.3318, "X4": 0.58951, "Y4": 0.3318, "page": 0, "Index": 308}, {"Word": "D\u00e9claratic", "Confidence": 0.84, "X1": 0.82278, "Y1": 0.3132, "X2": 0.99638, "Y2": 0.313, "X3": 0.99638, "Y3": 0.3308, "X4": 0.82459, "Y4": 0.3288, "page": 0, "Index": 309}, {"Word": "JIMA", "Confidence": 0.013, "X1": 0.0868, "Y1": 0.3372, "X2": 0.12116, "Y2": 0.337, "X3": 0.12116, "Y3": 0.3468, "X4": 0.08499, "Y4": 0.3448, "page": 0, "Index": 310}, {"Word": "53", "Confidence": 0.525, "X1": 0.13201, "Y1": 0.3372, "X2": 0.15552, "Y2": 0.337, "X3": 0.15552, "Y3": 0.3478, "X4": 0.13201, "Y4": 0.3468, "page": 0, "Index": 311}, {"Word": "Adressant", "Confidence": 0.901, "X1": 0.33635, "Y1": 0.3312, "X2": 0.40687, "Y2": 0.331, "X3": 0.40687, "Y3": 0.3398, "X4": 0.33635, "Y4": 0.3398, "page": 0, "Index": 312}, {"Word": "une", "Confidence": 0.974, "X1": 0.41049, "Y1": 0.3312, "X2": 0.43761, "Y2": 0.331, "X3": 0.43761, "Y3": 0.3398, "X4": 0.41049, "Y4": 0.3398, "page": 0, "Index": 313}, {"Word": "note", "Confidence": 0.486, "X1": 0.44123, "Y1": 0.3312, "X2": 0.47559, "Y2": 0.331, "X3": 0.47559, "Y3": 0.3408, "X4": 0.44123, "Y4": 0.3398, "page": 0, "Index": 314}, {"Word": "a", "Confidence": 0.608, "X1": 0.4792, "Y1": 0.3312, "X2": 0.48825, "Y2": 0.331, "X3": 0.48825, "Y3": 0.3408, "X4": 0.4792, "Y4": 0.3408, "page": 0, "Index": 315}, {"Word": "son", "Confidence": 0.923, "X1": 0.49367, "Y1": 0.3312, "X2": 0.51718, "Y2": 0.331, "X3": 0.51718, "Y3": 0.3408, "X4": 0.49186, "Y4": 0.3408, "page": 0, "Index": 316}, {"Word": "contrat,", "Confidence": 0.684, "X1": 0.5226, "Y1": 0.3322, "X2": 0.58047, "Y2": 0.332, "X3": 0.58047, "Y3": 0.3408, "X4": 0.5226, "Y4": 0.3408, "page": 0, "Index": 317}, {"Word": "Buche", "Confidence": 0.65, "X1": 0.58409, "Y1": 0.3322, "X2": 0.62929, "Y2": 0.332, "X3": 0.62749, "Y3": 0.3418, "X4": 0.58409, "Y4": 0.3408, "page": 0, "Index": 318}, {"Word": "a", "Confidence": 0.796, "X1": 0.63291, "Y1": 0.3322, "X2": 0.64195, "Y2": 0.332, "X3": 0.64195, "Y3": 0.3418, "X4": 0.6311, "Y4": 0.3418, "page": 0, "Index": 319}, {"Word": "\u00e9crit", "Confidence": 0.058, "X1": 0.64738, "Y1": 0.3322, "X2": 0.67993, "Y2": 0.332, "X3": 0.67812, "Y3": 0.3418, "X4": 0.64738, "Y4": 0.3418, "page": 0, "Index": 320}, {"Word": ":", "Confidence": 0.852, "X1": 0.68354, "Y1": 0.3322, "X2": 0.69078, "Y2": 0.332, "X3": 0.69078, "Y3": 0.3418, "X4": 0.68174, "Y4": 0.3418, "page": 0, "Index": 321}, {"Word": "\"Je", "Confidence": 0.847, "X1": 0.69439, "Y1": 0.3322, "X2": 0.71971, "Y2": 0.332, "X3": 0.71971, "Y3": 0.3418, "X4": 0.69439, "Y4": 0.3418, "page": 0, "Index": 322}, {"Word": "saural", "Confidence": 0.886, "X1": 0.72333, "Y1": 0.3322, "X2": 0.77034, "Y2": 0.332, "X3": 0.76854, "Y3": 0.3418, "X4": 0.72333, "Y4": 0.3418, "page": 0, "Index": 323}, {"Word": "hlen", "Confidence": 0.662, "X1": 0.77396, "Y1": 0.3322, "X2": 0.80651, "Y2": 0.332, "X3": 0.8047, "Y3": 0.3428, "X4": 0.77215, "Y4": 0.3418, "page": 0, "Index": 324}, {"Word": "CADILLAC", "Confidence": 0.994, "X1": 0.16456, "Y1": 0.3392, "X2": 0.25497, "Y2": 0.339, "X3": 0.25497, "Y3": 0.3498, "X4": 0.16456, "Y4": 0.3478, "page": 0, "Index": 325}, {"Word": "Quelle", "Confidence": 0.899, "X1": 0.30741, "Y1": 0.3482, "X2": 0.35262, "Y2": 0.348, "X3": 0.35262, "Y3": 0.3568, "X4": 0.30741, "Y4": 0.3558, "page": 0, "Index": 326}, {"Word": "convaincre", "Confidence": 0.241, "X1": 0.30922, "Y1": 0.3402, "X2": 0.38156, "Y2": 0.34, "X3": 0.38156, "Y3": 0.3488, "X4": 0.30741, "Y4": 0.3478, "page": 0, "Index": 327}, {"Word": "est", "Confidence": 0.163, "X1": 0.35805, "Y1": 0.3482, "X2": 0.37794, "Y2": 0.348, "X3": 0.37794, "Y3": 0.3568, "X4": 0.35805, "Y4": 0.3568, "page": 0, "Index": 328}, {"Word": "la", "Confidence": 0.786, "X1": 0.38156, "Y1": 0.3482, "X2": 0.39783, "Y2": 0.348, "X3": 0.39783, "Y3": 0.3578, "X4": 0.38156, "Y4": 0.3568, "page": 0, "Index": 329}, {"Word": "Greg", "Confidence": 0.673, "X1": 0.38517, "Y1": 0.3402, "X2": 0.42134, "Y2": 0.34, "X3": 0.41953, "Y3": 0.3488, "X4": 0.38517, "Y4": 0.3488, "page": 0, "Index": 330}, {"Word": "situation", "Confidence": 0.597, "X1": 0.40145, "Y1": 0.3492, "X2": 0.46293, "Y2": 0.349, "X3": 0.46293, "Y3": 0.3578, "X4": 0.40145, "Y4": 0.3578, "page": 0, "Index": 331}, {"Word": "Mulleasy", "Confidence": 0.687, "X1": 0.42495, "Y1": 0.3402, "X2": 0.48825, "Y2": 0.34, "X3": 0.48644, "Y3": 0.3488, "X4": 0.42315, "Y4": 0.3488, "page": 0, "Index": 332}, {"Word": "du", "Confidence": 0.965, "X1": 0.46835, "Y1": 0.3492, "X2": 0.48825, "Y2": 0.349, "X3": 0.48825, "Y3": 0.3578, "X4": 0.46835, "Y4": 0.3578, "page": 0, "Index": 333}, {"Word": "de", "Confidence": 0.965, "X1": 0.49367, "Y1": 0.3402, "X2": 0.51175, "Y2": 0.34, "X3": 0.50995, "Y3": 0.3498, "X4": 0.49186, "Y4": 0.3488, "page": 0, "Index": 334}, {"Word": "me", "Confidence": 0.993, "X1": 0.51537, "Y1": 0.3402, "X2": 0.53888, "Y2": 0.34, "X3": 0.53707, "Y3": 0.3498, "X4": 0.51356, "Y4": 0.3498, "page": 0, "Index": 335}, {"Word": "choisir", "Confidence": 0.615, "X1": 0.5425, "Y1": 0.3412, "X2": 0.58951, "Y2": 0.341, "X3": 0.58951, "Y3": 0.3498, "X4": 0.54069, "Y4": 0.3498, "page": 0, "Index": 336}, {"Word": "&", "Confidence": 0.06, "X1": 0.5642, "Y1": 0.3492, "X2": 0.57324, "Y2": 0.349, "X3": 0.57324, "Y3": 0.3578, "X4": 0.5642, "Y4": 0.3588, "page": 0, "Index": 337}, {"Word": "Montreal", "Confidence": 0.299, "X1": 0.57866, "Y1": 0.3492, "X2": 0.64195, "Y2": 0.349, "X3": 0.64195, "Y3": 0.3578, "X4": 0.57866, "Y4": 0.3578, "page": 0, "Index": 338}, {"Word": "comme", "Confidence": 0.917, "X1": 0.59313, "Y1": 0.3412, "X2": 0.64557, "Y2": 0.341, "X3": 0.64376, "Y3": 0.3498, "X4": 0.59313, "Y4": 0.3498, "page": 0, "Index": 339}, {"Word": "?\"", "Confidence": 0.093, "X1": 0.64557, "Y1": 0.3492, "X2": 0.66184, "Y2": 0.349, "X3": 0.66184, "Y3": 0.3578, "X4": 0.64376, "Y4": 0.3578, "page": 0, "Index": 340}, {"Word": "son", "Confidence": 0.958, "X1": 0.64919, "Y1": 0.3422, "X2": 0.67269, "Y2": 0.342, "X3": 0.67089, "Y3": 0.3498, "X4": 0.64738, "Y4": 0.3498, "page": 0, "Index": 341}, {"Word": "receveur", "Confidence": 0.941, "X1": 0.67812, "Y1": 0.3422, "X2": 0.74141, "Y2": 0.342, "X3": 0.7396, "Y3": 0.3508, "X4": 0.67631, "Y4": 0.3498, "page": 0, "Index": 342}, {"Word": "r\u00e9gulier.", "Confidence": 0.606, "X1": 0.74503, "Y1": 0.3432, "X2": 0.80832, "Y2": 0.343, "X3": 0.80651, "Y3": 0.3508, "X4": 0.74503, "Y4": 0.3508, "page": 0, "Index": 343}, {"Word": "de", "Confidence": 0.998, "X1": 0.85172, "Y1": 0.3322, "X2": 0.88427, "Y2": 0.332, "X3": 0.88427, "Y3": 0.3488, "X4": 0.85353, "Y4": 0.3498, "page": 0, "Index": 344}, {"Word": "Mme", "Confidence": 0.998, "X1": 0.89331, "Y1": 0.3322, "X2": 0.96564, "Y2": 0.332, "X3": 0.96564, "Y3": 0.3498, "X4": 0.89331, "Y4": 0.3488, "page": 0, "Index": 345}, {"Word": "P", "Confidence": 0.998, "X1": 0.97468, "Y1": 0.3322, "X2": 0.99277, "Y2": 0.332, "X3": 0.99277, "Y3": 0.3498, "X4": 0.97468, "Y4": 0.3498, "page": 0, "Index": 346}, {"Word": "tada.", "Confidence": 0.07, "X1": 0.1302, "Y1": 0.3532, "X2": 0.15732, "Y2": 0.353, "X3": 0.15732, "Y3": 0.3598, "X4": 0.1302, "Y4": 0.3598, "page": 0, "Index": 347}, {"Word": "4219", "Confidence": 0.65, "X1": 0.16094, "Y1": 0.3522, "X2": 0.18807, "Y2": 0.352, "X3": 0.18807, "Y3": 0.3598, "X4": 0.16094, "Y4": 0.3598, "page": 0, "Index": 348}, {"Word": "La", "Confidence": 0.996, "X1": 0.31465, "Y1": 0.3572, "X2": 0.33273, "Y2": 0.357, "X3": 0.33273, "Y3": 0.3658, "X4": 0.31465, "Y4": 0.3648, "page": 0, "Index": 349}, {"Word": "promptitude", "Confidence": 0.786, "X1": 0.33816, "Y1": 0.3582, "X2": 0.42315, "Y2": 0.358, "X3": 0.42315, "Y3": 0.3668, "X4": 0.33635, "Y4": 0.3658, "page": 0, "Index": 350}, {"Word": "de", "Confidence": 0.997, "X1": 0.42676, "Y1": 0.3582, "X2": 0.44665, "Y2": 0.358, "X3": 0.44485, "Y3": 0.3668, "X4": 0.42676, "Y4": 0.3668, "page": 0, "Index": 351}, {"Word": "Bucha", "Confidence": 0.697, "X1": 0.44846, "Y1": 0.3582, "X2": 0.49367, "Y2": 0.358, "X3": 0.49367, "Y3": 0.3668, "X4": 0.44846, "Y4": 0.3668, "page": 0, "Index": 352}, {"Word": "logement", "Confidence": 0.885, "X1": 0.49186, "Y1": 0.3492, "X2": 0.56058, "Y2": 0.349, "X3": 0.56058, "Y3": 0.3588, "X4": 0.49186, "Y4": 0.3578, "page": 0, "Index": 353}, {"Word": "&", "Confidence": 0.021, "X1": 0.49729, "Y1": 0.3592, "X2": 0.50633, "Y2": 0.359, "X3": 0.50633, "Y3": 0.3668, "X4": 0.49729, "Y4": 0.3668, "page": 0, "Index": 354}, {"Word": "appo,", "Confidence": 0.333, "X1": 0.51356, "Y1": 0.3592, "X2": 0.55515, "Y2": 0.359, "X3": 0.55515, "Y3": 0.3668, "X4": 0.51175, "Y4": 0.3668, "page": 0, "Index": 355}, {"Word": "..", "Confidence": 0.001, "X1": 0.56781, "Y1": 0.3592, "X2": 0.5859, "Y2": 0.359, "X3": 0.5859, "Y3": 0.3668, "X4": 0.56781, "Y4": 0.3668, "page": 0, "Index": 356}, {"Word": ".", "Confidence": 0.052, "X1": 0.58951, "Y1": 0.3592, "X2": 0.59855, "Y2": 0.359, "X3": 0.59855, "Y3": 0.3668, "X4": 0.58951, "Y4": 0.3668, "page": 0, "Index": 357}, {"Word": "ter", "Confidence": 0.999, "X1": 0.30199, "Y1": 0.3662, "X2": 0.32188, "Y2": 0.366, "X3": 0.32007, "Y3": 0.3738, "X4": 0.30199, "Y4": 0.3738, "page": 0, "Index": 358}, {"Word": "sa", "Confidence": 0.999, "X1": 0.3255, "Y1": 0.3662, "X2": 0.33996, "Y2": 0.366, "X3": 0.33996, "Y3": 0.3748, "X4": 0.32369, "Y4": 0.3738, "page": 0, "Index": 359}, {"Word": "signature", "Confidence": 1, "X1": 0.34358, "Y1": 0.3672, "X2": 0.41049, "Y2": 0.367, "X3": 0.41049, "Y3": 0.3758, "X4": 0.34358, "Y4": 0.3748, "page": 0, "Index": 360}, {"Word": "au", "Confidence": 0.995, "X1": 0.4141, "Y1": 0.3672, "X2": 0.43219, "Y2": 0.367, "X3": 0.43219, "Y3": 0.3758, "X4": 0.4123, "Y4": 0.3758, "page": 0, "Index": 361}, {"Word": "bas", "Confidence": 0.998, "X1": 0.4358, "Y1": 0.3672, "X2": 0.46112, "Y2": 0.367, "X3": 0.45931, "Y3": 0.3758, "X4": 0.4358, "Y4": 0.3758, "page": 0, "Index": 362}, {"Word": "d'un", "Confidence": 1, "X1": 0.46474, "Y1": 0.3672, "X2": 0.49548, "Y2": 0.367, "X3": 0.49367, "Y3": 0.3768, "X4": 0.46293, "Y4": 0.3758, "page": 0, "Index": 363}, {"Word": "contrat", "Confidence": 0.873, "X1": 0.4991, "Y1": 0.3682, "X2": 0.55154, "Y2": 0.368, "X3": 0.55154, "Y3": 0.3778, "X4": 0.49729, "Y4": 0.3768, "page": 0, "Index": 364}, {"Word": "Il", "Confidence": 0.743, "X1": 0.55515, "Y1": 0.3682, "X2": 0.57143, "Y2": 0.368, "X3": 0.56962, "Y3": 0.3778, "X4": 0.55515, "Y4": 0.3778, "page": 0, "Index": 365}, {"Word": "sp", "Confidence": 0.504, "X1": 0.57505, "Y1": 0.3692, "X2": 0.59313, "Y2": 0.369, "X3": 0.59132, "Y3": 0.3778, "X4": 0.57505, "Y4": 0.3778, "page": 0, "Index": 366}, {"Word": "La", "Confidence": 0.997, "X1": 0.81193, "Y1": 0.3602, "X2": 0.83544, "Y2": 0.36, "X3": 0.83544, "Y3": 0.3728, "X4": 0.81193, "Y4": 0.3728, "page": 0, "Index": 367}, {"Word": "m\u00e8re", "Confidence": 0.669, "X1": 0.84448, "Y1": 0.3602, "X2": 0.89693, "Y2": 0.36, "X3": 0.89693, "Y3": 0.3738, "X4": 0.84448, "Y4": 0.3728, "page": 0, "Index": 368}, {"Word": "de", "Confidence": 0.903, "X1": 0.90416, "Y1": 0.3602, "X2": 0.93309, "Y2": 0.36, "X3": 0.93309, "Y3": 0.3748, "X4": 0.90597, "Y4": 0.3738, "page": 0, "Index": 369}, {"Word": "la", "Confidence": 0.8, "X1": 0.94033, "Y1": 0.3612, "X2": 0.96383, "Y2": 0.361, "X3": 0.96383, "Y3": 0.3748, "X4": 0.94033, "Y4": 0.3748, "page": 0, "Index": 370}, {"Word": "p", "Confidence": 0.601, "X1": 0.97107, "Y1": 0.3612, "X2": 0.98553, "Y2": 0.361, "X3": 0.98553, "Y3": 0.3758, "X4": 0.97107, "Y4": 0.3748, "page": 0, "Index": 371}, {"Word": "12444", "Confidence": 0.204, "X1": 0.08499, "Y1": 0.3732, "X2": 0.11935, "Y2": 0.373, "X3": 0.11935, "Y3": 0.3818, "X4": 0.08499, "Y4": 0.3808, "page": 0, "Index": 372}, {"Word": "52", "Confidence": 0.902, "X1": 0.13382, "Y1": 0.3732, "X2": 0.15552, "Y2": 0.373, "X3": 0.15552, "Y3": 0.3828, "X4": 0.13382, "Y4": 0.3818, "page": 0, "Index": 373}, {"Word": "CADILLAC", "Confidence": 0.995, "X1": 0.16456, "Y1": 0.3742, "X2": 0.25497, "Y2": 0.374, "X3": 0.25497, "Y3": 0.3848, "X4": 0.16456, "Y4": 0.3828, "page": 0, "Index": 374}, {"Word": "a", "Confidence": 0.074, "X1": 0.30018, "Y1": 0.3732, "X2": 0.31103, "Y2": 0.373, "X3": 0.30922, "Y3": 0.3808, "X4": 0.29837, "Y4": 0.3808, "page": 0, "Index": 375}, {"Word": "(tonne", "Confidence": 0.605, "X1": 0.31465, "Y1": 0.3742, "X2": 0.36166, "Y2": 0.374, "X3": 0.35986, "Y3": 0.3818, "X4": 0.31284, "Y4": 0.3808, "page": 0, "Index": 376}, {"Word": "M.'", "Confidence": 0.4, "X1": 0.36528, "Y1": 0.3742, "X2": 0.38517, "Y2": 0.374, "X3": 0.38336, "Y3": 0.3828, "X4": 0.36347, "Y4": 0.3818, "page": 0, "Index": 377}, {"Word": "Moreau,", "Confidence": 0.428, "X1": 0.38879, "Y1": 0.3752, "X2": 0.44485, "Y2": 0.375, "X3": 0.44304, "Y3": 0.3838, "X4": 0.38698, "Y4": 0.3828, "page": 0, "Index": 378}, {"Word": "Le", "Confidence": 0.9, "X1": 0.44846, "Y1": 0.3762, "X2": 0.46835, "Y2": 0.376, "X3": 0.46655, "Y3": 0.3838, "X4": 0.44665, "Y4": 0.3838, "page": 0, "Index": 379}, {"Word": "veteran", "Confidence": 0.87, "X1": 0.47197, "Y1": 0.3772, "X2": 0.52622, "Y2": 0.377, "X3": 0.52441, "Y3": 0.3848, "X4": 0.47016, "Y4": 0.3838, "page": 0, "Index": 380}, {"Word": "fo", "Confidence": 0.031, "X1": 0.52984, "Y1": 0.3772, "X2": 0.54792, "Y2": 0.377, "X3": 0.54792, "Y3": 0.3858, "X4": 0.52803, "Y4": 0.3848, "page": 0, "Index": 381}, {"Word": "forme", "Confidence": 0.853, "X1": 0.55515, "Y1": 0.3772, "X2": 0.59855, "Y2": 0.377, "X3": 0.59855, "Y3": 0.3858, "X4": 0.55335, "Y4": 0.3858, "page": 0, "Index": 382}, {"Word": "dit", "Confidence": 0.997, "X1": 0.60036, "Y1": 0.3692, "X2": 0.62387, "Y2": 0.369, "X3": 0.62206, "Y3": 0.3788, "X4": 0.60036, "Y4": 0.3788, "page": 0, "Index": 383}, {"Word": "et", "Confidence": 0.654, "X1": 0.60398, "Y1": 0.3772, "X2": 0.62387, "Y2": 0.377, "X3": 0.62206, "Y3": 0.3868, "X4": 0.60398, "Y4": 0.3858, "page": 0, "Index": 384}, {"Word": "Imbu", "Confidence": 0.799, "X1": 0.62749, "Y1": 0.3782, "X2": 0.66365, "Y2": 0.378, "X3": 0.66365, "Y3": 0.3868, "X4": 0.62568, "Y4": 0.3868, "page": 0, "Index": 385}, {"Word": "actuellement", "Confidence": 1, "X1": 0.6311, "Y1": 0.3712, "X2": 0.72333, "Y2": 0.371, "X3": 0.72152, "Y3": 0.3808, "X4": 0.62929, "Y4": 0.3788, "page": 0, "Index": 386}, {"Word": "d'une", "Confidence": 0.889, "X1": 0.67089, "Y1": 0.3782, "X2": 0.71429, "Y2": 0.378, "X3": 0.71248, "Y3": 0.3878, "X4": 0.67089, "Y4": 0.3868, "page": 0, "Index": 387}, {"Word": "grande", "Confidence": 0.971, "X1": 0.7179, "Y1": 0.3782, "X2": 0.77034, "Y2": 0.378, "X3": 0.77034, "Y3": 0.3878, "X4": 0.7179, "Y4": 0.3878, "page": 0, "Index": 388}, {"Word": "en", "Confidence": 1, "X1": 0.73056, "Y1": 0.3712, "X2": 0.74684, "Y2": 0.371, "X3": 0.74684, "Y3": 0.3808, "X4": 0.72875, "Y4": 0.3808, "page": 0, "Index": 389}, {"Word": "grande", "Confidence": 0.998, "X1": 0.75769, "Y1": 0.3722, "X2": 0.80832, "Y2": 0.372, "X3": 0.80651, "Y3": 0.3818, "X4": 0.75588, "Y4": 0.3808, "page": 0, "Index": 390}, {"Word": "ceveur", "Confidence": 0.678, "X1": 0.30199, "Y1": 0.3832, "X2": 0.3472, "Y2": 0.383, "X3": 0.3472, "Y3": 0.3908, "X4": 0.30018, "Y4": 0.3908, "page": 0, "Index": 391}, {"Word": "qui", "Confidence": 0.629, "X1": 0.35081, "Y1": 0.3832, "X2": 0.37613, "Y2": 0.383, "X3": 0.37613, "Y3": 0.3918, "X4": 0.35081, "Y4": 0.3908, "page": 0, "Index": 392}, {"Word": "est", "Confidence": 0.922, "X1": 0.37975, "Y1": 0.3832, "X2": 0.40325, "Y2": 0.383, "X3": 0.40145, "Y3": 0.3918, "X4": 0.37975, "Y4": 0.3918, "page": 0, "Index": 393}, {"Word": "d\u00e9j\u00e0", "Confidence": 0.607, "X1": 0.40506, "Y1": 0.3832, "X2": 0.43761, "Y2": 0.383, "X3": 0.43761, "Y3": 0.3918, "X4": 0.40506, "Y4": 0.3918, "page": 0, "Index": 394}, {"Word": "bien", "Confidence": 0.769, "X1": 0.44123, "Y1": 0.3832, "X2": 0.47197, "Y2": 0.383, "X3": 0.47016, "Y3": 0.3928, "X4": 0.43942, "Y4": 0.3918, "page": 0, "Index": 395}, {"Word": "connu", "Confidence": 0.622, "X1": 0.47559, "Y1": 0.3842, "X2": 0.51899, "Y2": 0.384, "X3": 0.51899, "Y3": 0.3928, "X4": 0.47559, "Y4": 0.3928, "page": 0, "Index": 396}, {"Word": "des", "Confidence": 0.713, "X1": 0.52441, "Y1": 0.3852, "X2": 0.55154, "Y2": 0.385, "X3": 0.54973, "Y3": 0.3938, "X4": 0.52441, "Y4": 0.3928, "page": 0, "Index": 397}, {"Word": "fiance.", "Confidence": 0.668, "X1": 0.55515, "Y1": 0.3862, "X2": 0.60398, "Y2": 0.386, "X3": 0.60217, "Y3": 0.3938, "X4": 0.55335, "Y4": 0.3938, "page": 0, "Index": 398}, {"Word": "con-", "Confidence": 0.611, "X1": 0.77577, "Y1": 0.3782, "X2": 0.80832, "Y2": 0.378, "X3": 0.80832, "Y3": 0.3888, "X4": 0.77577, "Y4": 0.3878, "page": 0, "Index": 399}, {"Word": "Jane", "Confidence": 0.796, "X1": 0.81193, "Y1": 0.3772, "X2": 0.85533, "Y2": 0.377, "X3": 0.85533, "Y3": 0.3888, "X4": 0.81193, "Y4": 0.3888, "page": 0, "Index": 400}, {"Word": "Pachl", "Confidence": 0.855, "X1": 0.86799, "Y1": 0.3772, "X2": 0.92224, "Y2": 0.377, "X3": 0.92224, "Y3": 0.3898, "X4": 0.86799, "Y4": 0.3888, "page": 0, "Index": 401}, {"Word": "sons", "Confidence": 0.943, "X1": 0.92948, "Y1": 0.3762, "X2": 0.97288, "Y2": 0.376, "X3": 0.97288, "Y3": 0.3898, "X4": 0.92948, "Y4": 0.3898, "page": 0, "Index": 402}, {"Word": "r", "Confidence": 0.812, "X1": 0.98373, "Y1": 0.3762, "X2": 0.99277, "Y2": 0.376, "X3": 0.99458, "Y3": 0.3898, "X4": 0.98373, "Y4": 0.3898, "page": 0, "Index": 403}, {"Word": "\"Amateurs", "Confidence": 0.405, "X1": 0.29837, "Y1": 0.3912, "X2": 0.36528, "Y2": 0.391, "X3": 0.36528, "Y3": 0.3998, "X4": 0.29656, "Y4": 0.3988, "page": 0, "Index": 404}, {"Word": "qui", "Confidence": 0.994, "X1": 0.30018, "Y1": 0.3992, "X2": 0.3255, "Y2": 0.399, "X3": 0.3255, "Y3": 0.4068, "X4": 0.30018, "Y4": 0.4068, "page": 0, "Index": 405}, {"Word": "l'ont", "Confidence": 0.638, "X1": 0.32911, "Y1": 0.3992, "X2": 0.36528, "Y2": 0.399, "X3": 0.36347, "Y3": 0.4078, "X4": 0.32911, "Y4": 0.4068, "page": 0, "Index": 406}, {"Word": "vw", "Confidence": 0.049, "X1": 0.36709, "Y1": 0.3992, "X2": 0.38517, "Y2": 0.399, "X3": 0.38517, "Y3": 0.4078, "X4": 0.36709, "Y4": 0.4078, "page": 0, "Index": 407}, {"Word": "de", "Confidence": 0.994, "X1": 0.37071, "Y1": 0.3912, "X2": 0.38879, "Y2": 0.391, "X3": 0.38879, "Y3": 0.3998, "X4": 0.37071, "Y4": 0.3998, "page": 0, "Index": 408}, {"Word": "l'oeuvre", "Confidence": 0.616, "X1": 0.3906, "Y1": 0.3992, "X2": 0.44846, "Y2": 0.399, "X3": 0.44665, "Y3": 0.4078, "X4": 0.38879, "Y4": 0.4078, "page": 0, "Index": 409}, {"Word": "baseball", "Confidence": 0.686, "X1": 0.39964, "Y1": 0.3922, "X2": 0.45931, "Y2": 0.392, "X3": 0.45931, "Y3": 0.4008, "X4": 0.39964, "Y4": 0.3998, "page": 0, "Index": 410}, {"Word": "dans", "Confidence": 0.761, "X1": 0.45208, "Y1": 0.3992, "X2": 0.48644, "Y2": 0.399, "X3": 0.48463, "Y3": 0.4078, "X4": 0.45027, "Y4": 0.4078, "page": 0, "Index": 411}, {"Word": "montrealals!", "Confidence": 0.546, "X1": 0.46835, "Y1": 0.3932, "X2": 0.55877, "Y2": 0.393, "X3": 0.55877, "Y3": 0.4008, "X4": 0.46835, "Y4": 0.4008, "page": 0, "Index": 412}, {"Word": "la", "Confidence": 0.191, "X1": 0.49005, "Y1": 0.3992, "X2": 0.50452, "Y2": 0.399, "X3": 0.50452, "Y3": 0.4078, "X4": 0.48825, "Y4": 0.4078, "page": 0, "Index": 413}, {"Word": "Ligue", "Confidence": 0.663, "X1": 0.50814, "Y1": 0.3982, "X2": 0.55154, "Y2": 0.398, "X3": 0.55154, "Y3": 0.4078, "X4": 0.50814, "Y4": 0.4078, "page": 0, "Index": 414}, {"Word": "Un", "Confidence": 0.902, "X1": 0.55515, "Y1": 0.3982, "X2": 0.57685, "Y2": 0.398, "X3": 0.57505, "Y3": 0.4078, "X4": 0.55515, "Y4": 0.4078, "page": 0, "Index": 415}, {"Word": "Canadian", "Confidence": 0.617, "X1": 0.58409, "Y1": 0.3972, "X2": 0.64919, "Y2": 0.397, "X3": 0.64738, "Y3": 0.4068, "X4": 0.58228, "Y4": 0.4078, "page": 0, "Index": 416}, {"Word": "sigme", "Confidence": 0.428, "X1": 0.65642, "Y1": 0.3962, "X2": 0.69439, "Y2": 0.396, "X3": 0.69259, "Y3": 0.4058, "X4": 0.65461, "Y4": 0.4068, "page": 0, "Index": 417}, {"Word": "de", "Confidence": 0.926, "X1": 0.81736, "Y1": 0.3922, "X2": 0.84087, "Y2": 0.392, "X3": 0.84268, "Y3": 0.4038, "X4": 0.81917, "Y4": 0.4048, "page": 0, "Index": 418}, {"Word": "Miroslava", "Confidence": 0.962, "X1": 0.84629, "Y1": 0.3922, "X2": 0.94033, "Y2": 0.392, "X3": 0.94213, "Y3": 0.4038, "X4": 0.8481, "Y4": 0.4038, "page": 0, "Index": 419}, {"Word": "Nach", "Confidence": 0.552, "X1": 0.94575, "Y1": 0.3922, "X2": 0.99458, "Y2": 0.392, "X3": 0.99458, "Y3": 0.4058, "X4": 0.94575, "Y4": 0.4048, "page": 0, "Index": 420}, {"Word": "Internationale,", "Confidence": 0.567, "X1": 0.30018, "Y1": 0.4082, "X2": 0.40145, "Y2": 0.408, "X3": 0.39964, "Y3": 0.4158, "X4": 0.30018, "Y4": 0.4148, "page": 0, "Index": 421}, {"Word": "a", "Confidence": 0.678, "X1": 0.40506, "Y1": 0.4082, "X2": 0.4141, "Y2": 0.408, "X3": 0.4141, "Y3": 0.4158, "X4": 0.40325, "Y4": 0.4158, "page": 0, "Index": 422}, {"Word": "connu", "Confidence": 0.577, "X1": 0.41772, "Y1": 0.4082, "X2": 0.46112, "Y2": 0.408, "X3": 0.45931, "Y3": 0.4168, "X4": 0.41772, "Y4": 0.4168, "page": 0, "Index": 423}, {"Word": "la", "Confidence": 0.936, "X1": 0.46474, "Y1": 0.4082, "X2": 0.4792, "Y2": 0.408, "X3": 0.4774, "Y3": 0.4168, "X4": 0.46293, "Y4": 0.4168, "page": 0, "Index": 424}, {"Word": "meilleure", "Confidence": 0.601, "X1": 0.48282, "Y1": 0.4092, "X2": 0.55154, "Y2": 0.409, "X3": 0.54973, "Y3": 0.4178, "X4": 0.48101, "Y4": 0.4168, "page": 0, "Index": 425}, {"Word": "Le", "Confidence": 0.994, "X1": 0.56781, "Y1": 0.4092, "X2": 0.5877, "Y2": 0.409, "X3": 0.5859, "Y3": 0.4178, "X4": 0.56781, "Y4": 0.4178, "page": 0, "Index": 426}, {"Word": "52", "Confidence": 0.849, "X1": 0.1302, "Y1": 0.4152, "X2": 0.15371, "Y2": 0.415, "X3": 0.1519, "Y3": 0.4248, "X4": 0.1302, "Y4": 0.4238, "page": 0, "Index": 427}, {"Word": "CADILLAC", "Confidence": 0.995, "X1": 0.16456, "Y1": 0.4152, "X2": 0.25316, "Y2": 0.415, "X3": 0.25316, "Y3": 0.4258, "X4": 0.16275, "Y4": 0.4248, "page": 0, "Index": 428}, {"Word": "salann", "Confidence": 0.397, "X1": 0.30018, "Y1": 0.4162, "X2": 0.34358, "Y2": 0.416, "X3": 0.34177, "Y3": 0.4248, "X4": 0.30018, "Y4": 0.4238, "page": 0, "Index": 429}, {"Word": "de", "Confidence": 0.991, "X1": 0.34539, "Y1": 0.4162, "X2": 0.36528, "Y2": 0.416, "X3": 0.36528, "Y3": 0.4248, "X4": 0.34539, "Y4": 0.4248, "page": 0, "Index": 430}, {"Word": "sa", "Confidence": 0.93, "X1": 0.3689, "Y1": 0.4162, "X2": 0.38517, "Y2": 0.416, "X3": 0.38517, "Y3": 0.4248, "X4": 0.3689, "Y4": 0.4248, "page": 0, "Index": 431}, {"Word": "carri\u00e8re", "Confidence": 0.246, "X1": 0.38879, "Y1": 0.4162, "X2": 0.44304, "Y2": 0.416, "X3": 0.44304, "Y3": 0.4248, "X4": 0.38879, "Y4": 0.4248, "page": 0, "Index": 432}, {"Word": ".avec", "Confidence": 0.518, "X1": 0.44665, "Y1": 0.4172, "X2": 0.48644, "Y2": 0.417, "X3": 0.48644, "Y3": 0.4248, "X4": 0.44665, "Y4": 0.4248, "page": 0, "Index": 433}, {"Word": "le", "Confidence": 0.937, "X1": 0.49005, "Y1": 0.4172, "X2": 0.50633, "Y2": 0.417, "X3": 0.50452, "Y3": 0.4258, "X4": 0.49005, "Y4": 0.4248, "page": 0, "Index": 434}, {"Word": "Saint-", "Confidence": 0.559, "X1": 0.50814, "Y1": 0.4172, "X2": 0.55154, "Y2": 0.417, "X3": 0.55154, "Y3": 0.4258, "X4": 0.50814, "Y4": 0.4258, "page": 0, "Index": 435}, {"Word": "chester.", "Confidence": 0.671, "X1": 0.55515, "Y1": 0.4172, "X2": 0.61302, "Y2": 0.417, "X3": 0.61302, "Y3": 0.4268, "X4": 0.55515, "Y4": 0.4258, "page": 0, "Index": 436}, {"Word": "Canadien", "Confidence": 0.934, "X1": 0.59132, "Y1": 0.4092, "X2": 0.65642, "Y2": 0.409, "X3": 0.65461, "Y3": 0.4188, "X4": 0.58951, "Y4": 0.4178, "page": 0, "Index": 437}, {"Word": "N.D", "Confidence": 0.476, "X1": 0.61844, "Y1": 0.4182, "X2": 0.64557, "Y2": 0.418, "X3": 0.64557, "Y3": 0.4268, "X4": 0.61844, "Y4": 0.4268, "page": 0, "Index": 438}, {"Word": ".,", "Confidence": 0.762, "X1": 0.64919, "Y1": 0.4182, "X2": 0.66184, "Y2": 0.418, "X3": 0.66004, "Y3": 0.4268, "X4": 0.64738, "Y4": 0.4268, "page": 0, "Index": 439}, {"Word": "Billy", "Confidence": 0.627, "X1": 0.66184, "Y1": 0.4092, "X2": 0.69439, "Y2": 0.409, "X3": 0.69259, "Y3": 0.4188, "X4": 0.66004, "Y4": 0.4188, "page": 0, "Index": 440}, {"Word": "a", "Confidence": 0.674, "X1": 0.66727, "Y1": 0.4182, "X2": 0.67631, "Y2": 0.418, "X3": 0.6745, "Y3": 0.4268, "X4": 0.66546, "Y4": 0.4268, "page": 0, "Index": 441}, {"Word": "egalement", "Confidence": 0.052, "X1": 0.68716, "Y1": 0.4192, "X2": 0.7613, "Y2": 0.419, "X3": 0.7613, "Y3": 0.4278, "X4": 0.68535, "Y4": 0.4268, "page": 0, "Index": 442}, {"Word": "Harris,", "Confidence": 0.631, "X1": 0.69801, "Y1": 0.4092, "X2": 0.75045, "Y2": 0.409, "X3": 0.74864, "Y3": 0.4198, "X4": 0.6962, "Y4": 0.4188, "page": 0, "Index": 443}, {"Word": "da", "Confidence": 0.468, "X1": 0.75407, "Y1": 0.4092, "X2": 0.77215, "Y2": 0.409, "X3": 0.77034, "Y3": 0.4198, "X4": 0.75226, "Y4": 0.4198, "page": 0, "Index": 444}, {"Word": "Don!", "Confidence": 0.185, "X1": 0.77577, "Y1": 0.4092, "X2": 0.81555, "Y2": 0.409, "X3": 0.81374, "Y3": 0.4208, "X4": 0.77396, "Y4": 0.4198, "page": 0, "Index": 445}, {"Word": "Mme", "Confidence": 0.655, "X1": 0.8264, "Y1": 0.4142, "X2": 0.86257, "Y2": 0.414, "X3": 0.86076, "Y3": 0.4248, "X4": 0.82459, "Y4": 0.4238, "page": 0, "Index": 446}, {"Word": "Jan", "Confidence": 0.708, "X1": 0.86618, "Y1": 0.4152, "X2": 0.89331, "Y2": 0.415, "X3": 0.89331, "Y3": 0.4248, "X4": 0.86618, "Y4": 0.4248, "page": 0, "Index": 447}, {"Word": "Tachl,", "Confidence": 0.607, "X1": 0.89873, "Y1": 0.4152, "X2": 0.94575, "Y2": 0.415, "X3": 0.94575, "Y3": 0.4248, "X4": 0.89873, "Y4": 0.4248, "page": 0, "Index": 448}, {"Word": "mire", "Confidence": 0.257, "X1": 0.94937, "Y1": 0.4162, "X2": 0.98734, "Y2": 0.416, "X3": 0.98734, "Y3": 0.4258, "X4": 0.94937, "Y4": 0.4248, "page": 0, "Index": 449}, {"Word": "Sedan,", "Confidence": 0.601, "X1": 0.12477, "Y1": 0.4282, "X2": 0.16275, "Y2": 0.428, "X3": 0.16275, "Y3": 0.4358, "X4": 0.12477, "Y4": 0.4348, "page": 0, "Index": 450}, {"Word": "modele", "Confidence": 0.411, "X1": 0.16637, "Y1": 0.4282, "X2": 0.20796, "Y2": 0.428, "X3": 0.20615, "Y3": 0.4358, "X4": 0.16456, "Y4": 0.4358, "page": 0, "Index": 451}, {"Word": "42to,", "Confidence": 0.087, "X1": 0.21338, "Y1": 0.4282, "X2": 0.24593, "Y2": 0.428, "X3": 0.24593, "Y3": 0.4358, "X4": 0.21157, "Y4": 0.4358, "page": 0, "Index": 452}, {"Word": "bydre-", "Confidence": 0.345, "X1": 0.24955, "Y1": 0.4292, "X2": 0.28752, "Y2": 0.429, "X3": 0.28571, "Y3": 0.4368, "X4": 0.24774, "Y4": 0.4358, "page": 0, "Index": 453}, {"Word": "Paul", "Confidence": 0.667, "X1": 0.30018, "Y1": 0.4242, "X2": 0.33273, "Y2": 0.424, "X3": 0.33273, "Y3": 0.4328, "X4": 0.29837, "Y4": 0.4328, "page": 0, "Index": 454}, {"Word": "de", "Confidence": 0.847, "X1": 0.33635, "Y1": 0.4242, "X2": 0.35624, "Y2": 0.424, "X3": 0.35443, "Y3": 0.4328, "X4": 0.33635, "Y4": 0.4328, "page": 0, "Index": 455}, {"Word": "l'American", "Confidence": 0.449, "X1": 0.35986, "Y1": 0.4252, "X2": 0.4358, "Y2": 0.425, "X3": 0.4358, "Y3": 0.4328, "X4": 0.35986, "Y4": 0.4328, "page": 0, "Index": 456}, {"Word": "Association", "Confidence": 0.668, "X1": 0.44485, "Y1": 0.4252, "X2": 0.5208, "Y2": 0.425, "X3": 0.5208, "Y3": 0.4338, "X4": 0.44304, "Y4": 0.4328, "page": 0, "Index": 457}, {"Word": "en", "Confidence": 0.897, "X1": 0.53165, "Y1": 0.4252, "X2": 0.54973, "Y2": 0.425, "X3": 0.54792, "Y3": 0.4338, "X4": 0.52984, "Y4": 0.4338, "page": 0, "Index": 458}, {"Word": "son", "Confidence": 0.9, "X1": 0.55515, "Y1": 0.4262, "X2": 0.57866, "Y2": 0.426, "X3": 0.57685, "Y3": 0.4338, "X4": 0.55335, "Y4": 0.4338, "page": 0, "Index": 459}, {"Word": "contrat", "Confidence": 0.655, "X1": 0.58951, "Y1": 0.4262, "X2": 0.64195, "Y2": 0.426, "X3": 0.64195, "Y3": 0.4348, "X4": 0.5877, "Y4": 0.4338, "page": 0, "Index": 460}, {"Word": "avec", "Confidence": 0.663, "X1": 0.64919, "Y1": 0.4272, "X2": 0.68174, "Y2": 0.427, "X3": 0.68174, "Y3": 0.4348, "X4": 0.64919, "Y4": 0.4348, "page": 0, "Index": 461}, {"Word": "les", "Confidence": 0.684, "X1": 0.69078, "Y1": 0.4272, "X2": 0.71248, "Y2": 0.427, "X3": 0.71248, "Y3": 0.4358, "X4": 0.69078, "Y4": 0.4348, "page": 0, "Index": 462}, {"Word": "Royaux,", "Confidence": 0.116, "X1": 0.72152, "Y1": 0.4282, "X2": 0.783, "Y2": 0.428, "X3": 0.783, "Y3": 0.4358, "X4": 0.72152, "Y4": 0.4358, "page": 0, "Index": 463}, {"Word": "sign\u00e9;", "Confidence": 0.249, "X1": 0.76854, "Y1": 0.4202, "X2": 0.81555, "Y2": 0.42, "X3": 0.81374, "Y3": 0.4288, "X4": 0.76854, "Y4": 0.4278, "page": 0, "Index": 464}, {"Word": "Le", "Confidence": 0.619, "X1": 0.78843, "Y1": 0.4282, "X2": 0.80651, "Y2": 0.428, "X3": 0.80651, "Y3": 0.4368, "X4": 0.78843, "Y4": 0.4358, "page": 0, "Index": 465}, {"Word": "Jane", "Confidence": 0.07, "X1": 0.81193, "Y1": 0.4232, "X2": 0.84448, "Y2": 0.423, "X3": 0.84448, "Y3": 0.4318, "X4": 0.81193, "Y4": 0.4318, "page": 0, "Index": 466}, {"Word": "Pachi,", "Confidence": 0.602, "X1": 0.85172, "Y1": 0.4242, "X2": 0.89693, "Y2": 0.424, "X3": 0.89693, "Y3": 0.4318, "X4": 0.85172, "Y4": 0.4318, "page": 0, "Index": 467}, {"Word": "In", "Confidence": 0.451, "X1": 0.90054, "Y1": 0.4242, "X2": 0.91682, "Y2": 0.424, "X3": 0.91682, "Y3": 0.4328, "X4": 0.90054, "Y4": 0.4318, "page": 0, "Index": 468}, {"Word": "Jeune", "Confidence": 0.676, "X1": 0.92224, "Y1": 0.4242, "X2": 0.96383, "Y2": 0.424, "X3": 0.96383, "Y3": 0.4328, "X4": 0.92224, "Y4": 0.4328, "page": 0, "Index": 469}, {"Word": "pat", "Confidence": 0.524, "X1": 0.96926, "Y1": 0.4252, "X2": 0.99638, "Y2": 0.425, "X3": 0.99638, "Y3": 0.4338, "X4": 0.96926, "Y4": 0.4328, "page": 0, "Index": 470}, {"Word": "1\u00ba54:", "Confidence": 0.222, "X1": 0.30199, "Y1": 0.4332, "X2": 0.33092, "Y2": 0.433, "X3": 0.32911, "Y3": 0.4408, "X4": 0.30018, "Y4": 0.4408, "page": 0, "Index": 471}, {"Word": "\"Bucha", "Confidence": 0.729, "X1": 0.33273, "Y1": 0.4332, "X2": 0.37975, "Y2": 0.433, "X3": 0.37975, "Y3": 0.4408, "X4": 0.33273, "Y4": 0.4408, "page": 0, "Index": 472}, {"Word": "a", "Confidence": 0.97, "X1": 0.38517, "Y1": 0.4332, "X2": 0.39241, "Y2": 0.433, "X3": 0.39241, "Y3": 0.4418, "X4": 0.38336, "Y4": 0.4408, "page": 0, "Index": 473}, {"Word": "frappe", "Confidence": 0.931, "X1": 0.39602, "Y1": 0.4332, "X2": 0.44304, "Y2": 0.433, "X3": 0.44304, "Y3": 0.4418, "X4": 0.39602, "Y4": 0.4418, "page": 0, "Index": 474}, {"Word": "pour", "Confidence": 0.957, "X1": 0.44846, "Y1": 0.4332, "X2": 0.48101, "Y2": 0.433, "X3": 0.48101, "Y3": 0.4418, "X4": 0.44665, "Y4": 0.4418, "page": 0, "Index": 475}, {"Word": "une", "Confidence": 0.957, "X1": 0.48463, "Y1": 0.4332, "X2": 0.51175, "Y2": 0.433, "X3": 0.51175, "Y3": 0.4418, "X4": 0.48282, "Y4": 0.4418, "page": 0, "Index": 476}, {"Word": "mey-", "Confidence": 0.338, "X1": 0.51537, "Y1": 0.4332, "X2": 0.55154, "Y2": 0.433, "X3": 0.55154, "Y3": 0.4418, "X4": 0.51356, "Y4": 0.4418, "page": 0, "Index": 477}, {"Word": "lanceur", "Confidence": 0.9, "X1": 0.55515, "Y1": 0.4342, "X2": 0.60759, "Y2": 0.434, "X3": 0.60759, "Y3": 0.4428, "X4": 0.55515, "Y4": 0.4418, "page": 0, "Index": 478}, {"Word": "droitier", "Confidence": 0.619, "X1": 0.61121, "Y1": 0.4342, "X2": 0.66727, "Y2": 0.434, "X3": 0.66727, "Y3": 0.4428, "X4": 0.61121, "Y4": 0.4428, "page": 0, "Index": 479}, {"Word": "a", "Confidence": 0.926, "X1": 0.67269, "Y1": 0.4342, "X2": 0.68174, "Y2": 0.434, "X3": 0.68174, "Y3": 0.4428, "X4": 0.67269, "Y4": 0.4428, "page": 0, "Index": 480}, {"Word": "\"emporte", "Confidence": 0.316, "X1": 0.68716, "Y1": 0.4352, "X2": 0.75407, "Y2": 0.435, "X3": 0.75407, "Y3": 0.4438, "X4": 0.68716, "Y4": 0.4428, "page": 0, "Index": 481}, {"Word": "12", "Confidence": 0.993, "X1": 0.75949, "Y1": 0.4352, "X2": 0.77577, "Y2": 0.435, "X3": 0.77577, "Y3": 0.4438, "X4": 0.75949, "Y4": 0.4438, "page": 0, "Index": 482}, {"Word": "vie-", "Confidence": 0.013, "X1": 0.78119, "Y1": 0.4362, "X2": 0.81013, "Y2": 0.436, "X3": 0.81013, "Y3": 0.4438, "X4": 0.78119, "Y4": 0.4438, "page": 0, "Index": 483}, {"Word": "Ilantalsie", "Confidence": 0.52, "X1": 0.8047, "Y1": 0.4322, "X2": 0.87161, "Y2": 0.432, "X3": 0.87161, "Y3": 0.4398, "X4": 0.8047, "Y4": 0.4398, "page": 0, "Index": 484}, {"Word": "id'une", "Confidence": 0.605, "X1": 0.8047, "Y1": 0.4402, "X2": 0.84991, "Y2": 0.44, "X3": 0.84991, "Y3": 0.4478, "X4": 0.8047, "Y4": 0.4478, "page": 0, "Index": 485}, {"Word": "de", "Confidence": 0.995, "X1": 0.87523, "Y1": 0.4322, "X2": 0.89331, "Y2": 0.432, "X3": 0.89331, "Y3": 0.4398, "X4": 0.87523, "Y4": 0.4398, "page": 0, "Index": 486}, {"Word": "17", "Confidence": 0.688, "X1": 0.89873, "Y1": 0.4322, "X2": 0.91501, "Y2": 0.432, "X3": 0.91501, "Y3": 0.4408, "X4": 0.89873, "Y4": 0.4398, "page": 0, "Index": 487}, {"Word": "ans", "Confidence": 0.928, "X1": 0.91863, "Y1": 0.4322, "X2": 0.94394, "Y2": 0.432, "X3": 0.94394, "Y3": 0.4408, "X4": 0.91863, "Y4": 0.4408, "page": 0, "Index": 488}, {"Word": "qui", "Confidence": 0.62, "X1": 0.94756, "Y1": 0.4332, "X2": 0.97107, "Y2": 0.433, "X3": 0.97107, "Y3": 0.4418, "X4": 0.94756, "Y4": 0.4408, "page": 0, "Index": 489}, {"Word": "se", "Confidence": 0.93, "X1": 0.97468, "Y1": 0.4332, "X2": 0.99096, "Y2": 0.433, "X3": 0.99096, "Y3": 0.4418, "X4": 0.97468, "Y4": 0.4418, "page": 0, "Index": 490}, {"Word": "enne", "Confidence": 0.954, "X1": 0.30018, "Y1": 0.4422, "X2": 0.33454, "Y2": 0.442, "X3": 0.33273, "Y3": 0.4498, "X4": 0.30018, "Y4": 0.4498, "page": 0, "Index": 491}, {"Word": "de", "Confidence": 0.989, "X1": 0.33996, "Y1": 0.4412, "X2": 0.35805, "Y2": 0.441, "X3": 0.35624, "Y3": 0.4498, "X4": 0.33816, "Y4": 0.4498, "page": 0, "Index": 492}, {"Word": ".332", "Confidence": 0.466, "X1": 0.36347, "Y1": 0.4412, "X2": 0.3906, "Y2": 0.441, "X3": 0.3906, "Y3": 0.4498, "X4": 0.36166, "Y4": 0.4498, "page": 0, "Index": 493}, {"Word": "L'autre", "Confidence": 0.999, "X1": 0.39964, "Y1": 0.4412, "X2": 0.45208, "Y2": 0.441, "X3": 0.45208, "Y3": 0.4498, "X4": 0.39964, "Y4": 0.4498, "page": 0, "Index": 494}, {"Word": "receveur", "Confidence": 1, "X1": 0.4575, "Y1": 0.4412, "X2": 0.51899, "Y2": 0.441, "X3": 0.51899, "Y3": 0.4498, "X4": 0.4575, "Y4": 0.4498, "page": 0, "Index": 495}, {"Word": "qui", "Confidence": 1, "X1": 0.52622, "Y1": 0.4422, "X2": 0.55154, "Y2": 0.442, "X3": 0.55154, "Y3": 0.4498, "X4": 0.52622, "Y4": 0.4498, "page": 0, "Index": 496}, {"Word": "toires", "Confidence": 0.501, "X1": 0.55515, "Y1": 0.4422, "X2": 0.59313, "Y2": 0.442, "X3": 0.59313, "Y3": 0.4508, "X4": 0.55515, "Y4": 0.4498, "page": 0, "Index": 497}, {"Word": "avec", "Confidence": 1, "X1": 0.59675, "Y1": 0.4422, "X2": 0.62929, "Y2": 0.442, "X3": 0.62929, "Y3": 0.4508, "X4": 0.59675, "Y4": 0.4508, "page": 0, "Index": 498}, {"Word": "les", "Confidence": 1, "X1": 0.63291, "Y1": 0.4422, "X2": 0.6528, "Y2": 0.442, "X3": 0.65099, "Y3": 0.4508, "X4": 0.6311, "Y4": 0.4508, "page": 0, "Index": 499}, {"Word": "clubs", "Confidence": 1, "X1": 0.65461, "Y1": 0.4432, "X2": 0.69439, "Y2": 0.443, "X3": 0.69259, "Y3": 0.4518, "X4": 0.65461, "Y4": 0.4508, "page": 0, "Index": 500}, {"Word": "Mobile", "Confidence": 1, "X1": 0.6962, "Y1": 0.4442, "X2": 0.74503, "Y2": 0.444, "X3": 0.74322, "Y3": 0.4528, "X4": 0.6962, "Y4": 0.4518, "page": 0, "Index": 501}, {"Word": "et", "Confidence": 0.991, "X1": 0.74684, "Y1": 0.4442, "X2": 0.7613, "Y2": 0.444, "X3": 0.7613, "Y3": 0.4528, "X4": 0.74684, "Y4": 0.4528, "page": 0, "Index": 502}, {"Word": "Mont-i-disparue", "Confidence": 0.119, "X1": 0.76492, "Y1": 0.4472, "X2": 0.87884, "Y2": 0.447, "X3": 0.87884, "Y3": 0.4558, "X4": 0.76492, "Y4": 0.4528, "page": 0, "Index": 503}, {"Word": "\u00e9toile", "Confidence": 0.292, "X1": 0.86076, "Y1": 0.4402, "X2": 0.90054, "Y2": 0.44, "X3": 0.90054, "Y3": 0.4488, "X4": 0.86076, "Y4": 0.4478, "page": 0, "Index": 504}, {"Word": "&", "Confidence": 0.942, "X1": 0.88427, "Y1": 0.4472, "X2": 0.89331, "Y2": 0.447, "X3": 0.89331, "Y3": 0.4558, "X4": 0.88246, "Y4": 0.4558, "page": 0, "Index": 505}, {"Word": "Vienne,\"", "Confidence": 0.975, "X1": 0.89873, "Y1": 0.4492, "X2": 0.95841, "Y2": 0.449, "X3": 0.95841, "Y3": 0.4578, "X4": 0.89873, "Y4": 0.4558, "page": 0, "Index": 506}, {"Word": "de", "Confidence": 0.997, "X1": 0.90958, "Y1": 0.4412, "X2": 0.92767, "Y2": 0.441, "X3": 0.92767, "Y3": 0.4488, "X4": 0.90958, "Y4": 0.4488, "page": 0, "Index": 507}, {"Word": "palimag.", "Confidence": 0.202, "X1": 0.93671, "Y1": 0.4422, "X2": 0.99819, "Y2": 0.442, "X3": 0.99819, "Y3": 0.4508, "X4": 0.93671, "Y4": 0.4488, "page": 0, "Index": 508}, {"Word": ".", "Confidence": 0.425, "X1": 0.96203, "Y1": 0.4492, "X2": 0.97107, "Y2": 0.449, "X3": 0.97107, "Y3": 0.4578, "X4": 0.96203, "Y4": 0.4578, "page": 0, "Index": 509}, {"Word": "MMA", "Confidence": 0.067, "X1": 0.0868, "Y1": 0.4492, "X2": 0.12116, "Y2": 0.449, "X3": 0.11935, "Y3": 0.4588, "X4": 0.08499, "Y4": 0.4568, "page": 0, "Index": 510}, {"Word": "152", "Confidence": 0.338, "X1": 0.12477, "Y1": 0.4492, "X2": 0.15552, "Y2": 0.449, "X3": 0.15371, "Y3": 0.4598, "X4": 0.12297, "Y4": 0.4588, "page": 0, "Index": 511}, {"Word": "CADILLAC", "Confidence": 0.995, "X1": 0.16456, "Y1": 0.4502, "X2": 0.25316, "Y2": 0.45, "X3": 0.25316, "Y3": 0.4608, "X4": 0.16275, "Y4": 0.4598, "page": 0, "Index": 512}, {"Word": "A", "Confidence": 0.656, "X1": 0.30018, "Y1": 0.4502, "X2": 0.30922, "Y2": 0.45, "X3": 0.30922, "Y3": 0.4588, "X4": 0.30018, "Y4": 0.4588, "page": 0, "Index": 513}, {"Word": "est", "Confidence": 0.693, "X1": 0.3038, "Y1": 0.4582, "X2": 0.32188, "Y2": 0.458, "X3": 0.32369, "Y3": 0.4658, "X4": 0.3038, "Y4": 0.4658, "page": 0, "Index": 514}, {"Word": "areepte", "Confidence": 0.657, "X1": 0.32007, "Y1": 0.4502, "X2": 0.37432, "Y2": 0.45, "X3": 0.37432, "Y3": 0.4588, "X4": 0.32007, "Y4": 0.4588, "page": 0, "Index": 515}, {"Word": "le", "Confidence": 0.604, "X1": 0.3255, "Y1": 0.4582, "X2": 0.34358, "Y2": 0.458, "X3": 0.34358, "Y3": 0.4658, "X4": 0.32731, "Y4": 0.4658, "page": 0, "Index": 516}, {"Word": "jeune", "Confidence": 0.955, "X1": 0.3472, "Y1": 0.4582, "X2": 0.38879, "Y2": 0.458, "X3": 0.38879, "Y3": 0.4668, "X4": 0.3472, "Y4": 0.4658, "page": 0, "Index": 517}, {"Word": "les", "Confidence": 0.852, "X1": 0.37975, "Y1": 0.4502, "X2": 0.40145, "Y2": 0.45, "X3": 0.40145, "Y3": 0.4588, "X4": 0.37794, "Y4": 0.4588, "page": 0, "Index": 518}, {"Word": "Normand", "Confidence": 0.913, "X1": 0.39421, "Y1": 0.4582, "X2": 0.45931, "Y2": 0.458, "X3": 0.45931, "Y3": 0.4668, "X4": 0.39421, "Y4": 0.4668, "page": 0, "Index": 519}, {"Word": "offres", "Confidence": 0.672, "X1": 0.4141, "Y1": 0.4502, "X2": 0.4575, "Y2": 0.45, "X3": 0.4575, "Y3": 0.4588, "X4": 0.4123, "Y4": 0.4588, "page": 0, "Index": 520}, {"Word": "des", "Confidence": 0.958, "X1": 0.46655, "Y1": 0.4502, "X2": 0.49186, "Y2": 0.45, "X3": 0.49186, "Y3": 0.4588, "X4": 0.46655, "Y4": 0.4588, "page": 0, "Index": 521}, {"Word": "Sherry,", "Confidence": 0.615, "X1": 0.46655, "Y1": 0.4592, "X2": 0.5226, "Y2": 0.459, "X3": 0.5226, "Y3": 0.4678, "X4": 0.46655, "Y4": 0.4678, "page": 0, "Index": 522}, {"Word": "Royaux", "Confidence": 0.269, "X1": 0.49548, "Y1": 0.4502, "X2": 0.54792, "Y2": 0.45, "X3": 0.54792, "Y3": 0.4588, "X4": 0.49548, "Y4": 0.4588, "page": 0, "Index": 523}, {"Word": "ullde", "Confidence": 0.21, "X1": 0.53707, "Y1": 0.4572, "X2": 0.57324, "Y2": 0.457, "X3": 0.57324, "Y3": 0.4658, "X4": 0.53707, "Y4": 0.4648, "page": 0, "Index": 524}, {"Word": "real", "Confidence": 0.227, "X1": 0.55335, "Y1": 0.4502, "X2": 0.5859, "Y2": 0.45, "X3": 0.58409, "Y3": 0.4588, "X4": 0.55335, "Y4": 0.4588, "page": 0, "Index": 525}, {"Word": "l'hiver.", "Confidence": 0.316, "X1": 0.57866, "Y1": 0.4582, "X2": 0.63291, "Y2": 0.458, "X3": 0.63291, "Y3": 0.4668, "X4": 0.57866, "Y4": 0.4658, "page": 0, "Index": 526}, {"Word": "la", "Confidence": 0.748, "X1": 0.58951, "Y1": 0.4502, "X2": 0.60579, "Y2": 0.45, "X3": 0.60579, "Y3": 0.4588, "X4": 0.58951, "Y4": 0.4588, "page": 0, "Index": 527}, {"Word": "saison", "Confidence": 0.479, "X1": 0.61302, "Y1": 0.4502, "X2": 0.65642, "Y2": 0.45, "X3": 0.65461, "Y3": 0.4588, "X4": 0.61121, "Y4": 0.4588, "page": 0, "Index": 528}, {"Word": "Itarris", "Confidence": 0.68, "X1": 0.63653, "Y1": 0.4582, "X2": 0.68354, "Y2": 0.458, "X3": 0.68354, "Y3": 0.4668, "X4": 0.63653, "Y4": 0.4668, "page": 0, "Index": 529}, {"Word": "derni\u00e8re.", "Confidence": 0.255, "X1": 0.66546, "Y1": 0.4512, "X2": 0.73237, "Y2": 0.451, "X3": 0.73237, "Y3": 0.4588, "X4": 0.66546, "Y4": 0.4588, "page": 0, "Index": 530}, {"Word": "a", "Confidence": 0.933, "X1": 0.68716, "Y1": 0.4582, "X2": 0.69801, "Y2": 0.458, "X3": 0.69801, "Y3": 0.4668, "X4": 0.68716, "Y4": 0.4668, "page": 0, "Index": 531}, {"Word": "lance", "Confidence": 0.848, "X1": 0.70344, "Y1": 0.4582, "X2": 0.74322, "Y2": 0.458, "X3": 0.74322, "Y3": 0.4668, "X4": 0.70344, "Y4": 0.4668, "page": 0, "Index": 532}, {"Word": "Au", "Confidence": 0.958, "X1": 0.7396, "Y1": 0.4512, "X2": 0.75769, "Y2": 0.451, "X3": 0.75769, "Y3": 0.4598, "X4": 0.73779, "Y4": 0.4588, "page": 0, "Index": 533}, {"Word": "pour", "Confidence": 0.97, "X1": 0.75045, "Y1": 0.4582, "X2": 0.78481, "Y2": 0.458, "X3": 0.78481, "Y3": 0.4668, "X4": 0.75045, "Y4": 0.4668, "page": 0, "Index": 534}, {"Word": "cours", "Confidence": 0.887, "X1": 0.76673, "Y1": 0.4512, "X2": 0.80651, "Y2": 0.451, "X3": 0.80651, "Y3": 0.4598, "X4": 0.76673, "Y4": 0.4598, "page": 0, "Index": 535}, {"Word": "Whique", "Confidence": 0.369, "X1": 0.78481, "Y1": 0.4552, "X2": 0.83725, "Y2": 0.455, "X3": 0.83906, "Y3": 0.4638, "X4": 0.78481, "Y4": 0.4628, "page": 0, "Index": 536}, {"Word": "16", "Confidence": 0.002, "X1": 0.79204, "Y1": 0.4582, "X2": 0.80651, "Y2": 0.458, "X3": 0.80651, "Y3": 0.4668, "X4": 0.79204, "Y4": 0.4668, "page": 0, "Index": 537}, {"Word": "3", "Confidence": 0.001, "X1": 0.81193, "Y1": 0.4582, "X2": 0.82098, "Y2": 0.458, "X3": 0.82098, "Y3": 0.4668, "X4": 0.81193, "Y4": 0.4668, "page": 0, "Index": 538}, {"Word": "la", "Confidence": 0.208, "X1": 0.84629, "Y1": 0.4562, "X2": 0.86076, "Y2": 0.456, "X3": 0.86076, "Y3": 0.4638, "X4": 0.84629, "Y4": 0.4638, "page": 0, "Index": 539}, {"Word": "patineuse", "Confidence": 0.668, "X1": 0.8698, "Y1": 0.4562, "X2": 0.93852, "Y2": 0.456, "X3": 0.93852, "Y3": 0.4648, "X4": 0.8698, "Y4": 0.4638, "page": 0, "Index": 540}, {"Word": "de", "Confidence": 0.994, "X1": 0.94756, "Y1": 0.4562, "X2": 0.96564, "Y2": 0.456, "X3": 0.96564, "Y3": 0.4648, "X4": 0.94756, "Y4": 0.4648, "page": 0, "Index": 541}, {"Word": "Ti", "Confidence": 0.616, "X1": 0.97468, "Y1": 0.4562, "X2": 0.99458, "Y2": 0.456, "X3": 0.99458, "Y3": 0.4658, "X4": 0.97649, "Y4": 0.4658, "page": 0, "Index": 542}, {"Word": "de", "Confidence": 1, "X1": 0.97649, "Y1": 0.4502, "X2": 0.99458, "Y2": 0.45, "X3": 0.99458, "Y3": 0.4588, "X4": 0.97649, "Y4": 0.4578, "page": 0, "Index": 543}, {"Word": "Ton", "Confidence": 0.619, "X1": 0.29837, "Y1": 0.4662, "X2": 0.32369, "Y2": 0.466, "X3": 0.32369, "Y3": 0.4738, "X4": 0.29837, "Y4": 0.4738, "page": 0, "Index": 544}, {"Word": "dernier", "Confidence": 0.62, "X1": 0.32911, "Y1": 0.4662, "X2": 0.38156, "Y2": 0.466, "X3": 0.38156, "Y3": 0.4738, "X4": 0.32911, "Y4": 0.4738, "page": 0, "Index": 545}, {"Word": "portait", "Confidence": 0.601, "X1": 0.38698, "Y1": 0.4662, "X2": 0.4358, "Y2": 0.466, "X3": 0.4358, "Y3": 0.4748, "X4": 0.38698, "Y4": 0.4738, "page": 0, "Index": 546}, {"Word": "les", "Confidence": 0.939, "X1": 0.43942, "Y1": 0.4662, "X2": 0.46112, "Y2": 0.466, "X3": 0.45931, "Y3": 0.4748, "X4": 0.43761, "Y4": 0.4748, "page": 0, "Index": 547}, {"Word": "couleurs", "Confidence": 0.604, "X1": 0.46293, "Y1": 0.4662, "X2": 0.52622, "Y2": 0.466, "X3": 0.52622, "Y3": 0.4748, "X4": 0.46293, "Y4": 0.4748, "page": 0, "Index": 548}, {"Word": "colle", "Confidence": 0.025, "X1": 0.52622, "Y1": 0.4592, "X2": 0.5642, "Y2": 0.459, "X3": 0.5642, "Y3": 0.4688, "X4": 0.52622, "Y4": 0.4678, "page": 0, "Index": 549}, {"Word": "du", "Confidence": 0.625, "X1": 0.52984, "Y1": 0.4662, "X2": 0.54973, "Y2": 0.466, "X3": 0.54792, "Y3": 0.4748, "X4": 0.52984, "Y4": 0.4748, "page": 0, "Index": 550}, {"Word": "club", "Confidence": 0.612, "X1": 0.55335, "Y1": 0.4662, "X2": 0.58409, "Y2": 0.466, "X3": 0.58228, "Y3": 0.4748, "X4": 0.55335, "Y4": 0.4748, "page": 0, "Index": 551}, {"Word": "Carta", "Confidence": 0.64, "X1": 0.58951, "Y1": 0.4662, "X2": 0.62929, "Y2": 0.466, "X3": 0.62929, "Y3": 0.4748, "X4": 0.5877, "Y4": 0.4748, "page": 0, "Index": 552}, {"Word": "Vieja,", "Confidence": 0.627, "X1": 0.63472, "Y1": 0.4652, "X2": 0.67631, "Y2": 0.465, "X3": 0.67631, "Y3": 0.4748, "X4": 0.63472, "Y4": 0.4748, "page": 0, "Index": 553}, {"Word": "qui", "Confidence": 0.601, "X1": 0.67993, "Y1": 0.4652, "X2": 0.70524, "Y2": 0.465, "X3": 0.70524, "Y3": 0.4748, "X4": 0.67993, "Y4": 0.4748, "page": 0, "Index": 554}, {"Word": "a", "Confidence": 0.662, "X1": 0.70886, "Y1": 0.4652, "X2": 0.7179, "Y2": 0.465, "X3": 0.7179, "Y3": 0.4738, "X4": 0.70886, "Y4": 0.4748, "page": 0, "Index": 555}, {"Word": "d\u00e9croch\u00e9", "Confidence": 0.21, "X1": 0.72152, "Y1": 0.4652, "X2": 0.78662, "Y2": 0.465, "X3": 0.78662, "Y3": 0.4738, "X4": 0.72152, "Y4": 0.4738, "page": 0, "Index": 556}, {"Word": "ja", "Confidence": 0.062, "X1": 0.79024, "Y1": 0.4652, "X2": 0.80651, "Y2": 0.465, "X3": 0.80651, "Y3": 0.4738, "X4": 0.79024, "Y4": 0.4738, "page": 0, "Index": 557}, {"Word": "quie", "Confidence": 0.229, "X1": 0.81013, "Y1": 0.4652, "X2": 0.84268, "Y2": 0.465, "X3": 0.84268, "Y3": 0.4738, "X4": 0.81013, "Y4": 0.4738, "page": 0, "Index": 558}, {"Word": "lil", "Confidence": 0.022, "X1": 0.84629, "Y1": 0.4652, "X2": 0.86799, "Y2": 0.465, "X3": 0.86799, "Y3": 0.4738, "X4": 0.84629, "Y4": 0.4738, "page": 0, "Index": 559}, {"Word": "a", "Confidence": 0.811, "X1": 0.87161, "Y1": 0.4652, "X2": 0.88065, "Y2": 0.465, "X3": 0.88065, "Y3": 0.4738, "X4": 0.87161, "Y4": 0.4738, "page": 0, "Index": 560}, {"Word": "\u00e9crit", "Confidence": 0.067, "X1": 0.88427, "Y1": 0.4642, "X2": 0.92224, "Y2": 0.464, "X3": 0.92224, "Y3": 0.4728, "X4": 0.88427, "Y4": 0.4738, "page": 0, "Index": 561}, {"Word": "au", "Confidence": 0.402, "X1": 0.92405, "Y1": 0.4642, "X2": 0.94033, "Y2": 0.464, "X3": 0.94033, "Y3": 0.4728, "X4": 0.92405, "Y4": 0.4728, "page": 0, "Index": 562}, {"Word": "sujet", "Confidence": 0.245, "X1": 0.94575, "Y1": 0.4642, "X2": 0.98373, "Y2": 0.464, "X3": 0.98373, "Y3": 0.4728, "X4": 0.94575, "Y4": 0.4728, "page": 0, "Index": 563}, {"Word": ".", "Confidence": 0.089, "X1": 0.98553, "Y1": 0.4642, "X2": 0.99458, "Y2": 0.464, "X3": 0.99458, "Y3": 0.4728, "X4": 0.98553, "Y4": 0.4728, "page": 0, "Index": 564}, {"Word": "with", "Confidence": 0.025, "X1": 0.30018, "Y1": 0.4742, "X2": 0.32911, "Y2": 0.474, "X3": 0.32731, "Y3": 0.4828, "X4": 0.29837, "Y4": 0.4828, "page": 0, "Index": 565}, {"Word": "Newport", "Confidence": 0.97, "X1": 0.33996, "Y1": 0.4742, "X2": 0.40506, "Y2": 0.474, "X3": 0.40325, "Y3": 0.4828, "X4": 0.33996, "Y4": 0.4828, "page": 0, "Index": 566}, {"Word": "News", "Confidence": 0.447, "X1": 0.4141, "Y1": 0.4742, "X2": 0.45389, "Y2": 0.474, "X3": 0.45389, "Y3": 0.4828, "X4": 0.4141, "Y4": 0.4828, "page": 0, "Index": 567}, {"Word": "de", "Confidence": 0.991, "X1": 0.46112, "Y1": 0.4742, "X2": 0.48101, "Y2": 0.474, "X3": 0.4792, "Y3": 0.4828, "X4": 0.46112, "Y4": 0.4828, "page": 0, "Index": 568}, {"Word": "la", "Confidence": 0.893, "X1": 0.48463, "Y1": 0.4742, "X2": 0.5009, "Y2": 0.474, "X3": 0.4991, "Y3": 0.4828, "X4": 0.48282, "Y4": 0.4828, "page": 0, "Index": 569}, {"Word": "Ligue", "Confidence": 0.616, "X1": 0.50814, "Y1": 0.4742, "X2": 0.54973, "Y2": 0.474, "X3": 0.54973, "Y3": 0.4828, "X4": 0.50633, "Y4": 0.4828, "page": 0, "Index": 570}, {"Word": "championnat", "Confidence": 0.23, "X1": 0.55335, "Y1": 0.4742, "X2": 0.64557, "Y2": 0.474, "X3": 0.64557, "Y3": 0.4828, "X4": 0.55335, "Y4": 0.4828, "page": 0, "Index": 571}, {"Word": "de", "Confidence": 0.958, "X1": 0.6528, "Y1": 0.4732, "X2": 0.67089, "Y2": 0.473, "X3": 0.67089, "Y3": 0.4828, "X4": 0.65099, "Y4": 0.4828, "page": 0, "Index": 572}, {"Word": "la", "Confidence": 0.805, "X1": 0.67993, "Y1": 0.4732, "X2": 0.6962, "Y2": 0.473, "X3": 0.69439, "Y3": 0.4828, "X4": 0.67812, "Y4": 0.4828, "page": 0, "Index": 573}, {"Word": "Ligue", "Confidence": 0.629, "X1": 0.70524, "Y1": 0.4732, "X2": 0.74684, "Y2": 0.473, "X3": 0.74503, "Y3": 0.4818, "X4": 0.70344, "Y4": 0.4828, "page": 0, "Index": 574}, {"Word": "de", "Confidence": 0.993, "X1": 0.75407, "Y1": 0.4732, "X2": 0.77396, "Y2": 0.473, "X3": 0.77396, "Y3": 0.4818, "X4": 0.75407, "Y4": 0.4818, "page": 0, "Index": 575}, {"Word": "Pa-", "Confidence": 0.147, "X1": 0.783, "Y1": 0.4732, "X2": 0.80832, "Y2": 0.473, "X3": 0.80832, "Y3": 0.4818, "X4": 0.78119, "Y4": 0.4818, "page": 0, "Index": 576}, {"Word": "migration", "Confidence": 0.609, "X1": 0.81193, "Y1": 0.4732, "X2": 0.87884, "Y2": 0.473, "X3": 0.87884, "Y3": 0.4808, "X4": 0.81193, "Y4": 0.4818, "page": 0, "Index": 577}, {"Word": "possible", "Confidence": 0.712, "X1": 0.88608, "Y1": 0.4722, "X2": 0.94394, "Y2": 0.472, "X3": 0.94394, "Y3": 0.4798, "X4": 0.88608, "Y4": 0.4808, "page": 0, "Index": 578}, {"Word": "au", "Confidence": 0.994, "X1": 0.94756, "Y1": 0.4722, "X2": 0.96564, "Y2": 0.472, "X3": 0.96564, "Y3": 0.4798, "X4": 0.94756, "Y4": 0.4798, "page": 0, "Index": 579}, {"Word": "Ca", "Confidence": 0.778, "X1": 0.97288, "Y1": 0.4722, "X2": 0.99458, "Y2": 0.472, "X3": 0.99458, "Y3": 0.4798, "X4": 0.97288, "Y4": 0.4798, "page": 0, "Index": 580}, {"Word": "Piedmont,", "Confidence": 0.651, "X1": 0.30018, "Y1": 0.4832, "X2": 0.37071, "Y2": 0.483, "X3": 0.3689, "Y3": 0.4918, "X4": 0.30018, "Y4": 0.4918, "page": 0, "Index": 581}, {"Word": "o\u00f9", "Confidence": 0.186, "X1": 0.37251, "Y1": 0.4822, "X2": 0.3906, "Y2": 0.482, "X3": 0.3906, "Y3": 0.4908, "X4": 0.37251, "Y4": 0.4918, "page": 0, "Index": 582}, {"Word": "E", "Confidence": 0.656, "X1": 0.39421, "Y1": 0.4822, "X2": 0.40325, "Y2": 0.482, "X3": 0.40325, "Y3": 0.4908, "X4": 0.39421, "Y4": 0.4908, "page": 0, "Index": 583}, {"Word": "a", "Confidence": 0.649, "X1": 0.41049, "Y1": 0.4822, "X2": 0.41953, "Y2": 0.482, "X3": 0.41772, "Y3": 0.4908, "X4": 0.40868, "Y4": 0.4908, "page": 0, "Index": 584}, {"Word": "frappe", "Confidence": 0.799, "X1": 0.42134, "Y1": 0.4822, "X2": 0.47016, "Y2": 0.482, "X3": 0.46835, "Y3": 0.4908, "X4": 0.42134, "Y4": 0.4908, "page": 0, "Index": 585}, {"Word": "pour", "Confidence": 0.982, "X1": 0.47378, "Y1": 0.4822, "X2": 0.50995, "Y2": 0.482, "X3": 0.50814, "Y3": 0.4908, "X4": 0.47197, "Y4": 0.4908, "page": 0, "Index": 586}, {"Word": "217-", "Confidence": 0.459, "X1": 0.51537, "Y1": 0.4812, "X2": 0.54792, "Y2": 0.481, "X3": 0.54611, "Y3": 0.4898, "X4": 0.51356, "Y4": 0.4908, "page": 0, "Index": 587}, {"Word": "de", "Confidence": 0.904, "X1": 0.55335, "Y1": 0.4882, "X2": 0.57143, "Y2": 0.488, "X3": 0.57143, "Y3": 0.4968, "X4": 0.55335, "Y4": 0.4968, "page": 0, "Index": 588}, {"Word": "nama.", "Confidence": 0.665, "X1": 0.55515, "Y1": 0.4812, "X2": 0.60036, "Y2": 0.481, "X3": 0.59855, "Y3": 0.4898, "X4": 0.55335, "Y4": 0.4898, "page": 0, "Index": 589}, {"Word": "son", "Confidence": 0.881, "X1": 0.57505, "Y1": 0.4892, "X2": 0.59855, "Y2": 0.489, "X3": 0.59855, "Y3": 0.4968, "X4": 0.57505, "Y4": 0.4968, "page": 0, "Index": 590}, {"Word": "club", "Confidence": 0.895, "X1": 0.60217, "Y1": 0.4892, "X2": 0.63472, "Y2": 0.489, "X3": 0.63472, "Y3": 0.4978, "X4": 0.60217, "Y4": 0.4968, "page": 0, "Index": 591}, {"Word": "Il", "Confidence": 0.05, "X1": 0.60398, "Y1": 0.4812, "X2": 0.62025, "Y2": 0.481, "X3": 0.62025, "Y3": 0.4898, "X4": 0.60398, "Y4": 0.4898, "page": 0, "Index": 592}, {"Word": "fut", "Confidence": 0.685, "X1": 0.62749, "Y1": 0.4812, "X2": 0.65099, "Y2": 0.481, "X3": 0.64919, "Y3": 0.4898, "X4": 0.62568, "Y4": 0.4898, "page": 0, "Index": 593}, {"Word": "avec", "Confidence": 0.601, "X1": 0.63834, "Y1": 0.4892, "X2": 0.67089, "Y2": 0.489, "X3": 0.67089, "Y3": 0.4978, "X4": 0.63834, "Y4": 0.4978, "page": 0, "Index": 594}, {"Word": "le", "Confidence": 0.953, "X1": 0.65823, "Y1": 0.4812, "X2": 0.6745, "Y2": 0.481, "X3": 0.6745, "Y3": 0.4898, "X4": 0.65823, "Y4": 0.4898, "page": 0, "Index": 595}, {"Word": "un", "Confidence": 0.849, "X1": 0.6745, "Y1": 0.4892, "X2": 0.69259, "Y2": 0.489, "X3": 0.69439, "Y3": 0.4978, "X4": 0.6745, "Y4": 0.4978, "page": 0, "Index": 596}, {"Word": "meilleur", "Confidence": 0.665, "X1": 0.68354, "Y1": 0.4812, "X2": 0.74322, "Y2": 0.481, "X3": 0.74322, "Y3": 0.4898, "X4": 0.68174, "Y4": 0.4898, "page": 0, "Index": 597}, {"Word": "record", "Confidence": 0.767, "X1": 0.69801, "Y1": 0.4892, "X2": 0.74322, "Y2": 0.489, "X3": 0.74322, "Y3": 0.4978, "X4": 0.69801, "Y4": 0.4978, "page": 0, "Index": 598}, {"Word": "de", "Confidence": 0.838, "X1": 0.74864, "Y1": 0.4892, "X2": 0.76673, "Y2": 0.489, "X3": 0.76854, "Y3": 0.4978, "X4": 0.74864, "Y4": 0.4978, "page": 0, "Index": 599}, {"Word": "lanceur!", "Confidence": 0.657, "X1": 0.75045, "Y1": 0.4812, "X2": 0.81374, "Y2": 0.481, "X3": 0.81374, "Y3": 0.4888, "X4": 0.75045, "Y4": 0.4898, "page": 0, "Index": 600}, {"Word": "peur", "Confidence": 0.418, "X1": 0.77034, "Y1": 0.4892, "X2": 0.80651, "Y2": 0.489, "X3": 0.80651, "Y3": 0.4978, "X4": 0.77034, "Y4": 0.4978, "page": 0, "Index": 601}, {"Word": "the", "Confidence": 0.071, "X1": 0.81013, "Y1": 0.4892, "X2": 0.83725, "Y2": 0.489, "X3": 0.83725, "Y3": 0.4978, "X4": 0.81013, "Y4": 0.4978, "page": 0, "Index": 602}, {"Word": "Mme", "Confidence": 0.888, "X1": 0.82459, "Y1": 0.4812, "X2": 0.85895, "Y2": 0.481, "X3": 0.85895, "Y3": 0.4888, "X4": 0.82459, "Y4": 0.4888, "page": 0, "Index": 603}, {"Word": "interview,", "Confidence": 0.66, "X1": 0.84448, "Y1": 0.4892, "X2": 0.91863, "Y2": 0.489, "X3": 0.91863, "Y3": 0.4968, "X4": 0.84448, "Y4": 0.4978, "page": 0, "Index": 604}, {"Word": "Pach", "Confidence": 0.664, "X1": 0.86618, "Y1": 0.4802, "X2": 0.90054, "Y2": 0.48, "X3": 0.90054, "Y3": 0.4888, "X4": 0.86618, "Y4": 0.4888, "page": 0, "Index": 605}, {"Word": "a", "Confidence": 0.656, "X1": 0.91139, "Y1": 0.4802, "X2": 0.92043, "Y2": 0.48, "X3": 0.92043, "Y3": 0.4888, "X4": 0.91139, "Y4": 0.4888, "page": 0, "Index": 606}, {"Word": "qu'elle", "Confidence": 0.885, "X1": 0.92405, "Y1": 0.4882, "X2": 0.97107, "Y2": 0.488, "X3": 0.97107, "Y3": 0.4958, "X4": 0.92405, "Y4": 0.4968, "page": 0, "Index": 607}, {"Word": "d\u00e9clar\u00e9,", "Confidence": 0.283, "X1": 0.92767, "Y1": 0.4802, "X2": 0.98915, "Y2": 0.48, "X3": 0.98734, "Y3": 0.4888, "X4": 0.92586, "Y4": 0.4888, "page": 0, "Index": 608}, {"Word": "#", "Confidence": 0.011, "X1": 0.9783, "Y1": 0.4882, "X2": 0.98553, "Y2": 0.488, "X3": 0.98553, "Y3": 0.4958, "X4": 0.9783, "Y4": 0.4958, "page": 0, "Index": 609}, {"Word": "11104", "Confidence": 0.647, "X1": 0.08499, "Y1": 0.4922, "X2": 0.12116, "Y2": 0.492, "X3": 0.11754, "Y3": 0.5028, "X4": 0.08137, "Y4": 0.5018, "page": 0, "Index": 610}, {"Word": "52", "Confidence": 0.851, "X1": 0.12477, "Y1": 0.4932, "X2": 0.15732, "Y2": 0.493, "X3": 0.15371, "Y3": 0.5038, "X4": 0.12297, "Y4": 0.5028, "page": 0, "Index": 611}, {"Word": "CADILLAC", "Confidence": 0.994, "X1": 0.16456, "Y1": 0.4942, "X2": 0.25497, "Y2": 0.494, "X3": 0.25316, "Y3": 0.5058, "X4": 0.16094, "Y4": 0.5038, "page": 0, "Index": 612}, {"Word": "Hampton", "Confidence": 0.601, "X1": 0.32188, "Y1": 0.4942, "X2": 0.39421, "Y2": 0.494, "X3": 0.39241, "Y3": 0.5038, "X4": 0.32007, "Y4": 0.5028, "page": 0, "Index": 613}, {"Word": "Coleman", "Confidence": 0.64, "X1": 0.39783, "Y1": 0.4952, "X2": 0.45931, "Y2": 0.495, "X3": 0.4575, "Y3": 0.5048, "X4": 0.39602, "Y4": 0.5038, "page": 0, "Index": 614}, {"Word": "seteplo", "Confidence": 0.056, "X1": 0.46293, "Y1": 0.4952, "X2": 0.51718, "Y2": 0.495, "X3": 0.51718, "Y3": 0.5048, "X4": 0.46112, "Y4": 0.5048, "page": 0, "Index": 615}, {"Word": "victoires", "Confidence": 0.395, "X1": 0.55154, "Y1": 0.4972, "X2": 0.61483, "Y2": 0.497, "X3": 0.61302, "Y3": 0.5058, "X4": 0.55335, "Y4": 0.5038, "page": 0, "Index": 616}, {"Word": "contre", "Confidence": 0.7, "X1": 0.61844, "Y1": 0.4982, "X2": 0.66546, "Y2": 0.498, "X3": 0.66546, "Y3": 0.5058, "X4": 0.61844, "Y4": 0.5058, "page": 0, "Index": 617}, {"Word": "deux", "Confidence": 0.649, "X1": 0.67269, "Y1": 0.4982, "X2": 0.70705, "Y2": 0.498, "X3": 0.70705, "Y3": 0.5068, "X4": 0.67089, "Y4": 0.5058, "page": 0, "Index": 618}, {"Word": "defaites,", "Confidence": 0.618, "X1": 0.71429, "Y1": 0.4982, "X2": 0.77758, "Y2": 0.498, "X3": 0.77758, "Y3": 0.5068, "X4": 0.71429, "Y4": 0.5068, "page": 0, "Index": 619}, {"Word": "Miroslava", "Confidence": 0.603, "X1": 0.81193, "Y1": 0.4962, "X2": 0.87703, "Y2": 0.496, "X3": 0.87703, "Y3": 0.5038, "X4": 0.81193, "Y4": 0.5038, "page": 0, "Index": 620}, {"Word": "Nachodska,", "Confidence": 0.536, "X1": 0.88427, "Y1": 0.4972, "X2": 0.96926, "Y2": 0.497, "X3": 0.96926, "Y3": 0.5058, "X4": 0.88427, "Y4": 0.5038, "page": 0, "Index": 621}, {"Word": "po.", "Confidence": 0.802, "X1": 0.97288, "Y1": 0.4982, "X2": 0.99819, "Y2": 0.498, "X3": 0.99819, "Y3": 0.5068, "X4": 0.97288, "Y4": 0.5058, "page": 0, "Index": 622}, {"Word": "tofun", "Confidence": 0.004, "X1": 0.12839, "Y1": 0.5092, "X2": 0.15732, "Y2": 0.509, "X3": 0.15552, "Y3": 0.5158, "X4": 0.12839, "Y4": 0.5158, "page": 0, "Index": 623}, {"Word": "4219", "Confidence": 0.67, "X1": 0.16094, "Y1": 0.5082, "X2": 0.18807, "Y2": 0.508, "X3": 0.18807, "Y3": 0.5158, "X4": 0.15913, "Y4": 0.5158, "page": 0, "Index": 624}, {"Word": "Deux", "Confidence": 0.512, "X1": 0.31103, "Y1": 0.5072, "X2": 0.35081, "Y2": 0.507, "X3": 0.34901, "Y3": 0.5168, "X4": 0.31103, "Y4": 0.5178, "page": 0, "Index": 625}, {"Word": "lanceurs", "Confidence": 0.605, "X1": 0.35443, "Y1": 0.5072, "X2": 0.41772, "Y2": 0.507, "X3": 0.41591, "Y3": 0.5168, "X4": 0.35443, "Y4": 0.5168, "page": 0, "Index": 626}, {"Word": "ont", "Confidence": 0.932, "X1": 0.42134, "Y1": 0.5072, "X2": 0.44665, "Y2": 0.507, "X3": 0.44665, "Y3": 0.5168, "X4": 0.41953, "Y4": 0.5168, "page": 0, "Index": 627}, {"Word": "\u00e9galement", "Confidence": 0.132, "X1": 0.45208, "Y1": 0.5072, "X2": 0.52622, "Y2": 0.507, "X3": 0.52622, "Y3": 0.5168, "X4": 0.45208, "Y4": 0.5168, "page": 0, "Index": 628}, {"Word": "an", "Confidence": 0.013, "X1": 0.52984, "Y1": 0.5072, "X2": 0.54792, "Y2": 0.507, "X3": 0.54792, "Y3": 0.5168, "X4": 0.52984, "Y4": 0.5168, "page": 0, "Index": 629}, {"Word": "Jasper", "Confidence": 0.678, "X1": 0.56781, "Y1": 0.5072, "X2": 0.61483, "Y2": 0.507, "X3": 0.61302, "Y3": 0.5168, "X4": 0.566, "Y4": 0.5168, "page": 0, "Index": 630}, {"Word": "Spears,", "Confidence": 0.772, "X1": 0.62025, "Y1": 0.5072, "X2": 0.6745, "Y2": 0.507, "X3": 0.6745, "Y3": 0.5168, "X4": 0.62025, "Y4": 0.5168, "page": 0, "Index": 631}, {"Word": "un", "Confidence": 0.626, "X1": 0.67812, "Y1": 0.5072, "X2": 0.69801, "Y2": 0.507, "X3": 0.69801, "Y3": 0.5168, "X4": 0.67812, "Y4": 0.5168, "page": 0, "Index": 632}, {"Word": "joueur", "Confidence": 0.7, "X1": 0.70524, "Y1": 0.5082, "X2": 0.75407, "Y2": 0.508, "X3": 0.75407, "Y3": 0.5168, "X4": 0.70524, "Y4": 0.5168, "page": 0, "Index": 633}, {"Word": "d'inte-", "Confidence": 0.264, "X1": 0.75949, "Y1": 0.5082, "X2": 0.81013, "Y2": 0.508, "X3": 0.81013, "Y3": 0.5168, "X4": 0.75949, "Y4": 0.5168, "page": 0, "Index": 634}, {"Word": "mitre", "Confidence": 0.786, "X1": 0.81013, "Y1": 0.5042, "X2": 0.85172, "Y2": 0.504, "X3": 0.84991, "Y3": 0.5118, "X4": 0.81013, "Y4": 0.5118, "page": 0, "Index": 635}, {"Word": "fois,", "Confidence": 0.33, "X1": 0.85714, "Y1": 0.5052, "X2": 0.8915, "Y2": 0.505, "X3": 0.88969, "Y3": 0.5128, "X4": 0.85714, "Y4": 0.5118, "page": 0, "Index": 636}, {"Word": "&", "Confidence": 0.069, "X1": 0.89331, "Y1": 0.5052, "X2": 0.90235, "Y2": 0.505, "X3": 0.90235, "Y3": 0.5128, "X4": 0.89331, "Y4": 0.5128, "page": 0, "Index": 637}, {"Word": "Londres,", "Confidence": 0.714, "X1": 0.90778, "Y1": 0.5062, "X2": 0.97288, "Y2": 0.506, "X3": 0.97288, "Y3": 0.5138, "X4": 0.90778, "Y4": 0.5128, "page": 0, "Index": 638}, {"Word": "au", "Confidence": 0.932, "X1": 0.97649, "Y1": 0.5062, "X2": 0.99277, "Y2": 0.506, "X3": 0.99277, "Y3": 0.5138, "X4": 0.97468, "Y4": 0.5138, "page": 0, "Index": 639}, {"Word": "que", "Confidence": 0.017, "X1": 0.29656, "Y1": 0.5172, "X2": 0.32369, "Y2": 0.517, "X3": 0.32369, "Y3": 0.5248, "X4": 0.29837, "Y4": 0.5248, "page": 0, "Index": 640}, {"Word": "leur", "Confidence": 0.964, "X1": 0.32731, "Y1": 0.5172, "X2": 0.35986, "Y2": 0.517, "X3": 0.35986, "Y3": 0.5248, "X4": 0.32911, "Y4": 0.5248, "page": 0, "Index": 641}, {"Word": "contrat.", "Confidence": 0.591, "X1": 0.36347, "Y1": 0.5162, "X2": 0.41953, "Y2": 0.516, "X3": 0.42134, "Y3": 0.5248, "X4": 0.36347, "Y4": 0.5248, "page": 0, "Index": 642}, {"Word": "I.f", "Confidence": 0.135, "X1": 0.42315, "Y1": 0.5162, "X2": 0.44304, "Y2": 0.516, "X3": 0.44304, "Y3": 0.5248, "X4": 0.42315, "Y4": 0.5248, "page": 0, "Index": 643}, {"Word": "premier", "Confidence": 0.97, "X1": 0.44846, "Y1": 0.5162, "X2": 0.50633, "Y2": 0.516, "X3": 0.50633, "Y3": 0.5248, "X4": 0.44846, "Y4": 0.5248, "page": 0, "Index": 644}, {"Word": "est", "Confidence": 0.37, "X1": 0.50995, "Y1": 0.5162, "X2": 0.52984, "Y2": 0.516, "X3": 0.52984, "Y3": 0.5248, "X4": 0.50995, "Y4": 0.5248, "page": 0, "Index": 645}, {"Word": "ie", "Confidence": 0.297, "X1": 0.53345, "Y1": 0.5162, "X2": 0.54973, "Y2": 0.516, "X3": 0.54973, "Y3": 0.5248, "X4": 0.53345, "Y4": 0.5248, "page": 0, "Index": 646}, {"Word": "Fleur", "Confidence": 0.438, "X1": 0.55335, "Y1": 0.5162, "X2": 0.58951, "Y2": 0.516, "X3": 0.58951, "Y3": 0.5248, "X4": 0.55335, "Y4": 0.5248, "page": 0, "Index": 647}, {"Word": "qui", "Confidence": 0.948, "X1": 0.59494, "Y1": 0.5162, "X2": 0.62206, "Y2": 0.516, "X3": 0.62206, "Y3": 0.5248, "X4": 0.59494, "Y4": 0.5248, "page": 0, "Index": 648}, {"Word": "a", "Confidence": 0.929, "X1": 0.62568, "Y1": 0.5162, "X2": 0.63472, "Y2": 0.516, "X3": 0.63472, "Y3": 0.5248, "X4": 0.62568, "Y4": 0.5248, "page": 0, "Index": 649}, {"Word": "frappe", "Confidence": 0.839, "X1": 0.64376, "Y1": 0.5162, "X2": 0.69078, "Y2": 0.516, "X3": 0.69078, "Y3": 0.5248, "X4": 0.64195, "Y4": 0.5248, "page": 0, "Index": 650}, {"Word": "pour", "Confidence": 0.958, "X1": 0.6962, "Y1": 0.5162, "X2": 0.73237, "Y2": 0.516, "X3": 0.73056, "Y3": 0.5248, "X4": 0.6962, "Y4": 0.5248, "page": 0, "Index": 651}, {"Word": "329", "Confidence": 0.717, "X1": 0.74141, "Y1": 0.5162, "X2": 0.76673, "Y2": 0.516, "X3": 0.76492, "Y3": 0.5248, "X4": 0.74141, "Y4": 0.5248, "page": 0, "Index": 652}, {"Word": "avec", "Confidence": 0.617, "X1": 0.77215, "Y1": 0.5162, "X2": 0.80651, "Y2": 0.516, "X3": 0.8047, "Y3": 0.5248, "X4": 0.77215, "Y4": 0.5248, "page": 0, "Index": 653}, {"Word": "frete", "Confidence": 0.063, "X1": 0.80651, "Y1": 0.5122, "X2": 0.84087, "Y2": 0.512, "X3": 0.83906, "Y3": 0.5198, "X4": 0.80651, "Y4": 0.5198, "page": 0, "Index": 654}, {"Word": "1945.", "Confidence": 0.634, "X1": 0.8481, "Y1": 0.5132, "X2": 0.88608, "Y2": 0.513, "X3": 0.88608, "Y3": 0.5208, "X4": 0.84629, "Y4": 0.5208, "page": 0, "Index": 655}, {"Word": "La", "Confidence": 0.881, "X1": 0.88969, "Y1": 0.5132, "X2": 0.90778, "Y2": 0.513, "X3": 0.90778, "Y3": 0.5208, "X4": 0.88788, "Y4": 0.5208, "page": 0, "Index": 656}, {"Word": "patineuse", "Confidence": 0.615, "X1": 0.91501, "Y1": 0.5142, "X2": 0.98373, "Y2": 0.514, "X3": 0.98192, "Y3": 0.5218, "X4": 0.91501, "Y4": 0.5208, "page": 0, "Index": 657}, {"Word": "droitier", "Confidence": 0.605, "X1": 0.29837, "Y1": 0.5252, "X2": 0.35081, "Y2": 0.525, "X3": 0.35081, "Y3": 0.5328, "X4": 0.29837, "Y4": 0.5328, "page": 0, "Index": 658}, {"Word": "Ilampinn", "Confidence": 0.531, "X1": 0.35805, "Y1": 0.5252, "X2": 0.42315, "Y2": 0.525, "X3": 0.42315, "Y3": 0.5338, "X4": 0.35805, "Y4": 0.5338, "page": 0, "Index": 659}, {"Word": "Coleman,", "Confidence": 0.792, "X1": 0.42676, "Y1": 0.5252, "X2": 0.49367, "Y2": 0.525, "X3": 0.49367, "Y3": 0.5338, "X4": 0.42676, "Y4": 0.5338, "page": 0, "Index": 660}, {"Word": "le", "Confidence": 0.882, "X1": 0.49729, "Y1": 0.5252, "X2": 0.51356, "Y2": 0.525, "X3": 0.51356, "Y3": 0.5338, "X4": 0.49729, "Y4": 0.5338, "page": 0, "Index": 661}, {"Word": "plus", "Confidence": 0.813, "X1": 0.51718, "Y1": 0.5252, "X2": 0.54973, "Y2": 0.525, "X3": 0.54973, "Y3": 0.5338, "X4": 0.51718, "Y4": 0.5338, "page": 0, "Index": 662}, {"Word": "le", "Confidence": 0.447, "X1": 0.55335, "Y1": 0.5252, "X2": 0.56781, "Y2": 0.525, "X3": 0.56781, "Y3": 0.5338, "X4": 0.55335, "Y4": 0.5338, "page": 0, "Index": 663}, {"Word": "club", "Confidence": 0.33, "X1": 0.57505, "Y1": 0.5242, "X2": 0.60398, "Y2": 0.524, "X3": 0.60398, "Y3": 0.5328, "X4": 0.57324, "Y4": 0.5328, "page": 0, "Index": 664}, {"Word": "Asheville.", "Confidence": 0.613, "X1": 0.61302, "Y1": 0.5242, "X2": 0.68535, "Y2": 0.524, "X3": 0.68535, "Y3": 0.5308, "X4": 0.61121, "Y4": 0.5328, "page": 0, "Index": 665}, {"Word": "recu", "Confidence": 0.368, "X1": 0.80832, "Y1": 0.5292, "X2": 0.84087, "Y2": 0.529, "X3": 0.83906, "Y3": 0.5368, "X4": 0.80832, "Y4": 0.5368, "page": 0, "Index": 666}, {"Word": "bul", "Confidence": 0.11, "X1": 0.81013, "Y1": 0.5212, "X2": 0.83183, "Y2": 0.521, "X3": 0.83183, "Y3": 0.5288, "X4": 0.80832, "Y4": 0.5288, "page": 0, "Index": 667}, {"Word": "avait", "Confidence": 0.665, "X1": 0.83544, "Y1": 0.5212, "X2": 0.87161, "Y2": 0.521, "X3": 0.87161, "Y3": 0.5288, "X4": 0.83363, "Y4": 0.5288, "page": 0, "Index": 668}, {"Word": "une", "Confidence": 0.794, "X1": 0.84991, "Y1": 0.5292, "X2": 0.87703, "Y2": 0.529, "X3": 0.87703, "Y3": 0.5368, "X4": 0.84991, "Y4": 0.5368, "page": 0, "Index": 669}, {"Word": "alors", "Confidence": 0.608, "X1": 0.87703, "Y1": 0.5212, "X2": 0.9132, "Y2": 0.521, "X3": 0.91139, "Y3": 0.5288, "X4": 0.87523, "Y4": 0.5288, "page": 0, "Index": 670}, {"Word": "offre", "Confidence": 0.955, "X1": 0.88608, "Y1": 0.5302, "X2": 0.92224, "Y2": 0.53, "X3": 0.92224, "Y3": 0.5378, "X4": 0.88608, "Y4": 0.5378, "page": 0, "Index": 671}, {"Word": "declare", "Confidence": 0.47, "X1": 0.91863, "Y1": 0.5212, "X2": 0.97107, "Y2": 0.521, "X3": 0.96926, "Y3": 0.5288, "X4": 0.91682, "Y4": 0.5288, "page": 0, "Index": 672}, {"Word": "de", "Confidence": 0.797, "X1": 0.93128, "Y1": 0.5302, "X2": 0.94937, "Y2": 0.53, "X3": 0.94756, "Y3": 0.5378, "X4": 0.93128, "Y4": 0.5378, "page": 0, "Index": 673}, {"Word": "tour", "Confidence": 0.66, "X1": 0.95841, "Y1": 0.5302, "X2": 0.99277, "Y2": 0.53, "X3": 0.99096, "Y3": 0.5378, "X4": 0.9566, "Y4": 0.5378, "page": 0, "Index": 674}, {"Word": "qu", "Confidence": 0.941, "X1": 0.97468, "Y1": 0.5212, "X2": 0.99458, "Y2": 0.521, "X3": 0.99277, "Y3": 0.5288, "X4": 0.97468, "Y4": 0.5288, "page": 0, "Index": 675}, {"Word": "cros", "Confidence": 0.555, "X1": 0.29837, "Y1": 0.5342, "X2": 0.33092, "Y2": 0.534, "X3": 0.32911, "Y3": 0.5428, "X4": 0.29656, "Y4": 0.5438, "page": 0, "Index": 676}, {"Word": "desappointement", "Confidence": 0.602, "X1": 0.33996, "Y1": 0.5332, "X2": 0.45931, "Y2": 0.533, "X3": 0.45931, "Y3": 0.5428, "X4": 0.33996, "Y4": 0.5428, "page": 0, "Index": 677}, {"Word": "de", "Confidence": 0.991, "X1": 0.47016, "Y1": 0.5332, "X2": 0.49005, "Y2": 0.533, "X3": 0.48825, "Y3": 0.5428, "X4": 0.47016, "Y4": 0.5428, "page": 0, "Index": 678}, {"Word": "l'ann\u00e9e", "Confidence": 0.313, "X1": 0.49548, "Y1": 0.5332, "X2": 0.54792, "Y2": 0.533, "X3": 0.54792, "Y3": 0.5428, "X4": 0.49548, "Y4": 0.5428, "page": 0, "Index": 679}, {"Word": "Le", "Confidence": 0.996, "X1": 0.56781, "Y1": 0.5332, "X2": 0.58409, "Y2": 0.533, "X3": 0.58409, "Y3": 0.5428, "X4": 0.566, "Y4": 0.5428, "page": 0, "Index": 680}, {"Word": "seul", "Confidence": 0.815, "X1": 0.5877, "Y1": 0.5342, "X2": 0.61844, "Y2": 0.534, "X3": 0.61844, "Y3": 0.5428, "X4": 0.5877, "Y4": 0.5428, "page": 0, "Index": 681}, {"Word": "voltigeur", "Confidence": 0.601, "X1": 0.62206, "Y1": 0.5342, "X2": 0.68535, "Y2": 0.534, "X3": 0.68535, "Y3": 0.5438, "X4": 0.62206, "Y4": 0.5428, "page": 0, "Index": 682}, {"Word": "qui", "Confidence": 0.709, "X1": 0.68897, "Y1": 0.5342, "X2": 0.71067, "Y2": 0.534, "X3": 0.71067, "Y3": 0.5438, "X4": 0.68716, "Y4": 0.5438, "page": 0, "Index": 683}, {"Word": "all", "Confidence": 0.603, "X1": 0.71429, "Y1": 0.5352, "X2": 0.73418, "Y2": 0.535, "X3": 0.73418, "Y3": 0.5438, "X4": 0.71429, "Y4": 0.5438, "page": 0, "Index": 684}, {"Word": "alone", "Confidence": 0.381, "X1": 0.73779, "Y1": 0.5352, "X2": 0.77577, "Y2": 0.535, "X3": 0.77577, "Y3": 0.5438, "X4": 0.73779, "Y4": 0.5438, "page": 0, "Index": 685}, {"Word": "ton", "Confidence": 0.618, "X1": 0.77939, "Y1": 0.5362, "X2": 0.80289, "Y2": 0.536, "X3": 0.80289, "Y3": 0.5448, "X4": 0.77939, "Y4": 0.5438, "page": 0, "Index": 686}, {"Word": "compagnie", "Confidence": 0.644, "X1": 0.81013, "Y1": 0.5372, "X2": 0.88427, "Y2": 0.537, "X3": 0.88427, "Y3": 0.5458, "X4": 0.80832, "Y4": 0.5448, "page": 0, "Index": 687}, {"Word": "britannique", "Confidence": 0.731, "X1": 0.88788, "Y1": 0.5392, "X2": 0.96926, "Y2": 0.539, "X3": 0.96926, "Y3": 0.5468, "X4": 0.88788, "Y4": 0.5458, "page": 0, "Index": 688}, {"Word": "rej", "Confidence": 0.057, "X1": 0.97288, "Y1": 0.5392, "X2": 0.99638, "Y2": 0.539, "X3": 0.99638, "Y3": 0.5468, "X4": 0.97288, "Y4": 0.5468, "page": 0, "Index": 689}, {"Word": "pour", "Confidence": 0.768, "X1": 0.29837, "Y1": 0.5422, "X2": 0.33092, "Y2": 0.542, "X3": 0.33092, "Y3": 0.5518, "X4": 0.29837, "Y4": 0.5508, "page": 0, "Index": 690}, {"Word": "lor", "Confidence": 0.046, "X1": 0.33454, "Y1": 0.5422, "X2": 0.35624, "Y2": 0.542, "X3": 0.35624, "Y3": 0.5518, "X4": 0.33454, "Y4": 0.5518, "page": 0, "Index": 691}, {"Word": "Royaux", "Confidence": 0.686, "X1": 0.35986, "Y1": 0.5432, "X2": 0.4141, "Y2": 0.543, "X3": 0.4123, "Y3": 0.5518, "X4": 0.35986, "Y4": 0.5518, "page": 0, "Index": 692}, {"Word": "en", "Confidence": 0.99, "X1": 0.41772, "Y1": 0.5422, "X2": 0.4358, "Y2": 0.542, "X3": 0.4358, "Y3": 0.5518, "X4": 0.41772, "Y4": 0.5518, "page": 0, "Index": 693}, {"Word": "1954.", "Confidence": 0.316, "X1": 0.44123, "Y1": 0.5422, "X2": 0.48101, "Y2": 0.542, "X3": 0.48101, "Y3": 0.5518, "X4": 0.44123, "Y4": 0.5518, "page": 0, "Index": 694}, {"Word": "contrat", "Confidence": 0.835, "X1": 0.55335, "Y1": 0.5422, "X2": 0.60398, "Y2": 0.542, "X3": 0.60398, "Y3": 0.5508, "X4": 0.55154, "Y4": 0.5498, "page": 0, "Index": 695}, {"Word": "est", "Confidence": 0.884, "X1": 0.60759, "Y1": 0.5422, "X2": 0.63291, "Y2": 0.542, "X3": 0.6311, "Y3": 0.5508, "X4": 0.60579, "Y4": 0.5508, "page": 0, "Index": 696}, {"Word": "Eddie", "Confidence": 0.62, "X1": 0.63653, "Y1": 0.5422, "X2": 0.67812, "Y2": 0.542, "X3": 0.67631, "Y3": 0.5518, "X4": 0.63472, "Y4": 0.5508, "page": 0, "Index": 697}, {"Word": "Moore", "Confidence": 0.631, "X1": 0.68174, "Y1": 0.5432, "X2": 0.72514, "Y2": 0.543, "X3": 0.72333, "Y3": 0.5518, "X4": 0.67993, "Y4": 0.5518, "page": 0, "Index": 698}, {"Word": "qui", "Confidence": 0.728, "X1": 0.73056, "Y1": 0.5432, "X2": 0.75588, "Y2": 0.543, "X3": 0.75588, "Y3": 0.5518, "X4": 0.72875, "Y4": 0.5518, "page": 0, "Index": 699}, {"Word": "a", "Confidence": 0.008, "X1": 0.75949, "Y1": 0.5442, "X2": 0.76854, "Y2": 0.544, "X3": 0.76673, "Y3": 0.5528, "X4": 0.75769, "Y4": 0.5518, "page": 0, "Index": 700}, {"Word": "con-jun", "Confidence": 0.612, "X1": 0.77396, "Y1": 0.5442, "X2": 0.82821, "Y2": 0.544, "X3": 0.8264, "Y3": 0.5528, "X4": 0.77396, "Y4": 0.5528, "page": 0, "Index": 701}, {"Word": "spectacle", "Confidence": 0.503, "X1": 0.83363, "Y1": 0.5452, "X2": 0.89873, "Y2": 0.545, "X3": 0.89873, "Y3": 0.5538, "X4": 0.83363, "Y4": 0.5528, "page": 0, "Index": 702}, {"Word": "sur", "Confidence": 0.612, "X1": 0.90235, "Y1": 0.5462, "X2": 0.92767, "Y2": 0.546, "X3": 0.92586, "Y3": 0.5538, "X4": 0.90054, "Y4": 0.5538, "page": 0, "Index": 703}, {"Word": "glace,", "Confidence": 0.682, "X1": 0.93128, "Y1": 0.5472, "X2": 0.97468, "Y2": 0.547, "X3": 0.97288, "Y3": 0.5538, "X4": 0.92948, "Y4": 0.5538, "page": 0, "Index": 704}, {"Word": "m", "Confidence": 0.872, "X1": 0.97649, "Y1": 0.5472, "X2": 0.98553, "Y2": 0.547, "X3": 0.98553, "Y3": 0.5538, "X4": 0.97649, "Y4": 0.5538, "page": 0, "Index": 705}, {"Word": "nement,", "Confidence": 0.665, "X1": 0.29837, "Y1": 0.5602, "X2": 0.35805, "Y2": 0.56, "X3": 0.35805, "Y3": 0.5678, "X4": 0.29837, "Y4": 0.5688, "page": 0, "Index": 706}, {"Word": "Ad", "Confidence": 0.66, "X1": 0.31103, "Y1": 0.5512, "X2": 0.33273, "Y2": 0.551, "X3": 0.33273, "Y3": 0.5598, "X4": 0.31103, "Y4": 0.5598, "page": 0, "Index": 707}, {"Word": "cours", "Confidence": 0.955, "X1": 0.33996, "Y1": 0.5512, "X2": 0.37794, "Y2": 0.551, "X3": 0.37794, "Y3": 0.5588, "X4": 0.33996, "Y4": 0.5598, "page": 0, "Index": 708}, {"Word": "llaspion", "Confidence": 0.635, "X1": 0.36347, "Y1": 0.5592, "X2": 0.42857, "Y2": 0.559, "X3": 0.42857, "Y3": 0.5678, "X4": 0.36347, "Y4": 0.5678, "page": 0, "Index": 709}, {"Word": "de", "Confidence": 0.957, "X1": 0.38336, "Y1": 0.5512, "X2": 0.40325, "Y2": 0.551, "X3": 0.40145, "Y3": 0.5588, "X4": 0.38336, "Y4": 0.5588, "page": 0, "Index": 710}, {"Word": "la", "Confidence": 0.375, "X1": 0.40687, "Y1": 0.5512, "X2": 0.42315, "Y2": 0.551, "X3": 0.42315, "Y3": 0.5588, "X4": 0.40687, "Y4": 0.5588, "page": 0, "Index": 711}, {"Word": "p\u00e9riode", "Confidence": 0.401, "X1": 0.42857, "Y1": 0.5502, "X2": 0.48282, "Y2": 0.55, "X3": 0.48282, "Y3": 0.5588, "X4": 0.42857, "Y4": 0.5588, "page": 0, "Index": 712}, {"Word": "Coleman", "Confidence": 0.662, "X1": 0.43942, "Y1": 0.5582, "X2": 0.5009, "Y2": 0.558, "X3": 0.5009, "Y3": 0.5678, "X4": 0.43942, "Y4": 0.5678, "page": 0, "Index": 713}, {"Word": "d'entral", "Confidence": 0.63, "X1": 0.48825, "Y1": 0.5502, "X2": 0.54611, "Y2": 0.55, "X3": 0.54611, "Y3": 0.5588, "X4": 0.48825, "Y4": 0.5588, "page": 0, "Index": 714}, {"Word": "avait", "Confidence": 0.33, "X1": 0.51175, "Y1": 0.5582, "X2": 0.54973, "Y2": 0.558, "X3": 0.54973, "Y3": 0.5678, "X4": 0.51356, "Y4": 0.5678, "page": 0, "Index": 715}, {"Word": "Saints", "Confidence": 0.634, "X1": 0.55154, "Y1": 0.5582, "X2": 0.59494, "Y2": 0.558, "X3": 0.59675, "Y3": 0.5678, "X4": 0.55335, "Y4": 0.5678, "page": 0, "Index": 716}, {"Word": "terve", "Confidence": 0.618, "X1": 0.55335, "Y1": 0.5502, "X2": 0.58951, "Y2": 0.55, "X3": 0.58951, "Y3": 0.5588, "X4": 0.55335, "Y4": 0.5588, "page": 0, "Index": 717}, {"Word": "une", "Confidence": 0.695, "X1": 0.59313, "Y1": 0.5502, "X2": 0.62206, "Y2": 0.55, "X3": 0.62206, "Y3": 0.5588, "X4": 0.59313, "Y4": 0.5588, "page": 0, "Index": 718}, {"Word": "de", "Confidence": 0.959, "X1": 0.60217, "Y1": 0.5582, "X2": 0.62025, "Y2": 0.558, "X3": 0.62206, "Y3": 0.5678, "X4": 0.60217, "Y4": 0.5678, "page": 0, "Index": 719}, {"Word": "moyenne", "Confidence": 0.257, "X1": 0.62568, "Y1": 0.5512, "X2": 0.68897, "Y2": 0.551, "X3": 0.68897, "Y3": 0.5588, "X4": 0.62568, "Y4": 0.5588, "page": 0, "Index": 720}, {"Word": "S", "Confidence": 0.994, "X1": 0.62929, "Y1": 0.5582, "X2": 0.63472, "Y2": 0.558, "X3": 0.63653, "Y3": 0.5678, "X4": 0.62929, "Y4": 0.5678, "page": 0, "Index": 721}, {"Word": ".-", "Confidence": 0.224, "X1": 0.63834, "Y1": 0.5582, "X2": 0.64195, "Y2": 0.558, "X3": 0.64376, "Y3": 0.5678, "X4": 0.63834, "Y4": 0.5678, "page": 0, "Index": 722}, {"Word": "l'aul", "Confidence": 0.602, "X1": 0.64557, "Y1": 0.5582, "X2": 0.67993, "Y2": 0.558, "X3": 0.67993, "Y3": 0.5678, "X4": 0.64738, "Y4": 0.5678, "page": 0, "Index": 723}, {"Word": "en", "Confidence": 0.943, "X1": 0.68535, "Y1": 0.5582, "X2": 0.70344, "Y2": 0.558, "X3": 0.70344, "Y3": 0.5678, "X4": 0.68716, "Y4": 0.5678, "page": 0, "Index": 724}, {"Word": "de", "Confidence": 0.815, "X1": 0.69439, "Y1": 0.5512, "X2": 0.71067, "Y2": 0.551, "X3": 0.71067, "Y3": 0.5588, "X4": 0.69259, "Y4": 0.5588, "page": 0, "Index": 725}, {"Word": "1964,", "Confidence": 0.55, "X1": 0.71248, "Y1": 0.5592, "X2": 0.75045, "Y2": 0.559, "X3": 0.75226, "Y3": 0.5678, "X4": 0.71248, "Y4": 0.5678, "page": 0, "Index": 726}, {"Word": "-250", "Confidence": 0.059, "X1": 0.71609, "Y1": 0.5512, "X2": 0.74322, "Y2": 0.551, "X3": 0.74322, "Y3": 0.5598, "X4": 0.71429, "Y4": 0.5588, "page": 0, "Index": 727}, {"Word": "avec", "Confidence": 0.571, "X1": 0.74684, "Y1": 0.5522, "X2": 0.77939, "Y2": 0.552, "X3": 0.77939, "Y3": 0.5598, "X4": 0.74684, "Y4": 0.5598, "page": 0, "Index": 728}, {"Word": "Moore,", "Confidence": 0.603, "X1": 0.75407, "Y1": 0.5592, "X2": 0.80651, "Y2": 0.559, "X3": 0.80651, "Y3": 0.5678, "X4": 0.75588, "Y4": 0.5678, "page": 0, "Index": 729}, {"Word": "les", "Confidence": 0.686, "X1": 0.783, "Y1": 0.5522, "X2": 0.80651, "Y2": 0.552, "X3": 0.8047, "Y3": 0.5598, "X4": 0.78119, "Y4": 0.5598, "page": 0, "Index": 730}, {"Word": "preferalt", "Confidence": 0.57, "X1": 0.81013, "Y1": 0.5532, "X2": 0.87523, "Y2": 0.553, "X3": 0.87342, "Y3": 0.5608, "X4": 0.80832, "Y4": 0.5598, "page": 0, "Index": 731}, {"Word": "pon", "Confidence": 0.06, "X1": 0.81013, "Y1": 0.5592, "X2": 0.83363, "Y2": 0.559, "X3": 0.83363, "Y3": 0.5678, "X4": 0.81013, "Y4": 0.5678, "page": 0, "Index": 732}, {"Word": "retourner", "Confidence": 0.608, "X1": 0.88065, "Y1": 0.5542, "X2": 0.94937, "Y2": 0.554, "X3": 0.94937, "Y3": 0.5628, "X4": 0.87884, "Y4": 0.5608, "page": 0, "Index": 733}, {"Word": "dans", "Confidence": 0.663, "X1": 0.9566, "Y1": 0.5552, "X2": 0.99096, "Y2": 0.555, "X3": 0.98915, "Y3": 0.5628, "X4": 0.95479, "Y4": 0.5628, "page": 0, "Index": 734}, {"Word": "ANGUINET", "Confidence": 0.991, "X1": 0.12477, "Y1": 0.5472, "X2": 0.25678, "Y2": 0.547, "X3": 0.25678, "Y3": 0.5718, "X4": 0.12477, "Y4": 0.5728, "page": 0, "Index": 735}, {"Word": "tellement", "Confidence": 0.926, "X1": 0.30018, "Y1": 0.5682, "X2": 0.36528, "Y2": 0.568, "X3": 0.36528, "Y3": 0.5758, "X4": 0.30018, "Y4": 0.5758, "page": 0, "Index": 736}, {"Word": "Impressionne", "Confidence": 0.595, "X1": 0.37251, "Y1": 0.5672, "X2": 0.46474, "Y2": 0.567, "X3": 0.46474, "Y3": 0.5748, "X4": 0.37251, "Y4": 0.5758, "page": 0, "Index": 737}, {"Word": "le", "Confidence": 0.823, "X1": 0.47559, "Y1": 0.5672, "X2": 0.49005, "Y2": 0.567, "X3": 0.49005, "Y3": 0.5748, "X4": 0.47559, "Y4": 0.5748, "page": 0, "Index": 738}, {"Word": "garant", "Confidence": 0.611, "X1": 0.5009, "Y1": 0.5672, "X2": 0.54973, "Y2": 0.567, "X3": 0.54973, "Y3": 0.5748, "X4": 0.5009, "Y4": 0.5748, "page": 0, "Index": 739}, {"Word": "Sherry", "Confidence": 0.884, "X1": 0.55335, "Y1": 0.5672, "X2": 0.60036, "Y2": 0.567, "X3": 0.60036, "Y3": 0.5748, "X4": 0.55335, "Y4": 0.5748, "page": 0, "Index": 740}, {"Word": "et", "Confidence": 0.682, "X1": 0.60579, "Y1": 0.5672, "X2": 0.62206, "Y2": 0.567, "X3": 0.62206, "Y3": 0.5758, "X4": 0.60579, "Y4": 0.5748, "page": 0, "Index": 741}, {"Word": "Spears", "Confidence": 0.991, "X1": 0.62749, "Y1": 0.5672, "X2": 0.67631, "Y2": 0.567, "X3": 0.67631, "Y3": 0.5758, "X4": 0.62749, "Y4": 0.5758, "page": 0, "Index": 742}, {"Word": "sont", "Confidence": 0.599, "X1": 0.68174, "Y1": 0.5672, "X2": 0.71248, "Y2": 0.567, "X3": 0.71248, "Y3": 0.5758, "X4": 0.68174, "Y4": 0.5758, "page": 0, "Index": 743}, {"Word": "dell", "Confidence": 0.218, "X1": 0.7179, "Y1": 0.5682, "X2": 0.74864, "Y2": 0.568, "X3": 0.74864, "Y3": 0.5768, "X4": 0.71609, "Y4": 0.5758, "page": 0, "Index": 744}, {"Word": "arrives", "Confidence": 0.893, "X1": 0.75588, "Y1": 0.5692, "X2": 0.8047, "Y2": 0.569, "X3": 0.8047, "Y3": 0.5768, "X4": 0.75407, "Y4": 0.5768, "page": 0, "Index": 745}, {"Word": "pour", "Confidence": 0.779, "X1": 0.80832, "Y1": 0.5622, "X2": 0.84268, "Y2": 0.562, "X3": 0.84268, "Y3": 0.5698, "X4": 0.80832, "Y4": 0.5698, "page": 0, "Index": 746}, {"Word": "nats", "Confidence": 0.87, "X1": 0.81013, "Y1": 0.5692, "X2": 0.84087, "Y2": 0.569, "X3": 0.83906, "Y3": 0.5778, "X4": 0.81013, "Y4": 0.5768, "page": 0, "Index": 747}, {"Word": "prendre", "Confidence": 0.938, "X1": 0.84991, "Y1": 0.5622, "X2": 0.90778, "Y2": 0.562, "X3": 0.90778, "Y3": 0.5708, "X4": 0.84991, "Y4": 0.5698, "page": 0, "Index": 748}, {"Word": "patt", "Confidence": 0.788, "X1": 0.91682, "Y1": 0.5632, "X2": 0.94756, "Y2": 0.563, "X3": 0.94756, "Y3": 0.5708, "X4": 0.91501, "Y4": 0.5708, "page": 0, "Index": 749}, {"Word": "aus", "Confidence": 0.457, "X1": 0.95479, "Y1": 0.5632, "X2": 0.98192, "Y2": 0.563, "X3": 0.98011, "Y3": 0.5708, "X4": 0.95479, "Y4": 0.5708, "page": 0, "Index": 750}, {"Word": "..", "Confidence": 0.056, "X1": 0.0651, "Y1": 0.5732, "X2": 0.07776, "Y2": 0.573, "X3": 0.07776, "Y3": 0.5828, "X4": 0.0651, "Y4": 0.5828, "page": 0, "Index": 751}, {"Word": "Automobile", "Confidence": 0.662, "X1": 0.08318, "Y1": 0.5712, "X2": 0.19892, "Y2": 0.571, "X3": 0.19892, "Y3": 0.5838, "X4": 0.08137, "Y4": 0.5828, "page": 0, "Index": 752}, {"Word": "-Ltee\".", "Confidence": 0.081, "X1": 0.20253, "Y1": 0.5722, "X2": 0.29114, "Y2": 0.572, "X3": 0.29114, "Y3": 0.5818, "X4": 0.20253, "Y4": 0.5828, "page": 0, "Index": 753}, {"Word": "Max", "Confidence": 0.64, "X1": 0.29656, "Y1": 0.5762, "X2": 0.32731, "Y2": 0.576, "X3": 0.32911, "Y3": 0.5848, "X4": 0.29837, "Y4": 0.5848, "page": 0, "Index": 754}, {"Word": "Macon", "Confidence": 0.741, "X1": 0.33454, "Y1": 0.5762, "X2": 0.37613, "Y2": 0.576, "X3": 0.37794, "Y3": 0.5848, "X4": 0.33635, "Y4": 0.5848, "page": 0, "Index": 755}, {"Word": "'que", "Confidence": 0.606, "X1": 0.37975, "Y1": 0.5762, "X2": 0.4141, "Y2": 0.576, "X3": 0.41591, "Y3": 0.5848, "X4": 0.38156, "Y4": 0.5848, "page": 0, "Index": 756}, {"Word": "ce", "Confidence": 0.065, "X1": 0.41953, "Y1": 0.5762, "X2": 0.43761, "Y2": 0.576, "X3": 0.43761, "Y3": 0.5848, "X4": 0.41953, "Y4": 0.5848, "page": 0, "Index": 757}, {"Word": "dernier", "Confidence": 0.581, "X1": 0.44304, "Y1": 0.5752, "X2": 0.49729, "Y2": 0.575, "X3": 0.4991, "Y3": 0.5848, "X4": 0.44485, "Y4": 0.5848, "page": 0, "Index": 758}, {"Word": "T'avait", "Confidence": 0.16, "X1": 0.50271, "Y1": 0.5752, "X2": 0.54792, "Y2": 0.575, "X3": 0.54973, "Y3": 0.5848, "X4": 0.50452, "Y4": 0.5848, "page": 0, "Index": 759}, {"Word": "ou", "Confidence": 0.148, "X1": 0.55154, "Y1": 0.5752, "X2": 0.56962, "Y2": 0.575, "X3": 0.57143, "Y3": 0.5848, "X4": 0.55335, "Y4": 0.5848, "page": 0, "Index": 760}, {"Word": "camp", "Confidence": 0.583, "X1": 0.57685, "Y1": 0.5752, "X2": 0.61664, "Y2": 0.575, "X3": 0.61844, "Y3": 0.5848, "X4": 0.57866, "Y4": 0.5848, "page": 0, "Index": 761}, {"Word": "d'entrainement", "Confidence": 0.352, "X1": 0.62387, "Y1": 0.5752, "X2": 0.73418, "Y2": 0.575, "X3": 0.73418, "Y3": 0.5838, "X4": 0.62568, "Y4": 0.5848, "page": 0, "Index": 762}, {"Word": "de", "Confidence": 0.376, "X1": 0.7396, "Y1": 0.5752, "X2": 0.75949, "Y2": 0.575, "X3": 0.7613, "Y3": 0.5838, "X4": 0.74141, "Y4": 0.5838, "page": 0, "Index": 763}, {"Word": "Vero", "Confidence": 0.798, "X1": 0.76854, "Y1": 0.5752, "X2": 0.80289, "Y2": 0.575, "X3": 0.8047, "Y3": 0.5838, "X4": 0.77034, "Y4": 0.5838, "page": 0, "Index": 764}, {"Word": "On", "Confidence": 0.926, "X1": 0.82098, "Y1": 0.5782, "X2": 0.84268, "Y2": 0.578, "X3": 0.84268, "Y3": 0.5868, "X4": 0.82098, "Y4": 0.5868, "page": 0, "Index": 765}, {"Word": "nationaux.", "Confidence": 0.45, "X1": 0.84268, "Y1": 0.5712, "X2": 0.92224, "Y2": 0.571, "X3": 0.92224, "Y3": 0.5788, "X4": 0.84268, "Y4": 0.5778, "page": 0, "Index": 766}, {"Word": "a", "Confidence": 0.209, "X1": 0.84991, "Y1": 0.5782, "X2": 0.85895, "Y2": 0.578, "X3": 0.85895, "Y3": 0.5858, "X4": 0.84991, "Y4": 0.5858, "page": 0, "Index": 767}, {"Word": "rapport\u00e9.que", "Confidence": 0.412, "X1": 0.86618, "Y1": 0.5782, "X2": 0.96203, "Y2": 0.578, "X3": 0.96022, "Y3": 0.5868, "X4": 0.86618, "Y4": 0.5858, "page": 0, "Index": 768}, {"Word": "Mil", "Confidence": 0.466, "X1": 0.96745, "Y1": 0.5782, "X2": 0.99096, "Y2": 0.578, "X3": 0.99096, "Y3": 0.5868, "X4": 0.96564, "Y4": 0.5868, "page": 0, "Index": 769}, {"Word": "CADILLAC", "Confidence": 0.758, "X1": 0.06691, "Y1": 0.5832, "X2": 0.12477, "Y2": 0.583, "X3": 0.12477, "Y3": 0.5938, "X4": 0.0651, "Y4": 0.5938, "page": 0, "Index": 770}, {"Word": "-", "Confidence": 0.259, "X1": 0.1302, "Y1": 0.5832, "X2": 0.14105, "Y2": 0.583, "X3": 0.13924, "Y3": 0.5938, "X4": 0.12839, "Y4": 0.5938, "page": 0, "Index": 771}, {"Word": "BURCK", "Confidence": 0.743, "X1": 0.15371, "Y1": 0.5832, "X2": 0.19349, "Y2": 0.583, "X3": 0.19349, "Y3": 0.5938, "X4": 0.1519, "Y4": 0.5938, "page": 0, "Index": 772}, {"Word": "-PONTIAC", "Confidence": 0.656, "X1": 0.19892, "Y1": 0.5832, "X2": 0.27848, "Y2": 0.583, "X3": 0.27848, "Y3": 0.5938, "X4": 0.19892, "Y4": 0.5938, "page": 0, "Index": 773}, {"Word": "cholal", "Confidence": 0.423, "X1": 0.29656, "Y1": 0.5832, "X2": 0.33816, "Y2": 0.583, "X3": 0.33996, "Y3": 0.5918, "X4": 0.30018, "Y4": 0.5918, "page": 0, "Index": 774}, {"Word": "pour", "Confidence": 0.967, "X1": 0.34177, "Y1": 0.5832, "X2": 0.37432, "Y2": 0.583, "X3": 0.37613, "Y3": 0.5918, "X4": 0.34358, "Y4": 0.5918, "page": 0, "Index": 775}, {"Word": "lancer", "Confidence": 0.67, "X1": 0.37794, "Y1": 0.5832, "X2": 0.42495, "Y2": 0.583, "X3": 0.42676, "Y3": 0.5928, "X4": 0.37975, "Y4": 0.5918, "page": 0, "Index": 776}, {"Word": "la", "Confidence": 0.35, "X1": 0.42857, "Y1": 0.5832, "X2": 0.44304, "Y2": 0.583, "X3": 0.44485, "Y3": 0.5928, "X4": 0.43038, "Y4": 0.5928, "page": 0, "Index": 777}, {"Word": "joute", "Confidence": 0.941, "X1": 0.44665, "Y1": 0.5842, "X2": 0.48644, "Y2": 0.584, "X3": 0.48825, "Y3": 0.5928, "X4": 0.44846, "Y4": 0.5928, "page": 0, "Index": 778}, {"Word": "d'ouver", "Confidence": 0.648, "X1": 0.49005, "Y1": 0.5842, "X2": 0.5425, "Y2": 0.584, "X3": 0.5443, "Y3": 0.5938, "X4": 0.49186, "Y4": 0.5928, "page": 0, "Index": 779}, {"Word": "\|be", "Confidence": 0.003, "X1": 0.54611, "Y1": 0.5852, "X2": 0.57143, "Y2": 0.585, "X3": 0.57143, "Y3": 0.5948, "X4": 0.54792, "Y4": 0.5948, "page": 0, "Index": 780}, {"Word": "Bench,", "Confidence": 0.678, "X1": 0.55154, "Y1": 0.5822, "X2": 0.60036, "Y2": 0.582, "X3": 0.60036, "Y3": 0.5908, "X4": 0.55335, "Y4": 0.5908, "page": 0, "Index": 781}, {"Word": "Fioride.", "Confidence": 0.575, "X1": 0.60217, "Y1": 0.5832, "X2": 0.65823, "Y2": 0.583, "X3": 0.66004, "Y3": 0.5918, "X4": 0.60398, "Y4": 0.5908, "page": 0, "Index": 782}, {"Word": "Le", "Confidence": 0.957, "X1": 0.66184, "Y1": 0.5832, "X2": 0.68174, "Y2": 0.583, "X3": 0.68174, "Y3": 0.5918, "X4": 0.66365, "Y4": 0.5918, "page": 0, "Index": 783}, {"Word": "camp", "Confidence": 0.652, "X1": 0.68716, "Y1": 0.5842, "X2": 0.72333, "Y2": 0.584, "X3": 0.72333, "Y3": 0.5918, "X4": 0.68716, "Y4": 0.5918, "page": 0, "Index": 784}, {"Word": "est", "Confidence": 0.798, "X1": 0.73056, "Y1": 0.5842, "X2": 0.75226, "Y2": 0.584, "X3": 0.75407, "Y3": 0.5928, "X4": 0.73056, "Y4": 0.5928, "page": 0, "Index": 785}, {"Word": "ouvert", "Confidence": 0.647, "X1": 0.75588, "Y1": 0.5852, "X2": 0.8047, "Y2": 0.585, "X3": 0.8047, "Y3": 0.5928, "X4": 0.75588, "Y4": 0.5928, "page": 0, "Index": 786}, {"Word": "she,", "Confidence": 0.096, "X1": 0.80832, "Y1": 0.5852, "X2": 0.84087, "Y2": 0.585, "X3": 0.84087, "Y3": 0.5938, "X4": 0.80832, "Y4": 0.5928, "page": 0, "Index": 787}, {"Word": "qui", "Confidence": 0.387, "X1": 0.84629, "Y1": 0.5862, "X2": 0.87161, "Y2": 0.586, "X3": 0.87161, "Y3": 0.5938, "X4": 0.84629, "Y4": 0.5938, "page": 0, "Index": 788}, {"Word": "falsalt", "Confidence": 0.641, "X1": 0.87523, "Y1": 0.5862, "X2": 0.92224, "Y2": 0.586, "X3": 0.92405, "Y3": 0.5938, "X4": 0.87523, "Y4": 0.5938, "page": 0, "Index": 789}, {"Word": "partie", "Confidence": 0.644, "X1": 0.92948, "Y1": 0.5872, "X2": 0.97288, "Y2": 0.587, "X3": 0.97288, "Y3": 0.5948, "X4": 0.92948, "Y4": 0.5948, "page": 0, "Index": 790}, {"Word": "d", "Confidence": 0.886, "X1": 0.98011, "Y1": 0.5882, "X2": 0.98915, "Y2": 0.588, "X3": 0.98915, "Y3": 0.5948, "X4": 0.98011, "Y4": 0.5948, "page": 0, "Index": 791}, {"Word": "VAUTHALL", "Confidence": 0.766, "X1": 0.07052, "Y1": 0.5942, "X2": 0.13743, "Y2": 0.594, "X3": 0.13743, "Y3": 0.6058, "X4": 0.07233, "Y4": 0.6058, "page": 0, "Index": 792}, {"Word": "-", "Confidence": 0.719, "X1": 0.14286, "Y1": 0.5942, "X2": 0.15371, "Y2": 0.594, "X3": 0.15371, "Y3": 0.6058, "X4": 0.14286, "Y4": 0.6058, "page": 0, "Index": 793}, {"Word": "CAMIONS", "Confidence": 0.847, "X1": 0.16456, "Y1": 0.5942, "X2": 0.22061, "Y2": 0.594, "X3": 0.22061, "Y3": 0.6058, "X4": 0.16456, "Y4": 0.6058, "page": 0, "Index": 794}, {"Word": "G.M.C.", "Confidence": 0.717, "X1": 0.22604, "Y1": 0.5942, "X2": 0.27125, "Y2": 0.594, "X3": 0.26944, "Y3": 0.6058, "X4": 0.22604, "Y4": 0.6058, "page": 0, "Index": 795}, {"Word": "ture", "Confidence": 0.985, "X1": 0.29837, "Y1": 0.5922, "X2": 0.32731, "Y2": 0.592, "X3": 0.32911, "Y3": 0.5998, "X4": 0.29837, "Y4": 0.6008, "page": 0, "Index": 796}, {"Word": "cappe", "Confidence": 0.837, "X1": 0.29837, "Y1": 0.6002, "X2": 0.33816, "Y2": 0.6, "X3": 0.33996, "Y3": 0.6078, "X4": 0.30018, "Y4": 0.6088, "page": 0, "Index": 797}, {"Word": "de", "Confidence": 0.994, "X1": 0.33454, "Y1": 0.5922, "X2": 0.35262, "Y2": 0.592, "X3": 0.35262, "Y3": 0.5998, "X4": 0.33635, "Y4": 0.5998, "page": 0, "Index": 798}, {"Word": "par", "Confidence": 0.998, "X1": 0.34177, "Y1": 0.6002, "X2": 0.3689, "Y2": 0.6, "X3": 0.37071, "Y3": 0.6078, "X4": 0.34358, "Y4": 0.6078, "page": 0, "Index": 799}, {"Word": "saison", "Confidence": 0.598, "X1": 0.35986, "Y1": 0.5912, "X2": 0.40145, "Y2": 0.591, "X3": 0.40145, "Y3": 0.5998, "X4": 0.35986, "Y4": 0.5998, "page": 0, "Index": 800}, {"Word": "un", "Confidence": 0.966, "X1": 0.37251, "Y1": 0.5992, "X2": 0.39241, "Y2": 0.599, "X3": 0.39241, "Y3": 0.6078, "X4": 0.37432, "Y4": 0.6078, "page": 0, "Index": 801}, {"Word": "mal", "Confidence": 0.958, "X1": 0.39602, "Y1": 0.5992, "X2": 0.42495, "Y2": 0.599, "X3": 0.42676, "Y3": 0.6078, "X4": 0.39783, "Y4": 0.6078, "page": 0, "Index": 802}, {"Word": "&", "Confidence": 0.005, "X1": 0.41049, "Y1": 0.5912, "X2": 0.41953, "Y2": 0.591, "X3": 0.41953, "Y3": 0.5998, "X4": 0.41049, "Y4": 0.5998, "page": 0, "Index": 803}, {"Word": "Syracuse,", "Confidence": 0.63, "X1": 0.42676, "Y1": 0.5912, "X2": 0.49729, "Y2": 0.591, "X3": 0.49729, "Y3": 0.5988, "X4": 0.42676, "Y4": 0.5998, "page": 0, "Index": 804}, {"Word": "de", "Confidence": 0.997, "X1": 0.42857, "Y1": 0.5992, "X2": 0.44665, "Y2": 0.599, "X3": 0.44846, "Y3": 0.6078, "X4": 0.43038, "Y4": 0.6078, "page": 0, "Index": 805}, {"Word": "dos,", "Confidence": 0.635, "X1": 0.45208, "Y1": 0.5992, "X2": 0.48101, "Y2": 0.599, "X3": 0.48282, "Y3": 0.6078, "X4": 0.45208, "Y4": 0.6078, "page": 0, "Index": 806}, {"Word": "Coleman", "Confidence": 0.804, "X1": 0.48463, "Y1": 0.5992, "X2": 0.54611, "Y2": 0.599, "X3": 0.54792, "Y3": 0.6078, "X4": 0.48644, "Y4": 0.6078, "page": 0, "Index": 807}, {"Word": "Ilandi", "Confidence": 0.618, "X1": 0.5009, "Y1": 0.5912, "X2": 0.54611, "Y2": 0.591, "X3": 0.54611, "Y3": 0.5988, "X4": 0.5009, "Y4": 0.5988, "page": 0, "Index": 808}, {"Word": "pour", "Confidence": 0.85, "X1": 0.55154, "Y1": 0.5912, "X2": 0.5859, "Y2": 0.591, "X3": 0.5859, "Y3": 0.5998, "X4": 0.55154, "Y4": 0.5988, "page": 0, "Index": 809}, {"Word": "des", "Confidence": 0.9, "X1": 0.55335, "Y1": 0.5982, "X2": 0.57685, "Y2": 0.598, "X3": 0.57866, "Y3": 0.6078, "X4": 0.55335, "Y4": 0.6078, "page": 0, "Index": 810}, {"Word": "Dodgers,", "Confidence": 0.605, "X1": 0.58047, "Y1": 0.5982, "X2": 0.64557, "Y2": 0.598, "X3": 0.64738, "Y3": 0.6078, "X4": 0.58228, "Y4": 0.6078, "page": 0, "Index": 811}, {"Word": "tous", "Confidence": 0.883, "X1": 0.59132, "Y1": 0.5912, "X2": 0.62387, "Y2": 0.591, "X3": 0.62387, "Y3": 0.5998, "X4": 0.59132, "Y4": 0.5998, "page": 0, "Index": 812}, {"Word": "les", "Confidence": 0.958, "X1": 0.62749, "Y1": 0.5912, "X2": 0.65099, "Y2": 0.591, "X3": 0.65099, "Y3": 0.5998, "X4": 0.62749, "Y4": 0.5998, "page": 0, "Index": 813}, {"Word": "qui", "Confidence": 0.788, "X1": 0.64919, "Y1": 0.5982, "X2": 0.67631, "Y2": 0.598, "X3": 0.67812, "Y3": 0.6078, "X4": 0.65099, "Y4": 0.6078, "page": 0, "Index": 814}, {"Word": "joueurs", "Confidence": 0.372, "X1": 0.65642, "Y1": 0.5912, "X2": 0.71067, "Y2": 0.591, "X3": 0.71067, "Y3": 0.5998, "X4": 0.65642, "Y4": 0.5998, "page": 0, "Index": 815}, {"Word": "ont", "Confidence": 0.603, "X1": 0.67993, "Y1": 0.5982, "X2": 0.70705, "Y2": 0.598, "X3": 0.70705, "Y3": 0.6078, "X4": 0.68174, "Y4": 0.6078, "page": 0, "Index": 816}, {"Word": "besoin", "Confidence": 0.409, "X1": 0.71067, "Y1": 0.5982, "X2": 0.75588, "Y2": 0.598, "X3": 0.75769, "Y3": 0.6078, "X4": 0.71067, "Y4": 0.6078, "page": 0, "Index": 817}, {"Word": "prometteurs", "Confidence": 0.761, "X1": 0.71609, "Y1": 0.5922, "X2": 0.8047, "Y2": 0.592, "X3": 0.8047, "Y3": 0.6008, "X4": 0.71609, "Y4": 0.5998, "page": 0, "Index": 818}, {"Word": "d'une", "Confidence": 0.921, "X1": 0.76311, "Y1": 0.5992, "X2": 0.80289, "Y2": 0.599, "X3": 0.80289, "Y3": 0.6078, "X4": 0.76492, "Y4": 0.6078, "page": 0, "Index": 819}, {"Word": "tch\u00e8que", "Confidence": 0.126, "X1": 0.80832, "Y1": 0.5932, "X2": 0.86438, "Y2": 0.593, "X3": 0.86438, "Y3": 0.6018, "X4": 0.80832, "Y4": 0.6008, "page": 0, "Index": 820}, {"Word": "au", "Confidence": 0.913, "X1": 0.87342, "Y1": 0.5942, "X2": 0.8915, "Y2": 0.594, "X3": 0.8915, "Y3": 0.6018, "X4": 0.87342, "Y4": 0.6018, "page": 0, "Index": 821}, {"Word": "dernier", "Confidence": 0.641, "X1": 0.90235, "Y1": 0.5952, "X2": 0.9566, "Y2": 0.595, "X3": 0.95479, "Y3": 0.6028, "X4": 0.90235, "Y4": 0.6018, "page": 0, "Index": 822}, {"Word": "tous", "Confidence": 0.111, "X1": 0.96564, "Y1": 0.5962, "X2": 0.99458, "Y2": 0.596, "X3": 0.99458, "Y3": 0.6028, "X4": 0.96564, "Y4": 0.6028, "page": 0, "Index": 823}, {"Word": "n'a", "Confidence": 0.487, "X1": 0.29656, "Y1": 0.6082, "X2": 0.31826, "Y2": 0.608, "X3": 0.32007, "Y3": 0.6148, "X4": 0.29837, "Y4": 0.6148, "page": 0, "Index": 824}, {"Word": "virtuellement", "Confidence": 0.53, "X1": 0.32731, "Y1": 0.6072, "X2": 0.42134, "Y2": 0.607, "X3": 0.42315, "Y3": 0.6148, "X4": 0.32731, "Y4": 0.6148, "page": 0, "Index": 825}, {"Word": "pas", "Confidence": 0.631, "X1": 0.42857, "Y1": 0.6072, "X2": 0.45389, "Y2": 0.607, "X3": 0.4557, "Y3": 0.6148, "X4": 0.42857, "Y4": 0.6148, "page": 0, "Index": 826}, {"Word": "tance", "Confidence": 0.616, "X1": 0.45931, "Y1": 0.6062, "X2": 0.4991, "Y2": 0.606, "X3": 0.4991, "Y3": 0.6148, "X4": 0.45931, "Y4": 0.6148, "page": 0, "Index": 827}, {"Word": "de", "Confidence": 0.994, "X1": 0.50633, "Y1": 0.6062, "X2": 0.52441, "Y2": 0.606, "X3": 0.52441, "Y3": 0.6148, "X4": 0.50814, "Y4": 0.6148, "page": 0, "Index": 828}, {"Word": "to", "Confidence": 0.03, "X1": 0.53345, "Y1": 0.6062, "X2": 0.54792, "Y2": 0.606, "X3": 0.54792, "Y3": 0.6148, "X4": 0.53345, "Y4": 0.6148, "page": 0, "Index": 829}, {"Word": "instruction", "Confidence": 0.783, "X1": 0.55154, "Y1": 0.6062, "X2": 0.62568, "Y2": 0.606, "X3": 0.62568, "Y3": 0.6148, "X4": 0.55335, "Y4": 0.6148, "page": 0, "Index": 830}, {"Word": "speciale.", "Confidence": 0.656, "X1": 0.63291, "Y1": 0.6062, "X2": 0.69801, "Y2": 0.606, "X3": 0.69801, "Y3": 0.6138, "X4": 0.63291, "Y4": 0.6148, "page": 0, "Index": 831}, {"Word": "les", "Confidence": 0.63, "X1": 0.80651, "Y1": 0.6022, "X2": 0.82821, "Y2": 0.602, "X3": 0.83002, "Y3": 0.6098, "X4": 0.80832, "Y4": 0.6088, "page": 0, "Index": 832}, {"Word": "timage", "Confidence": 0.608, "X1": 0.80651, "Y1": 0.6092, "X2": 0.85172, "Y2": 0.609, "X3": 0.85353, "Y3": 0.6178, "X4": 0.80832, "Y4": 0.6178, "page": 0, "Index": 833}, {"Word": "championnats", "Confidence": 0.576, "X1": 0.83363, "Y1": 0.6032, "X2": 0.93128, "Y2": 0.603, "X3": 0.93128, "Y3": 0.6098, "X4": 0.83544, "Y4": 0.6098, "page": 0, "Index": 834}, {"Word": "de", "Confidence": 0.826, "X1": 0.85714, "Y1": 0.6092, "X2": 0.87523, "Y2": 0.609, "X3": 0.87523, "Y3": 0.6178, "X4": 0.85895, "Y4": 0.6178, "page": 0, "Index": 835}, {"Word": "fantaisie,", "Confidence": 0.239, "X1": 0.87884, "Y1": 0.6092, "X2": 0.94756, "Y2": 0.609, "X3": 0.94756, "Y3": 0.6178, "X4": 0.88065, "Y4": 0.6178, "page": 0, "Index": 836}, {"Word": ".mond", "Confidence": 0.856, "X1": 0.9349, "Y1": 0.6032, "X2": 0.9783, "Y2": 0.603, "X3": 0.9783, "Y3": 0.6098, "X4": 0.9349, "Y4": 0.6098, "page": 0, "Index": 837}, {"Word": "a", "Confidence": 0.044, "X1": 0.95118, "Y1": 0.6092, "X2": 0.95841, "Y2": 0.609, "X3": 0.95841, "Y3": 0.6178, "X4": 0.94937, "Y4": 0.6178, "page": 0, "Index": 838}, {"Word": "Vier", "Confidence": 0.61, "X1": 0.96564, "Y1": 0.6102, "X2": 0.99458, "Y2": 0.61, "X3": 0.99277, "Y3": 0.6178, "X4": 0.96383, "Y4": 0.6178, "page": 0, "Index": 839}, {"Word": "faison.", "Confidence": 0.617, "X1": 0.30199, "Y1": 0.6152, "X2": 0.34358, "Y2": 0.615, "X3": 0.34358, "Y3": 0.6228, "X4": 0.30199, "Y4": 0.6228, "page": 0, "Index": 840}, {"Word": "Il", "Confidence": 0.126, "X1": 0.34539, "Y1": 0.6152, "X2": 0.35805, "Y2": 0.615, "X3": 0.35986, "Y3": 0.6228, "X4": 0.3472, "Y4": 0.6228, "page": 0, "Index": 841}, {"Word": "s'est", "Confidence": 0.874, "X1": 0.36166, "Y1": 0.6152, "X2": 0.39421, "Y2": 0.615, "X3": 0.39421, "Y3": 0.6228, "X4": 0.36347, "Y4": 0.6228, "page": 0, "Index": 842}, {"Word": "vu", "Confidence": 0.311, "X1": 0.39783, "Y1": 0.6152, "X2": 0.4141, "Y2": 0.615, "X3": 0.41591, "Y3": 0.6228, "X4": 0.39783, "Y4": 0.6228, "page": 0, "Index": 843}, {"Word": "decermer", "Confidence": 0.629, "X1": 0.41953, "Y1": 0.6152, "X2": 0.48282, "Y2": 0.615, "X3": 0.48282, "Y3": 0.6238, "X4": 0.41953, "Y4": 0.6228, "page": 0, "Index": 844}, {"Word": "un", "Confidence": 0.939, "X1": 0.48644, "Y1": 0.6142, "X2": 0.50452, "Y2": 0.614, "X3": 0.50452, "Y3": 0.6238, "X4": 0.48644, "Y4": 0.6238, "page": 0, "Index": 845}, {"Word": "billet", "Confidence": 0.823, "X1": 0.50814, "Y1": 0.6142, "X2": 0.54973, "Y2": 0.614, "X3": 0.54973, "Y3": 0.6238, "X4": 0.50995, "Y4": 0.6238, "page": 0, "Index": 846}, {"Word": "Les", "Confidence": 0.902, "X1": 0.5642, "Y1": 0.6142, "X2": 0.59132, "Y2": 0.614, "X3": 0.59132, "Y3": 0.6238, "X4": 0.5642, "Y4": 0.6228, "page": 0, "Index": 847}, {"Word": "Joueurs", "Confidence": 0.874, "X1": 0.60036, "Y1": 0.6152, "X2": 0.65642, "Y2": 0.615, "X3": 0.65461, "Y3": 0.6238, "X4": 0.60036, "Y4": 0.6238, "page": 0, "Index": 848}, {"Word": ".", "Confidence": 0.486, "X1": 0.65823, "Y1": 0.6152, "X2": 0.66184, "Y2": 0.615, "X3": 0.66184, "Y3": 0.6238, "X4": 0.65823, "Y4": 0.6238, "page": 0, "Index": 849}, {"Word": "du", "Confidence": 0.884, "X1": 0.66546, "Y1": 0.6152, "X2": 0.68354, "Y2": 0.615, "X3": 0.68354, "Y3": 0.6248, "X4": 0.66546, "Y4": 0.6238, "page": 0, "Index": 850}, {"Word": "Montreal", "Confidence": 0.592, "X1": 0.6962, "Y1": 0.6162, "X2": 0.7613, "Y2": 0.616, "X3": 0.7613, "Y3": 0.6248, "X4": 0.69439, "Y4": 0.6248, "page": 0, "Index": 851}, {"Word": "com-", "Confidence": 0.657, "X1": 0.77034, "Y1": 0.6172, "X2": 0.80651, "Y2": 0.617, "X3": 0.80651, "Y3": 0.6258, "X4": 0.76854, "Y4": 0.6248, "page": 0, "Index": 852}, {"Word": "maine", "Confidence": 0.607, "X1": 0.81013, "Y1": 0.6172, "X2": 0.85172, "Y2": 0.617, "X3": 0.85172, "Y3": 0.6258, "X4": 0.80832, "Y4": 0.6258, "page": 0, "Index": 853}, {"Word": "derni\u00e8re:", "Confidence": 0.196, "X1": 0.85714, "Y1": 0.6182, "X2": 0.92224, "Y2": 0.618, "X3": 0.92224, "Y3": 0.6258, "X4": 0.85533, "Y4": 0.6258, "page": 0, "Index": 854}, {"Word": "cherche", "Confidence": 0.762, "X1": 0.92586, "Y1": 0.6192, "X2": 0.98192, "Y2": 0.619, "X3": 0.98192, "Y3": 0.6268, "X4": 0.92586, "Y4": 0.6258, "page": 0, "Index": 855}, {"Word": "I", "Confidence": 0.179, "X1": 0.98553, "Y1": 0.6192, "X2": 0.99458, "Y2": 0.619, "X3": 0.99458, "Y3": 0.6268, "X4": 0.98553, "Y4": 0.6268, "page": 0, "Index": 856}, {"Word": "1888", "Confidence": 0.994, "X1": 0.07052, "Y1": 0.6182, "X2": 0.12116, "Y2": 0.618, "X3": 0.12116, "Y3": 0.6358, "X4": 0.07052, "Y4": 0.6368, "page": 0, "Index": 857}, {"Word": ":", "Confidence": 0.537, "X1": 0.12658, "Y1": 0.6182, "X2": 0.1302, "Y2": 0.618, "X3": 0.13201, "Y3": 0.6358, "X4": 0.12658, "Y4": 0.6358, "page": 0, "Index": 858}, {"Word": "PAPINEAU", "Confidence": 0.994, "X1": 0.13743, "Y1": 0.6172, "X2": 0.26944, "Y2": 0.617, "X3": 0.26944, "Y3": 0.6338, "X4": 0.13743, "Y4": 0.6358, "page": 0, "Index": 859}, {"Word": "de", "Confidence": 0.967, "X1": 0.30018, "Y1": 0.6232, "X2": 0.31465, "Y2": 0.623, "X3": 0.31646, "Y3": 0.6318, "X4": 0.30199, "Y4": 0.6318, "page": 0, "Index": 860}, {"Word": "chemin", "Confidence": 0.969, "X1": 0.32188, "Y1": 0.6232, "X2": 0.37251, "Y2": 0.623, "X3": 0.37432, "Y3": 0.6318, "X4": 0.32369, "Y4": 0.6318, "page": 0, "Index": 861}, {"Word": "de", "Confidence": 0.197, "X1": 0.38156, "Y1": 0.6232, "X2": 0.39964, "Y2": 0.623, "X3": 0.40145, "Y3": 0.6318, "X4": 0.38156, "Y4": 0.6318, "page": 0, "Index": 862}, {"Word": "fer", "Confidence": 0.86, "X1": 0.40687, "Y1": 0.6232, "X2": 0.43038, "Y2": 0.623, "X3": 0.43219, "Y3": 0.6318, "X4": 0.40868, "Y4": 0.6318, "page": 0, "Index": 863}, {"Word": "pour", "Confidence": 0.849, "X1": 0.43761, "Y1": 0.6232, "X2": 0.47197, "Y2": 0.623, "X3": 0.47378, "Y3": 0.6318, "X4": 0.43942, "Y4": 0.6318, "page": 0, "Index": 864}, {"Word": "rejoindre", "Confidence": 0.613, "X1": 0.48101, "Y1": 0.6232, "X2": 0.54611, "Y2": 0.623, "X3": 0.54792, "Y3": 0.6318, "X4": 0.48101, "Y4": 0.6318, "page": 0, "Index": 865}, {"Word": "menceront", "Confidence": 0.799, "X1": 0.55154, "Y1": 0.6232, "X2": 0.62749, "Y2": 0.623, "X3": 0.62749, "Y3": 0.6318, "X4": 0.55335, "Y4": 0.6318, "page": 0, "Index": 866}, {"Word": "leur", "Confidence": 0.971, "X1": 0.62929, "Y1": 0.6232, "X2": 0.66184, "Y2": 0.623, "X3": 0.66184, "Y3": 0.6318, "X4": 0.62929, "Y4": 0.6318, "page": 0, "Index": 867}, {"Word": "entrainement", "Confidence": 0.513, "X1": 0.66546, "Y1": 0.6242, "X2": 0.76311, "Y2": 0.624, "X3": 0.76311, "Y3": 0.6328, "X4": 0.66546, "Y4": 0.6318, "page": 0, "Index": 868}, {"Word": "regu-", "Confidence": 0.642, "X1": 0.76673, "Y1": 0.6252, "X2": 0.80651, "Y2": 0.625, "X3": 0.8047, "Y3": 0.6328, "X4": 0.76492, "Y4": 0.6328, "page": 0, "Index": 869}, {"Word": "litique", "Confidence": 0.635, "X1": 0.80832, "Y1": 0.6252, "X2": 0.85533, "Y2": 0.625, "X3": 0.85353, "Y3": 0.6328, "X4": 0.80832, "Y4": 0.6328, "page": 0, "Index": 870}, {"Word": "dans", "Confidence": 0.7, "X1": 0.86257, "Y1": 0.6252, "X2": 0.89512, "Y2": 0.625, "X3": 0.89512, "Y3": 0.6328, "X4": 0.86076, "Y4": 0.6328, "page": 0, "Index": 871}, {"Word": "l'Oued", "Confidence": 0.675, "X1": 0.90054, "Y1": 0.6262, "X2": 0.94213, "Y2": 0.626, "X3": 0.94033, "Y3": 0.6338, "X4": 0.90054, "Y4": 0.6328, "page": 0, "Index": 872}, {"Word": "!.", "Confidence": 0.283, "X1": 0.94575, "Y1": 0.6262, "X2": 0.95841, "Y2": 0.626, "X3": 0.95841, "Y3": 0.6338, "X4": 0.94394, "Y4": 0.6338, "page": 0, "Index": 873}, {"Word": "FA.", "Confidence": 0.63, "X1": 0.14105, "Y1": 0.6392, "X2": 0.16637, "Y2": 0.639, "X3": 0.16637, "Y3": 0.6478, "X4": 0.14105, "Y4": 0.6478, "page": 0, "Index": 874}, {"Word": "3761", "Confidence": 0.614, "X1": 0.16817, "Y1": 0.6392, "X2": 0.20072, "Y2": 0.639, "X3": 0.20072, "Y3": 0.6478, "X4": 0.16817, "Y4": 0.6478, "page": 0, "Index": 875}, {"Word": "sa", "Confidence": 0.785, "X1": 0.29837, "Y1": 0.6312, "X2": 0.31284, "Y2": 0.631, "X3": 0.31284, "Y3": 0.6388, "X4": 0.29837, "Y4": 0.6388, "page": 0, "Index": 876}, {"Word": "remporte", "Confidence": 0.838, "X1": 0.30018, "Y1": 0.6392, "X2": 0.35986, "Y2": 0.639, "X3": 0.36166, "Y3": 0.6468, "X4": 0.30199, "Y4": 0.6468, "page": 0, "Index": 877}, {"Word": "demeure", "Confidence": 0.949, "X1": 0.31646, "Y1": 0.6312, "X2": 0.37794, "Y2": 0.631, "X3": 0.37794, "Y3": 0.6398, "X4": 0.31646, "Y4": 0.6388, "page": 0, "Index": 878}, {"Word": "une", "Confidence": 0.78, "X1": 0.36347, "Y1": 0.6392, "X2": 0.3906, "Y2": 0.639, "X3": 0.39241, "Y3": 0.6468, "X4": 0.36528, "Y4": 0.6468, "page": 0, "Index": 879}, {"Word": "en", "Confidence": 0.933, "X1": 0.38156, "Y1": 0.6312, "X2": 0.39964, "Y2": 0.631, "X3": 0.39964, "Y3": 0.6398, "X4": 0.38156, "Y4": 0.6398, "page": 0, "Index": 880}, {"Word": "seule", "Confidence": 0.658, "X1": 0.39421, "Y1": 0.6392, "X2": 0.43038, "Y2": 0.639, "X3": 0.43219, "Y3": 0.6468, "X4": 0.39602, "Y4": 0.6468, "page": 0, "Index": 881}, {"Word": "Caroline", "Confidence": 0.847, "X1": 0.40325, "Y1": 0.6312, "X2": 0.46293, "Y2": 0.631, "X3": 0.46293, "Y3": 0.6398, "X4": 0.40325, "Y4": 0.6398, "page": 0, "Index": 882}, {"Word": "victoire", "Confidence": 0.389, "X1": 0.434, "Y1": 0.6392, "X2": 0.48644, "Y2": 0.639, "X3": 0.48825, "Y3": 0.6468, "X4": 0.4358, "Y4": 0.6468, "page": 0, "Index": 883}, {"Word": "apres", "Confidence": 0.08, "X1": 0.46655, "Y1": 0.6312, "X2": 0.50633, "Y2": 0.631, "X3": 0.50633, "Y3": 0.6398, "X4": 0.46655, "Y4": 0.6398, "page": 0, "Index": 884}, {"Word": "et", "Confidence": 0.971, "X1": 0.49005, "Y1": 0.6392, "X2": 0.50633, "Y2": 0.639, "X3": 0.50814, "Y3": 0.6468, "X4": 0.49186, "Y4": 0.6468, "page": 0, "Index": 885}, {"Word": "avoir", "Confidence": 0.626, "X1": 0.50995, "Y1": 0.6312, "X2": 0.5443, "Y2": 0.631, "X3": 0.5443, "Y3": 0.6398, "X4": 0.50995, "Y4": 0.6398, "page": 0, "Index": 886}, {"Word": "avoir", "Confidence": 0.677, "X1": 0.50995, "Y1": 0.6392, "X2": 0.5443, "Y2": 0.639, "X3": 0.54611, "Y3": 0.6468, "X4": 0.50995, "Y4": 0.6468, "page": 0, "Index": 887}, {"Word": "illers", "Confidence": 0.191, "X1": 0.54792, "Y1": 0.6312, "X2": 0.58409, "Y2": 0.631, "X3": 0.58409, "Y3": 0.6398, "X4": 0.54792, "Y4": 0.6398, "page": 0, "Index": 888}, {"Word": "(mars,", "Confidence": 0.605, "X1": 0.54792, "Y1": 0.6392, "X2": 0.59132, "Y2": 0.639, "X3": 0.59313, "Y3": 0.6468, "X4": 0.54792, "Y4": 0.6468, "page": 0, "Index": 889}, {"Word": "&", "Confidence": 0.036, "X1": 0.58951, "Y1": 0.6312, "X2": 0.59855, "Y2": 0.631, "X3": 0.59675, "Y3": 0.6398, "X4": 0.5877, "Y4": 0.6398, "page": 0, "Index": 890}, {"Word": "La", "Confidence": 0.993, "X1": 0.59494, "Y1": 0.6392, "X2": 0.61302, "Y2": 0.639, "X3": 0.61483, "Y3": 0.6468, "X4": 0.59494, "Y4": 0.6468, "page": 0, "Index": 891}, {"Word": "Vero", "Confidence": 0.93, "X1": 0.60579, "Y1": 0.6312, "X2": 0.64014, "Y2": 0.631, "X3": 0.64014, "Y3": 0.6398, "X4": 0.60579, "Y4": 0.6398, "page": 0, "Index": 892}, {"Word": "salson", "Confidence": 0.606, "X1": 0.61664, "Y1": 0.6392, "X2": 0.66004, "Y2": 0.639, "X3": 0.66184, "Y3": 0.6468, "X4": 0.61844, "Y4": 0.6468, "page": 0, "Index": 893}, {"Word": "Beach", "Confidence": 0.955, "X1": 0.64738, "Y1": 0.6322, "X2": 0.68897, "Y2": 0.632, "X3": 0.68897, "Y3": 0.6408, "X4": 0.64738, "Y4": 0.6398, "page": 0, "Index": 894}, {"Word": "locale", "Confidence": 0.739, "X1": 0.66727, "Y1": 0.6392, "X2": 0.70886, "Y2": 0.639, "X3": 0.70886, "Y3": 0.6478, "X4": 0.66727, "Y4": 0.6468, "page": 0, "Index": 895}, {"Word": "le", "Confidence": 0.688, "X1": 0.6962, "Y1": 0.6322, "X2": 0.71248, "Y2": 0.632, "X3": 0.71067, "Y3": 0.6408, "X4": 0.69439, "Y4": 0.6408, "page": 0, "Index": 896}, {"Word": "du", "Confidence": 0.936, "X1": 0.71429, "Y1": 0.6392, "X2": 0.73237, "Y2": 0.639, "X3": 0.73237, "Y3": 0.6478, "X4": 0.71429, "Y4": 0.6478, "page": 0, "Index": 897}, {"Word": "vendredi", "Confidence": 0.619, "X1": 0.7179, "Y1": 0.6322, "X2": 0.783, "Y2": 0.632, "X3": 0.78119, "Y3": 0.6408, "X4": 0.71609, "Y4": 0.6408, "page": 0, "Index": 898}, {"Word": "Montreal", "Confidence": 0.627, "X1": 0.73779, "Y1": 0.6402, "X2": 0.8047, "Y2": 0.64, "X3": 0.80651, "Y3": 0.6478, "X4": 0.7396, "Y4": 0.6478, "page": 0, "Index": 899}, {"Word": "IR", "Confidence": 0.118, "X1": 0.78843, "Y1": 0.6322, "X2": 0.80289, "Y2": 0.632, "X3": 0.80289, "Y3": 0.6408, "X4": 0.78662, "Y4": 0.6408, "page": 0, "Index": 900}, {"Word": "a", "Confidence": 0.186, "X1": 0.80832, "Y1": 0.6402, "X2": 0.81736, "Y2": 0.64, "X3": 0.81736, "Y3": 0.6478, "X4": 0.80832, "Y4": 0.6478, "page": 0, "Index": 901}, {"Word": "Mme", "Confidence": 0.651, "X1": 0.82278, "Y1": 0.6332, "X2": 0.85895, "Y2": 0.633, "X3": 0.85714, "Y3": 0.6418, "X4": 0.82098, "Y4": 0.6408, "page": 0, "Index": 902}, {"Word": "Pacht", "Confidence": 0.808, "X1": 0.86438, "Y1": 0.6332, "X2": 0.90597, "Y2": 0.633, "X3": 0.90416, "Y3": 0.6418, "X4": 0.86257, "Y4": 0.6418, "page": 0, "Index": 903}, {"Word": "a", "Confidence": 0.628, "X1": 0.90958, "Y1": 0.6342, "X2": 0.91863, "Y2": 0.634, "X3": 0.91682, "Y3": 0.6418, "X4": 0.90778, "Y4": 0.6418, "page": 0, "Index": 904}, {"Word": "dictare", "Confidence": 0.6, "X1": 0.92405, "Y1": 0.6342, "X2": 0.97649, "Y2": 0.634, "X3": 0.97468, "Y3": 0.6418, "X4": 0.92224, "Y4": 0.6418, "page": 0, "Index": 905}, {"Word": "h", "Confidence": 0.958, "X1": 0.98011, "Y1": 0.6342, "X2": 0.98915, "Y2": 0.634, "X3": 0.98734, "Y3": 0.6418, "X4": 0.9783, "Y4": 0.6418, "page": 0, "Index": 906}, {"Word": "Apr\u00e8s", "Confidence": 0.03, "X1": 0.08499, "Y1": 0.6472, "X2": 0.12297, "Y2": 0.647, "X3": 0.12116, "Y3": 0.6578, "X4": 0.08499, "Y4": 0.6588, "page": 0, "Index": 907}, {"Word": "8", "Confidence": 0.011, "X1": 0.12658, "Y1": 0.6472, "X2": 0.13562, "Y2": 0.647, "X3": 0.13382, "Y3": 0.6578, "X4": 0.12477, "Y4": 0.6578, "page": 0, "Index": 908}, {"Word": "h.", "Confidence": 0.517, "X1": 0.13924, "Y1": 0.6472, "X2": 0.15552, "Y2": 0.647, "X3": 0.15371, "Y3": 0.6578, "X4": 0.13743, "Y4": 0.6578, "page": 0, "Index": 909}, {"Word": "p.m", "Confidence": 0.641, "X1": 0.15913, "Y1": 0.6472, "X2": 0.17722, "Y2": 0.647, "X3": 0.17722, "Y3": 0.6578, "X4": 0.15913, "Y4": 0.6578, "page": 0, "Index": 910}, {"Word": "..", "Confidence": 0.65, "X1": 0.18083, "Y1": 0.6472, "X2": 0.19349, "Y2": 0.647, "X3": 0.19349, "Y3": 0.6578, "X4": 0.18083, "Y4": 0.6578, "page": 0, "Index": 911}, {"Word": "PA.", "Confidence": 0.62, "X1": 0.19711, "Y1": 0.6472, "X2": 0.22061, "Y2": 0.647, "X3": 0.22061, "Y3": 0.6568, "X4": 0.19711, "Y4": 0.6578, "page": 0, "Index": 912}, {"Word": "3789", "Confidence": 0.346, "X1": 0.22423, "Y1": 0.6472, "X2": 0.25859, "Y2": 0.647, "X3": 0.25859, "Y3": 0.6558, "X4": 0.22423, "Y4": 0.6568, "page": 0, "Index": 913}, {"Word": "enenlase", "Confidence": 0.481, "X1": 0.29656, "Y1": 0.6462, "X2": 0.35443, "Y2": 0.646, "X3": 0.35443, "Y3": 0.6538, "X4": 0.29837, "Y4": 0.6538, "page": 0, "Index": 914}, {"Word": "une", "Confidence": 0.638, "X1": 0.35805, "Y1": 0.6462, "X2": 0.38517, "Y2": 0.646, "X3": 0.38517, "Y3": 0.6538, "X4": 0.35805, "Y4": 0.6538, "page": 0, "Index": 915}, {"Word": "d\u00e9faite.", "Confidence": 0.496, "X1": 0.3906, "Y1": 0.6462, "X2": 0.44304, "Y2": 0.646, "X3": 0.44304, "Y3": 0.6538, "X4": 0.3906, "Y4": 0.6538, "page": 0, "Index": 916}, {"Word": "Coleman", "Confidence": 0.707, "X1": 0.44665, "Y1": 0.6462, "X2": 0.50633, "Y2": 0.646, "X3": 0.50633, "Y3": 0.6548, "X4": 0.44665, "Y4": 0.6538, "page": 0, "Index": 917}, {"Word": "a", "Confidence": 0.64, "X1": 0.51175, "Y1": 0.6462, "X2": 0.51899, "Y2": 0.646, "X3": 0.51899, "Y3": 0.6548, "X4": 0.51175, "Y4": 0.6548, "page": 0, "Index": 918}, {"Word": "ce", "Confidence": 0.559, "X1": 0.52622, "Y1": 0.6462, "X2": 0.5425, "Y2": 0.646, "X3": 0.5425, "Y3": 0.6548, "X4": 0.52622, "Y4": 0.6548, "page": 0, "Index": 919}, {"Word": "aura", "Confidence": 0.688, "X1": 0.55154, "Y1": 0.6462, "X2": 0.58228, "Y2": 0.646, "X3": 0.58228, "Y3": 0.6548, "X4": 0.55154, "Y4": 0.6548, "page": 0, "Index": 920}, {"Word": "Beu", "Confidence": 0.63, "X1": 0.58951, "Y1": 0.6462, "X2": 0.61664, "Y2": 0.646, "X3": 0.61664, "Y3": 0.6548, "X4": 0.58951, "Y4": 0.6548, "page": 0, "Index": 921}, {"Word": "le", "Confidence": 0.777, "X1": 0.62568, "Y1": 0.6472, "X2": 0.64014, "Y2": 0.647, "X3": 0.64014, "Y3": 0.6548, "X4": 0.62387, "Y4": 0.6548, "page": 0, "Index": 922}, {"Word": "28", "Confidence": 0.61, "X1": 0.64738, "Y1": 0.6472, "X2": 0.66365, "Y2": 0.647, "X3": 0.66365, "Y3": 0.6558, "X4": 0.64738, "Y4": 0.6558, "page": 0, "Index": 923}, {"Word": "avril", "Confidence": 0.875, "X1": 0.67089, "Y1": 0.6472, "X2": 0.70705, "Y2": 0.647, "X3": 0.70705, "Y3": 0.6558, "X4": 0.67089, "Y4": 0.6558, "page": 0, "Index": 924}, {"Word": "au", "Confidence": 0.297, "X1": 0.71248, "Y1": 0.6472, "X2": 0.72875, "Y2": 0.647, "X3": 0.72875, "Y3": 0.6558, "X4": 0.71248, "Y4": 0.6558, "page": 0, "Index": 925}, {"Word": "stade", "Confidence": 0.66, "X1": 0.73779, "Y1": 0.6482, "X2": 0.77577, "Y2": 0.648, "X3": 0.77577, "Y3": 0.6558, "X4": 0.73779, "Y4": 0.6558, "page": 0, "Index": 926}, {"Word": "de", "Confidence": 0.744, "X1": 0.78481, "Y1": 0.6482, "X2": 0.80289, "Y2": 0.648, "X3": 0.80108, "Y3": 0.6568, "X4": 0.783, "Y4": 0.6558, "page": 0, "Index": 927}, {"Word": "autorit\u00e9s", "Confidence": 0.29, "X1": 0.80832, "Y1": 0.6492, "X2": 0.87161, "Y2": 0.649, "X3": 0.8698, "Y3": 0.6568, "X4": 0.80651, "Y4": 0.6568, "page": 0, "Index": 928}, {"Word": "am\u00e9ricaines", "Confidence": 0.399, "X1": 0.88065, "Y1": 0.6502, "X2": 0.96383, "Y2": 0.65, "X3": 0.96203, "Y3": 0.6578, "X4": 0.87884, "Y4": 0.6568, "page": 0, "Index": 929}, {"Word": "de", "Confidence": 0.63, "X1": 0.97107, "Y1": 0.6512, "X2": 0.98915, "Y2": 0.651, "X3": 0.98734, "Y3": 0.6578, "X4": 0.96926, "Y4": 0.6578, "page": 0, "Index": 930}, {"Word": "pendant", "Confidence": 0.946, "X1": 0.30018, "Y1": 0.6542, "X2": 0.35443, "Y2": 0.654, "X3": 0.35624, "Y3": 0.6618, "X4": 0.30018, "Y4": 0.6618, "page": 0, "Index": 931}, {"Word": "fecommence", "Confidence": 0.667, "X1": 0.36166, "Y1": 0.6542, "X2": 0.44846, "Y2": 0.654, "X3": 0.44846, "Y3": 0.6628, "X4": 0.36166, "Y4": 0.6618, "page": 0, "Index": 932}, {"Word": "&", "Confidence": 0.208, "X1": 0.45931, "Y1": 0.6542, "X2": 0.46835, "Y2": 0.654, "X3": 0.46835, "Y3": 0.6628, "X4": 0.45931, "Y4": 0.6628, "page": 0, "Index": 933}, {"Word": "lancer", "Confidence": 0.9, "X1": 0.4774, "Y1": 0.6542, "X2": 0.5226, "Y2": 0.654, "X3": 0.5226, "Y3": 0.6628, "X4": 0.47559, "Y4": 0.6628, "page": 0, "Index": 934}, {"Word": "et", "Confidence": 0.943, "X1": 0.53165, "Y1": 0.6542, "X2": 0.54792, "Y2": 0.654, "X3": 0.54792, "Y3": 0.6628, "X4": 0.52984, "Y4": 0.6628, "page": 0, "Index": 935}, {"Word": "ia", "Confidence": 0.041, "X1": 0.54973, "Y1": 0.6542, "X2": 0.566, "Y2": 0.654, "X3": 0.566, "Y3": 0.6628, "X4": 0.54973, "Y4": 0.6628, "page": 0, "Index": 936}, {"Word": "rup", "Confidence": 0.725, "X1": 0.56962, "Y1": 0.6542, "X2": 0.59494, "Y2": 0.654, "X3": 0.59494, "Y3": 0.6628, "X4": 0.56962, "Y4": 0.6628, "page": 0, "Index": 937}, {"Word": "Delerimier.", "Confidence": 0.605, "X1": 0.60036, "Y1": 0.6552, "X2": 0.68354, "Y2": 0.655, "X3": 0.68354, "Y3": 0.6638, "X4": 0.59855, "Y4": 0.6628, "page": 0, "Index": 938}, {"Word": "[ton,", "Confidence": 0.272, "X1": 0.80289, "Y1": 0.6582, "X2": 0.83906, "Y2": 0.658, "X3": 0.83906, "Y3": 0.6648, "X4": 0.80289, "Y4": 0.6648, "page": 0, "Index": 939}, {"Word": "au-", "Confidence": 0.255, "X1": 0.84268, "Y1": 0.6572, "X2": 0.86799, "Y2": 0.657, "X3": 0.86618, "Y3": 0.6648, "X4": 0.84268, "Y4": 0.6648, "page": 0, "Index": 940}, {"Word": "sujet", "Confidence": 0.602, "X1": 0.8698, "Y1": 0.6572, "X2": 0.90778, "Y2": 0.657, "X3": 0.90778, "Y3": 0.6648, "X4": 0.8698, "Y4": 0.6648, "page": 0, "Index": 941}, {"Word": "de", "Confidence": 0.848, "X1": 0.91501, "Y1": 0.6582, "X2": 0.93309, "Y2": 0.658, "X3": 0.93309, "Y3": 0.6648, "X4": 0.91501, "Y4": 0.6648, "page": 0, "Index": 942}, {"Word": "Mile", "Confidence": 0.659, "X1": 0.94213, "Y1": 0.6582, "X2": 0.97288, "Y2": 0.658, "X3": 0.97288, "Y3": 0.6658, "X4": 0.94213, "Y4": 0.6648, "page": 0, "Index": 943}, {"Word": "N", "Confidence": 0.736, "X1": 0.98192, "Y1": 0.6582, "X2": 0.98915, "Y2": 0.658, "X3": 0.98915, "Y3": 0.6658, "X4": 0.98011, "Y4": 0.6658, "page": 0, "Index": 944}, {"Word": "mais", "Confidence": 0.592, "X1": 0.80651, "Y1": 0.6652, "X2": 0.84087, "Y2": 0.665, "X3": 0.84087, "Y3": 0.6728, "X4": 0.80832, "Y4": 0.6728, "page": 0, "Index": 945}, {"Word": "leur", "Confidence": 0.907, "X1": 0.84991, "Y1": 0.6652, "X2": 0.88065, "Y2": 0.665, "X3": 0.88065, "Y3": 0.6728, "X4": 0.84991, "Y4": 0.6728, "page": 0, "Index": 946}, {"Word": "@", "Confidence": 0.009, "X1": 0.8915, "Y1": 0.6652, "X2": 0.89873, "Y2": 0.665, "X3": 0.89873, "Y3": 0.6728, "X4": 0.88969, "Y4": 0.6728, "page": 0, "Index": 947}, {"Word": "declare", "Confidence": 0.841, "X1": 0.90958, "Y1": 0.6662, "X2": 0.96022, "Y2": 0.666, "X3": 0.96022, "Y3": 0.6728, "X4": 0.90958, "Y4": 0.6728, "page": 0, "Index": 948}, {"Word": "qu", "Confidence": 0.849, "X1": 0.97107, "Y1": 0.6672, "X2": 0.98915, "Y2": 0.667, "X3": 0.98734, "Y3": 0.6728, "X4": 0.97107, "Y4": 0.6728, "page": 0, "Index": 949}, {"Word": "role", "Confidence": 0.632, "X1": 0.80651, "Y1": 0.6812, "X2": 0.83544, "Y2": 0.681, "X3": 0.83544, "Y3": 0.6878, "X4": 0.80651, "Y4": 0.6878, "page": 0, "Index": 950}, {"Word": "nouvelle", "Confidence": 0.422, "X1": 0.84448, "Y1": 0.6732, "X2": 0.90416, "Y2": 0.673, "X3": 0.90416, "Y3": 0.6808, "X4": 0.84448, "Y4": 0.6818, "page": 0, "Index": 951}, {"Word": "de", "Confidence": 0.781, "X1": 0.90958, "Y1": 0.6732, "X2": 0.92767, "Y2": 0.673, "X3": 0.92767, "Y3": 0.6808, "X4": 0.90958, "Y4": 0.6808, "page": 0, "Index": 952}, {"Word": "la", "Confidence": 0.665, "X1": 0.93128, "Y1": 0.6732, "X2": 0.94756, "Y2": 0.673, "X3": 0.94756, "Y3": 0.6808, "X4": 0.93128, "Y4": 0.6808, "page": 0, "Index": 953}, {"Word": "jeune", "Confidence": 0.628, "X1": 0.95298, "Y1": 0.6742, "X2": 0.99096, "Y2": 0.674, "X3": 0.99096, "Y3": 0.6818, "X4": 0.95298, "Y4": 0.6818, "page": 0, "Index": 954}, {"Word": "l'\u00e9quipe", "Confidence": 0.088, "X1": 0.82821, "Y1": 0.6892, "X2": 0.88427, "Y2": 0.689, "X3": 0.88608, "Y3": 0.6968, "X4": 0.83002, "Y4": 0.6958, "page": 0, "Index": 955}, {"Word": "Jane", "Confidence": 0.885, "X1": 0.84268, "Y1": 0.6812, "X2": 0.87523, "Y2": 0.681, "X3": 0.87523, "Y3": 0.6888, "X4": 0.84268, "Y4": 0.6888, "page": 0, "Index": 956}, {"Word": "Pachi,", "Confidence": 0.624, "X1": 0.88427, "Y1": 0.6812, "X2": 0.93128, "Y2": 0.681, "X3": 0.93128, "Y3": 0.6888, "X4": 0.88427, "Y4": 0.6888, "page": 0, "Index": 957}, {"Word": "canadienne", "Confidence": 0.607, "X1": 0.8915, "Y1": 0.6892, "X2": 0.96926, "Y2": 0.689, "X3": 0.96926, "Y3": 0.6968, "X4": 0.8915, "Y4": 0.6968, "page": 0, "Index": 958}, {"Word": "qui", "Confidence": 0.889, "X1": 0.9349, "Y1": 0.6812, "X2": 0.96022, "Y2": 0.681, "X3": 0.96022, "Y3": 0.6898, "X4": 0.9349, "Y4": 0.6888, "page": 0, "Index": 959}, {"Word": "fals", "Confidence": 0.616, "X1": 0.96564, "Y1": 0.6822, "X2": 0.99277, "Y2": 0.682, "X3": 0.99277, "Y3": 0.6898, "X4": 0.96564, "Y4": 0.6898, "page": 0, "Index": 960}, {"Word": "de", "Confidence": 0.829, "X1": 0.80832, "Y1": 0.6962, "X2": 0.82278, "Y2": 0.696, "X3": 0.82278, "Y3": 0.7038, "X4": 0.80832, "Y4": 0.7038, "page": 0, "Index": 961}, {"Word": "fantalale,", "Confidence": 0.642, "X1": 0.82821, "Y1": 0.6962, "X2": 0.89693, "Y2": 0.696, "X3": 0.89693, "Y3": 0.7038, "X4": 0.83002, "Y4": 0.7038, "page": 0, "Index": 962}, {"Word": "au", "Confidence": 0.941, "X1": 0.89873, "Y1": 0.6962, "X2": 0.91682, "Y2": 0.696, "X3": 0.91682, "Y3": 0.7038, "X4": 0.89873, "Y4": 0.7038, "page": 0, "Index": 963}, {"Word": "tournel", "Confidence": 0.28, "X1": 0.92405, "Y1": 0.6972, "X2": 0.9783, "Y2": 0.697, "X3": 0.9783, "Y3": 0.7048, "X4": 0.92405, "Y4": 0.7038, "page": 0, "Index": 964}, {"Word": "encore.", "Confidence": 0.64, "X1": 0.83725, "Y1": 0.7042, "X2": 0.90416, "Y2": 0.704, "X3": 0.90416, "Y3": 0.7118, "X4": 0.83906, "Y4": 0.7118, "page": 0, "Index": 965}, {"Word": "WEurope,", "Confidence": 0.169, "X1": 0.92586, "Y1": 0.7052, "X2": 0.98192, "Y2": 0.705, "X3": 0.98192, "Y3": 0.7138, "X4": 0.92405, "Y4": 0.7128, "page": 0, "Index": 966}, {"Word": "a", "Confidence": 0.851, "X1": 0.90958, "Y1": 0.7172, "X2": 0.91863, "Y2": 0.717, "X3": 0.91863, "Y3": 0.7268, "X4": 0.90778, "Y4": 0.7268, "page": 0, "Index": 967}, {"Word": "d\u00e9clar\u00e9", "Confidence": 0.704, "X1": 0.92405, "Y1": 0.7192, "X2": 0.97649, "Y2": 0.719, "X3": 0.97649, "Y3": 0.7278, "X4": 0.92405, "Y4": 0.7268, "page": 0, "Index": 968}, {"Word": "CIGARETTES", "Confidence": 0.991, "X1": 0.32188, "Y1": 0.7312, "X2": 0.58409, "Y2": 0.731, "X3": 0.5877, "Y3": 0.7568, "X4": 0.32369, "Y4": 0.7648, "page": 0, "Index": 969}, {"Word": "de", "Confidence": 0.937, "X1": 0.8047, "Y1": 0.7652, "X2": 0.82278, "Y2": 0.765, "X3": 0.82278, "Y3": 0.7728, "X4": 0.8047, "Y4": 0.7728, "page": 0, "Index": 970}, {"Word": "l'o", "Confidence": 0.008, "X1": 0.83002, "Y1": 0.7642, "X2": 0.8481, "Y2": 0.764, "X3": 0.8481, "Y3": 0.7728, "X4": 0.83002, "Y4": 0.7728, "page": 0, "Index": 971}, {"Word": "ICH", "Confidence": 0.005, "X1": 0.81193, "Y1": 0.7782, "X2": 0.83544, "Y2": 0.778, "X3": 0.83725, "Y3": 0.7868, "X4": 0.81193, "Y4": 0.7868, "page": 0, "Index": 972}, {"Word": "(tatt", "Confidence": 0.313, "X1": 0.84448, "Y1": 0.7782, "X2": 0.87523, "Y2": 0.778, "X3": 0.87523, "Y3": 0.7878, "X4": 0.84448, "Y4": 0.7868, "page": 0, "Index": 973}, {"Word": "'slors", "Confidence": 0.187, "X1": 0.87703, "Y1": 0.7782, "X2": 0.91863, "Y2": 0.778, "X3": 0.91863, "Y3": 0.7878, "X4": 0.87884, "Y4": 0.7878, "page": 0, "Index": 974}, {"Word": "Impossible", "Confidence": 0.539, "X1": 0.80289, "Y1": 0.7882, "X2": 0.87884, "Y2": 0.788, "X3": 0.87884, "Y3": 0.7958, "X4": 0.8047, "Y4": 0.7958, "page": 0, "Index": 975}, {"Word": "de", "Confidence": 0.935, "X1": 0.88427, "Y1": 0.7882, "X2": 0.90235, "Y2": 0.788, "X3": 0.90235, "Y3": 0.7958, "X4": 0.88427, "Y4": 0.7958, "page": 0, "Index": 976}, {"Word": "quitter", "Confidence": 0.646, "X1": 0.90778, "Y1": 0.7882, "X2": 0.95841, "Y2": 0.788, "X3": 0.95841, "Y3": 0.7968, "X4": 0.90958, "Y4": 0.7958, "page": 0, "Index": 977}, {"Word": "deveny", "Confidence": 0.614, "X1": 0.92224, "Y1": 0.7802, "X2": 0.97107, "Y2": 0.78, "X3": 0.97107, "Y3": 0.7888, "X4": 0.92224, "Y4": 0.7878, "page": 0, "Index": 978}, {"Word": "in", "Confidence": 0.026, "X1": 0.96203, "Y1": 0.7882, "X2": 0.9783, "Y2": 0.788, "X3": 0.9783, "Y3": 0.7968, "X4": 0.96203, "Y4": 0.7968, "page": 0, "Index": 979}, {"Word": "ragule\",", "Confidence": 0.087, "X1": 0.8047, "Y1": 0.7962, "X2": 0.86618, "Y2": 0.796, "X3": 0.86618, "Y3": 0.8038, "X4": 0.80651, "Y4": 0.8048, "page": 0, "Index": 980}, {"Word": "a", "Confidence": 0.042, "X1": 0.8698, "Y1": 0.7962, "X2": 0.87703, "Y2": 0.796, "X3": 0.87703, "Y3": 0.8038, "X4": 0.8698, "Y4": 0.8038, "page": 0, "Index": 981}, {"Word": "ajout\u00e9", "Confidence": 0.346, "X1": 0.88427, "Y1": 0.7962, "X2": 0.92948, "Y2": 0.796, "X3": 0.92948, "Y3": 0.8038, "X4": 0.88427, "Y4": 0.8038, "page": 0, "Index": 982}, {"Word": "Mme", "Confidence": 0.662, "X1": 0.93671, "Y1": 0.7972, "X2": 0.96926, "Y2": 0.797, "X3": 0.96926, "Y3": 0.8038, "X4": 0.9349, "Y4": 0.8038, "page": 0, "Index": 983}, {"Word": "Pa", "Confidence": 0.114, "X1": 0.9783, "Y1": 0.7972, "X2": 0.99458, "Y2": 0.797, "X3": 0.99458, "Y3": 0.8038, "X4": 0.97649, "Y4": 0.8038, "page": 0, "Index": 984}, {"Word": ".", "Confidence": 0.012, "X1": 0.80651, "Y1": 0.8042, "X2": 0.81374, "Y2": 0.804, "X3": 0.81374, "Y3": 0.8118, "X4": 0.80651, "Y4": 0.8118, "page": 0, "Index": 985}, {"Word": "\u00e9galement-exprime-l'a", "Confidence": 0.165, "X1": 0.82098, "Y1": 0.8042, "X2": 0.99638, "Y2": 0.804, "X3": 0.99458, "Y3": 0.8108, "X4": 0.82278, "Y4": 0.8118, "page": 0, "Index": 986}, {"Word": "aprime-", "Confidence": 0.204, "X1": 0.91501, "Y1": 0.8042, "X2": 0.97468, "Y2": 0.804, "X3": 0.97468, "Y3": 0.8108, "X4": 0.91501, "Y4": 0.8118, "page": 0, "Index": 987}, {"Word": "gal", "Confidence": 0.194, "X1": 0.92767, "Y1": 0.8112, "X2": 0.95298, "Y2": 0.811, "X3": 0.95118, "Y3": 0.8178, "X4": 0.92767, "Y4": 0.8188, "page": 0, "Index": 988}, {"Word": "perle", "Confidence": 0.609, "X1": 0.95841, "Y1": 0.8112, "X2": 0.99277, "Y2": 0.811, "X3": 0.99277, "Y3": 0.8178, "X4": 0.9566, "Y4": 0.8178, "page": 0, "Index": 989}, {"Word": "British", "Confidence": 0.996, "X1": 0.24955, "Y1": 0.7782, "X2": 0.41772, "Y2": 0.778, "X3": 0.41591, "Y3": 0.8268, "X4": 0.24774, "Y4": 0.8228, "page": 0, "Index": 990}, {"Word": "MOle", "Confidence": 0.026, "X1": 0.80832, "Y1": 0.8112, "X2": 0.83725, "Y2": 0.811, "X3": 0.83725, "Y3": 0.8188, "X4": 0.80832, "Y4": 0.8188, "page": 0, "Index": 991}, {"Word": "seet", "Confidence": 0.647, "X1": 0.81555, "Y1": 0.8182, "X2": 0.84268, "Y2": 0.818, "X3": 0.84448, "Y3": 0.8258, "X4": 0.81736, "Y4": 0.8258, "page": 0, "Index": 992}, {"Word": "Nachndaka,", "Confidence": 0.65, "X1": 0.84268, "Y1": 0.8112, "X2": 0.92586, "Y2": 0.811, "X3": 0.92405, "Y3": 0.8188, "X4": 0.84268, "Y4": 0.8188, "page": 0, "Index": 993}, {"Word": "l'anglais,", "Confidence": 0.405, "X1": 0.84629, "Y1": 0.8192, "X2": 0.91139, "Y2": 0.819, "X3": 0.91139, "Y3": 0.8268, "X4": 0.8481, "Y4": 0.8258, "page": 0, "Index": 994}, {"Word": "tedtera", "Confidence": 0.667, "X1": 0.9132, "Y1": 0.8192, "X2": 0.96383, "Y2": 0.819, "X3": 0.96383, "Y3": 0.8268, "X4": 0.91501, "Y4": 0.8268, "page": 0, "Index": 995}, {"Word": "de", "Confidence": 0.636, "X1": 0.97107, "Y1": 0.8192, "X2": 0.98915, "Y2": 0.819, "X3": 0.98915, "Y3": 0.8268, "X4": 0.97107, "Y4": 0.8268, "page": 0, "Index": 996}, {"Word": "Consols", "Confidence": 0.995, "X1": 0.4358, "Y1": 0.7792, "X2": 0.75226, "Y2": 0.779, "X3": 0.75045, "Y3": 0.8328, "X4": 0.434, "Y4": 0.8268, "page": 0, "Index": 997}, {"Word": "Canada", "Confidence": 0.194, "X1": 0.80651, "Y1": 0.8272, "X2": 0.85714, "Y2": 0.827, "X3": 0.85714, "Y3": 0.8348, "X4": 0.80832, "Y4": 0.8338, "page": 0, "Index": 998}, {"Word": "Equipe", "Confidence": 0.488, "X1": 0.80832, "Y1": 0.8422, "X2": 0.86257, "Y2": 0.842, "X3": 0.86076, "Y3": 0.8548, "X4": 0.80651, "Y4": 0.8548, "page": 0, "Index": 999}, {"Word": "am\u00e9ricaine", "Confidence": 0.614, "X1": 0.86618, "Y1": 0.8412, "X2": 0.95479, "Y2": 0.841, "X3": 0.95479, "Y3": 0.8548, "X4": 0.86438, "Y4": 0.8548, "page": 0, "Index": 1000}, {"Word": "de", "Confidence": 0.666, "X1": 0.96022, "Y1": 0.8422, "X2": 0.98553, "Y2": 0.842, "X3": 0.98373, "Y3": 0.8558, "X4": 0.95841, "Y4": 0.8558, "page": 0, "Index": 1001}, {"Word": "EXTRA-DOUCES", "Confidence": 0.967, "X1": 0.33092, "Y1": 0.8502, "X2": 0.5877, "Y2": 0.85, "X3": 0.58409, "Y3": 0.8758, "X4": 0.32731, "Y4": 0.8638, "page": 0, "Index": 1002}, {"Word": "ballon-panier", "Confidence": 0.356, "X1": 0.86618, "Y1": 0.8572, "X2": 0.97107, "Y2": 0.857, "X3": 0.97107, "Y3": 0.8708, "X4": 0.86618, "Y4": 0.8698, "page": 0, "Index": 1003}, {"Word": "&", "Confidence": 0.097, "X1": 0.97649, "Y1": 0.8572, "X2": 0.98915, "Y2": 0.857, "X3": 0.98915, "Y3": 0.8708, "X4": 0.97649, "Y4": 0.8708, "page": 0, "Index": 1004}, {"Word": "ORDINAIRES", "Confidence": 0.033, "X1": 0.32911, "Y1": 0.8682, "X2": 0.41049, "Y2": 0.868, "X3": 0.40687, "Y3": 0.8828, "X4": 0.3255, "Y4": 0.8778, "page": 0, "Index": 1005}, {"Word": "OU", "Confidence": 0.991, "X1": 0.41591, "Y1": 0.8712, "X2": 0.44123, "Y2": 0.871, "X3": 0.43942, "Y3": 0.8858, "X4": 0.4123, "Y4": 0.8838, "page": 0, "Index": 1006}, {"Word": "Moscou,", "Confidence": 0.057, "X1": 0.81917, "Y1": 0.8732, "X2": 0.87703, "Y2": 0.873, "X3": 0.87703, "Y3": 0.8818, "X4": 0.81736, "Y4": 0.8808, "page": 0, "Index": 1007}, {"Word": "22", "Confidence": 0.124, "X1": 0.88065, "Y1": 0.8732, "X2": 0.90054, "Y2": 0.873, "X3": 0.90054, "Y3": 0.8828, "X4": 0.88065, "Y4": 0.8818, "page": 0, "Index": 1008}, {"Word": "(PA)", "Confidence": 0.478, "X1": 0.90597, "Y1": 0.8732, "X2": 0.94213, "Y2": 0.873, "X3": 0.94213, "Y3": 0.8828, "X4": 0.90597, "Y4": 0.8828, "page": 0, "Index": 1009}, {"Word": "-", "Confidence": 0.161, "X1": 0.94575, "Y1": 0.8732, "X2": 0.9566, "Y2": 0.873, "X3": 0.9566, "Y3": 0.8828, "X4": 0.94575, "Y4": 0.8828, "page": 0, "Index": 1010}, {"Word": "Un", "Confidence": 0.626, "X1": 0.96926, "Y1": 0.8732, "X2": 0.99277, "Y2": 0.873, "X3": 0.99277, "Y3": 0.8828, "X4": 0.96926, "Y4": 0.8828, "page": 0, "Index": 1011}, {"Word": "BOUTS", "Confidence": 0.883, "X1": 0.44846, "Y1": 0.8762, "X2": 0.50814, "Y2": 0.876, "X3": 0.50633, "Y3": 0.8908, "X4": 0.44485, "Y4": 0.8858, "page": 0, "Index": 1012}, {"Word": "la", "Confidence": 0.173, "X1": 0.8047, "Y1": 0.8902, "X2": 0.81736, "Y2": 0.89, "X3": 0.81736, "Y3": 0.8968, "X4": 0.80651, "Y4": 0.8968, "page": 0, "Index": 1013}, {"Word": "mirtreine", "Confidence": 0.14, "X1": 0.81555, "Y1": 0.8832, "X2": 0.88065, "Y2": 0.883, "X3": 0.87884, "Y3": 0.8898, "X4": 0.81374, "Y4": 0.8888, "page": 0, "Index": 1014}, {"Word": "Sopale", "Confidence": 0.077, "X1": 0.8264, "Y1": 0.8902, "X2": 0.87161, "Y2": 0.89, "X3": 0.87342, "Y3": 0.8978, "X4": 0.82821, "Y4": 0.8978, "page": 0, "Index": 1015}, {"Word": "en", "Confidence": 0.809, "X1": 0.88065, "Y1": 0.8902, "X2": 0.89873, "Y2": 0.89, "X3": 0.89873, "Y3": 0.8978, "X4": 0.88246, "Y4": 0.8978, "page": 0, "Index": 1016}, {"Word": "da", "Confidence": 0.623, "X1": 0.88608, "Y1": 0.8832, "X2": 0.90416, "Y2": 0.883, "X3": 0.90416, "Y3": 0.8898, "X4": 0.88608, "Y4": 0.8898, "page": 0, "Index": 1017}, {"Word": "ballon-panier", "Confidence": 0.3, "X1": 0.90778, "Y1": 0.8812, "X2": 0.99638, "Y2": 0.881, "X3": 0.99638, "Y3": 0.8898, "X4": 0.90778, "Y4": 0.8898, "page": 0, "Index": 1018}, {"Word": "Juillet", "Confidence": 0.639, "X1": 0.90778, "Y1": 0.8892, "X2": 0.95298, "Y2": 0.889, "X3": 0.95298, "Y3": 0.8978, "X4": 0.90958, "Y4": 0.8978, "page": 0, "Index": 1019}, {"Word": "tandi", "Confidence": 0.658, "X1": 0.96022, "Y1": 0.8892, "X2": 0.99819, "Y2": 0.889, "X3": 0.99819, "Y3": 0.8978, "X4": 0.96022, "Y4": 0.8978, "page": 0, "Index": 1020}, {"Word": "EN\u00b7LI\u00c8GE", "Confidence": 0.55, "X1": 0.51356, "Y1": 0.8832, "X2": 0.60759, "Y2": 0.883, "X3": 0.60579, "Y3": 0.8998, "X4": 0.51175, "Y4": 0.8908, "page": 0, "Index": 1021}, {"Word": "AWesel", "Confidence": 0.083, "X1": 0.80289, "Y1": 0.9192, "X2": 0.8481, "Y2": 0.919, "X3": 0.8481, "Y3": 0.9278, "X4": 0.80289, "Y4": 0.9258, "page": 0, "Index": 1022}, {"Word": "ler", "Confidence": 0.344, "X1": 0.81193, "Y1": 0.9122, "X2": 0.83183, "Y2": 0.912, "X3": 0.83183, "Y3": 0.9198, "X4": 0.81193, "Y4": 0.9188, "page": 0, "Index": 1023}, {"Word": "un", "Confidence": 0.621, "X1": 0.84087, "Y1": 0.9122, "X2": 0.86076, "Y2": 0.912, "X3": 0.86076, "Y3": 0.9208, "X4": 0.84087, "Y4": 0.9198, "page": 0, "Index": 1024}, {"Word": "China,", "Confidence": 0.454, "X1": 0.85172, "Y1": 0.9202, "X2": 0.90054, "Y2": 0.92, "X3": 0.90235, "Y3": 0.9278, "X4": 0.85172, "Y4": 0.9278, "page": 0, "Index": 1025}, {"Word": "Important", "Confidence": 0.471, "X1": 0.87161, "Y1": 0.9122, "X2": 0.94213, "Y2": 0.912, "X3": 0.94213, "Y3": 0.9208, "X4": 0.87161, "Y4": 0.9208, "page": 0, "Index": 1026}, {"Word": "einche", "Confidence": 0.035, "X1": 0.94937, "Y1": 0.9112, "X2": 0.99277, "Y2": 0.911, "X3": 0.99277, "Y3": 0.9198, "X4": 0.95118, "Y4": 0.9208, "page": 0, "Index": 1027}, {"Word": "d\u00e9ps", "Confidence": 0.058, "X1": 0.96383, "Y1": 0.9202, "X2": 0.99819, "Y2": 0.92, "X3": 0.99819, "Y3": 0.9278, "X4": 0.96383, "Y4": 0.9288, "page": 0, "Index": 1028}, {"Word": "chef", "Confidence": 0.331, "X1": 0.90416, "Y1": 0.9202, "X2": 0.93671, "Y2": 0.92, "X3": 0.93852, "Y3": 0.9288, "X4": 0.90416, "Y4": 0.9288, "page": 0, "Index": 1029}, {"Word": "du", "Confidence": 0.885, "X1": 0.94033, "Y1": 0.9202, "X2": 0.95841, "Y2": 0.92, "X3": 0.95841, "Y3": 0.9288, "X4": 0.94033, "Y4": 0.9288, "page": 0, "Index": 1030}, {"Word": "001024", "Confidence": 0.993, "X1": 0.64014, "Y1": 0.9802, "X2": 0.71609, "Y2": 0.98, "X3": 0.71609, "Y3": 0.9938, "X4": 0.64014, "Y4": 0.9938, "page": 0, "Index": 1031}]}	"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"
ffdy0200	2	{"lines_data": [{"Word": "102640004", "Confidence": 0.941, "X1": 0.855, "Y1": 0.06593, "X2": 0.972, "Y2": 0.06573, "X3": 0.972, "Y3": 0.0977, "X4": 0.854, "Y4": 0.0949, "page": 0}], "words_data": [{"Word": "102640004", "Confidence": 0.941, "X1": 0.855, "Y1": 0.06733, "X2": 0.97, "Y2": 0.06713, "X3": 0.969, "Y3": 0.0991, "X4": 0.855, "Y4": 0.09211, "page": 0, "Index": 0}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCALLA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5/ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopyJvJGQOCeTTaACirWoJax3jizkaSDAKlhg9OQfxqrQAUVcMEA0oXBkcXJl2iMr8pTHUH2P86u6LZ6XdCU3t5JDNGhkjQRBlfbglTn1GfyoAxwpY4AJPoKSuqu9AjN7L+/kjd2DxlwMojDIZwuQBzjOfwrDa2itXjMswZvMKuqqGAA7g55oAo0VqQ2ulvKiyXsiJ5DSO2zq4ztQemcDn3qk8KC3jlSQNnhlPBB5/TGOaAIKKtGGE25cSlJFVSUcffJJ6e2MVHC2f3DMqJIy7nK52jPX9aAGiKRomlCMY1IBbHAJqOtS2uxp800EMkc8bOFBdfkI/vY7Gobm2it9RktmmQruAEynKgHnPHWgCjRWnBpsE0UROoW0byKWw7EbSGAAPHGck/QVWjW2SadZi7KqsI9vdu2fagCrTmRkxuUjIyM+lW7VLef7S9y5Dqm9AMAM2ehp0lxcNLKWDAGMKV38YHT6/SgCmsbsjOqEqn3iBwKUROYmlC/IrBSfc5x/I109pp2n6hYm6iuZBdtGQYVUKu8EHPpgDJx3xWuNP0x9Kn1wbHlguFXZBJs86JQ25/9lyVzz60AcGltPIkrrDIywjdIQp+QZxk+nJqMKzA4BOBk4HQV21vp9zOdQS7UvHJpkc8cgbYETK7dw4z1P4jNUbjT4NL1KSysLtLgrbMtxMgYpLyMgDqMf0oA5cIxUtg7QcE0OArEBgw9RXYz6OdK0ZID5MV3dsEJlYMNhXOR3U/hWNqtnaW8H7piCjCNcIRuIHzE559KAMdl2heQcjPFNq5NCoFmCEjWRAS4bP8AERk+lOY2VvJexBTcqQVt5s7dp3D5sd+M/nQBRqaeHySg8yOTcobKHOM9j71Ylt3kje5kZQoVeY1yu4jgHHQ1FIFguF3JFIqgEqrEg0AVqKViCxIGAT09KSgAooooAKcVIwSCM8jPepoHhimR3iEy4+ZHJAz9RTJYpYwnmAgEfKc5GPagCKirVrLHFFc78kvHsUA9yRzRQBVooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAFwSCcHA60lODEAgE4PUetNoAKUgg4III7GkpSxZiWJJPUmgBKKKKACiiigApyqzuEUEsxwAO5pME0/zCrKyDYy4wQcHPrQBbsLUTzz2zxZnKERKcg7/AEwO9O/si5k5gHmKI3dmPygbB8w564qKTUJnlglGEkhACunBJHcnuaLq8M8zOuR5nzOCABu74x0FACi3/d26XLyQ7zuRnHyBD1IH1FWbW3htdReK4ja4hcPDE8YwGcj5SM+5H51FHdxNfJcSMQIl3JG6l1BHIXBP3f8AGtO08Q3Is72zW2glF2yRo0qD9zkY+X0JwvP+zQBDdWd5bPctF9q+ywgW8sgbPPGQfbPao7PSVv7m1skaGJmDPJNJLtAUdjngEVXeC7hC7JndiQW2tkKTwM+9M1GO5TYbuMCZyxL5yW570ASyadJp+spazeSuTlTJh12noTiqku5wtzIq4Y7dqjHQClsJY4b+CWZA8auCysSAR6ZFXb6aUWsAntP3ZC+U7DHyjcdvHX73XrwKAMpm3NnnHbJ6CrK6fcSSiOMLIShkyhyMAZNRTy+YU/cpGVXadoxn3PvRBNNA5eF2RiCpK9weooAms4JZYp3S3EqqArOx4j3HANWNP0G/1O5nt7aMNJBzIueQM4JHrVO3uJkSS3jkKxz4WQYzkA5FaOla5f6MbyKwuAsc8bJITGCWGCOvUfnQBlMgQupf5lOAMdaWSbzIxlBv3Es/ds1H1pKAJpZjKzOUUOWLEqMfhirKak/+ltNGs0txHs3txt9xVCigBwdlGAxA9jVxjG1qSJhHlQPLQk5YA8kf561RooA1LfWZra5WdNx2xeT5bsWUoVIIOfrn2qtBfzQXv2oHc5zuDdGB6g1UooA0J9XvLieKZ5fniUKhx0A6fWqk9xNcyNJPI0jsckse9RUUASBVWVQz5Q4yV7DvTX2iRghJTPBPXFNooAnmuGmycbdxywXhSe3FQUUUAFOXbzuz04x602igAooooAmjneOPYMbSwY8dxWjPd215JPM64XKEAgBs5AbGO30qjp9pJf6hBaRbd8rhV3nAz7mmzwtFdyxOACkhVsdBg4oAsS2LSyXs1qhNrb/OS3BCFgF4/EUVVkB3SeXuMYOM/wAqKAIqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKcwUH5SSMdxim0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBcVLqCwaVcLbznYTkHODnHqOlRwyRtIPtCPKoUgKjYPTjtVenKWB3JkEdx2oAciNjzfLLIpGTjj6GtGBbOX7PDPExZ0fBiIUhj90knggfhVW7tns5vs7M4BCswIx19s81PDpt3HfQo9vKFk5G75NyevOMD36UANubD7HfC0ug9vKmVlL/MNwz0x1HStjUJtNk1a9uYraVZITGEjhAChVUKzEnOCTz9aln8IX0+lWmoRSM8UkyweVgkxls7eTxgn/JrQn8FzR+FJ9YubmUzHy0KbHyhCglWG3HQqQcigDKmupJ7mwl1RYpG2eVtmiaMBTnaXKgbiMg5HtWxZS6NceKLBrazgaz02ItcJcyM6PjuAeozzjArMt/Ct0bS81Ka0uptPtRthni2qJHyMdc56jgZqGx0y/wBX1KfT3Atb25YZYxlEzjhCAOM/lQBW1B4ne7naLT43nuV+W3yREvXKYJGOPc0mu6hFcvJbwXMsltHIGgVsEYI+Y8HjnHb8qbFoupXCGximidxOyi1EvJdeCR2/WqJtzaC2lliWQTK3y7wT1K9ByD9aAFmt4DDJKt2HkXZhTyWyDnB9sD86SC6+zRoFdnVg2+PoATx179qbDZzTPLtgchEZznjaB3P8qWKzM1o0icyb8BcHJGOT0xx9aAIrMkXkJWTyzvHzZxiumM1tocutWkW6SOa3/cyNhXBPHoeOTxkdqytL0+O9mOnNbXA1CRv3TKemBnBU4/PNRR6TeXEMs7xzbsMUATcXK/e+mBzQBmUUUUAFFFXrfSL660y61KGAtaWpUTSZHylulAFGinIjSOERSzMcAAck1c1DSNQ0mRY9Qsp7Zm+6JUK5+nr1oAo0VNb2s93J5dvDJK/91FJP6U2aCW3maKeN45FOGR1wQfcGgCOiiigAooooAKKKKACiiigAooooAntLl7O7iuYwrPEwYBhkEj1FT3+oG7uJ2jUxxTSeaUOCd3fnGcZzxUdh5Rv4RM0ax7sMzg7QPU45qXUbOG0k2QXKXO0nfJEDs56YJA7UAVfNbyfKUlVJywBOG9Mj2op0McUgO+YR4yTkdR7e/wCVFAEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXR6B4F8SeJgraVpU80Jbb5xXCA/U0Ac5RXrdt+z34ul2+dNYwZBzmTdj06Vftv2cddeYC41ayjj7soYn8qAPFaK94/wCGa7z/AKGCD/vyarXf7N+rIim01q0lYnkOjLgUAeIUV7J/wzn4l/6CVh/49R/wzn4l/wCglYf+PUAeN0V7E/7OviZVJW/sGPpkioW/Z68WCJmW4sWcAkJ5nU9hmgDyOivUP+FBeN/+eFl/4Eij/hQXjf8A54WX/gSKAPL6K9Q/4UF43/54WX/gSKP+FBeN/wDnhZf+BIoA8vor0Wb4IeOIp2iGmxvgA70mBU/jVb/hTfjr/oCv/wB9igDg6K7z/hTfjr/oCv8A99ij/hTfjr/oCv8A99igDg6K7WX4TeN4vMJ0G4by8Z24Oc+nrVRfht4zZWI8OX/Az/q6AOVorqf+FceMv+hc1D/v1Sv8OfGLMSPDV+o9PLoA5Wiuo/4Vx4y/6FzUP+/VL/wrjxl/0Lmof9+qAOWorpj8PfF4lWI+Hr/ewJC+UeQKjl8B+K4Cwk0C/XaMn90eBQBztFb0ngvxNEiO+h3wV22qfJPJ9KS48G+JbSdYZ9DvkkOCFMJ70AYVFdJB4A8W3MXmw+H790yRnyj2qk3hfXlcqdHvgQcEeQ3X8qAMiiugTwR4okmES6DfFym8DyT09aV/A3imOOKR9Bvwkv3D5J54zQBz1FbH/CK6/lx/Y19lOW/ctxTP+EZ13/oEXv8A34b/AAoAyqK1f+EZ13/oEXv/AH4b/Cj/AIRnXf8AoEXv/fhv8KAMqitX/hGdd/6BF7/34b/Cj/hGdd/6BF7/AN+G/wAKAMqitX/hGdd/6BF7/wB+G/wo/wCEZ13/AKBF7/34b/CgDOV1WNhsBY9z2FR1oS6Hq0MiRyabdo78KDC2T9OKhbTr1DhrO4B68xt/hQBVoqx9gu/+fWf/AL9mj7Bd/wDPrP8A9+zQBXoqx9gu/wDn1n/79mj7Bd/8+s//AH7NAFeipxaXLfdt5T9ENN+zzbinkvuHUbTkUARUVMLacpvEEhX12nFM8twuSjYzjOO9ADKKXafQ0bT6GgBKKXafQ0bT6GgBKKXafQ0bT6GgBKKXB9DRg+hoASiilxQAlFFFABRRRQAUUUUAFFFFABRRTtx2FOME5oAbTlYqGAx8wweKbRQAUUUUAFFFFAFqKeOQql1uMQQqCgG4dSP1/SiJpv3kkICqqAPjABHuO9VakaV3iSNmJRM7R6ZoA1zqSXNrODNcC4+zpGuQpDAdQT1Ax0p1mt5cNDdWcpiSPbbks2SuQck/7NYVaK67qSWclol26W8i7XjUABh70Ad3e+GfEOjT6XcaKjGG9FuiRtKGEkrJlSVPAG4NjPcV20eieIrn4Uz6QJkl1jzxKbaNo/3YUhQcrzngHPtXkUXj3xLDZJarqkpjjCiPcASm05XB7YxSN441xk1BPtbIL1zJJ5XyYYkEkY+nSgD0C10GS68Mzz6/rL3AS5FvZxxlc+aMgg9eOOvtVa/0jXrTQ7Wzjkhje4nW9lkLfvQoOxSf7p9gBXBXPinUJFtRBcyx+TEikZGCy85H41Tn17Vbq8nu576aS4nXZJIzcsvpQB1s3gh7bXp47q9SWMyN5GyXaZXycqW6KeDnvXIX9jLbX10YYJkgilIUtztGeAWHGelV2vbp4jG1xIyeZ5uCx+//AHvrSteTvaLbNIfKDl8epOOv5UAb3iTw9d6BbWlzcxSRS3qFirNuXaVVgQeuTk9ayw1/ZWjR+f5e4lPI3fNhgDkD0PFQ3mqXuoRRx3lw83l/dLnJAwAB9AAKrm4laRZHcs6gKCecADAoA39M0uTbdX5vYUkhUeSJ8jzyeDtJ9PWt/TNFvbNtU1VrmcpHZOPtZQSIGaMBlbB9DgGuLXVbnzImfZKkSsiRyLuRQeuBT9P1q90+1urSKZ/styhSWHcQrZHBP0oAzaKKKACuw0lmj+GfiAkfJJdW6L/vZz/KuPrsrSeNPhJqEJYb31SMhcjOAlAEHgPZBq95qLLuawsZrmMYH31U7Tz6HmtDTbi41r4aeJRfT+a9ncQXUckvzNudirAE9M9fwrM8Gsu/WomdVeXS7hUDHG47elWtEuFsvhp4kJlh3Xs9vAsbH5zgliQPwFAHNQ6nc2+nTWELBIZnDuQMM2BwM9cc9K3vGEDw2GgNdn/iYPYgzLj5gu47N3fO3HWreieGL3S9Bh8WXWmvdI8oSxtzGXWVs8sw/ujp7nFZlhZ6l4r8b2treLK93d3CrIGXBC554PQAUAWr6Ky8OeGo7NreObWr9BJM0iZ+zRHlVX0Y9Sa5e3he4uI4UGXkYKB7mvZXuG174g6p4d1jR7RrFUkgW6+z7ZIgi/K28delcH4Ht7BfEN29zfW0ElvbytaNcnCPLjC5Pb1oA0PHVtYQ+GfDwsbGOARtcQPKnWcoVBY+uTmsm2uD4e8N2WoWgiN/fySguwD7Ilwu3afU559q1/G2iS6V4L8M7760uQRO+Ypg5Ys3OPVRt6+pqtN4V1XW/DvhyXSrJ7nzIZUbyhkKVlYkse3DDrQBD4i0GF/GVhaWSpHDqSW8qrFyF8wDOB+JrWhsNM1zxBqfhi1sbe3htoZTa3IT97vjGSWbvuwevSnxtEvxV8PWMF1FcfYkt7Uyxn5C6pg4P1qt4StZ1+JGpSSOIxardSTtngKA2Rn8aAMTwvYWL2+p6vqMaTw6dErrbOSBM7MFVTjnHNO13Trafw5YeI7SCK1W5nkt5beIkqjKAQRk5GQentWloEMcvwo8Vsdvmx3FqwJ643HNQfZ4ZfhF5yTr5sGrjfF3w0Zwf/HTQA74eaDY6nrUdxrEW/TRItuIySPNlfgKPoDuP0HrXJXkaxXs8ajCpIyj6A17F4c8J3f2zwwmlvHc6eLZ7mdkmXm4eNs4HXI+UfhXkGpWlxY6lc2t1E0U8UhV0fqDnvQA7S/I/tS2+0sFh8wbyV3DH071tXep21zA5e182cyMmYvl45Csy45PIx9K5wqVVWyOemDzQsjo25WIbOcg96ANe3060bQdQvZTKHhEaREjA8wtyvv8oJ/CiswvcFDb7nKswcx+pxwcfQmigCCiiigAooooAKKKKACiiigAooooAKKKKACiiuw+GPhxfE/j3TrKWPfbI/nTgjgovJB+vSgD0T4SfB9dRSDxD4jgb7Nndb2bjHmDsze3tX0Nb20FpAsNtDHDEowqRqFA/AU9EWNFRAFVQAAOgFOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKwvGTSr4M1hoHKTC0kKMDgg49RW7WN4sGfCOr/IH/0ST5ScA/Ke9AGL4F1q71LT9SjuZITPaXHlbVY4T5QcEnk4zXXxBhEodw7Y5YDGa8o+HkEeo+HPFjae32aae6LKZkwYnCKedwPAPr2r0nQJpbjQbKWaWGWVohvkgOUY9yvtQBpUUU1G3A/KRg45oAdRRRQAUUUUAFFFNTdsG/G7HOOlADqKKKACiiigAooooAKKKYylsfMRg5470ADRRuysyKxXoSMkUw2lsxybeIn3QVNRQBB9jtf+faH/AL4FH2O1/wCfaH/vgVPRQBB9jtf+faH/AL4FH2O1/wCfaH/vgVPRQBVTTrGP7lnbr16RAdTk9qj/ALH0wStINOtPMblm8lcn8cVeooApjSdOWIxCwtRGRgoIVx+WKiOg6OUKHSrEqW3EfZ0xn16Vo0UAZn/COaH/ANAfT/8AwGT/AAo/4RzQ/wDoD6f/AOAyf4Vp0UAZn/COaH/0B9P/APAZP8KP+Ec0P/oD6f8A+Ayf4Vp0UAZn/COaH/0B9P8A/AZP8KP+Ec0P/oD6f/4DJ/hWnRQBlJ4Z0JBhdG08DJP/AB7J3/Cj/hGtC37/AOxtP3Yx/wAeydPyrVooA5uTwB4TlOX0CxJyT/qsdanXwb4bTdt0KwG7BP7he3St2igDnp/A3ha4Zml0GwYscnEQH8vrSf8ACB+FPs/2f+wLDyt2/HlDr9etdFRQBzS/D7wkhyvh+xBxj/V0n/Cu/CH/AEL1j/37rpqKAOZ/4V34Q/6F6x/790f8K78If9C9Y/8AfuumooA5n/hXfhD/AKF6x/790f8ACu/CH/QvWP8A37rpqKAOZ/4V34Q/6F6x/wC/dH/Cu/CH/QvWP/fuumooA5n/AIV34Q/6F6x/790f8K78If8AQvWP/fuumooA5Y/DnweWDHw9Y5GcfJUA+F3goS+YPD9ruyD3xx7ZrsKKAOMu/hR4IvJRJLoFuGAx8hZR+QNPtfhb4Ks0dIvD9qQ/Xflv5muwooA4iL4R+BoZllTQINynI3MxH5Zq23w08Gs0hPh+zzIMH5T09ueK6yigDjE+FHghLZoBoFtsbqSWJ/PNTp8NfBqQJEPD9ntTGMqSePeusooA4eX4ReBpWy2gwjknhmHU/Wkf4P8AgV2LHQYcn0dh/Wu5ooA4YfB/wKFYf2DDhuvzt/jSxfCHwNDKsi6DCWU5G52I/LNdxRQBx8nwt8FSXi3TeH7XzFGABkL+WcVnyfBfwLJOsv8AZG3DbiiysFPsR6V6BRQBwv8Awp3wJ/0AYv8Av4/+NH/CnfAn/QBi/wC/j/413VFAHC/8Kd8Cf9AGL/v4/wDjTJPg34EeNkGhouRjcsjZH05rvaKAPNz8DPAxR1+wT/N/F55yOe1IvwQ8CwRMW0+dwF6mYk9c9q9JqG6/49Zc/wB00AeOad8I/CN9ox8yylV01KWHzEkIYoHIAPboBWjffA7wbD5CRw3oV5MMPP8Ab6V2mhR+Vpt1lQu3UZmIwB1kP+NbV2u57f5sDzORgc+3NAHmFx8DfB0dgksUV6kny5bzz07jpVK++CXhNNJ06aGO7V5ZoFkJn7MwDcY969av4UktPLO1VDKRngcHjFUbpgmh2J3BQskABcA/xL6UAVIfDcWl6Db6XbT3Yt4ZFWPbIu4LvyD07fyrNb4YaM3iWHxEbm+OqRyB/OMg5A424xjGK6x/3qEJufEoznBxg1boAw/Evhey8TaRNp1w81uk333tyEY+xOOR7Vwy/s/+DRZeUftzS4I87zuc+uMV6rRQB55e/BrwrqGmWFjcLdtHYwmGEibGASSSeOuTV/Tfhf4a0vTDp8Md41sWL7GunAyRg/dI9K7Jm2oWwTgZwOppQcigDzrTfhZ4Pg1+Z10RY5IPLkjIkbCt1yOfUVt618PdB1i0uoBA1k13kzy2hCNJn+8ccj2rVt12+JL1vNJ3QR/If4eta1AHkafCCx0TQtX0qJZr7TL4JI+1gLiNk5AXs1eFeML+2tVXw9pWn3Vjp9u/mul4uJ5JcYJfHYDoPrX2jXmHxj8AWviXw3carbW+NWsoy6Oi8yIOqn146UAfOHg3xGPC3iKLVGiaURRyKqg9CyEA/mRWJPM91cyTyuWeRyzMxyck1ERg4NJQBJsUMyl14HBHINWbG0W7uIY0IaRn+ZGO0bRyTmqYxnnpVue18u2W7jcCGRyiKzDecDk4HagBb6ZF1W4ksyI4/MPleWxIVe2CeelFUwSrAjqOaKAEooooAKKKKACiiigAooooAKKKKACiiigAr3f9m203ajrd4QpCRJGDjnJOev4V4RX0b+zbbMmi61cllKyTxqFB5GAf8aAPcqKaS28AD5e5z0p1ADGQMwJJ4OeDin0U3b85bceRjHagB1FFFABRRSZAOM8mgBaKKKACiiigAopquGZgM5U4PFOoAKKKKACiiigAooooAKx/Fal/CWrgPs/0OX5uePlPpWxWdr0Zm8PalEH2F7WRQ3plTQBwHw3eDPiK00tthd0mDyHKhmQduvH1PNej2Nt9jsobfzHk8tcF3bJJ+tcJ4Es7RLDV7OK9luoQqA27wFBEdgzgkc5PNd1p0K2+nQRIWKqgA3DBoAtUUUUAFFFFABRSEgdSOaWgAooooAKKKKACiiigAoopCQBk8CgBaKKaUUuHx8w4BoAdRRRQAUVGxkEiBUBQ53MWxj0471JQAUUUwBgxJYkHoMdKAH0UU3B3k7uMdKAHUUUUAFFNIO8HccY6U6gAoopuxd+/HzYxn2oAdRRRQAVGJUMxiDfOAGIx2qSkwOtAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQ3X/HrLj+6amprosiFWGVIwRQBzdojR6Pf/vG3DUHO4MQf9b9f61qauWVLQqM/wCkpnkj+o/r9KxdMtpUh14Fy+/UmdV5G0bl45rZ1mFZobbcAdlzG4ycYINAF4bmt/3oG7ByMVz+oDHhOAxRRELLEQj/AHcCUe/9a2zMy2Jlb5jg98Vj3zFPCaEFfvxj5+n+sHtQBrQyPHHO7gHEpwBnpketXKhcLFExU7MkEkDPJNTUAFFFFABRRRQBnQRMus3MrLy0SjcBgEZPHWtGqsUUUd7KUY72UEr26nmrVABSEBgQehpaKAPin4iaE3h7x3qtgcbPOMkeD/C3zD9DXLV7T+0VohtfEtjrAlBW8h8ox45Up3/HNeLUAFPLsUVCxKrnAzwM0yigAop6AMGUKS56Y/WigBlFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfUf7Pum3Vl4HuJ7iAxrdXJeIsMFlAxn6V4P8ADrwuPF3jSy0yTP2fPmTEf3F5NfZFnFFaD7FAIkggjVY4k6ovTn8qALlFFFADWYKMkgD3oC4djuJzjjsKQqWc7sFMcDHehmIZQFJz1PpQA+iiigAppUFgxHI6GhiwK4GQTzz0FOoAKKKKACiiigAooooAKKKKACiiigAooooAKz9dCt4f1EM20fZpOfT5TWhWdrcKzaLfqwLA20q7exypoA474f3Et1Nq8d0zKwigBO/PBjGGHpxiu8tU8u2jTdI20Y3SfeP1rzjwDbF4NZlFk8M721ukqv8AOHYRDG31GMfjXo1puNpDvBDbBkEYxx6UAT0UUUAFFFFADJNoAYqWIORgZNPoqOKQSx7wMckdfQ0ASUUUUAFFFFABRRRQAUjAMCCMg8EUtFACAADA6UtFFABRRRQAUU1yVUkKWPoKdQAUUU35vMzkbMcjHOaAHUUUUAFFFFADQuHZtxOccdhTqKTIzjIz6UALRTWdVIDEDccD3NOoAKKKKACiim7R5m/JzjGM8UAMYsWKHIDcKV7fWpAMADOfelooAKKKKACiiigAoprKGZTk/Kc8GnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFI2dp24zjjPrS0yUgROTnAU9DigDnNKkZn10Jlil/jGTgH5c4/WtjU0aSGHBxiZCefesbSV510xgLm8DZOD/AArya271d8MPCN+9U/N0+ooASU7tNYgbcjoPrVG6tw3hkQyr0Kkj3DgitcRKsXl4yvvWZqEYn0J40bdhgNwHcPz/ACoAvXLZt3GCMMoyR15HSrI6VBIjTRvHjaARgnnPQ1PQAUUUUAIc4460i7to343Y5x0zSkZGKRVCKFyTgY5oAoLL/wAVDJDx/wAeyt05+8a0aztuPELN8vNsB05+8e9aNABRRRQB4H+0pAfI0OcIcbpELduxxXz5Xu37ST3J1TRUK4tRC5Dbur55GPYY5968JoAKKcoBYBjgZ5PpSyBFkYI25QeDjGRQA0Eg5BINFJRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB7l+zhZxtrGsXrBS8UCovzcjJ54r6HgRRHkcluSxGCa8N/ZrA+wa4cc+bGM/hXuq7EIjXA4yFHpQAqqEQKOgGBzTIZ450LxOHXOMjpTxu3NuA29sUxg6lBEqbd3z54wPb3zQA4uFIBzljxgUu0b9+TnGMZ4odti5wTz0FOoAa6Bxgjj64p1RrJumePY42gHcRwc+lSUAFNZgqknOAM06igBFIYAjoeaWmjdvOcbe3rTqACiiigBmW8zGPlx1z3p9FFADWUOpU9Dx1pQMDApaKACiiigAooooAKr3pK2Fwy/eETEfXBqxVa8Ec+nXCtlo3iZTt5JGDnFAHA+Cdf1i+GpwPEggtrGJ7ddv7xXKdCvU54IrttEmvJ9Ht5L8g3TLmTEZjwfTaeRXmPwrv4rvWdauYpLiGBbO3V47gjKkKRlcgfLjHPSvVNPuUurdpEcuocqGJBzj6UAW6KKKAGoWK5YAH0zmnUUUAQuZTKiooCdWbPP0xU1FNCgMWHVsZoAQMS5G0gADB9aR1dpEKvtVTlhjO4VJRQAUUUUAFFRy+YImMQUyY+UMeM08ZxzQAtFFMZSw4YrznIoAfRURRjEyiVgxzhsDIp6gqgDMWIGCT3oAdRRVaSKdryGVJysKqweLAwxOMHpnjmgCZXDJvGce4IP5U3ZHK0cpByuSvJHX2/xp+5d23I3YzjPOKSRBJGyHowINAAHBcrzkDPTj86fUUcIiVFVjtRdoH9aeqhSxH8RyaADau8P3Ax1oJIYAKSCDk+lCIqLtVQB6CnUAIxCqSeg5pFYMoI7jNOpoVQxYABj1PrQAisSQHwrnJ25zxnr/ACqP7NAbz7VsHnhPL35525zipsDOcc9M1UWDYlxIfLglmbmVOvopOe+MUAWFj2N8p+TH3ff1zStuGNoGM859KE37Pnxu9qasjeUjOh3HggDpQAkMglBkVm2HgKylSMdevNTVWufPjtZntzvmGWRXIAPtnsKdbNK8KNL5eSiklDkZxzj29KAJ6KjYI74yC6jI9Vz3pCXVSiZZwuQzdCfegBzlgBtAJz0zjin1CeAhcRicjA5798U7zUGAzpuJxjPfHIoAkoqrbpLGCTcG4V3LhmAG1SOAMDkVMX+dvmXYo+bnkH3/AAoAkoqCKaJ4zKsweMk/MTwPanyzRwQvNLIqRoCzOxwAPUmgCQjNNRQiBR0AwOc1BHfWk0UEsVzE8c/MTK4Ik+nrU77tvyYzkdfSgB1FNDK2dpBwcHB6Gj5t/bZj8c0AOooooAKKKKACiiigAooooAKKKKACiiigAopoZWJwQcHBx2NOoAKKKKACiiigAooooAKKKKACmSgtE6jqVIFPpCoZSCMg8EGgDD07zg+sJJIGZZhtVWyVGxcDirerErpqkMVw6cjPHPtVC1w9/r0REflLJGMLgH/Vr14rUvhGNNIkHyAL/MUAW0LMvzAA5PAOaw5YXtfC92kOIWUyspYMcZcnPBz+tbEcbxQFQF35JHp1rK1CzefwxfW0RjV5ElwQ2VBJPfFAGokbBXIfl8EH04AqYdKrhZEglzIB8vyknhflH9asL90c5oAWiiigAooooAoqVfWGIfkQ4K4P948+lXqz0CDVyR5QYxkHDfMefStCgAooooA+d/2kzGdS0QeZ+9ET/Jg9Cevp2rwivcf2kTH/AG5ow2HzPszHdnjG7pjH9a8OoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD6E/ZsLfZddHOzfH9M4r3a3ZXhVl34Ofv9eteE/s5Srb6VrksmQhnjUHBPOK96BDKCOh5oAbI4jQuecdB6n0pnzhlcgnnAA4wD6+tSkA9aia3jeUyEHcQBnPYHIoAkdiq5ClvYUrEhSQM47UjFgVAXIJ5OelI5YAbRkk469PegBIZlnjDocjofY9xTmOFJAzgdPWq7yQWMAMzqqs4XOMZZjgfnUwiQBABwn3eaAHqSVBxj2paKKACiiigAooooAKKKKACmsxUrhScnBx2p1NLhWVT1bgUAOooooAKKZIpaMqDtJHXGaVVCKFHQDAoAa4lMibWUR87wRyfTFMudiWUxZtkYjYsRxgY5NT1BcRI8E+5N++Mqy5+8MHj9aAPLvhbbRxecbuOOaeeyUW8qthp7dSdoZMnBGcZ716Po1qbPTUiLh8MT7jJ6H3FeefC3T5Ib+9l2R/ZRaxww4fc2Mk4z2HPau/8PwwQaYY7ZCkIlfap7c0AatFFNCKrswHLdaAHUU3eC5TuADTqACiiigCvKrC5jmL7YkUgjJ5JIxx0PegXDC8aFkYLtUq+3gk54z68VOQD1qCN2894pFPB3I3Yj/61AFimo29c4I9iKdTUQIoVegoAjhleXfvhePa2Bu/iHqKe6CRGRs4YEHFOyB1paAI49vkr5bZGMAnmnLuCjcQT3xSgAcCloAa4YgBW2nPXFOqJJA8g2twVztx79aRreNrhJyp8xAQpz2PWgCaim5bfjb8uOue9NCuJSxkyhHC46fjQApDeZuG3G3HTnNQwpdKI/OljfCneQuMntj0qzTUcOCV7HFADqKKawJUgHBxwfSgARAi4BJ9yc06kAIUZOT60tAEZEvnKQy+Xg7gRyT2xTnYquQpY+gp1FABSEAjBGaRSxzuXHPHPUUmDvB3fLjkY70AJiTywMr5nGTjimIJpDKsyhE3fuyjHJHv6VPTSgZlYjlelACAMS24gqemKwm0G4F7cTLqV2sUwSOKGNyFhAzkjvk5/lW2EKMzLyDk7fU/WnRuWjRnXYzAEqT0PpQBXNsY45nWQLIyBfMOTgDoT78ms7e810ltb6nEY3hMbkufNLY+8vOBwc5xWwR5kTrInBBBXrkVmx6TbSmC+W1FtexwNFETyYgR+R6CgDF1OG5i1C0j07VjLdWMTNLFcS5JG35Wb69617a607UZjB9phmnjjEzqpO5CRjcD2HWpbbToI55J540a+uYhHLIFAZgox1qvH4bsodbiv41IdLRrU8/fQkEA/SgCxPeWSPpqJfJCJnxAitxMNp+UevHP4UiSRDVTYrPM1xHbmQq4JRgzEAk9yNpH0pb/AEaG8t4IYykCwf6srGCU4x8p7cZH41PPZmW9hnR2RkByw7+gPqOTQA6C32yyTM8mJQo8pj8qY9B2zU80KTwvDIoaN1Ksp7g1E3mxzxAI8iktubcAF9OO9S+XkDed2GyO2KAMnULvTvDdpY7rNvKEiwQiCPd5e7j8BWtM7JA7qAWVSQDUUtrCysSADkMGbkAjoeakWJVkkkBJL43AnjigARQIP3SqhYZHHGT60kAJQOX3MQNxGdufYdqjsLpry0WZoHgYllMb9QQSP6VZAA6UALRULwK9xHMWfdGCAA3HPqKmoAKKKKAIVMptycAS4OM9M/4VFNHJJpzJM6iUp8zLkDP88VbpjsqgbuhOKAIv3vlxouM7fmbHGcdqjsoZ1t4XupC1wse18EhSfXHrTriLy43ligMsi/MqBsbj/kVZBJAyMe1AC1HFGIowgZ2x3ZiT+dOCBWYjqxyadQA1F2KFyTjuTk06iigBAAM4GM9aWiigAooooAKKKKAG4O8tuOCAMdqdRRQAUUUUAFFFB6UAc3p6j+2NenUkCXymwe37sCte/VW01g5IGFJwMnqKoacuy71CQDDeXH1A7JVvU2mOiTPCpeXywVC4yTxQBYkDR2ch3EtgkHJqndWofQLu3b5A8cmfmI65Oc1oxHfCpPUqMg/SstsT6XqqKzN80i/MMY+UcD2oA0ZhixcekZ/lUy/cX6VXtjmJVOVAjX5CPu8etWKAFooooAKKKKAMyZAuv2zKhBaFwWB4PIrTqjPGx1e0kBO1Y5AR2521eoAKKKji3+WPM+9k/wA+KAPnD9pFyfFGkJjgWZOfq5/wrxOvbf2kUkHibSHP+qNoQv1DnP8AMV4lQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH0b+zbcSNous25PyJOjD6kV7lXhn7NsaDRtakEgLGdAU7gbete50AFFFRylfLIZ9oOBnOKAHkgDJ4FGc8iggFcEZB65oAAGAMCgBkkYk257MG6elCGXJ3hQO2Dnv/hipKKAG7vnK4PAznHFCqVzli2STz29qdRQAUUUUANRSq4LFuTyadRRQAUUUUAISFGScClpGVWXDAEHsRQRnrQAAggEHINLSBQqgAAAcACloAKKad28YI29+OadQAVFOM28gDFcoeR1HFS01slWA644oA8c+Gepyy+I5baKS7FvFpEZ8tiXV5Mn5vY+1eleF7i5udKdroSeaJ3G6RAu4Z4IHpXC/C+WWG71C2u3t3unXCIgwWRWYcngMQeDivQ9HRY7R0RVQCRv3S4xGe44oA0Np3ltxwR07U6iigAooooAYS+RtAIzzk9qVlJKkMQAc8d6A6lioILDqPSnUAFFFFAELJJIse5zGykM2zofbntU1M3HeF2nBGc9hSkkMo2k57+lAAyKxBIzg5FOoooAKKKKAGru2jeAG74PFOoqMF1Riw3EZwFoAkopAcgHGPaloAKKKKAGqGCgM2T64xTZTLtHlBSdwzuOOM80LEFleQFssACCeOPakZw0hh5ztySCOP8/0oAcXCttORxnOOPzp9M2AqFb5gMdeafQAVHKjSJtWRkPqvWpKKAIds32ndvXydmNuOd2euamoooAKj2uJMg5UnnPb6VJRQAU1lDEEjO05FN82PzRFvXzCu4LnnHrUlAEEkxiY743YEjGxS3oOfz/KgyyI8SvHnfwSgJCn8ulT0UAU7t7mNQ9vbJNJvVQC+3CnqT9KajXZvnkaKIWyqQCN3mE/TGMVeprOqKWchVHUmgCFmudymNIymRncxBx34x1pu27SAhWjeQyE5fIAQt7dwKfP5SbJpZNixtkEtgZPHPr1pyPGOBKGyWPJz0PP5UAMWZ2dU2c5O4jOB9DVimJsKgx7drc5HQ+9PoAimhWdQj8pnJXsaguP9HZTFFKzTSqrtHzt9z6DAq5TS6hgpYBj0HrQAkez5ghHDHOD370+mJGibtiqu45OBjJ9afQAUUUUAFFFFABRRRQAUUUUAIGGSM8jtS00KAxbAyepxTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigDHR5TqWoRsYwTArfK+SDgjp6cVaucjSG3fMfLGeoz+XNUI5g/ijU7YWyBxaRt5wHzNncNp9hj9a0blXGmOq/K+zHOBg0APtiPKYqoXB9+eByaz7dpX07U8KVk8yTbzwTtHI9qvQIyW8m4Yzz254HNVo43OkXCuu0Mh27TjK7RzntQBPZPNPpsLy4DPApJPXJHOaswjbCikg4AHFVNOX/iR2qhf+XdQBnP8AD696twqVgQEYIUcUASUUUUAFFFFAFC4lkTVbJAB5brIG+vGKv1n3rTLqVh5YHllnEh74xxWhQAVHF5hT96FDZP3TkYzx+lSUUAfN/wC0ln/hIdG9Psrf+hGvEK9t/aQix4m0iXd960K4yOMOfx714rGqtIqswUEgFj296AGUVbisXnBMTxlfMEYJbBJPTA60l9p93pty1te28kEyHBSRcGgCrRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB9D/s1/8g7XP+usf8q94rwf9mv/AJB2uf8AXWP+Ve8UAFFFFABTSwBAJGT0HrR828jA244PelKgkHAyOhoATeC5XnIGelOoooAKKKjaKOR0d0BZCSpPagBzsFxnPJx0zTqKKACiikLBepA7c0ALRRTWUsVwxGDk470AOooooAa7BFLHoPbNOopAwYZBB7cUAMlWRgvlvsIYE8ZyPSpKKKACkb7p+lLSHpQB438PbnULfxm1tdTZgmtZPIjzySkjANycnPrgfSvVdJubu7tWlu4YoiXIQRyb8r2JI4z7V534C2P4tv5BDEjxRlIityCPKLsfuD7rdM16Fo8FnbwTLZhQrTM77Pu7j1xQBpUU0opYMVG4dD6U6gAophYlgFwcNhuenH/6qfQAUUUUAFFFFABRRRQAxmCkA55OBxT6YylgAGK8g8U+gAooooAKKKKACiiigAooooAKMUU1m244JyccCgB1NVwxYDPBweKdRQAUUUUAFFFFABRRRQAYGc0Ux1LxsoYqSMZHUUqLsRVyTgAZPU0ANaVFkSMk7nzjg9vftQHLbSi5Vu54x+FSU0sFGSQPrQA6mhVDlu54PNOqBLWNZJXI3GRgxz7dKAJ+tQ+dHvROdzkgfKe3WnLGEYFDtXklR0JPepKACiiigAqOSJZWQtuyjbhgkc/1qSigCOJXVcSSb2yTnGOM8CnKwYEjPBI6U6igAooooAa6h0KnOCMHBxTqKKACiimqipnaAMnJ+tADqKKQnAJoAWimq25Q2CMjODTqAGogQYGeueTmnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU3d+8K4PTOe1AGJEUk8UX5DOCbKMfdOANzc1pvlNOO5yxVOWwQT+HWq9uudTkkc/vfIAIK843NjmrADT6eQQHZ0Iw3Q0ASq2bcMvdcjj2quiu9jKHDEupPPfK9v8ip7cMsQjbaNihcKfaq6BGa/Ck7i2G+uwUALp2wabbQjjEC8DPAxjrVtVCqAOg4qhpSRR2dskMYEa26BWAxx6cVfRt6BgCM9iOaAHUUUUAFFFFAGbfPJ/algkbsFDsXHIBGOPrWlVK7RmvbNgOFZs9PSrtABRRRQB84/tIq39v6MxB2m1YA9s7q8Or279pEJ/wkmjkSEv8AZGynYDccH8efyrxGgB6NsdWwDgg4PQ1au9Uu7wOkkz+SzbhFvJVfTGTVKigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+h/2a/+Qdrn/XWP+Ve8V8//ALN1zlNds1O2T93IGIzx0r35iQpIGT6etADdrCXcGyp6gnp9KcrK67lOR60oyVGRg+lAAHAFACK27JKkYJHNOoprllXKruPpmgB1FFFABRRRQAUUUUAFNKhuCAe/NOpqoFLEZ+Y5PNAA27K7cYzzn0p1FFABRRRQAU0KFGAAB7U6igAooooAaVyynJGDng9frTqKYrEswK4A6HPWgDxTwFp7r8W768eyW2jkt5ijrL/x8fvCC5U9OmMV6/pAs109EshEIUJG2M5AOa8v8IQnRfiC28NNNq090u9yMRRxvwqDOcEkk16lYWi2bXEcYRY2kLgKgUDPXp1oAu0UUUANCgEkADPJ96dRRQAUUUUAFFNLqrKpPLdKdQA113LjJHuDg06iigAooooAKKKKACiiigAooqMCTIy46kn5eo7CgCSiiigAooprMqsoJ5Y4FADqKKazqmNxxk4H1oAdRRTQ6l2UHkYzQA6iiigAooprsVUkKW9hQAblDhc/MRkCnUmBnPek3qX2Z+bGce1ADqaVDDBAPfmkyd+Nvy4+9nv6UPuwNmM57+lACqu3PJOTnk9KdVW4a7+0wLAq+S27zWbqvHGB3qYNiUoWBJGQMdBQBJRUUNxDcKzQyK4VijYPQjqKloAKKKajrIoZTkGgAC4ctk8jGM8U6io1mR22qcnn9KAJKKKM0AFFFFABRRRQAUUUUAFFFRu7qyBYywY4YggbRjrQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZwkB1tgpBzbgHnphjViEkWAI67DVEyAeJljMZVmtic8cgMa0AnlWhTOcKeaAGWv3GYsGJAJ9uO9MtQ0iTuZAxkOdo/h4xipbWPbDuzneoP6U2zieJHDrjJ4/L6mgCDRYWi0i0Vi25YVUjtxV2HPlL97p/H1/Gq9s5CwICNpjJP4Y9/erELbolbcGyOoGM0ASUUUUAFFFFAFC83Ld2jBm+aXBGeMYNX6qXgUtbbnCYmGMnrweKt0AFMjkEikgYwSPyp9Rorq7lnUqTlQFxj/GgD5u/aQcnxXpScYFln/x9q8Vr2z9pBAPFOkvu5NmQR6fOa8ToAdtGwNuGc4x3ptKACwBOB61IsaMJCZVG0ZXIPzc9qAIqKKKACiiigAooooAKKKKACiiigAooooAKKKKAPoP9muBPs+uT8790ae2MZr3yvBv2a2X7Dri5G7zIzjvjFe7pu2/Pjd7dKAHUUUUAFFFFABRRRQAUUUUAMVgxYAHg45GKfRRQAUUUUANBbcQQNvY5606mhcOW3E57dhTqACiiigAooooAKYxYY2gHnnJxxT6RmCqSSAB1JoAWikBBGQcg0tAHjWhXV3N8azbm2j+zWyXO2V8oWy/JGepHSvTdDuorpr0Ju3xTGOQEMMEdsED9K4LQZ9OPxR1GweyI1OOaeaKckFXiZgWB47Hpg16PYxpHPdAoonLhpHVcbsjj64FAF6iiigCMyATLHhssCQQpxx6noKkoooAKKKKAGZbeOBtxyc85pwIIyDkUtNVQihVAAHQCgCrp/2vyJPtgxJ5r7cEH5M/L09quUUUAFFFFABUZMnnAbV8vHLbuc+mMf1qSmPIkYBd1XcdoycZPpQA+oXlKzRx7CQ+eQDgY9eMCpqKAI4lKIAVC9eAcjrUlNDKWIBBI6j0pC6h1QsAzAkAnk46/wA6AH0UU1mCKWYgKBkk9qAFBB6HNLUNvLBNCJbd0kjbJDRkEH8qkViyhipXI6HqKAHUUUUANcsFygBPoTinUzzU83yt6+Zjdtzzj1xT6ACmMpJUhiMHJ9/an0UAFQzRtMF2TNHtcMdmPmA/hOe1TVl3mqpp+rWVm8IWO73kzlgqqwGcH1JoA1KidGWErD8rZyOffmiZpFjPlLlzwuegPv7U6LzPKTzQok2jdt6Z74oAQEyKjKcDOSGXkj+lOKKWDEZK9KikybqHAlxhs7SNvb739KWWV43iVI9+98N82Nox19+350ADhUmWRiST8qjHSpNi79+PmxjPtUQCXKI0kJUq2VEgGQR3qegCOKGOAMI0ChmLNjuT1NUdTmuoUt2ggaQ/aUVljJzsPBJ+mc/hWlRQAU12KqWCliOw6mnUUARxOzxhmXaSTwc+vvUlFFAEZlURGQhgo/2Tn8qBGDN5uT93AHpTmUMpVgCD1Bp1ABRRTQwLFQQSOo9KAHUUUUAMbcCNoBGecnoKfRRQAUmRnGeaWm7QWDYGQMA0AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM3cz6xHuUgCNx355q6uzyCApCYIwQRVC5LL4isgJY1DQyAofvNjHTjt9auxyGW3Zmx3HFACWbI9pGY1CpjAAzx+fNMiZjqFyplLKETCY4X73Off+lJpjKbGNVVVIHKjtyadCytdznytjbVyxXBYZbHPf/wCvQBX0uUT2ttIxbzAjKRtIGQcH9RV9G3DIBHOORiszQlV7BZQc4kmC9OAZDxx9K0YN/lnfnO49fTNAEtFFFABRRRQBDMFJi3EjDgjAzzg1NVe4+9D/ANdB/I1YoAKKKKAPmv8AaQjI8U6TJ2NmV/Jz/jXile2/tIZHibSCSNv2Q4GOfvGvFFO1gcA4PQ0ANqSWJ4WCuMEgHr2NT3lwdQvZbhbeGDd83lwjaigDsKgG+MbivDAgEjqPagBqttJ4ByCOaKVSFzlQ2QRz296KAGUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB77+zbcqx12yKckJJvB7dMV7/GysvykkDjmvAf2a428zXJf3ezEa9Pmz/hX0ACD0OaAFopm5vM24GMZ680+gAopjuQ6KMc9cntTY0lWWVnl3oxGxduNnHPPegCWmuyou5jgdKTlmVlf5RnIHelDgsy4ORjtQA6iimtl0OxsE9COaAHUUg6c0iuGZgAeDg5FADqKKQEHoaAFopqurEhWBKnBx2pHcqp24LDsTigB9FMkkWKNnc4UdacemRz6UALRUSSOIFeZNr4G5V5waloAKaobZhyGPfinUh6UALRTUBCAMdxA5PrTY0dd2+QvliRxjA9KAPOLSBYvijG81pPNdGS4CSvnZFESGBHvzXbaO04e8iuFm3LMSGfJBU9ACeteVnU71vjvY2kT3bWsctwhaR9sbZ5YKO+DxXq2lW88Ml689xLM0k5IEhGEXsBjtQBp0UU1gSVw2ADyMdaAHU1gxxtIHPPHanUUAFFNQMq4Ztx9cU6gAopuxS4fHzAYz7U6gBpdQ4XPJGRTqiji8uIoG5OSDjpmnqCFAJyR39aAHUUwhiykNgDqMdaJXMcTMBuIHA9TQAruqDLHAyBSlQeoBx601ZAzlP4lAJ/GldFcYYZGc0AIwkJO1gBtwOO/rTWaRPLATfk4Yg4x70pkALDDfKMning5APrzQAcDJ/Omrsk2SAAnHynHY07IJx3paAGh1LlM/MBkio7qVoLWWVYmmZELCNerY7Cns4UqDnnvinAg9CDQBV01zLYQzG3e3MqhzC3VM9jVuqwa4VoV8sOGY+Y+4DaOccd+1TuWAyoBORwTQA6mq6sSAeVODRg7wd3GMYxQ5YISgBbsD3oAYpYzMDFgAcPnrT3YIpZjgAZNIrnavmYVyORmn0AFFMlDmJ/LOHwdv1oJYMMgbcZJz0NACRypKXCNko21uOhrNCTXerSx3lkrW0LK9tL745yPr0rRhmSZSyA4DFTkY5FQp/x/zEw7QEH73d19sUATtJ8xVRuYEZHoD3qSmoCFGW3H19aadsSuwBxyxxzmgByEsPmXByRjNMWLEzuTnJ49uKaokN0zecpi2AeXjkNzzn6YoCAyMxmLAsGVc8DjGP60AT1GZoxE0hbCLnJ9MUjzBEkbH+rGTngdKgjuPtdskkIPzrvAI4Yen40AWY5FlQOhyp70jtzsVsORkcZ6VGkzAhZI9rYX7vIyRUpPzj5gFA5H16UAPoopAQehzQAtNIbepBG3nIx1oDguV5yBnpxTqACm7Bv385xjrxQzBSowfmOBgUK4YsMHg4ORQA6kwPSlooAKKKKACiiigAppDb1IIA7jHWnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBjXxI8T6XwSDFMO+B92tG2z9lPrk1m3sgbxPpYVmyEmBGODwtaVuCsDKRggkUAQ6fvw2/G7aucZx1PrT4drXtxIrE5VRg5wMFqdZqvkK4xkjBP0Jog5llbcxY4ByuO5oAh0gMthhiCRLLkgY/jarFqSYjnP326/WqljIPKQR/LGZpQ3Oed5/rWlQAUUUUAFFFFAFS/yIEYb8rIpGzr1q3VW/lSK3DSMFG9Rk+pNWqACmqGBbcQQTxx0FOooA+cv2kg39t6KdnyfZ3+fHU7uma8Nr239pCSU+JNJjKsIRakg9i245/TFeJUASqHndI1Az90dBW3tWGfTpZN17axRH5Nu5Q4JynHaufrb03T72aWC2spiZbpC0Sq3Vhxgj1PT8aAMU8nNFWZ4JxGHa28tIz5TMFwNw6596KAKtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAe7/s1yN/aWuRZ+TyY2x75r6GVVUYUAc54r52/Zr/5C+uf9cE/9Cr6IVQpYjPJzyc0AUbewmi1q9vZLgyRTRxpHGf+We3OcfXI/Kru1/ODbvk24xnvUlM3Nv27TjGd39KAHYGQcDI6GmqpUH5i2TnmhFCg4zySeTmmpE0YIWRjl9x388egoAeFCrhQAPamqWBVGyTjJYDAqSigAqMRBQwUlQ3YdvpUlNYHacHBxwTQAiIUXBdm75al3KG25GSM4pVBCjJye9GBnOBn1oAWmECJGKrwMnCjrQSQygKSD1PpT6AGKipkqoXccnA6mkkhSUEEYJGMjripKKAI5oY54nilQPG4wynoRSoGUkEAKPu49KfRQAUUUUAFNRtwztI5xyKdSHkUAIy7hgMV5ByKdTVXYoUE4AxycmnUAeQxm4l+NlpvuYlhie5VEYYLE4JweAT+vFeo2P3rnNsYW805OP8AWejZ715hfeVP8VdHEpYPHqVxsHl56IOc56cnnoK9RgNwL24STy/JGDHhiX5659BQBZ2/Pu3HGMY7U6iigBqNvXOCvsadTUUIuASfqc0ioFLEE8nPJoAfRRRQA122oWwTgZwOpp1FFADEUqMbi3PU0pYBgCQCeg9aRiVAwpbnHFOIBIOBxQAtFFFAEbjbl1C7uMk+lOVg6hlOQeQadRQAUUUUANCgMWwMkYJp1FRxRCJNqliMk/MxJ5Oe9ADyoZSGGQeopoRVBCgLn0p9FAFa4t5JbcRx3MkTgg+YuCeD0P1qaSQRRs5zhRk4p9IQCMHkGgBu3LhtxxjGO1G35y244IxjtT6KAK/2dXmWeVQZFGBjp1qxRTWQNjJPBB4OKAHU1lDKVYAg8EGnUUANVVXIUAZOeKVlDKQwBB6g0tISACT0FAB91eB0HQUincobBGRnB6imPKEgaUDcAu4Ad6WMbgspDKzLypPT+lAFG8u2sv38djLKWyZDGmWwvA6cn2q6kUeFYRqOhHHSnOxUZCluRwKXeu/Zn5sZx7UAU7a6luYnaS3Me1mVo25Yjsce9W0AWNQq7QBwMYxStu2naQD2JGaiup3trSWYQvO0aFvLjA3OR2GTQA9w7HaDhSCCR1B9qqyLcCYMYUZA2DhuSMjBPHbLH8BTre5mubAT/ZZLeVhkRS43D64OP1q5QA0soIBIBPT3oVVXhQBk54pH4XITcR0FPoAbuUsVyMjkinUwIokL87iMHmkMqLMsRYb2BIHqB1/nQAuGaLDHDEYJXsfanAYAGSfc0tFACHkYpEG1QMk47nrTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApp3bxjG3vnrTqKAMe4lVNeskWNmZ2l3Nx8uFWtC2k80S5LHbIy8j0rI1pZBr2gvEdo8+QOQQMgr09+grYtukv8A10NAFTSJYzaCON2cBn+YjH8Rq2GP2wpu42Zxn3qvZKqSkKABhjgf731p6JnU3kIKt5e3nHIz1oAp6X5BE6KSd13LuGcgnd3rWVlbO0g4ODisvQ42VL3zAc/bJSNy4wCe3JrQgct5mccORwMUATUUUUAFFFFAFW+ZVtwXGRvXtnvVqq17LHBbGSUMUDD7pwetWaAGlsOF2nnvjgU6iigDwL9pK2uPK0W5zH9nJdMY+cN16+mDXz6OTX0b+0kVGiaKCjFjcSYbPAG0cYr5zAycCgDX0+GCD7XFfRwEGL5ZGYkqfVMHmuvudJEf2W+tC1pENJ88tBN86so5Ow8jJHPbmuYka7i09XWC3QiLyJnkkj3MH6YGc9O/avR7bQljvLaDTr+Rkk0vM8ltfxuzDq2N3zBRj7o64oA80srp7vUTCpmn+1SsJYyAoZSQQRjO0+uBRS6fZfbNYKWVo0wWBpAsUmfurksfyziigDCooooAKKKKACiiigAooooAKKKKACiiigD3T9mv/kL65/1wT/0Kvoh4wx3DhwCA3pXzl+zcsh1/WGViIxbLuHYndxX0hQAwoHj2P8wIwfekJkEyqEBjwctu5B7DFSUUAJkHpS00KqkkADJyfehF2qAWLe5oAXIFLTSqsQSASDke1DruQqGK5HUdRQA6iiigAooooAQ5wcDJpFLFRuGDjkZzinUUAFICCMilpi4Q+WqYUDIwOKAH0UUUANIbeDu4AOR606iigAprsEQsc4HoM06igBjFhjaAeecnGBQHDMyjOV68U+igDxe4mRvjdbW0sohCXrsqCQ+YzNEuDj+4QPzr1bTLOa0mvDNdGYyztIqk52KegrzTWbWC5+LelzrHEl3HqRQy4AkKCEHbn05716BpltHH4l1eZVlR5PL3gj5GwOGB9fWgDdoppXLhtxGO3Y06gAooooAKKKKAGbxv2c5xnpxT6KKAGAsXIwNuOue/pikkKlQrAkNxwKcqqudoAycn60OpYABiuDnigBE3DIKgAHAwc5FPppbDhdp5Gc9qApDMdxOT0PagB1RxLtjGVCk8kA55qSigBCTg45Pao1BmhxMiqTwyhsgfjUtRx7SCwQruOSCMHNAElFFFADcN5mdx24xtx+tNMqiVYju3EEj5Tj8+lSUUAISB1NLTWRXGGAI680KpUsck5Oee1ADqKKKACmu4Rdxzj2GadRQAUUUUANZFcAMM4ORQ7BFLHOB6DNOooAY4JXhivOTgZ49Kjt5ZJUZpIvL+YhfmzuXsfb6VMRkY6UijaoBJOBjJ70ANEf3S53MpOD6ZpzYIIOORinVGU3OS6qQD8vrjHNACKwjgDMuAozhfm/8A102KWWSEv5QBPKDceR2J44+lOYmMIsa8bgDx0FS0AR/OyEE7GzwRzRuk80rsHl7QQ27nPpjFSU1m2qWwTgZwOpoAdRTELnJYAc8fT3p9ABTWBKkA4OOD6U6igBACFAJyfWlpi7sHfjOTjHp2p9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGJrKudX0VlL4WdshQcH5e9bQIOcEHHXFZepIxv9OcrkLPhcdsqck1dt4/LknwmAz7s465oAbaqfvbB3G7PPXpjFPjh2zvJjGeMA5z71BYLNb+ZDcMGZpGdMdAvGBVhpWF3HEAu1kZic85BHb8aAK9mjxGfhTvuGPXGB+XNXqzIlDzMIeNl0TJgA5+U/l1FadABRRRQAUUUUAUNZjEmlTKfVT0z/EKur9xfpVHVkkktNiAkEjPp1HWr68KPpQAmW34wNuOue/0p1FM+beem3Ax65oA8I/aMsybDTbwI7ATlGcZCplRgHsSea8Bt7Wa7k2QIXfIAUHkknAwO9fSH7QglfwjFiAeVHeLmQEdSvGf1FfN8DNE6yxkGRWyFxn8aAOnttJvXvb6wvrB31CygLiOIIFhCjO5scH3HWu71ISTWtvdWU9vDcW1pHetZx/6qZSuGYEY2lecru79BWR4Th/4pzV9XgRYYEWRHuHYCSYMmNgHf5ueK6KWO+0zWtNTRrzffzaQonhlt0LHco27VPvj3oA8hskuYNQF39gM2NzmHYwAGCeR6d/oKK7PwVNLa+OobC8tJhqNzJsuElQOg3HJwnY4xj05ooA82ooooAKKKKACiiigAooooAKKKKACiiigD2v9nCd18T6rCMbHtQT+DV9KV8wfs6/8jxd/9eh/nX0/QAzbhy2TyAMZ4p9FHSgAooooAKKKKACiimsGJXDYAPPHWgB1FFFABRRRQAUUUUAFFFFABRRRQAUUxmCYznk4GBT6ACiiigDxrxTp8KfEnTr9zFHIdYRPNMhDbfJXCj8c16dpqzQaxqMJs5EgZhKtw758xj1AHYCvNvESXUfxVsHuI5X0ptQjPCAlJvKABznhSO3tXqsMpe8lTziwjGCpjwAT796ALdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNRw4yM9ccigB1FFFABRRRQAUUUUAFFHtRQAUUU1iwK4XIJ556UAOooooAKKKKACiimsCVIU7T2OM4oAdTFJbOVK4OB7+9OwduM8460ighQGOSBycdaAHUUU1iwI2rnnnnoKAAhty4Ix3oDEswKkAdD60AsWYFcDsc9aHcIpY5wPQZoAGXepXJGRjjrSgYGKRt207cbscZ6ZqF5GjRGkOCXC/IC2c9PpQBYoqD7XCLsWu/wDfFd23Hap6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy9UdYJ7GRifnuVXGe5U9KuwkmacEk4YY59qzdbcmawj8oMBdI24tgLw1aMP+un/3h/KgBlvMGnkQneQ7YP8AdAxx+tNkB/ti3bBwIZBn8Vp0KD7SzpHtUFg3PU8c1J5itdhQCWVSCeeOlAFPT0eG71DjIe5zgH7oKLyf89606pQyKlzd5Zf9ao+UcglV61ZSPa8jZzuIOPTigCSiiigAooooAq38qx2rZyScYA6nkVZH3R9Khu2VLSRmzgLngf4VJGcxqT3AoAfRRRQB5d8eYLeb4b3DSlleK4ieMgcM3Ix+Wa+afDdqtxrETvPbwrCQ/wDpGdrkHheO59K+l/j3LHH8M5lcjdJcxqmTjnk/jwDXzd4a1o6NPNN5SSlQJIw8m0Bx0PQ569KAPY9dlsNF06DSLq4WadRHMba0smEUZbksxA5Pt7VuSQJe+KbPVlui2nzWAjeVLVhI/wApG4nHytnoK5f+2pFWYwa+0msTtGjJOSoaMgYYKByOfUEV1Wo67utYhZazbRTgiEibcscojI3EHPGPr9aAMLVE0yHx9Zrf6v5a3kySGCS0aMqI0whaTqGyOR70Vzegatrup+Mra7u1guRBcTW0U9wWYPJJvwwAyMDbjgUUAeQ0Uo6irF8iR386RqqoHIVVYkAfU9aAK1FFFABRRRQAUUUUAFFFFABRRRQB7B+zr/yPF3/16H+dfT9fLX7PkrL8QZEVkCvavkMcE/T1r6loAKayq6lWAIPUGnUUANDKSVBGR1HpTqYVOQUwCT82R1pWZUUsxwB1NAAWAIBIyeg9adSEAkHAyOhpaAGMCwwGK8jkU+o4XEkSuHV1YZDL0I7VJQAUUUUAFFFFABRUMkgLNCkirMVJUEZx705S64VgSQuS3YmgCSioFnzCsjRugPUNjKj1NSh1ZioIJABI9jQA6iimENvGCNuORjmgB9FFIc44oAWioliPk7GdiT1IJHPt6VLQB5Xr1t9p+Ijebqkltaw3ELusUojxIUGwE47+nNdzayaofFF3HNFEmmCBTCyn5nkz8xbivJfGmo20PxVFi9pHczSXlnMPOICKApBHJ5PQ16rbR64PG1487K2im0QWwUD5ZM/NnvQB0FFFFABRRRQAUUUUANLAEAkDJwM96FYMoZSCD0IqGdsSQr5Ujhn+8n8GATk+3b8aWS2V4WjDyIDnlHIIyMcUATKwZQykEHoRS0yKMRRLGCSFGMnqaSSWOFd0jqgJxknHNAElFIrBlDA5B5FLQAUUUUANLYcLg898cUjOExnPJwOM0+igBqFtvzgBvY8U6iigAopiyo5AVgSRkfSklmSLbuOCxwo9T6UAO2KHLADcRgmnUinKgkEZHQ9qWgApiY3P8+7npx8vtT6QADOABnrQAtFRxgrlMNhejMc5qJ5Zo7kK0amBgAHDchvQigCzRTUJZASpUnse1OoAKKjeIO6MWcbDnAYgH6+tOUNzuIPPGB2oAdTFUjOWLZOee3tSq4bO05wcH60MyopZjgAZJoARFKjBYsck5NCbyPnABz2Pah1EkbLkgMCMqcEfQ0qLtQLknAxljk0ANjMuW8xUAz8u05496bDOJjIBHImxtvzrjPuPUVI7rGu52AHqaN25NyEHIyD2oAdVaMB2BTzIkjYqU2gBvf6fSleWWC0EjxNLIANyRDqe+MmrFABRTHYqMhS3PQUo3bjkjHbA5oAGRWxuAODkZ9adRRQAUU1mVBljgZAoV1ddynI9aAHUUUUAFFFFABRTWZUXcxwPWnUAN2KXDEDcBgGkXcc7gBzxg9qfRQAUUxN2PnIJyegxx2p9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTS6qwUnk9B60AZeuvsjsmyuftaAblBz19f6Vbt/+Py6GWxlTggY6duKz9ddk8krgkTRYB7ZY8jrz+FaEMW2/uZNzHcF4J4GB2oAfbshaZVDAh/m3DHOO3tTCqRXqNhi0uRkAYHA69+1EDEXM6uVGX+TB68U25AN/ZksQdzYABwflNADVgJnuiCDumR8HthV9var9ZiT7dQvFV8sHjBU9gR9f6D8a0QG3nJG3sMc0AOooooAKKKKAK18CbC4ABJMbYA+lSW+RbRA9dg/lVbVXkj0ydolLERtkAc4wasWpLWkJIwTGpI/CgCaiiigDxz4/3Xn+Dvs8YLLb3SeacH5WIJXtg8Z6Hj8a+Z4iFmUsAQDzk19OfGu9tpvBet2SeaZoJ7eR+flG7IHf/Z9K+aLNFku40cAqc5DHAxj6j+dAHrs9zELa1Sy01R5s8QW5htDukYDk8tyoPbOD6Vrah4r06K606wu/kuLa0uPtEV1FnczEH5dzbckgkDOKxR4oX/hHLWJ70x6jabPslnHa7l2H+NgGOTj6Yq9PDpNjqWlQ3SW/9o29qkj3kqZM7HOAI2GHxwM5HQ0AYXhfWZ7G9tLqC0gWK7eeO3nkjDPA4DNuUZHJ3A54xRUPhy9tbHxto1i0D21wl0WcjJwzqNvB+6N2cgDpjk4ooA8yqW53Gd2ZdpY5xnNRVd1S3W1vjEspkAVTuPuBQBSooooAKKKKACiiigAooooAKKKKAPTPgN/yVC1/695f5V9Z18mfAb/kqFr/ANe8v8q+s6ACiok3FsswDAcqDx14NS0ANIO8ENgDORjrQEUMzY5brTqajq6hkYMp6EHIoAdVW5zAhmih82TcPl3Y64FWqjBl84ghfLxwc85oAcoCqAAAB0Ap1FFABTVQJnHc5P1p1FABRSEgAknAHeloATAznHPrRkUgbLlcHjvjigopcMR8wGAaAF601EVBhRjkmn0UAFFMZtozgnkDgZp9ADSgLhj1HSnUUmR0oAUnHWimsquMMMjINOoA+f8A4sBY/Hsc0ssuwT2YKxsuOucFepr2m2aaTXJSq5tRAhyW5DntjtxXivxXsJo/ihaazH5LLaC1Z4WGWcM5GQO+MV7VaSSPrlxtZhE0KOVMfU445/pQBr0UUUAFFFFABRRRQAzDeYDu+XByMd6VkDFSf4TkU6igAqIhEjVXywyAN3JzUtFAEcW/5i/GTwvoKkprkhGI64OKp6Rc3N3pkU15bNbzncGjbrwSAfxAB/GgC4iBBhemSfzp1FFACMoZSp6GgAKoA6Diq0AunE6zhU/eHyyjZO3sfarVADFLEfMuDk980+mBwXZRnjGT2qK8W4e1YWjos2RtL9Ooz+maAJ8AdBTXztyE3MOg6Uy3E4ixcMrPk8qMDGeP0ozI0ylTtjXIYFeW9MGgCRCxUFl2n0zmnU079wwBt7+tQTqiSJOVfeCEygzwSOvtQBZqMrvf5lwFOVOetK0gVlB6t0xULsJLqNFnUbM70DDJ44yKALG4eo/OgkZAJFY8VpBNezXMDiMzRqhyTkbTx8p/nWo0KvOkp5KAgUAS0UUUAJkHvSEtvA2/Ljk5qHyGS5R4yBHtIZfXnIP86dKJTJF5eNgb58nnFAEhUMpXoD1xTFgRYo4+SIwAMnJ4GOfWlbzQH2BTx8mT1PvTI1nVtzsG3YJX+5x0HrzQBPRVVBcyW0hlIilYMo2nIXrg/wAjWc15q0L2qfY0mhZzHNMso3IOz49/0oA2FdXXPbOORTIYViMhDZZ23NSIgfO4swGB8w7juKVF2ySyEEZ7Z6470AS5FMdsMgDbSW9M59qr7jLZmeJwjNh9wHUA9PxHFTyb3i+QgMcc/wA6AJaKQ8DPXFIrblDYIz2IwaAHUUUUAHWmsyxoWPAHoKdRQAg5FLTd679mRuxnGecU6gAooprZ2nbjOOM0AO60U0HoGwGI6CnUAFISB1paayK67WGQe1ADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACkwKWigDC8UlYtMSYuUYXEIyCefnHH61pQg/wBoXJw3ReSeOnasvxVHPNpqpEGI82InC56OK2UXFzISR8wGBnmgCKOPddO+fuP09eKe8TtdRuJF2L1QjnoaSLd9olwBt3c5+lRykjUIiFUDIBY5yeG6UAQwWhGtX0rlmSRYio7AjNXEz9rl9MCoHUrcXLx53lUHGemTVt1LKMMV5zxQA+iiigAooooAgvN32KfYQH8ttuemcUttv+yxeYQX2Ddj1xSXiNJZTouNzRsBn1xUemo0em26OAGEYBAORmgC3RRRQB5j8Z9Lurn4fatMskTRo8Uu0qFKqvB+bucnvXyjHsMi+YSEz8xXrivq/wCNVyYfh1qoihnYyvHG7bflUAg5/kK+T0xvXccDIzQB6de39pNqdjcaHdTSg6eIZZHTZvYEDaAB2qwr6hY+K9Pl1GK4/tCGT7PHIIgVUuCRnPXHHBrJ8K6iyeKkfy7VncDZKqHaoxlmVOhJA/Ot/wAXavqviDVLG9W2vBp8w+0QFY0DSPgr83P4UAVovLtPidBrTW+2EXoj3yNvLyKrKxxwMZAJHBHaishNb1TRoksrQWlysmboNdQ/PBKoyxwf4gD+IxRQB59RRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHovwQmeH4oaftH30kQ8diK+uq+RfghI6fFDT9n8UcgPy54x+n1r63VAgIGeTnk5oAZG6SSs0bIwX5GI65Hapqj8xF38/c5bingggEd6AFqOGGOCMRxIqIvRVGAKc7hFyx46dKdQAVHFH5S7d7NyTljk8mlZwrKD1Y4HFGG3g5G3HTHegB9FFFABRRRQAhAZSGAIPUGmM5WVEEbFWBJYdFx60rBiBtYDkZ4zxT6ACmljvA2nBHXsKdRQAUU13EaFm6D2zSSypDGZJGCoOpNAD6KKaFCsxGctyeaAHU0opYMRyOhp1NIbeCGAXuMdaAAplw2TwCMdjTqazBFLHoBk0i7iSS2VOCBjGKAPEPixbzDxrBLamMM0dqZWz84IkYDB7dRnJFesfbEg12ytWgZZJ4CWn2/K5A+7nua8s+LUUE3ilGmhjljghtmkXy2aQgyt/qyDweOw5r077ZajXtNh3SBpLYmJWt36Y7v90H2PNAG/RRRQAUUUUAFFFNIbcpBAUdRjrQA6mvu2/JgH3p1RvKkbojE7nOF4JoAjuppIFjZEDAyBXycYU9/5UGVvm+ZEwucP1HPX6VYNNVWCgMQzdzjGaAI1dvNALpggkAdSKdLLHBE0srqkaDLMxwAKkpkhIQ4XcfT1oAVWV1DqQVIyCO4oRic5UjBxz3p1FAEUkhRxnAjAyzHp9KVmKEuzKIwOc+tSUUARCFVkLhmGTkgdCcYp7bty7cYz82aTYN+/nOMdePyoDhmZR1XrxQA4nAzTPM/dhgjHPbGDRLKkKb5GCrkDPuaCMSqwUnggndwPwoAcXVWClgGPQVEs8U7GNGEgxhipzjjv9afu2ZaRkAzwelPAA7AUAUr+3jmhEbTGEgcEEA7QQT+gx+NV7fTntr8SLHDIsysZ5m++TgBe3TH8qvG4QypGoLOxPY9B1OalJ3BgjANj64NAFKG0ikjdWRFlGFaWIY6HoCfSrSM7TPh0aIYAx1B75o8nckfmsWdCDlSVBP0B/SnllVlU9W6cUADk8KATu4JHalVdqgZJwMZNOooAYoYMxLZBPAx0pSxDKNpIPU+lMiuIpzIIpAxjYo4HYjtUtABUbSxoSGcAgZOT2pPNVyyIfnAPVTgUQktAhchm2jcQuAT34oAcoY7g+CM8Y9KZJGRA6QrGCegYcfjTnlSN0VicucLwTzjNOcMVIVtp9SM0ARgP565yECdumab9nC3bXPnS8rt2FvkHvj1qSRiqht2ADk/LnIqSgCBLmOQ4iYSAHDFSDt4zzUqsrqGUgqRkEd6iztugpkXa6/Km3nI6nP4ip6AIZw7AIuQGyCy9V46ipFXairknAxk9TTqKACo3kCOinq7YH5E/wBKkoxQBHOzLA7IyqwHBboD70FS8YBYg8ZK0oZWLAdjg8UBArFhnJ680AHlp5nmbRvxjdjnHpmn0UUAFFFFADdo3bsDPrjmgMS7DaQB37Gh1DrtOcexxTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMjxGVOkOm8q2+NgAcEjetXwsf24tj975eCfbNUfEbrHoNzI7KoTa2W6DDCrcTO92Hz8hhB79c/l+lADkmUXcsRAXG3nGNxOfz6U+ZlV4ckAl8D5c54PHtUKDOoT7ZOQE3KecDnp6VDfsGvbFDvBWYMCp4J2twfagBBltXuokOHMMbZ3Dgbm7da06zBDu1+ZmJw1sgwCRjDN7/wBKv7v323dxtztx79c0ASUUUUAFFFFAEcw3QSD1Uj9KjskEdlCgOQFAzUkyh4mBz0zwSP5VHZyCWzicZwV79f1oAsUUUUAecfGYyS/DPWE8tsK8YX5evzDketfL1qulT6jILuOe1twoAVGBIbgEndjjqa+ofjRcXy/DnUPscbgxyxmR1bBVQwIP54r5Y06KXU9ZjD5mkkcu+4Fi2ASc9z0NAHtsMHh1LOHS9K1afz5rNLm2uZrZdioinILMP0rVsdCn1zTrOWz1d4rhrQNI5toi+0ZO3A6HoR7VzUUGk6t4d0rTY4bqSxuYJJsxxtI1nIp+6hJ4B6HtXT6XY2ksmj2MUMs8MlpJbyy2TRtgEEKC+4MCueccZoAwtJstHv768F9di0mjnkiSS7hVHwY9gMhfHoemfworM8P+FtCt/E8dtNb3t9ehpfN89VkiUFXADk8B8jPBPNFAHjVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAd58HJXi+KGkbDje7KfcEV9h18ifBKWCL4oad5yBtyuqZ7MRwa+uXbYhYgnHYDmgBFCbnKgbicNimy7vkVWC5bk55/CngBckADPJpkTrMokBR0JyjD0oAR3R1w6EruI+YcDHes7VdYh0uOVo4JLi5IUiKJSS+Tgc1rEAggjINN8tNwbYMjocUANUuCpIY7scDGF4pZNuULLkhvl4zg9M0SRJKFDjO1gw+o6VJQAUUU0th1XaTnPPYUANaVUlSM7svnGBxx6ntUlFFADGLYG0AnIzk9u9RXEpR4kXO53xx6Dk5qxSbQSCRyOlAAx2qT6elMeUJCZSrYC7iAMn8qkooArs6T2ynYWWVeAy+o7jtT4UMdvGjBQVUAhenTtUtFAEe8lX2L8wyAG4BNPGcc0tFADUBVQCxYjuadTXQOMHPXPBp1ADGUAl1UGQKQM/wAqcM4GetLRQB4N8XYHvPi34VtSm1JQgLdQwDkkEV63JoobxXaasiIyRwGLIbBX0OO9eV/Fhbt/iXoQSGQRlI41mTAPzSc4J5HQ8ivXjdi31HT7CKRdskbkhsliFHUH60AalFFFABRRRQAUwgllIYgDqPWn0UAFQSSssgQBcsPlycZ55/SnyKzbdrYAYE+4pZIxIADkYOQR1FAD6KKaq4ZjknPYnpQA1Q4dgTuQ8gnqPanMwQZZgASBz606mhlYkAgkHkelADqKKKACiiigApCQoJOAO5paQgMCCMg8GgCOVyke5V3cjiq2qLFLZvBchjBMPLfYCW5+n86skyNE3lgK4yF3jj9O1DGRRuIDALyFHJPtQBCmn28UKxxKVVEVBzn5V6Dmq9+rWemStHFNeSBmdYsgl25IXJ4A7VflkMUZcRs5H8K9TTXcSCSKNwJQv5Z6GgDP0WwtYtFt0jt5Y43QuIp2LPHv5Kkn0zj8KfpujWulQzxwb3WWQykSNu59P0q8kWwRje52Ljls59z60rs6smBlScN60AUtGuLi5sDNdWv2aVpGzHuzgZ4OcDrV9UVM7QBk5P1pNxJdQpBHQnoaFQ53MxzjBAPFACSuY4XdV3FVJA9aEMhCF0VcrlhnOD6VJRQBHHDFEXMaKpdtzYHU+ppVLbm3AAdsHrT6a671K5Iz3U4NAA5YKdgBbsCcUKwZmABG045FOooAayqxBYA7Tkexp1FRlW84OG4xgg/0oAjRIlMsUI8s53MVA6mmTLLFE7AeeQS6h+MHsBgdKk82B/MVZF3BtrlTyD6fWpEdGACtu4B69qAIilvJcxu4ja4jB2ngsueuP0qxUAiIujJtj27cA4+bPfn04FSDdubOMfw46/jQA4MCSM8jr7UtMUEO5wuDjGBz070pdQwUkZPQUAOooppZQwUnk9BQA6iolkEoDRMrLuIY/T/69KJCZmTy2AUA7j0P0oAkpksUc8ZjlQOh6g9DT6KAIzFG0qylAXQEK2OQD1qSiigCPzR5/lbWzt3Zxx+dSUU1mKkDaTk447UAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDE8VTvD4eujGFaTaCA6gggMueDx0q/bkNMh6ZhB7VneK8/2Jcdf9Wf5rWpbKojhfPzGJRjPbFACeTvvHcjGNpBwOevtUN0G/tG3IGBuAzsz2PfHH51YSTN5Km7kKpA/OllJRkYMw3MF9uv8AkUAVy23WZGOSBbKeB/tNVkHNz/q/4B8/fr0qBwF1GSUOofyAAG6cE8/rVpl3pjJGe6nFAD6KKKACiiigBr/cPGeOnrWfoTmTRLZzF5RKn5MY28ntxWg5AUljgetZ3h/H9hWu3djB+8cn7x70AadFFFAHmHxjlhX4eaus6GYtMoTYdpjIAxnA5+h9a+aNA0+S8lmlRm2whdyRShJGDHHy5ByB3r6U+L1qp8B+I55orZFLQeXJlg7sCBz278fjXhfw10O51vUb5LO7e3nWEKmxASxYnjcfujjk0AepeGbH+yYjdapcOpFsLiSWWUAQhjt2MqjjI6npXTR3GmH+zrFb2GCyuYnUW8HlAyHBbCEgEc4I5HNc/pGlagbe/wD7SZrW7t2RGuJpQwncclcYGVI/Wtnwy9lqqi5WwtI7qQMsEYiZcBW5yD0wBx9TQBlXHiDQGv7K50TV/Kna7igk3jfJM65Rgy52jIfqOpB9KKxI/DckWu2uvzWVvbrdauPLigdlYZycliOPujjtk0UAeC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB3fwdZl+KGj7RnLkHjtivsSvjr4PMV+KGjYJGZCDj0wa+wVlDStGAwK4JJUgHPoe9ACScuAJCrlTtHb64pYkKRIhwSAASBgE/SlIJcHcQBnI9afQAVHv3BxGRuHHPTNSU1wWUgMVJ7jtQA1UZ4083G8YJ29M0rhiuFO05HOM0+igAprsqLuY4FOooAKKKKACiiigBpZt4AXjHJz0p1FFABRRRQAUUUUAFFICCMiloAKKKKAPIPivpy3mvWsxSaeaKKEWyQSBHjkMj4bnqM4/Ku4TSHl1zQr69W5N5a2rq0iECPcQMhh6+lcV8VGMerb/NaPEdo24nAGJ2/WvS1nZ761GEaGWLcrb+dwHYd+KANGiiigAooooAKKKKACiiigAprhiBtbHPPGeKdRQAUmAMkDrTJEZ9u2QphgTgdR6VJQAUUUUAFFFICDyKAFooooAKbhvMzu+XHTHenUUAMcsF+Vdx9M0Im0AtgvgBmAxmlCKHL4+YjBNOoAKKKKACiio45RKpZQwwSPmUjp9aAJKau7c2cYz8uPT3p1FAEcbZ3KWDMpweMVJRTdw37MHOM9OPzoAC6hwmfmIyBQyBipOflORTqKACmu6oMscAnFOooApW+npDGivI8rq5fe3Uk+uOtWljVGZlGC2M0+igBoQBy3cgCmvGHdGLMNvIAPB+tSUgIPSgBaTAznHNLRQA1wxX5Wwc9cZprBBOpP3yCB9O9SUUAMjjWNSEGAST+Jp9FNQFQctnJJ/wDrUAOooooAKa4YoQpw2ODjOKdRQAlLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBka8rGydk5ZYnwvYnjrViBgZrUMR5hgzjv2o1qNptEvY0OHaFlUnPUjjpS2UeyG0Eh/erAFOASOgzzQBEqmPX5pjP8jQKnl46HdwabrJlZbWKFCxNzEzENjCh1zVqbet0GUN0UcA9NwzUd+cSQBiwQuvTPXcuOlAFO+Zf7fRCmWNjKQ2Og3LxWurqCqE/MVyBVGeSc65bwqoELW0hMmOQ2Vx/OrbA/a4uv3G/pQBPRRRQAUUUxnClcgnJxwM0AK7KqEvjaOtVdLAXTYQGDDB5HTqatOCVIDbT61naG8j6b+8Z2ZZHGWXb37D0oA06KKKAOC+Llsbj4Za6kGN6qsjjGeAy5/SvB/hv4a1zU9VbU7S3KIIg687I5AGxgntkjivpPxrIh8D60cuR9mdD5abmyeMAV418K7adbsrNqjTwR2kltDDHL8rfMWCuANyY68+tAHTXmnWkl0n2xL6FrrDjyAG8uRTyAMkjPr0ruPJNq1vNaNLKWgCM4jGNvdmHqKNRvILVLNILdLie/Igby3VWVAOSWJyQPzq8Lh2srZtOkRYI2KsZd2Cg46kdc0AeXaBZXXiDxDZXy61qE9tZ3u2JLgoIzHzldvXOR35xRVvVbyw0rxeHs7xWmu76EXVuUKjccIGQ7cEgndjPrRQB8w0UUUAFFFFABRRRQAUUUUAFFFFABRRRQB3Pwf8A+So6L/11P8jX2KWCqSSAB1Jr46+D/wDyVHRf+up/ka+xutACAggEHINLRRQAU07t4xjb39adTQG3k5G3HAxQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigBqqqKAqgAdABTqKKACiiigDx/4rSfYvF2iX0DnzgI4pI2hWSIxtJj589OenHWvVzCGnt5AvCKRkdBkfX+lebfFGONHllAkLultkqTkATHAUEgZJr0iIAPC5DbnjwQzHjAz06Z96ALVFFFABRRRQAUUUUAFFFFABRRRQAUU0OrFgDyvBp1ABRRRQAhAIwRkUBQqgKAAOgFLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTAu0sefmOeTQA+iiigAooooAKKay71KnOCMcHBpRwMUALRTGDEfKwBz3GafQAU1VVBgAAE54HenUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZuuStFpFztfZmJxu44+U+tOsAWgs5Byv2dfmwPQUayzjS5wgyTG44HP3TU2nnOnWx5/wBUvX6UAOLP9r2qwxtBwT780l6yrAGaMSBXU4Pb5hz+FV5biRNaSFVLK0DMRtPUMO/Tv0qbUXeOyZkxu3KOTgAbhQBHPldZtXLKE8mQEHrnKn+hqzndPGyqrKVPz46fjVa5YrqFuu8gPFIoXnluD/jVmKPCRlshlXGMmgCaiiigAooooAKz9HkElmwAUbJXQ7enBrQqhpcKQQTLG+4GZ2J9CT0oAv0U1AwXDkFvUDFOoAw/EV/b2XhnW7kjcIIJDIoAY52en5V4X8Ptb1G1+I15dssV1LdWMbyLDGnz5AwQVIAOSc/rXtfjeO3j8Ha1JcyMlvJbETHDNgYxkBSDnkV87eDtBtpb63ltIrlLhdMlkkVJDmZ9x2lQrZxjBI4oA+i75LCxuIJrmG1RLiRECCNdxdv/AK/fNaGoSTJayPBCs0a4RoWUnIyN2AAcnHTtXL6atvqDaN/a8BudShtVkz5XlvDk4ywznHtis3x5q2o+FtEh2xve280si3EqfuwCRhATncTuxyDzQBi+KYh4WuGdmiv9NuLpJGuTaRMNPIboFTDMTggE9DjmivP/ABT4kk1LVjDd6d9iv54ysRVcb5AxCMp3EZLls5ztA4NFAHk9OZ2YKCchRge1NooAKKKKACiiigAooooAKKKKACiiigDuPhCyr8UNFJIH70jn6GvsUopcMR8w6Gvi34a3L2vxG0KSPbuN0q8jPB4r7SG7c27G3tjrQAFFZlJGSpyPahXDMygHK9eKdRQAVGJVZguGySR09KduABORgdTSggjI6UALRRRQAUUUUAFFFFABRRRQAwhiwIYgDqMdafRRQAUUUUANYEqQrbT606iigAooooAKKKKAPOPidGrohngka3jiWRnilCMCJBt6g55NdnFFLJfWcwkdYxByPN+8SO6/1rivilbXVzEkVu8+x4P3qRr1CyKeD2NdtbLvmsn8lNot+CxJdeBxnpQBp0UUUAFFFFABRRRQAUUUUAFNZgiljnA9KdRQAgORn1paKKACiiigApCQBk8ClpgIkDKVOAccjrQAjqzFCshUA5IAB3D0qSkAAGB0FLQAUUUUANYtuXABBPPPSnUUUAFNVwxYDPBwcinUUAFFFFABRRRQAUUUUAFFFFABRRTSyrjJAycCgB1FNLYcLtPPfHAp1ABTAGDMS2Qegx0p9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMIJYENgDqMdafRQBV1AH7BOQxGI2J9+DVDTJWuLPSZmyxMZJYHA+76Voaj/yDLr/ri/8AI1keFyT4d0YkknyT1+lAGhd+Y14qBF2GJjvJHByOKTWcHTmU5yWUg46EMDTrxHa4XaSR5Z+UDryKdqBDQrEVyrnnr257UAVtQjc6xp0qkgIso47kqMfyrRjkOyMPncw9KqXiM2pWJBYAeYDjpyBzVlg6ywgFiozuP+NAE9FFFABRRRQAVT09NkcwBGPOY8H371crH0JnLalvfdi9kAGeg44oA2KKKKAMfxRbPe+GNRtkAJlhKHK7hg9eO/Ga+d9E8UDwp4m1nTbm2tkhRJFt3W2VHLtwnIHA5zivobW7S81Hw5qFqXEU00Uka+UT34U56g4r5r8MWGm2+ozRy6huvrm0PlyTn5BICchi3TuKAPYfBt5qdzZ/abm2ijvJ7NVjdADIWU4BPA+Xvg1ieJr7xFYeCLOXUpZ7r7RqCx3iS7MCMNg7RjlW4+lXvDclpDr09zZakLu7uGW3clmXy1C5LKCNpA9e9P8AHtjBY6boelzzi7F1eYMjKTJgglmB6Ae/agDjvEPhuLSPE0PlQXl3DbhDvSRdkGZPkUsBxnGfbrRXa/8ACK6T4e1K5isfPa2uLeB8SSGSNj5oGTuOCTkH8KKAPlOpXiZII5CGw+cEjjj0NRUuSQAScCgBKKKKACiiigAooooAKKKKACiiigDt/hJZx3vxN0dJApVJTJhmxkgZ/E+1fZFfHPwf/wCSo6L/ANdT/I19jUAFFFFAEaqCrKY9oJORxz7/AI1EonS5SNQptgnJJ+YNU4ZWHykHnHHrUccTJLK5ctvIIGPu4oAkIbcCCNvcY606iigAqAnzSm1iY3GcqP61KyB8buxyOad0oAKKKKACikIJBAOD60ighQCckDk+tADqKKKACiiigAooooAKKKKACiiigDzb4qXUlla/agd0cVqz7AwGSJE/xrt9PxKlreJGw863TPzghRjOAK4L4vQyvpssiywqq2b4SZsK58xOME8jjmuwsljMehvIwjnEHEduSImyoyOOCB2oA36KKKACiiigAooooAKKayBipP8ACcjmhmClQc8nAwM0AOooqOWJJk2SAlc54JH8qAHKSc5UjBwM9/enU1SxZgVAHY5606gAooooAKKKa6B0KsMg9eaAHUUUUAFFFNUMCctnJ446UAOopm4FyvOQM9OPzpPLxEURip5weuKAJKhkleOWJBC7hyQWXGE9zTkkV2ZRuyvXKkf56USKW2/LnDA9cY96AJKKaoYFstkE8DHSnUAFFFFABTUYsMspU+hp1FABRRRQAUhAOMgHHIpaKACmMSMYUtk4OD096d7U0KI48IpOOgz1/OgB9NV1ZmUEEr1HpSBm3DKgLjJOeh9KFcMzAZ468UAPphYhgApIPU+lPooAKbvXeEyNxGce1OphRS4YjkdOaAH0VHG5fJ24XsT1P4VJQAUUUUAFFFFABRTCW3gBRtxyc0+gApu0eZvyc4x14p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVb91WymDDIZCuOO4PrWZ4cIj8P6UoChTHjoOPTFa0sfnWxWQbWKngHocVT0iOOLSLKPB+VcLgHr/AJ9aALEkoTUYEI5dGxyO3P1pmoFAEMjqijJ3N0HFJcvHHqNqXcqdr8YOMY9elP1Et/Z0+04BjbL5I2jB545oAbdOy3tjhvlZmU8gZ+X/AOtUomWQwPgjeCR8w/yagu5WjudOAcgPIVPyk5G0n8OnWpYV/dWzMWBAxjB7+tAFuiiigAooooAKztLRUkvgve5Yn6mtGqGn58y86/69qAL9FFFAGT4lRn8M6kqebv8As77PJbD7scYP1xXytY6fdWnj2CwuNIt72e3iYXltNLlXwMsxK9PXvX054livbLwnq8lgsl3dGJnhibn5uvHr64/CvmnxHqHiCLxHFrEVhIIpo0KTm18vzFB5LbMcZz16gDNAHt8GoPptistnayTJZWKKlvB+8UOx5D5AOQOntSeO7I3ms+Fbl8WltbM01wfLPCEAFOmBnOOcVc8ON4jtLqCBo9NvoJIRJOYf3PkuQCFwM9RzyKjv5JfEU9zHG8TXDSvaiN41YQxDG8g8hj9SOnSgCG+1KKz1C512/S0FsiLBbLHcEOX6pEy528+3qPSis3XrK41WxGjrqOmPeWchld7l/KlhjGAmCM8nIGeMg9KKAPlurLWuNNS7yfmlaPHbgA/1qtWmzbvDUagH5LtiTjjlVx/KgDMooooAKKKKACiiigAooooAKKKKAO4+ETBPifopOeZSOnsa+xVRUGFUAE54r4k8CXCWvjvRJpH2It2mW9Oa+3aACimMXJZVGDjhj0zThnAz1oAapzuAUrg4zjr70qKVUAksR3PenUUAFFNLEOo2kg9T6U6gAqNtrN5bJkEZ5HFSU35vMJyNmOB3zQA6iiigAoppQFlbJ47A8U6gApqtuzwRg45706igAooooAKKKKACmo29QcEZ7HrTqKACikpF3BBuILY5I6ZoA8c+Ob28Q0+R7GS5lNvMMxtjy1yp3N/eUelemaHewf2XpMayLtmtVaMlQpbCjOAOK4f4z6QmoaLFdCaSF7WKVneN9p2HbkEHggmu20SON9I0bKKXjtlZWwDtG0DrQBt0UUUAFFFFABSHODjr2zS0UANXO0bsbsc49adRRQAUUUUAQzzfZ4TIUdwOyDJ/KpQcimtuIG0gHIzn0pxGRj1oAWimRRiKJYwWYKMZY5J+pp9ABRTS6hwhPJ6CnUAFRMpWRpd7kbMeWMY47j3qWigBAcjNLRSEZGKAI0Qo8jGR2DHIU9F+lEbscAh/mBbJAGPanqu1QuScepyaSSRYo2kc4RRkn0FAD6oRz3cUt2bxYUtww+zsr/Mwx0IIGDn3q8CGUEHgjiolIIWOXlsnG4dcd6AI7R55Y43cFUKcq4+fOe/arVFFACE4UnBP0pocHbn5SwyAetPpMAkEjkUALRRRQAVGu1sSbNrEY5HOKkooAKaqKudqgZOTjuadRQBC7KJ4wY2ZiDhwOF+pp7yJHgu6rkhRk4yT2p9NZVbG4A4ORmgCORCAqRpH5bMfMBHY9f1psKyJK8YjjS3UDy9vXPfI/KlKuUkXcwIOVYn8fyqVGDorA5BGc+tAEaxus7vuJR8HBPQ9OKmqNWJlZcggYGMcg1JQAUUU0ht6kEbecjvQA6imlQXDZPGeM8U6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooppYh1G0kHOT6UAOooooAKKKKAGSIrL8yg45GfWsPwhKLrwzZyIjQjLZTIPRj6Ctq4DNCQmd2R0PvWL4W8w+H7XepDCR8hCQB8x/SgDTvm2lGBwwDEHjj5T60moMPsTAymPcpG7AI6HqD1qS5ieUoF44YE+nFR6hkWyjPr6/3TQA27H+kWB2biJevGB8p5/8A1VZKOBGFcna3zE9SKgvGZZLIKSN04B9xtarE33o/n2/P+fB4oAlooooAKKKKACqtru8y4yF2+YcY6/jVqqFlHIl/f75HZWdSisOFGO1AF+iiigDD8WW8F/4S1K3kTzY5YSoCtj5u3IIwAcZ+leJ6DY2EN1ZnXkjnTT7UQTREEtAFbKsCjfMeOcdsV79qELTabcwxyCFniZRJtyFJHXHevmy90rVrPxK8upXcdvBFfCQTzDbu3HjEa9mHPNAHsOka7pEeha54l0uwu0tnw5Eq7BOQuAyA5wDWd4Z1jTIrbQU8h4LqeR15RWMJZmJDEDAJyOa7mOWP7CI5VjW2kVUg2Lgtkf3ccVR0O0S00r7NfMn2lpHUyZ+Y4JI+bHUA0AcV4gtbfX/GFmLuxne3gErSS+QY0YqPl3Z4fkA8nHTFFdV4ngu720EWmzzJvCQrLBkuhLD5uuNoAOaKAPi2tGOLOgzS+YRidV2djx1rOp247duTt9M8UANooooAKKKKACiiigAooooAKKKKAOq+HUkK+PNJjntoLiOW4VCsy5C5PUe9fatfCvhqR4vE+luh2st1Hg/8CFfdVABTd48zZ3xmnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMYMcYbGDk8dR6U+igDy/wCMphfREhkTczQSvt3YLBdpIrs9CvoW0TR1BMbS2yMseMnGB37Vxfxj09L+wtPMMoEcUzZQ7cfd/i6fgetdvpXlQ2GkRmaQObZQpIA8wbRwccZ74FAG1RRRQAUUUUAFFFFABTfm3ggjbg5HfNOooAKb83mZyNuOnfNOooAKayBxg9iD+VOpCwXkkDtQAtFFFADVBA+Ztxz1xinUUUAFFFMLYcLg8gnOOKAH01mCIzHooyadRQAyN1kjWRc4YZGaGDEqBjGfmB7ilfcEOwAt2yeKaDL5r7gvl4G0gnJPfI/KgCSioYbhJ42dcgKxU7hjpTpD+7yC2MjlBk9aAI47eOK5klz+8lx37CrFNKgkEgZHQ+lOoAKKKKACiiigAoprusaF3YKo5JJwBS9aAFqKdJJIisUvlOej7d2PwqWmSFxGxjUM4HygnAJoAcMgAE5PrSEMWUhsAdRjrTY8kFi2ScZAOQp7gUSq7RnYcN1Hv7UASUxNw3biMZ+XHYVExMVozzyiPClnfPC+vJ7CpwQygg5B6GgBcUU1G3qGwwz2YYNOoAKKjZXMqFT8ozuGetSUAFFR+W3neZ5jY242cY+v1qSgAooooAKKKKACiiigBCQOTS0jKHUqwyD1FA4FAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJ0paQqGBBGQeDQBFOpeEhe5H86ydHR49GgRJXBExBLLyRuPFa8se6HYgA5GPwNZGlXpm07MHzbLtoWwfRuaAL946pd2QYZ3SEDnodpqzMyiF2OMbSeelR3JYeWAcbmwfy+lRXH7rTl+VWIVQO4z69KAK11ITZ6fIkAmzLGQAegIPI+grSik81N2MYYj8jWNftKdJ0t1Vy3nwltg6Dvnjp+Vaqh4IsBdxLnpk8E/SgCxRRRQAUUUUAFVYEZb27YtkMVwPTirVU7V5HnmMihc7SBznp7igC5RRRQBWvblLWymnY4VFJJxnFeZ363MWvR6zZ21rfx3M4lti8q48ogBmwepz09K9J1C3SXTLqHb8skbAjJGcjnkVx91o+kR6VpsSK10ttGbVbLIcsGIzknBUrjOfagDRa51/fdLKLW0Mvlm0lIDjdjlSPr3rnFXxiNOswlvJe3ivNJO8rqIg5yFAB5wODgcV0jQXOo+GY5NIvSkixtFHmMhSOnOfm49aS+s7keHbi0+2XCTBEjMiMQCSADg7ScfrQByV5d/ESae2Gm3GnhduJ4JItotwv8TeueoA7UVv6f4f/snXbUxo0mkx2rQ+dJM29GJGEKk/MDubBxmigD45ooooAKKKKACiiigAooooAKKKKACiiigDS8Pf8jHpv/X1H/6EK+7a+EvD3/Ix6b/19R/+hCvu2gBrOqKWYgKOpNOopgDbyS3ykDAx0NACh1LMoIJXqPShnVSASATwPenU0gllIbCjqMdaAHUUZooAKKKKACiiigAoopqMHQMM4PIyMUAOoqNFcSOWfcpxtXH3akoAKKKKACiiigAooooAKKKKAPM/i3az3cNlBANzyW9yFXjGQqnoeK3dPXUbdvDEcrTNi123KxBWjzsGCc8jnuKo/Eu2+129lAZTEGjny4zwAqmtuN5re58Pxx3j+XJCUdDGD5oCAgk/w4oA6KiiigAooooAKKKKACiiigCsl0HvpbYRSAxqGMhA2nPYe9SP54YbAhUsMgkggd/rUtRTwpPEY3LBT/dYg/mKAHEkMo2kg9T6UpUN1APfmkjyF2kYA4HOcj1p9ABSHODjr2paKAGruCjcQT3xTqKKACmLuy24ADPGD2p9RozkjcgUY5+bPNAElFFNQMFAZtx9cYoAiitvKuJpvNlbzcfIzZVceg7Urzp5pgR4zcbN4jLYOOmfpTlkLSOu37oGD65qo+n29zeC7ntwLgQmEOHOQrcsP0FAE0kLDeIVRCyHkj5c+696RALuyTE/UA+ZAcDPt14qfYPL2c4xjrTgoVQo4AHFAEUPJJMm91G1sHj8vWpDvyuCAM85Hao4VkijPnS+Yw5yFx+gp8cgljDgEA9MjBoAfRRRQAUwb8tkjHbAp9FAEc0ccsLxzKrxsMMrDII96InjkiV4mVoyMqV6EVJSdOlAC0ySRIYzJIwVB1JPAp9RXDOkDtGgdwMhScZoAcMLHlFyOoC96XJKZAwcdDSRMWiRjjJAJwMUxJ43laMFtynB+UgfnQA14Wnt0ScjdwXCfdJ7jntUqBggDYz7DAp9Z93Ne20kk0cKzW6RjES/fdi3OD2AH5+1AF1V2A8k5JPJp9IpyoOMZHSloAKKKKAGou1AuScDGScmnU1lDKVPQjBpQAAAOgoAWiiigAooooAKKKYSwZQFyD1OelAD6KKKACmpuCjeQW7kDAp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTHBK4Vtp45xmgB9c3ooR7Cfy2KAajJwEC/xdOv610MieZGUzjI61haOrNp16J1dtt7JtBLA4DDHvigDXuxnyh1Jb+n1psh8qwQOgJCquDjg/n60t55gMBTtKu76ZqS4UNGBuKncMEDPOaAM+9UPpVn5gGfNhPB4zkVdnkBQbH6SBTg/p1qre+Yun23mtmTzY9xHc7h6VaVBKrgZTEhJ5Jzg0AWaKKKACiiigAqhbpCmpXAR90uxdwLZIHbvV+qUTf8AE2nXAwI1Occ0AXaKKKAILpits+0KXIwgboW7Vx11p76RrVrqE8El3uDed5aSOY95GQmONoPOCOBXV6iJp9JuRZyiKZo2EbshIB+nWvD5Lf4gak/2hNSv7dEuJLYRN9yMrjbuwRwSPvc9aAPZku7a9Er2pnadISFjwUbB4BG7jPvWclkmm6VHbNbTTSunmXXHmGQZ5DEY+bnqB2rDsNK8TpdW2vaprsTC2jaOSG0jdo3XHBK9WYN39Kt3Wja/qflOdduYhPKCJ7WJYWiTB4IOTjp15oANV8nxBYQ3QNzEtvfG4jdiBCxTGCwYgle2BjnNFRanpI0rT2ikub/Vr2NXngt1JUznbtw5BAIyc4yKKAPj6iiigAooooAKKKKACiiigAooooAKKKKANLw9/wAjHpv/AF9R/wDoQr7rG7eQQNuOD3r4U8PkDxFppJwPtMf/AKEK+7AQRkUALRRRQAUx92AFAOTg59KTpMPvHcPwGKkoAZ5SeWE2jaOgp9FFABRTDKg35YDYMt7U23lWeBJFdXDDO5Oh+lAEtFRl98RaNlPoT0pyMHQMCCD3FADqKKKACiimliGUbSQe/pQA6iiigAooooAKKKKACiiigDzf4pQmV9Pke5aG3himaQK2C2dox7jrXZRWlww0qS0uhDaRRjzItgIkXaMYJ5FcX8X3hi0iAzKWV4Z02jqThcV1GnXc9rYaBH5f7qaBUdYwWCnYMHPpQB0VFFFABRRRQAUUUUAFIGDDIII9qWmhQowAAPagB1NKKxBYA4OR7GnU0rllbJGOwPBoAdRTVYsTlSMHHPf3o+bf22Y/HNADqKKKACimuxVCQpbHYU6gAopu8eZsz82M/hTqACiioR5wuHLFPI2jaBndnvmgCakZQylT0IxTI5BICwBAzwT396ry3M0BLtA8kbOqKsa5YZOCx9uh/OgCW48+O1b7IiPMANiyHAP1NTDO0Z696heOTzd8b9jwx4zxipMtvwV4x196AFCKpJCgFjk+9OpqrtLHcTk55PSmo3Ox2XeOSB6UAO+beAANuDk9806iigAoopksfmxlNzLnuhwRQA+ikAwKWgAooooAam4oN4Abvihd25sgbe1QrLL5zxmI4B+V+2MVJgsmxmw2Odp6UASUUmOMZPTrUH72AxRojyoSd8jOMr/jQBOeOaAQRkEEHuKaqbVIySCSeeacAFGAAAOwoAWiioxHtleTe53ADaTwMegoAkpMjdjIz6UjLuUjJGRjI60ixhXL5JJUDn2oAfRRRQAUUUUAFFFRpIWd1MbKFOAT3+lAElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANYFkIDFSe47VlWU6m2vfLlVpEuWD7f4TkcVqvu2nZjd2z0rA02ZpH1pWJJjvCOmMDj2oA2LxUKRl9oxKpUt65qVX/dBnKj1IPFQX5QQx7xkecmPruGKRdv9nLuyVx2+tAFe9liXSY5GRNm+P5cZH3hir0DBvMwoXDkcd/esq7tnHhqOB0wymPIY9MOvpWid1vBI+QSWyPxNAFqiiigAooooAKqogGoSvgZKAZ71aqCOEpO77iQw7nmgCeiiigCvO6mzldsquw5zwa8K1D4g67cWcOkTaY1r58rxTFoi+9QSAHJ/iOAcg969p1a5lXS5/L0+a5doyFiA6kjgH8TXgEfizxNrd3Lps+heYDdSwSWUcZMnK9A54UKMe/FAHtOgS31p4XtA8Nsl0I1Z1ydir0A3DqRTtb1a0s7Gc37GNlmjVmK4UnsAfSvMfBfiHxMPDzaDpmjzPDaTvGLrzArqqclSG79q7y90yfWtMs9QilnkErrILOWYbMngg5HbHb3oAzPGfilrPRo7jQ5UN5cQrJbW7R4Ku78SDqc9ePTmisfW5b/RvEtvHfGW3ivIHih8uQST+YAFRVwOByT9WNFAHzLTtnyFsjAOMZ5/Km1eS2Q6NLc7fnWZUDbuxHpQBRooooAKKKKACiiigAooooAKKKKALmlIsmr2aOGKNOgO3rjcOlfd1uqpaxKudqooG7rjHevgyz/4/YP+ui/zr7r01CtlA5kZg0MeFPRfl7UAXaKhSUtPJGUI2YIODg5/SopJmFzCyyoIMMHyw5bIA/rQBbpjBVYyHPA9e1QIZ2vCWkj8oRjMYOSGz1z6Youp/LtnlG/5M/KEyWx2A6n8KAJlCk+aM8r69qcjB0DLyCMis3Tb6B53sBcM9ykazFHj2lUb7o/DpVsGQXExLErhQitwM898fT1oAndFcFWUEHGaQlI1A4UE4AArKs7+afW5oJJUBhiRZLeMFgrtls7iB2xWnKJGjKxsFJyN/wDd46470ALErohEjhzkkELjj0pVdWB2ngHB+tMtgyQLHJOJpUGHfAGT9B0pzmNm8pypJGdpPJoAkpjKGKk5+U5HNK24IdgBbHAJwKRyBGxYEjHIAzmgB9FNUBVAAwAOBTE/1z7UwOMtzyaAJaKKam4qNwAbuAc0AOooooAKKjidpI1Zl2k9v/11JQAVGWMYd3YbO3HSnMwVS2CQBngZNKDkZoA8i+Ol7Z2GnWEt0srM8U8cPlkja5C4J55HWu58HySXvhTQ52lSSP7IjFlHVscYOc1xPx609dQ8Oacn2uO3dJnkXzFY7yFzgbQeeO9dNo+pXkfhbwswsI3knWNXKTBFjXb97OMH6UAdrRRTJGZYyUTew6LnGaAH013VMbj1OB9aUElQSMH0paACiiigBqljncuOcDnqKdRVaWaK3hkNw52KMszDAwaALNGahhnglRfIljdSoK7GByPWqerSm3SCcTGECZVdhGWypPIPBwPegDSpoXDlsnkDjsKrSzxWe0sZBHtPCoSo/ECn20yXEbSRSF03suSMYIOCPzBoAld1jjZ2PyqCT9BSo4dA6nIIyKhGIPOkcgRlgR+Q9vWluYXuIgkdxJAdwO+PGSB25B60AT1GdkbbiTlyB1zzUcj+XcKWkkCbDkbfl+pOOPzqjbia3s5Gnu0uLQI7b0iw4ycgYGc4GfegDWoqFZY1VFLgEgYDHBI+lO+WFAFU7c4wBnqaAJKhJEhXALANyQcYI/nTzIBIFOQSODjj86cSB1IGaAFqJvNErEbTHt4H8Rb/AAqsLd90qPcSuGfzNpUY24+7nHTjtzTLK/e4MYlheGaRSxhb+EBiN2cDOePzFAFuW4jgTdKdnylj36daedsqdcg4PBxVfUBObU/Z03y7lxyARzyeQR0qpplvNb27/aCh1GUBp3ViFY4xkZ46egxmgDSbY77DnIw3HFPxzmq8bJ9qeIO5dVBYEcHPf/8AVUqlmQ5wG5HynOKAJKYSfMA2/Ljk56Um1xghyxC4wcYJ9TREztGpcKHx8wVsgHuM0ASU1ywUlV3H0zinUUANVlfOD0OD9ajluIoWjV2wZG2LxnJp4BUsSxIPQHtUUSxQxM6ZYMxYlRnOT7UAWKr3EkRjKNKULELlDyCafKUwocZBYY46GozbRxNLNBEqzSkb3UAFsev4UATKWDbSDtAGGJ61FFLDdRmWCQEbsFlHJweRUnmplQGBJ9OajieIwB40YIxPG0g5zjpQA7ztrIrqwZ2Krxnpk9unAoaSKMyys2Ni/OTnAAGagjmSYReS0iKrEYVQQccYPXHrURvI5riSwlZ98wcJiFgAowDkkYzz+NAF6GaO4hSaJg8bqGVh0INSVVt7RbYrsY7FjEYTaAOO/Aq1QA1XV13A8GnVDNHHODGxG7GR0yPepSQOpAzxQAuR603eu/Zn5sZpqxRqVKqBtzj2z1pdx8zb8uMZ68/lQA+o4t5j/efeyf50qjYnzPnHc4FPoAbvXzCn8QGfwoRxIgZTkEZFId24YA29znkVG8m4iNDjP8Xp16dieOlAE9FQTTeR5ZIJDMFJwePfiq1rrNheX93Y284e5tMedGAcrnp9aALkUyTAlDkBip47ipKgtbuG8V2hfcEco3GMMOo/Wnxuzpll2nJ457GgCCzmaXzg0qyFJWX5UK7R2Hvj1q3Vazu1vbfzkjlRdxXEqFTwcZwe1SzSiGF5GV2CjJCKWJ+gHWgCSimowdFYA4IzgjBp1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACMwVSx6AZNczZzeW2vyqpfbcggDqeB710kilonUdSpArFs7d4l1VRtV2lznGew9hQBo3xRraJ5MgCWNvx3Cn3GTZnK7Txx6c026XdY8hWIAPzA4yKt0AZt3ERo/lqGJBTgtuP3h3q7Jv8AK+QAtxwRVSQKNNYQqIVV8YIyBh+fzq4m3c+0EHI3HHXigCSiiigAooooAKq+WBqfmbmyYcYz8vXrj1q1VQeYdRJbATy+AOc89c4/SgC3SE4GaWigDHuJ3u9Jvo4obmF/JLBsYJYgn5STg/nivlfS/Gmpade6q8a3RmVt6m3l4jVW+bcecg55Oa+rtXvBBpV4yZZxbuy4jLgnaccAHPSvhqWVlnuCeGckHGR39KAPXPAPiaZdROp2I8ie4vY43spLjEc+4/M3P8Xqf0r0XUzreh+ZDeWUSaWtwtwJzdjKyFwVVM/dHXivnvQfOSwdrXX47KUSCXyCzLypyGPGCfQCvQNPvPE3jnR7nVI703QtJfMuLZkCB2C+rEgrgHjjk9KAOq8cXV3cpaeJIJ4Ha6tY1jaDK7FwSy+Z6FsHOOAtFcZ4u1bXYtHhN1N9gs7ty1skkSuiJEoZFjZQTgngZGKKAPI60ohnw/cYVjidSWBOBwetZtadmoOhak3PDQ9+OrUAZlFFFABRRRQAUUUUAFFFFABRRRQBPZ/8fsH/AF0X+dfcFvqMaWcdqhZbhbeMrkDByOMZPNfDtuQLmIltoDjLenPWvt3wzYSW2k20j6nNfpJCjI0wUkAgdCBnFAGukjSfd/hOHBHJ4zxz71nXcFndwxxXFiJEUiU25jBZTuyCecdea0JknPMDovyt95c/N2NZAtNf+02Us2rWqRRhhcolv/rSQAuCemDmgDWFpB9oNyse2VgoLDgkDoD+dMaRUvVhc7nky0eeduBzVOY30VxcXNxewx2cIDpGi8kAclz9fSmzR3Ml1ZXiXKARws0oAOGBHWgBNSsr02t7JppWPUZYwBOwBHHQD2/xqWG+jm05Ly6s7mLMgzFKm5o2BxnAzxnnI+tZ2qf2zdw2zaFe2/kzyAFZUP8Aq/4iD1z1rlltY/DWvQadquvXX/E2mRYYhc48sIqkHn1KkH1zQB2kEWoNqkt4lnYJG6sA/PmyYOFyw4wQB61cjuJGigmu9tm5YgxM4OfbPfpmqelXc6WrQypKfs07Qs7kM0gz8rfjkflSyJplzCXudjW7TBonaTcGcDt6Ec8UAXreNInMlvFCUncvJInGfQ+5qdoI2nScqPMQEBsc4Pas+SUyJEEljgkBVQpJbBz0OPUVeEu648vcFZckr1yOxoAlZdxU5I2nPB60jvs25BwTjPp9aQyxjdlhlcAgckZpRGuCMZBOcHmgBJJEhjaSR1RFBLMxwAPUmkimSdd8Z3RkAq4IIYeoIqFXSQTJK6yIXKbSnA9j61Xs9J+x6pc3aXMvlSoqLbZ/dx47gds0AWppoBLEHuRG2/aq78bm/u+/XpVmmNGjEFkUlTkZHQ+tU55Zp7uSxFvKkTQ7hdKwwGzjb6570AXSy7wuRuIyBTHaNoyxk2opyWDYxjrRFCItx3MxY5JY5x9PQVVihUXF8JbcLC+MuzZEg288dgOlAFt5o44/MeRVT+8TgfnSNNEihnkRRkLksByegqNooZ42jXawC7QP4cEcfWoDa28sEQmbJtnDNsyBvA7jvQBdK/MH3EYB4zxVGC8s7y6ZbXUIpi6BikcwYgdiMHgdala6jtbbzLqYEb9m7aepbAGB+AqPbpmlQTXgjht4wMSSKmOBx2FAHmHx9SN9A0oSSSRnzpNjRkA7tncnt61L4R1ez0zwZ4NsnmvkmnmxEZ7fcTj7y9chfRql+OE1vB4LtLqf97Ks+2ILxuLKR/hVjwNfHUfAvha5u5VZ48xPKq4KADABPbsKAPS33FTswG7Z6VE8xSVQw2oSQSfpnI56U8RkkF2yQSRjilLKXCHk4yAR2oAimmZWgEbJiR8Hd3GCeOevFOkuYIZBHJKiuVLhS3JUdSB7VWhSc3TqwIjjlLKWUfMCO30yaG05ZbiKaVtzxSs6HHIB/h+lAFuOVJRlDkeuKc7hF3EE/QZpCgYqeRtORg0rhihCnDY4OOlADZc+WcBzyPudetcwfE9hquvy6CFeOaDInjlKhsldy4GTuyK6S2ZSjoH3lHIY4IweuP1rm7XwNpaeKJ/FEkb/ANrykFXMhZY8KVwB6YoAW5e18PWaa4LpPsSRj7QzwjzJFAAULjGPXFPh8RjV9KdrWyaaR4RMIpEwHjLY9evtVu9CpPdQ395braSKjxRlcMuCAST0wTWiRGkZW3VI34VDs4557dqAOO0bTtauLRUsb4WlvazyI0E8e/zTuzg5xgDPGK7G2mYSi1eFlkSJXZ1XEZJ6gH1yP1qjbPdWzyyyXdvJavMqQoE27MnBBPc56U8X8s93dWr27W7wL5kcjNuDDkA4Hb2oAuyyxm3Yz5hjyFJkIGc4/wD1VK330wHxz0PH41Q1p2TR5WCNIw2kIg5c7hwPrUrTJeQtArMkgwrgA5QkZxmgB87RSt5LujAg/ugfmfHUY7iqq2UdpNHsLRWzSGZvn2hWwAF47cdKnVbaOWLOXnTcFODnOOaqajNb3ttNZvPhpAu1Sh456dMdaALEjzz3bxPbYijKPG3BJO45yM/QipYlulvpizAwMflz1XgYx+Oc1Rt1nuHnNxdkpuVdnlbCp3eo6+n41eu7+CzubSKaXYbmQxRjH3nwWx+QNAEkoaYQtEUYCQMST256VUubEz6pDdSvM8cC7o4FA2Fv7xzzuHao4dQMmoXlmICkUKk7mblz3K+3amvfLdCeAW82YoiTtkxn6H1oAlOozx6lNbzxpBCSi20rn/XMc7gAD24q0szPaPJDiRwp2Nxhzjt7Zrm9MS9k8RXWsTbjpYtFSHMhc/L1wvr1yevFVNP1nWLvUprXS9PeG0aaO4Et2CC8LcOFHYgjgUAdJbTzNpUN7fSeUFgEsgTIIOATn8jUCgy6ympRAy7rfytkbfd5z82T6+lcvdX2oaHpunTxS3iWvmulyLxTMwL/AHM4/gz37CtRbSxuHlmS/u4JtXVG2xbhgLz8vHy5xzQBuSyWMGo+fKPLnKKrSL6Z+7xz19sVdkmitzs4MjAssakbnx1wO9cxdWGoapfw3cM1xBHDEQIMBX3A8ZY5yDWrBcyiCKe5gNsUDGVJDvKcfwkds0AX7u8js7Q3Ux8uJBucMMnGOgA75qSE718xcBHAZRtwefWqsE05s4x5AlcMqt82AARnPPpmq0M12upWNrcQSAC3dmkQ5jLggYP4c0AavmqVZkPmbTtIUg4PenscKTjOOwrA8LTTSwX6TyNJIl5KQzDHysdyj8ARVzUbifTLArY2rXM5DeWrNxnr8x9KALVtcSzMwltZIQOVLEHI/DvUzMUOWZVjA/WqVm9+1vHNcQIjvCGkhV8lZDjIB9KzJrm5XW7S1+x3QS5BaWdjmNCA2BjsaANyRmedYlCFfvPuGcjtjnrmq9xI0sslpJC5ib/lrERhAAD83OQc+gqW7+0oga2UMxIXHAwM8nn+VZmpadNPLPcxvK91CDJbRLKVRmKbfmHQjNAFpdTs0tS0LRK4IXYzgcn7ucZxmoBrtnNLYMrTFLktGAoGwEHB3ZORyMD61TtLG4bRjdX8Ys9RvLUJcmPkJIBhSB7VALfVND0q1tYrf7e1vEGeR0GWII792zzQBHb6DJoena9bxTKi38ztaJF8uGdQMYz1yK6GxW5MCSTZ81C0e3JClQ2AceuBWdYw61A8lrK/nFpDOLmUDaobOI1Htx+dXJ4NSvLFFt520+VWO4ELLuHpzQBooDGjNI4J6k9hR5qh8NInzY2DPJqKGGNQVbcHeMBlzwBjHHapYTvhRmiKNjG1uSKAEwsf72Xyw+MF8Y4zwKRZYrqIPBJFKobhgdwyDz0702W2V7kTsfmRCq+gz14702HyniUwMFLIdpC4HXk4+tADZNRg8iSS2YXTJkeXCwZiQcEdex61PIWUCVY9xCnKgfMfYVm6X4e0/RrlpbKB1Mm7cTISAWYscA+pJ/KrqiQR+UsmyRWySRnK5oAgW+im1MWLt+88oy7McFc4weeorQZti5ClvYVk2ktq9xLeTkJcoCmG6qhOVGB61ptIBIBvxggMMdc9KAAsjyGISYdcMVB5x2z7cVHb+SrNbrKJJI2LEEjcu7JH060ySUpdyL5ijMW4fLyuD19+v6VNhGYyoMuuRxxk0ANuoYZYsztiNPmYE/Kcc81n6X4c0jStRu9S0+1SGa9A80oflbHQ46Ve+zMZGZmIjdMMh55znrWZJHqk2tae0BVbGMOZpM/eGMBQv65oA0LO2tdMhkiiWKJNzSkKMdTyTVjl2WSNwVIHuCPUVhaVqV3Jr+uWd1aSpa2zoYZpBxJuHIHtxV+3uZ7trV/IaDDSCRGPQKSv68GgC+8e9423uuw5wDgHjv61JUMMYSDYm4YJxvOT161IoIUBjk9zQA6iiigAooooAKKKayhlIPQ8UAOophjUoE5wMd/SlUMC2SCCeOOgoAdTVZXUMpBB5BFNKyGZWDgRgEFcdT2OaeAAMAUAMDkkDy2HJGTjtUlFFABRRTWUMpB6EYoAdWHZlBqetKykANGSA4Ofl69eP0raACrjsBXOaYn/ABONfmkcKkvlMCCSVAX0oA3LqITWZj2bwQOOtSKyLGW8zKgklienPNRzsDZblJwQCD0qWXCwuchcKTnGcfhQBmrGP7FnRhuBkk4QjnLnFaHEUTOSxGMkZ6cdqqtHu0mdUwD85HbnJP8AOrbIZLfZnBZcZoAkU7lB9RmmO5U4CM3BPGPyp6jaoHoMUtACDkA4xS0UUANVlbO0g4ODjsarBwdQAMJDeWR5hAzjPrnp+FWsAdKqyRt/aUUgfC7GUr60AW6RmCqSxwAMmlprKHQqehGDQBz/AIj1GSx0W5mtY9si2kjInlgk4UEYwRjFfFc1x5iMjRJvMpcyY+Y57fSvuXU9KsdQtpEv4EmgEZGGXJA6n+Q/Kvkm/wDDaPHfw2IdNt0d8U9qQ6jkrg4yA3YUAc/4evZbXUY44Y7dnmkQB5lyUIbOVPUelb9x4q1e1n1210UCG0urks/yL5iluCq98HnpXdeAfA+l32pWgtof9Jt0We6ZssyNu+4p6dK6jWfhBocNvqepxh7bUpGeS3O8lI2OSBtH3j/jQB5F4p1W21PwhpULSSXd7ZQxwSTy/L5YO5gqqCQRgYJ68Ciu71H4X3zeCroXlxbS3i2kMlrKLcRliD/qyx/i5x+IooA8Irb0uDzvDmtNn/ViF+v+03+NYlb2gyN/ZeuQhCwe0BOD0ww56e9AGDRRRQAUUUUAFFFFABRRRQAUUUUAOVSzBR1JwK+3/CFpc2XhjToZ7gzAWsW3d1Hy8jPeviBApdQxwpIyfQV90+HFRPDOlrGxZBaRBWPcbRQBoq4fpkHJGDxUIsoA0hCn94SWGTgk9f5VPtXduwN2MZ9qbvLEMhVkwc4PJPtQBn3tpZTtHZuo+dcldpO5F7Z/GrIjkW0dYizbshBgLsGOB+FTRStIqlonQsu4hu3sfepaAMLRp3QDTGu5Jby0XM4kT7wbOPm6HHtVLxL4RsvEemXkFxHGt7KuY7rytzwg8fKfUYNdVSMQqktwAOaAOG8OaSLPToNOvpZpRDOsUVw7MWnMYBVvb+IHPpV+Xwnp9/8A2ZiIrBYSPJEu84bd0fg9c+vrXSW8cKQJ5USxp94KFAxmooZYUvWs1VvMSMNuK8FSTwD7UAVrnTBfrEDI0SJKkoKjDMV9avTKxYhJCjOpCsFztPrU9FAFGHTUi80s5ZpWR3ZRtJZQOfxxVhIikilXIjC7fLxxn1zU1FAFVrbbP56yOMEll65GMYHp0pJreKa4t7ktMGThQpIBz/eFW6azqgyxAycc0AMuG8u3dssMDPyrk/lUZtI2ijjXKIrh8Ank5z/OrNFABUU8EdzC0Mq7kbgj1qWigCrNC42GAhSoCjjhR3P5VKyMrBo8cn5l9fepaKAIpo2kiKq+xsg7sZxzVW5jt47qKaYuS7bADyucH8ulXXUupXcVz3HUUMoZSrAEHqDQB5f8c7eeTwfaS2yIJYLsSLM2MR4Un9cVo+B4Y9Q+HGiXN0A8uPNjWVBEMk+g4P1qx8UFDeHLZdoLSXIiQHGNzKyjP507wPZzj4faFGXQXMCbN1wucEEggf0oA7VVCKFAwBTqKKAG7RvL4+YjGfamxyiQuAGG1tpyMZ+lSUUANCKGZgOW606iigBCAwIPQ8VmPosKQlbOR7aQY2OCW24z2J/2jWpRQBUNlFPbxx3apcMoALuo+Y+uKWC0+zzOySny2xiMjgfjSvPJFC7NC7srYCxjOR6ipoyxQFwA2OcUAJsDZV412ggr9fWmxwLHK7jGGA49OST/ADqaigCEIu5AqgpktnPQ/wCSampgUoVVFUIAeB+lDSIjKjOoZvugnk0APqvdWouYZI97Rs6FRIh+Zfce9TKytnaQcHBx2NOoAigR44ljdtxQBQx6tgdT70rxRysjPGrFG3KSM7T6ipKheN5YdjOUYkcxn396AB8LPGRGCzfKWxyBTYEgiVordAFyWOOhJ681YpkcaRLtjRUXOcKMc0AQIksVsWjgjWY9UB+XrSXNrBcMnmq5JIHykjpzzirdFAFW5treayltZULQyLtZBnODTLLS7TT4ljgRgF6FnLH9as8Cb7nJXlsfpSsN6EBiM9xQBnW+mR2uo3E0DSq043NliVBz2B71pKCCxLZBPA9KbD5oiXztvmd9vSpKACiiigCNIo43d1QBpDliO5xipKbt+fduPTGO1OoAKKKKAI8ybvujbu657Y6/nUlFFAFW6com9w4VXBXYNxP4VZByAfWlooAgkV3LDAKbCAufvE/y/wDr0oEouEwB5Wznno1TU0qS4bcRgEY7GgCNUL7vN5BbIHoB0qamKpUH5icknmn0ANZFfG4Zwcj60ModSrDIIwadRQAyNFjjVEGFUYA9BTCyG5CFW3quQ2DjB9/wp67sHdjOTjHp2p9AFdbK2WR5BCm923Mcck1YoooAKKKKACiiigCB4oxdJOQxk2mMYJwAeen4VPRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADC43lO4XNYmlQvFqWqTEjEiRFfXhTW2VXJbAyRjPtWHZ3YGuX1jgHbbJLvB4PUY6UAadw5Gm72yTsBOBzVplWRCrDKsMEe1U7pmXRZCn3hDxge30/pUsJkFvIXznnGfTAoApoBFpuobZRLhpT8nUdTt+tWrbMkAbBRmjXknLdO4rPihaDRdRc9ZBJJknOcr16f0qzp7FrYMWAYwIc9McfSgDRHAHelqOLPlLltxx1B61JQAU0orMrEZK9KdRQAVUkH/ExgYJnKsC2elW6qSyAX0KngnIGe/HagC3RRRQBDczGC2llVDI0aFgi9W44FcHpF3c3OrXUd1od7Dd3couGedVdIoxkKAw46Dp1Ga9A2ruLbRkjBOO1ZkiNAbhle8MYYDYgBxnGNgA6c96AMDwdeyXf2mCHQI7CyhmaHzUkBZscgnuea6RLVrSKYxYnkZmlVX4JY+56dqtxqkOE3ksxJ+bGTT9o3hsDdjGe+KAMLxDa/aUtGntRNbpvNwvX5dhOPxIHNFa7zRSwkh4zGW2MWPHoRRQB8EV0PhkyC113y4vMP8AZz7huxtXcuTXPV03hCWOOLX1dwpfS5FUHudycUAczRRRQAUUUUAFFFFABRRRQAUUUUAFfdHhb/kUtI/684v/AEEV8L19weCLr7b4H0W4CFA1pGNp9hj+lAG6y7lKnOCMcHFQzMlvF5pDEIMBVyc59u9WKa6K67WGRkH8qAE3jKg8MwyBT6ayhlKkZBGDSgBQAOg4oARiQBhS2Tg+3vQWXfsPUjOPanUYoAjZsOihgCc8Y6j+lPwM5xzSOCUIVtp7HHSl7UAJht+cjbjpjnP1p1QQxFJJJDkNIQSucgY9KnoAKKKKACkIB6jNLTQW3kFQF7HPWgAG7ec429vWnUUUAFFFFADcNvzkbcdMc5+tOoooAKKKKAOF+KjSJ4Wikik8t47pXDbS2MKx6Dmp/h9cvH8NNHuZpHuGaEOS7DIyx4yfT3rQ8aWMd/4fkhlSR13E4Rtp+63sf5Vy/wANpLOf4W2sNpO5e3donaQ42Pu5AJBH6UAel0Ug6CloAKKKKACiiigAooooAKKaXAdV5yenFDMEUsc4HoKAHUUxgXT5WKk9Dj/Gn0AFIVBIJAJHSmK0hkcMihBjawbJPrx2qSgBAAOgpaKKACio4nMkYYrtJzx+NSUAFFNUsSdygc8c5yKdQAUxCWXLKVPoafTXBZcKxU5HIoATYN5bnOMdePypVVUGFUKPQCnUxVC5wScknk5oAVmCKWY4A60uc80ilivzqAfQHNOoAKKKKACiiigBrbty4IA7jHWnUUUAFMZA4wSeueDin0UARySeWU4zuYCpKbg787uMY247+tOoAKKQ+1NBJjG8BSRyM8UAPopkUSQxLHGu1FGAPSn0AFFFFABSE4GTS0UANVg6hlOQelOoooAKKKKACiiigBCQBk9BSKwZQw5BGRTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKwoAkfi+9OwAG0QlsdgTxW7WBbHd4nvPn3hrRTg5BPJHTGMUAas8gk06R4CCGQlSc4p8aFInLndn5u/HHTrVfdu0di6lR5ZBX2/L+lWYwr2iCP7pQbfpjigCrCxOnXBZEC4bCgdRjvzyaltW/4lsbqqj90DgDjp/nvUUIeKzukZQCgOMHOflB9BUllILjT4RyC8QP3cdRQBYhYtChPUjsKkqOHHkptzgDHIwakoAKKKKACs+8maPUbBBja7MDlST931zx+taFZ19j+09OOxid7gMO3y96ANGiiigAqMja25UX5j8xzg/wD16kqnJYxTeatwxljkPCP0UccD8qALfBweD6GoJLpYpWWQbY1TcZCRgc9KekUUOAiquAFAHoO1OZFcjOeOev8AOgCOYkRuq7U4+V2GQCfaiormNYnNxHAkk77YjufblSf8migD4Mre8Kwme/u4wQCbKY5Iz0Gawa3fCzlL+6K7txs5QNo9qAMKiiigAooooAKKKKACiiigAooooAK+0/BVsZfhxokUV4/FqhE0XBPfHP5V8WV9q/Db/knGg/8AXqv8zQB00UnmRhyjJnna4wR9acrBlDAgg8ginVBEzuinZ5YDEFTg8DgdKAJ6TOOaZGJBu8xgcsduB0HapKAEBDAEEEHuKWkAAGAMCkZ1QDccZOB9aAHUUUUAIrBgCpBB7ilphZI1AOFBOBT6AGqu1mO4nJzg9qdRRQAUU13VF3McAd6UjII9aAFpFYMuVIIPcUiqFULycDHNKAFGAAB7UALRRRQAUUUUANLAMFJGT0FOpNoznHI701FCAgEnknn3oA4b4v31xpvw9vLu2YLJG69e4OQf51l/DKSK2+E+kTy+WpaQkDorEt/FXRfEi3juvB80E/MMkqK65wSvcD3rF+GdzYaf8Lbd5cyW8EsifMnU78ADPWgD0cdBS0gIIGPSloAKKKKACiiigAoprBtykEbe4x1p1ABRTPNQxeZuGzGc+1OBBGR0oAWiiigAooooAaN25t2Nv8OOtOoooAKKKKACmvu2nZjd2z0pssgjUHGSTgD1NPBBFAC0zgy5DcqMFc04jII6UyKIRRqgJbAA3NyT9TQBJTSwHU1GgdZ3zkhuQc8D2p7hMbnAwvOT2oARZVaISZwpGeaVJEkLbGDbTg4PQ0iIgjwvKNzg9OacqKudqgZOTgdaAHUUUUAFFFFABRRRQAUUUUAISAMmgEMAQcg9DQcd6AABgDAFAC0w7HOw4JGDg/pT6TA3ZwMnvQAtFNVSpb5icnPPanUAFFFNclUJVSxA4A70AOoopodSzKDkr1HpQA6iiigAooooAKKKKACiiigAoprpvGCSMEHg06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw4w8HiTymjQ7rMkSZ5zv6VuVgzr/xW0Dbj/wAeDDHb73WgDShBbTMOgyVbK5470+yk32sYxgqig9x0B4oVVFgQG3DaeR3qPTQgtUCBhhEB3dfuigCCywz6lIA2HkDfN/1zWn6RO02nWr+WERoVbjoD6U60WP8A0pYn8xNwAGRx8o4qPw/GIfD9jGDwsQHNAGhHIJYw4zg+tPqG2AW3QBgwx1HepqACiiigArPuVI1K1YruUsQvX5TjrWhWbqBZLyxKFsvMAfTGKANKiiigAqoyLITHJ8yxfNubqGx1H4GrdVrmFpFyrMvrs4LUAQRwSOqKLly8L7ix5D57Zq6GIKhgckckDgUyONozgEFTySeuaRZpCOYHVsnjI6Z9aAG3Eqh0jVx5mQ2wH5iueeKKZc3MEEy5j8ycjACj5gD/AEziigD4Mrd8J3j2etkooPmW80Zz2BQ1hVqeHv8AkMx/9c5P/QGoAy6KKKACiiigAooooAKKKKACiiigAr7V+G3/ACTjQf8Ar1X+Zr4qr7K+E1zJdfDLRXlTYywlAMdQGODQB2tQqhWIoHAc5O4Due+KmqMxIZRKUXzACoYjkA9s0ANG7Z5XmEyBRl9vWpaWkPQ9enagBHYIhY5wBngZpcjOO9Njz5a5LZx/F1o8qPzfN2L5m3bvxzj0zQA+iiigAopu079244xjHanUAFFFFABSHJBAOD60tFADVBCgMcnHJ9adRRQAUUUUAFFFFABRTXUspAYrnuOopTnHHWgDm/HCM/h75eomQ89O/X1+lc78Lsv8MIxJ91Zpc7hsDDeeM54HvW18Q5ooPBc8t1gIHj3lT935hyMg9PpWD4BIk+Fy/wBmweZI0sh/0mTasjFjkqcHHsMUAekRtujU8cgHg5p9QWi7bOBcBcRqMA5xxU9ABTWUOhVuh96dRQAgGBgUtFFABRRTW3YGzGc859KAHVGY8KwjbaSc5680qyIzsiupZfvAHkfWn0ANy3mYx8uOue9OpmzLhsnIGMZ4p9ABTWLBSVGTjgetOooAQZwMjBpaKQ9KAFoqLaMojguRyGI7jv8AWpaACoyNiN5SgnOcdMmpKaqKgIVQMnJwO9ADW3MQu3KkHcc9KVGXJjXPyAdaG37htA298nmkRf42VRIQAxFAChAGLDqevNPoooAKMg96Yz7SBtY59B0psSRgB1jCEj0waAJaiuJ0toGmlJCIMkgE/oKlooAQEEAjoaTLeZjA2465706msisQWUHByMjpQA6iiigApqhgTubOTxx0FOooAayK4AYcA561BALoS3BmZWQvmIAYwuOh/GrNMZS2MMRg5470AIi872XDkDIzmnIqooVeB9adTdi79+BuxjPfFADYldExJJvbJ5xipKaGBYgEEjqPSnUAFFFFABRRRQAUUUUAFFFFABTAgDlgOT15p9Nbf8u0DGec+lADqKbtO/duOMYx2p1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADUcOu4Zx7jFOoooAKKKKACsUJv8AFCSuzblgdAu3Axu9a1XL+fEBnbzu9Pas14ZF8R28xZCDFIvLfNjORgd6ANDK/ZW8rIABAzmm2DtJp9u78OY1zweuPem2iH7Gys27JbnA9TTrBBHYwovRVwOnb6cUAPij2TTNgDewPHfgD+lVtGVU0i1VQABGMAUtu6Nqd1tA+4mWBznrxVPSDP8AZ7JZoVRhG4OGB6Hjt3oA2EBCgM24+uMU6oLZ2eMlmydxFT0AFFFFABWdqkssMliYow+65VGJ/hU9TWjVO/Rn+zYx8s6k89qALlFFFABVWS8VJXQKzeWMyEKeOP1NWqhlcxvGxljSPOGDDkk9ADmgDMTWNP8A7aW0Ekr3kijCCJ8Ip5G7sPxqS61O6t9Ivb1dOleS337INwDSAdx9aupHBFcysmwSykFgMAnA/M1IV2KfKVQScntQBzWgeMbfWvDSau9tc2URfy2+0x4YN0yAM554oropbm2tRmaaKEHn52C59+aKAPgetjwu6J4itTIcId6k+mUYf1rHqzYtcpexGzLC4z8m3rnFAEMq7ZXUHOGIplOfd5jb/vZOfrTaACiiigAooooAKKKKACiiigAr7K+E9y118MtEdtuVhKfLnsxr41r7D+Djlvhbo5Y9FYfhuNAHeVD+9bzFwo5+UkcYx9akLgOE7nJFMnmWCB5XIwozQA9VCKFUAADAAp1RIULs3RgAG/nTowioAhBXtg5oAfRRRQAUVGzbyyKxVhjJxQGkMrKUwgAw27qfpQA5l3KVJIz6HBpRwMUtFABRRRQAU3b8+/J6Yxnj8qC4DhO5GaC4DhO5GelADqKKKACimEnzAoAxgknPT8KUlgygLkdznpQA6iiigAooooA5f4gWzXfg29iEfmcoTH/fG4fL1HWuX8Cpql18K3W3U/akuZPIVJiOFf7u7PTGR6V0vxIZ18AaqY+vljnfsx8w71y3wVaG4+GHlzCR0F1KrDcW/i7UAeoxkmJCy7GKjK5zg+lPqMZWJdiZ4ACk4wKc7BFy3TIFADqKbuAIBIyegpu6TztuweXjO/d39MUASUUUUAFFNdgiFj0AyadQA0KoYkAAnqfWnUVWkIW6DlwFRDuXHP50AWaKZHIkihlPUZx3pUcOMr0yRQA6imCRTIYwfmUAkfWn0AFFRvKiSIjHDOSFGOuKWSRYo2kc4RRkn0FAD6aXUOFJ+YgkCmRzxy42MCCoYEdwelE0giQyEDauSxJxtGOTQBLRTQdy7l5yMj3qFLyNvMByrR/fGDx+PegCSV2jUFY2fLAYGOB6075t55G3HAxzmqVlqENzeXVqkzSSwEFsptCg9APXoae+o28d6bVt/mfLkhDgbs45/A0AXKKq6heJp2nXF7KCY4EMjAdcCltrgzw/aTlYmGVHXI/vfiO1AFmisnR9ettZ083sEcqwiV4vmXn5TjOPSr3mObwRgEoU3E9gc0AWKKKahYrlhtOTxnNADqbvXfsz82M49qdRQAUU1kVipI+6cilJxyaAFooprIHKkj7pyPrQA6oPs4+2faPNlzs2eXvOzr1x0z71KrK2dpBwcHHrVKS8SC+S2luG8yVgY18vjHpnFAF+iqtxexWhU3B2K7hEOCdxI9ulSSSFEaUNlVX7uO9AEuACSBz3paht5hcQiVRhG+6fUVNQAUUUUAFFFFABRUcTu8YZ4zG390nNSUAFFFFADdg378nOMYzx+VOoooAKKYzqrqpPzN0pUQIuFHGSfzoAdRTHDMjBG2sQQGxnB9aVAyoAzbmxycYzQA6iiigAooooAKKKKACiiigBhYhwApIOcn0p9FFABRRRQAUUUUAFYV/I6eLtJQA7JIpgT24Ga2ZJCjIMZ3Nj6VgXQP8AwmWmngjbMPp8tAG3bIY7cr5hk5Y7j9elQ2LHaqu48woDsGeOTzyangCrEyq27axzxjnrUWnmOW2WZBycqT9CR/jQAyxRxc3DmTKscBeeMM1QaKZHsonlEhcFxuYngbuOpNWrVibiXd1PT6AkVHp6/ZYEhAyDI+DnoM0AWrcBYzhg3zHkZ/rU1GMUUAFFFFABVS5BWSN+WG4KF3Ec561brP1dd1moyB+9Q8/WgDQopMjOO9LQAVWvJTBBJMYTMkaF9iAFmI7DPFWaqXiQ3ET21xF5kLoS6+woAzdIMf2+VRLdyM0QmxcZJQMemc4yPTFWdS1E2dzBG6FreVvLkdTgxE9CfbgjiqtpPbjW7gKjL5cCINuRsU8gFfX3qzi0iuFjCSSSlGkUuSfqMmgCt4jh1Z7INpX9ni73hFN4CV2kjOPfiirF7HJDpRispCZfLPkiXLEt1GT1Hp+NFAHwtV7R5Vg1a2lfO1XycDJqjT4pHikWRDhlOQaAFnIa4kYdCxP61HSkliSep5pKACiiigAooooAKKKKACiiigAr7A+Dah/hVpKsMgq+R/wI18f19hfBn/klmkf7r/8AoRoA7mUyKFMahjuAIJxx3NZWpSXdzd2Udkd1skxa6dCDhVGQuPUnH5VUv/FOn6ZcXMdxf25uImUtArZfyyccKOc561rFIrQvLHGI4yRJIVAAPHJoAlkJmUJtdUfKt8pz/wDqqFtPkE8HkXTwW8S48lBwx9zVrYHlSUO3C4AB+U5705ZEZ2RWBZcbgDyM9KAH0VBdXAtYfMKM4yAQvUAnr9BUxIHUgZ4oAR1LLgMRyORTqjd9rIPl+ZscnHbtTQHWTcctuOOOgHagAkRxC+xyWzkf4VIp3KDgjIzg1DJLKsjgoqxhSRIW4Bx3HpRA8ktmjl4mkZc7k5U+49qALFFMRiy5ZSp6YNPoAKKjeWON0V3VWc4UE9T7U5t207SAe2aAFOccdaYjE/Ky4YAE4HGfY0jozBMPhgQT7+tJIEZWcylVAwSG4GKAJNg378fNjGfanVix6tZ2d9baW1+k1zLIyhSwZ+Bu5x0//VWld3ttYQtNd3EcEQGS8jBQPxNAFiisceJdDk1WLTl1W2N63KwLKNzcZ6fStA3lsJUhM8YkkGUXcMsPYUAWKKY77I2bBbaCcDqagt7wXJj2RSeXJEJVkIwOe3rmgDnfiO8MXga/muIfOiiMbtHnBYBxwPc9K4z4X3N9P8PdYn0iCO1mlv5TbRueI8npgdMV2XxJmRfh/rR3pmOIMdwDBfmHUV5x4E8TWafDPUL25muohFqCJJLZRqvLEYKLj5R65BoA9utfM+yQ+cQ0vlrvI6E45qaqqXUMcERaUhTGHDycZGOp96neRI8b2C7iFGT1J6CgBsofho1QsM/ep6FigLLtYjkZzio5Z1iBA+aTGRGCNzdeBn6GpA3y7j8vGTntQAbvn24bpnOOKdTNoLhwT0xjPFPoAKKKjhdpIwzRtGT/AAtjI/KgAkIyql9pJ456+1UdXtZLixZbWWOG6Lq0TSE7SwPAOOoq8Y90oZlUhR8uRyDSHZIoMsY4bIDgHB7GgBkEDKwlmKmdkCuV6celSOzCSNQuVJOTjpxVd5DLctbmcRloztQY39vmHtz6VVttQvJLjUY5rNo4LcqsMxcHzMj5ifTH9aAL4tYVu3ugn750CM2TyoJIH6mpTu3jAG3HPrUVssghjaVjvKLuXOQDjmp6AGF0BwWXI96ikkimhnV0ZkXKOCp547evWiSJEkM2zcSAG4Hbv+FV0tpBqM9692z2skIVbfGVGOS31NAFkRRJ5arHxwFwOAAOKlZVdGRgCrDBB7ikV0yqgjJXIHtTfNbeq+S+GJBbjC47n60AOIIChAMDg57CmgO+5ZVXYemD1oE2DIZEMaqcbmIw3uKUKygbGzlsndzx7UAI4CfOqoCSAxPXFZFlJqlxqtzJcxxpYHAjRsh1xnn6k449h61au/tT2tzJbbJJULGJH5UnbwDjnrWbi41W1mtdRVLXZtWcxl0zIyrgo3G4ZJH5UAbC20jXkzyXJeJsYhIGFGMEH19atYVExgKoH0AFZGrXF/p+nSz6fbwzXCshc3EojQrxuO7tgVW/4SzTH1L+zpLiFZCvJ8xWWQ9Cq4OSQfagDYbFtbFbSFGbqsa8Ak9//r1NG5dfmQqw6g+vt61z+k62slo12YGSzaPNsMDeQudy9eTxn6U7R9eu7/VGtprMrbSI0sFwMgMoK4BHbqfyoA6Kis83V5DNcGe1UwK6iJ43GdpHJbOMYP8AOpormM3klmu8vGgkLN0wxOBn8KALVRzSrDEZGDEDsoyahjaaSCQzRMjByFCkZIB4P41HJLffcjhTcZOHJ+UJ7980AXqayh1KsMgjBFVBeFL+aGV4wqoHVQcvjuSPSoFW6bdJbyiaKebdlmwI0AwQOPUfrQBqdKaXVerAfU1nreXTQXUKxI19BEDgH5GcqSAD1xn1rFuNf1O2s7K7utEmlG1Uu4Yot7o7YI2+qjPP0oA6No0toWkClipL4HUk0EtcwRvExQ7lY9uO4rn/ALb4l/4SpI7fSgdGmRWe4nmCmI45AQc/nVKTVvEdp4+VbjTpf7Ce3ZXmBBSNgchs9s9OaANLUPE503xBZWF1ZyJa3b+VFcFScy9hjsPfpW3iKyjmkJPO6Vu5OOuB9MVyPjS+1mO906HTNEkvll3k3CqD5B28EE8bs4ppu9V0yNkbT7vVri2s4oNshQGeRuWI9OMbvwoA6vSNRs9W0uC+sGLW0y7kJBHH0NWx8rnL53dAe1UdOt4dM0iCKK2S2RVGYQ+VQnqMn3NXgUZzgqXX8xmgB9ISB1IGeKqxS3LX1xFJb7bdApil3A7yc7hjqMcfnSzXUKXUVqylppAXRcdgRk/hkUAWqiknSOaKJs7pCQuBxxTZ5jE0PHys+1jjgccZ9OcUk8KO8czRb5Ij8nA4J4zQBM7bFLYY47KMmhW3KDgjPYjBqGO4yzI4AKkLuyME+gqZd3O4g88Y9KAFBBzg9OtAYMMggiqkruXaEW0wWRtplQqMZH3uueOlTRxgBQAybCQBx83vQBNUcvmCJjEFL9gxwKY8juXSIqrowzu5yPwqVl3KVyRnuOtAFZJmeSQSRbWRisW443nHan2ck8trHJcweRMR88e4NtP1FKUMkanYBIp+UuM496noAKKZlvMxt+XH3s96fQAUUUUAFFFNYlVJALEDOB3oAdRSA5HpS0AFFFFABRRTJE3rjcy+4oAfRSAYAGc+9Nk3mNvLID4+UnpmgB9FNXdtG4gtjnFOoAbu+fbg9M5xxWPNGn/CR2bhVU5kHfJO2tqsHV7pbfXNGi2lWmnZQwH3vl5/zxQBp2akfaAUK5mJ65zwOaZpkQgsxEBtKu5wTk8uealtG3NONuMSkZ454HpTLQ7iSoUrlhuGOu48ZFACK6nWHAHIgXJz/tHiqtp5gxEhYIZ5dxz0596ntgn9pTkbd+OeRnGTUWkwlDc/cOLqUnjnk9qANCLd8+WDfOcYOcD0qWoooUh37BjexdvqaloAKKKayhmU5I2+negB1VL5wkIBR2+YH5VJ71bqjqUbtBuCPIq4zGnU89qALm1d+/HzYxn2p1FNYkFQFJBOCR2oAdVK/u3trWWWNJGeMZCKmS/0/OrbsVQkKWI7DvXDeJT4zs9S1C60l7eay+zq0EMkeWVh98buAMgdSfSgDaub+4/tmyskaJZp48yqGwyrjlunUelXNTnltjb+XEknlgu8kpYBQOM8dTz0rzCX+09Y8WaqLXxD9jnisoHliQBpY0xuZUboTnrXQWl7reteHGv7G/d7kacRHZvtTdKSy72bt06etAHZxr5kbPPcIJQW8twfuBun6YorzuwsdSOgSWur3h1PTngVHu7Zg8okymVbYOgxwQTxRQB8q0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9a/BF7l/hZab25WSQRHb0XPH15zXyVX158Ionl+EulJHKYnKvhwAcfMfXigDTtY5/3d5e21pc6nKjKdibGaPOMhSeeSAScdO2a3JReeb5ZjVoXG5gJCrLjsuBj06kdamhsLdUKfZUiUsHwp78H+YFZ6aCo1K6u1urwXbsreczALgdIwB/Dxz9etAFK/wBRv9OsJ9Ra3TTU2I8kl3MZQpLkFdinryDwfapdKhlisoS99JczRS7rlwCrN6cHJIwegqbxBoP/AAkNiNNurqdInaOUtGi4yjA4Oexp0PhmGLU7q+a8uWa4dWZMgKoUYUDjIAoA5/xRcXWsWOmXeg3dxbNb3x+ZYy5cAHII3D5fUHn2pt34uvW8P6O9vmfUZ5YmnSGEZALDK7WPHXGfatXTfh/oGlzpJb2eXBdmlZyWdmJznt3pureBNC1CQtcQT755U8xonKltpZgCR0GTzj0FAD7/AMRR6dBZtd3EzML4wSyJblQoCsxyD/CBjmofEmnarrUVtZaNqB0+3Mome5E2WnU8lUOSR+WK3dS0e1v7eJZLeOUwBvKSTlcldvOaZ/YGlCe0upLOFZ7VdsTgYCZ647UAU9V0vU7i6t2ivttvAjEZDH5tuBvAI3jPOOK17QNbWVvFPsEixgHylIXIHOB2qVooY0kbyhh+XwPvU+N0kjDRsGU9CpyKAKgNvdPDOPOKvyhyygEeo4/UdqjN5Ha6pbaYkVyfMjeTfsZkABHBc9DzwKvNFG8iuyKXT7pI5FKMqCXbPJOemBQBDHmcSMxPllsKpG0rj3+tJeRyy27rHN5fy8kLk/oafDHD9n2RxhYuRtxgUjwxLMk2w7x8o2+nuKAK4hgvbRRCzLgqcksrZHTPIP50+DT40gYSDMsrB5WRioZhjkc8dKu0UAZt/oljqMtvNNEFnt5BJFNGAHU9wG64PQ+opbjTVudRjmlAkiCOrI2SOQBgjOD09K0aaGDDIIPbigDEHh7Rn1CW/gs0NyqmJtvHOO3ofcVnaDbWej3EhYX81zJcm3XznaZ41ba2CcnCg9zXVqpUnJJyc89qdgelAGBrOlXb3VhcafePbRx3JluovmKzJtII45HqMd6txsklxFdK7shh8s5RlPY5wfqPetWogHcFZUTaRggHOfWgDg/H2m3Vt4J8TBWgNpLbKIVVSJC2RkuxPPNcH8K9Gurv4TeINNhdIby7lZYzICQMAAn5ea9b8b2qXXgnVIHXdGYcsuccAgkdD2FcP4BSK48M69bfvIbL+0NkAEW3ylIHTj9cUAek6NZNZaDY2Ux3tDbpG5bnJCgGrrRo7qzDJXkVHaRRx2MMKMJIlQIG/vADFS+WnyfKPk+77cYoAfUEcUSkoob5SSQxJHzdevWp6KAI9zYAWMgBsYJA49aPKXzvN537dv3jjH06VJRQAxkDAA54IPBxUUssiSN5aGTCjKjj9T1qxRQBCu5EYLGeDwC3XPWmlpJLnYETyk+8WzkntirFFAECxyeeXd0Yc7cJyB6Zp4Vw5JcFeeNv0/8Ar1JTWLArtAPPOT2oAihW4Es5mkRoy4MQVcFVwOD685qeooIliVgI1TcxYhe5J6/WpaAI3Z1ICxls9TkACmSbv3m8Foiv8PUe3FT0UAQSpO0iNFMqqGG5SmcjuM5/zilkLmREjcKQctlScr6exqam7F378DdjGe+KAIpDJ5sYDhVzz8uS3t7fWpAgDl+cketPooAqyBra2JjCbs/M3CgZPX8KbbwXCQLFcT+e6sCZWQDfznGB0xVkqSwO4gDqOxps0YkMZMaOUcMN38PuPegCG42CXfNDmNV++MnknGNo60q2tuG+0NawrKMndsG786tU3Yu/ftG4DGaAKtoTLaK8YSJWGVRVyF9aucCimsiuBuUHBBGfWgB1FFFABRRRQBWjF00xaTy1QMQABksuBjnt3qcBg7Et8pAwMdKdRQAxFCDC9yTyajZFZXhV3U9dwJyM+hNT0UAVfJui77rlTGVAUeXyD3Oc1Dp1ilhG6KsvPJaSZpCx5/vE4rQooAoy20E8qXUgmAjIZNsjAH6qP5Gi4sYTAQOD0DNlyAx579/0q3tO/duOMY29qTZ5keyYK2eoxwaAIbizgv7N7W7gWSFuCjHIODkH9AakEIj8xoy25gAMkkDAwMU+KKOGJY4lCIowFAwAKfQBDG0pt1Z4wJP4l3f1p3lqJDIeW7Z7fSpKikgimVlljVwylCCOoPUUAPcsEJVdxxwM4zTIjKxLSLsGBhc55+tORFijVEUKigBQOgFPoAQ9OBSISVBZdp7jOadTQwJOCDjg+1ADqKKKAGKgXOM8nPJp9FFABRTSwGMkDPAz3p1ADGcIATnkgdM0+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyNRAbU9PJblZuBtPGV9c4rVd9mOCcnHArL1FYkvbSRmRX+0KAZF6kjop9aANCIjfKoUjDdyTmlgx5fBBG5ui47+lRW277Rc5K43jGBz071FpZBiuAC3Fw4Oe3NAEiuh1EhQSxjIJ2kYwfXp3qDT4pIWuuCUe5YgMTwCevJOakKRpq0RUKrNE5OF5PK96p2RH2u7TaoK3vXjnK59PwoA2FDDO5s5PHHQU6mhgSQCCR19qdQAUUUUAFVNSlMOnTSbmXC9VGSOfSrdUtW/5Bc/8Auj+YoAtooVAozgDuadSDoKWgArJ1CDVpZXFtd28VuQCQ8Bc4wdw+9zn6fnWtUbh/vIeQDhT0J7ZoA5Ww8L7POb7XG12Ilg8822HEfUruPJyOOOlWLeyvUaTTbXUBH5Fq0alrUkbmPytknDAdx1PrXQWxnaBTcoiS9wjZH50MX+0oBnbtOfSgDGstO1CLS1RbmCO8jAjMkMBVGAI6ITgZAI/Git1d3O4Ac8Y9KKAPgKiiigAooooAKKKKACiiigAooooAKKKKACvsL4M/8ks0j/df/wBCNfHtfXHwOu/tXwvsVC7fIkki+uDnP60Aej0xgSykMRg8j1pCr7Xw4BJ+U46f402Z5Y0BihMrZA2hgOO55oAeXQv5W4byM7c84oCBY9i8YGBUeYY5HY4D4yx6kA1PnNAFW2tmitVidyXySWUnk59TU4XDM2Sc44J4FJKiyRMj52sMHBxSxFDGuw5XAx9KAH00qGGCARTqQsFUsTgAZJoACMio4II7aFYol2oM4H1OakBDKCDkHvSI6vnac4OD9aAHUjYCnd0xzQc4ODg0ig7AGOTjk460AC4KgrjGOMU6qgvY1B81TD+9MShv4j2I9jVugAoprFhjC5yeeelN82PzvJ3DzNu7b3x60AO3EOF2nBBOewoChRwAO9OzRQAUUUmR60ALRRTSgLh+cgED8aAMTxlv/wCEP1UxnDLbs31xyR+PSuK+G7C/8GarJa3TWqy3jOqOfmtzxlST6/1rsvG85t/BGsTKu4rbMcZxXlnwd1azm8H+J3nmlCef5pMoBJG38icigD222YvbRsyKjFQSqnIH0PepqpaTdpfaTaXUcTRpLEGCMuCvHTFWwoDl+ckYoAdRRTWJCkqu49hnrQAKpXOWLZOee3tTqQdKWgAopqElQWXaT1Gc4pWYKpJ6AZNACBiXK7Tx37GnUisGUMOh5FLQAUUVG2zzI9xO7J2/lQBJRRRQAUU1wxHynBz6Zppk2thxtBICnPWgCSimuu4YyRyDwaakySPIqnJjO1vY4zQBJRTXQOuGzjOeDSsoZSD0PFAC0VFtyQhU7VwQc9xUtABRUaFEPkqeVUce3+RUlABRVd44LeSW8c7Tsw7EnAAqVHWSNXQ5VgGB9QaAH0UUUAFFRxJsUjduBJI+lSUAFNO7eMY24OfWnUUAFFNDKXK5GRyRQ4YqQpwfXGaAHUUVBMZUkjcOiwrkyAjk8cY/GgCeimsgfbnPByOaC6qygnljgUAOooooAKKKKACimqWZAWXaSORnOKdQAUgUKSQAM9aWigAooooAaCxdgVwB0OetOqNN5bc3yjGNv9c1JQAhUHGQDjkUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYXiHfG2myISc30QIz0HPStmWVIYzJIwVBgEn3OKydcmkjks1QAqbmLcDjgFutAGlAQZ7gA5wwzz04qvZKFuJ8MwBlclWyMn5eRU8CMlxcExhQzAhuPm4pltIftEsZTHzsQ2Rzwv+NAEIEja6GxmNY3BOehOzAx+dQWEnm3+oIZMeVdgAHP8AcBwPzq2Iiup+axIDAgcjB4X/AAqGyMUd/qXBH79c5HcoOlAF2H/j4n+o/lU9QQ/8fE/1H8qnoAKKKKAG7suV2nAHXsaraiZVspWiKZA/jz/SrdUtVh83TbgDduCHGP8ACgC2hJjUkgkjt0p1QWhJsoCc58tc569KnoAKa67lK5Iz3BwadUbN+9VA2D1Ix1FACTAOnleYyMw4Knmkgg8hWXzJHyxbMjbiPYe1L5QM/m7mPy7duePr9aRYArswd/mbcRu46Yx9KAJqKrmN0Z2SUKhUnBXOD65/pRQB8EUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9afAlUX4YWpXOWnkLcY5yPzr5Lr6v+ARz8Mov+vuX+lAHpmfLiJYs2OeBkn8BQ0nl7mfAjAHOec/5xTJJniZA0bOHfaDGM7Rjq1ZepapeWN+UbSpryzMasrW6hmDbsHIJA44PFAGlbwMgDyMWkJJJz607z2WWOJ4n3OCcqCVGPU1Cbi7MzItphMgLIXHTHJI/SpY5pWuZInt2RFAKykgh/oOooAkk2lQGUkEgcDNRfZ2RpZUYtK67cnjpnH86laVBIIi6iRgSqk8kD2qvPZtcKzNPKjtHs/duVUc5yPfjrQBPEhTcuBjrnPJPekOXneNlYoUHUfKetRQm6aVmlVUVWKjBPzL647HNQ6lNqMUZewiifYMssgOW4/hwaALxjUx+Xj5cYwPSkjiSJQqDAwB1z0qhHPqsljbyNbwJcvHmSMsdqt6bsZ/SplfUfJiLQ23mb8SKJTgL6g7evtj8aALtMZgpAIPJxwKVt2V24xnnPpWff2V3Pdw3FvdMqxI4a2bGyVj93JxkYI7UAXlhRZHkC/M+Cx9cUpVd4c4yOAar2cd4Gke8mjbcRsjjXAQY556nmo9TXzrRo0vUtZAynzCA23n0PrQBfpuxfM8zHzYxn2qKMThlDvGyhfmIUglvbnpSukj5G8KuRyBzigB0i5G4AFlBK5OBmng5APH4VU2Xv20HMLWrKQ4OdwPOMdvrU8kTFVEZ27eMDpigB6KVGCxbnPNRRxsfM81FG44+Uk5XtmiGOZFKSSb1HCt/F+Pamqs0KHdKpXOSX7D/APVQBYACgAcAUEgDJOBVWXyZ7M/anCxhgS24oOG45/Kkjv7C6YQxXdvKzp5gRZFYlf72O496AMzxmiTeC9XRgjKbZgQ/T8cV454C8iw0PxtDp8iTiBVuLdIdxjOFGcevPBr1fxlaRz/D7WLaWZJC9q8hYAAHvkD0zXlPweTQ30LxY7XDOjRATRRRhQI9vVQxJ6+tAHt+hXrX/h/T72SNYnnt0kZF4CkgEgVaukZ4123DQYYEsMc+3NZfhy0tE8O6Wlm7/Y44R5aMoGR2yPar9zbQXDtDNKSZQCIyQcbT1AP1FAFpCGQEMG46+tOJAGTUUccYtwkKeUhHAVduPw7VIVDLtYAjuDQABgSQCCR19qUEHoelV45bYXbxR+WJSNzbSMnHHPfipwqqSQACeTgdaAFJAGScUtMkiSZNkiBlJBwR6UOxVchS3sKAH1WivIZjOFLDyGKvuUjn2z1/Cp3dI13OwUdMk4pkgjlUxEjJGcd8etAFeXUreLyVZ9jT8ReYCoYnoM9s1cByoP8AKqs5tVlTz0R34XcUyV78nsOKkiuLd28qGWJmUY2IwJGOOlADjPGI/MJIHoRzn0x60qyqybuQP9oYpfLUZwo5OTx1pGhjZArRqVAwARxigCCz1G2v2nW3dm8l/LfKkDPtnqPcVbqva2drYxeVa28UEec7YkCj9KsUANZFbG4Zwcj61i23iKObxFqGktCwa0WNhIuWD7lJxwODxW0yh1KsMgjBFVBYadBcm5+y20c8hAMmxQzHnHPc8mgCeC4iuYjJE2UBK5IxyDg1IzAKW5IAzxzUEcVpaxGCNIoo+pjUAD5j6e5qcghCEwDjj0oAje4ji8veSPMPy/KfTPPpVO31yzunjWMXGJBlGaB1U846kVeMYdV8xVYgenHvSLBEpQrEgKLtQhR8o9B6DigDNvNUey1aOBrOV4pIyxljVnPB6bVB9R/kU6HWFn1+XSwm1o4Fmy2QSCSOhHqK0VlVgM/K2ASpPIz61Qtru3uNWuEjs2WWMbXuCq/MASMZzmgDKg8XC+1G7tbLTLm6it7hbd5VACkkckZxkL3rpGkCNt2t26KSKqQJCjMIbSBIoixVk28N34HQ1Yt7u3ug3kTRyFMBwjhtp9DigBYJHkUs8ez5jtB6kevtUjMFKgg8nHAzQGViwBBKnBwelAdSWAIJU4Iz0NAESyJGfKVJAFwPuHH51PWdBqDXVgJYJLfzwFaRWfhAeeccjjpT7u7lUvb2iBroxeZGZAfLPPQsKAJrm7itIpJJN5CLvIRSxx7AcmnpMrxRSAPtkAI+U55GefSsmx1t7mac3Cw29vboC8jyDnPcc8Dg9fatZriFZEjaVA7/AHVLDLfSgCG6vYrRA7xzNucRjZEzc9s4HT3qS3nadd3lsi9DuBBz9COnvUhljEoi3r5hG4LnnHrimzXENuoM0qRgkAF2A5PSgDG1nxPBpF1b24s7y6kmkCEQQs20d2JxjA7806y8Q/bdRgtFtJkMkTyMzowClW2gE4xz161sCWPzBHvXeRuC55I9aVmKjIUtyBxQBBBdrLPNbnHnRBS4XJAyOOcexqvb6xBdX0lpFBd74yQzPbuqAjHG4jHOafaags/mNIY41M7RQneD5mB2weud3HtU7zsHj8pBIjAksp6Yx07H8xQBMm4qCwAbHIBzTY3Zy4MbJtbAJx8w9RSQzxXCloZEkAJUlWBwR1FS0AIeBmo1fz4Nyb03DjcuCPwNS0UAV7Pz/skf2lQJgMNhs5PrmnXFwtvHvZZGHpGhY/kKmooAYJAdvDfMOPlPH19KZczi2tpJjHJIEGdkalmP0A61NRQBRNxeNcwCK0BtpIyzyO+GjbsCvfNSwzTSWSymApMVz5TkDn0yKs0UANUkqCRg45HpQpYoC4AbuAc06igCEySmN2jjBO3KBiVyfQ8cUsDyvbI8sXlylQWj3A4PpnvVeDUYrm9mtoVd/JxvlAGzP93OetXaAI1LkqSgAIy2TyD6VJRTJJBEhY/lnr7UAJGZCG8xVU7jjac5HapKQcgHGKWgAooooAKKKKACioZ2CoMlhlgBggEnPvU1ADSwHUgU2TlQA+wkjB9aJERlJaMOQDgYB/CgxpIELxqSp3LuAO00AL5ibgu4bj0GeacWAzkjjmozbwmVZTDGZFzh9oyM+9OaNGzlFORg5HUelAD6KKKAK15uNswRN7ZX5R16iszXZhB5MpQsizxA4Utj5vatrau8tgbsYz3xWF4nBjsFdFIJnjJOBj73uDzQBopOjavNB5gV1RX2bhlhyM49uKS0uVe5uodrApNtyQeTtBp0VrbrqtxcLDGJ2RFaQKNxHPGetRQJGl/MONxmLDGOuwZz/wDWzQA+YmLUbYAyfvWYkAfLwo61Wzuvr2LHImjbqem0en/6qsXMrDVbVA64O7KjGenesyK18zxJqsjRo2TBjGCcBe9AG6txEzsocZU4OfWpcgnAPSqaWtqbqUfZYM5DkhBkse596thVBJAAJ6nHWgCK4nSHYjF1MrbFZVJwcd/T8akSRXjDqwKnofWlZVcYIBGc8+tJ5abAmxdo5AxxQAhljWQIXUOeik8mqupXEKafPmYLkbMg9CenPalk0qwm1GPUJbOF7yNSiTsgLqp7A1g+LNHs18P3Mdva26NcSoZNyKQ5B754oA6K0ZVtreMuC/lrwTyeKs1nWUdtHaWk0q2wl8tVSRQvp0B/wq++7YdmN2OM9KAK1pczTNKs1s0JVyqZIYMo/iyOn060+SaVbqKNEQqwJYliCMfhWXpWseeVje2kUy3EyowAIIRuScHirvnrcXcv2byWktyEdmGSM8kAjpQBPA0aAoHy2STu4J561P24rMsTLeWcpdY0JkdcKdwPPXOB/Kq8WqS2mtJpl/c28k90zNbJFGy7Y1GSGOSCfyoAux6is101si7pIs+cMNxx/CcYbqKKiv8AVfslnc3aRtJFbBt6pGzOzDHCqBz1P40UAfClFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFfTX7O8u3wTqG9jsS7yO+OK+Za93+Ani7TdNsb3Rb27itZ5Z0lhMhwJAeCufWgD3abWIotYi0/wAiZy6M7SquUjwM4b684+lLdah9lEhbc2ChCohZsN7e5BFY2q+MvC/h24h8+8iE17KsQMPzlmJ4zj61dh8QQXF5p0VptuYrvzFaYMAVKeo+uaANWJ53uZN6BYdqmM9ye+aaL6D7NJcMxSKMkMXUjGPrVa7u4dI064ub6UJaJuZm6bFzxjH1rKjb7C4WC6gm0xLfzFjmnBfnksSeSMdqANTTNVgv1ZlMhPmtGheBkzgZ4z296twSzTBjJCYNshXDEHeo6EY6ZrltW8ZeHNOv7OG51427zf6SqqflZMdD6Cof+E40TVfFyaLZ60nneW6NCU4D4DK6t9KAOzVvPhJIKq3TnBI9faop761tZ4oJp0SabPloT8z464HfrWFp1lceGPCdzBd6151wnmSfbLx84ySQT7D09q8yPxD0/S/Efh+/1O5tdQuEgazkuIZMqAZCPMX0JwM57UAe02tx9pgjkWQcsQcqRnHbmrdcNp/xI0OfwmdavL+yjZC+IRINwIJAGOuTVi9+Iui2c2iILy1kGpSBGCzrmHK5yfYHg0Ade6B12nOPY4qusTf2g8hD7dgCnecd88Vzuv8AxD8MaDZiW51iAlzhFgYSMxHbiue1r4i+B7nRLOFPERgXz4nTyclxscHDD0Pf2oA9GLSPsRoiFdTuIb7vtWffx6ijRC2CzK9wu/dxsj6Hvya5XU/in4Hs5bVRrUTsJQcwru2gg5J9qzdV+N/g61mtfKu5rgtJ8726fcX3z1+lAHoGltcrcXsE0LpDFKBAzkkupHXJJ71alkaKbIjZt+FB3cd+3avLf+Fx+FrPWNWmF/NNvt45bc5+Rjg/IB2YHrmrdx8YvDUugyy2WrxDVVs/MVJVIXeACV9M5oA9LJkYkKAuD1buMf41Vb+0Y9QDl4GsREAUCkSeZnk5zjGO2K8m0j436TcXu2/1J4Ilt3zmEYeXJxgjoMYx659qx9W+Ptm2s2Eul2s8dspYXRcLkgkcr+RoA98IMoBDfuyORjBP+FJtxIuFJG3Gd3T8K8h1f41eGIdctjZXN1KssQV5Y22xof8AaB64qjqfxv0PSXjg0YzXtw7Ik1zOx8sL1Zh6nk0AezXxU2sqPtVNvJdNykdxjvxWTaaOmgaZKtg8e4bvsv2jc23dgqmScgZ7D+leSxfHXRFneF9Pmhtob0PH5D7jKvzZZie27acelQ6j8f7OWwtDHpry3gTdMQdqiQbgoHqASDQB6j4yW5i8MarM4P8AyDpAVVm2lyOcD2rxr4L+QPCPi0ToyxvFtknTkopU9AOTzTtZ+NGnajbTQR2V1GLmw8qdkYANLtxjHZRXFeBfE+m6DpfiG3v3nD3tp5dusYJXeOhNAH098PIFsPh/o0GchYtoODz8xwTXQ8qzvcOMISyv91QMdDzzXhHhb456Ho+gabZ3theSXVtbeVJIhGCc56U3Vvj/AKfqWmatYnSJmSZSttvYYIIHDY98mgD3zeTbFg4yBy23uOvFMkmMlsTBIFdk3IzISB7kf0rwiH4/WQ0WwtbqzuJpTbtHe+XhMttwNh7f/XqT/hoLSvtsaLpFx9h2hXV2BOem7PXpQB7pDG28ySMjkgbSEwQMc/rSTXAit55J0ZI0yMrliR6gDmvHD+0XoEEcKW+j3hUHDDcBtHt61hn4+xwWbR2lrKryTTuzMoOAV+THvu6/SgD3sxpFZxxO8yqhG1t5LNjnk9T071Rt9M1KG5V21Tzt77pVdT8wAAG0Z+Xoc46k14LqPx3eXQrO1s7OU3odWnuLlg+ACCQv1Ip2p/HyZtajvtP0xd0TsitK334DztIHQg859qAPb9RttTkhSw064zJBtkaWcFgxByVPPcH3rbeBp7VY5XZHwCxiO0/TPpXzq/7Qd7JqUcr6arWqshMbEZGCckY74I/KtHUP2jvMtpVsNHlhmONjvIrBfwxQB71cMDDIyDLxjIBOATjjPtWTaWclpbSXMi20dwg83ZboRgEZYHnkls8/SvANZ+PmrXptRZ2wijVNtzFJgrNkYPTpzk1ag/aEuYoUtv8AhH7ZbURFGjSRgTnpz+f50AfR3m/vEXafmUtn0xj/ABpWYx75Hb92BnGOR6185aX+0Hc2M1yZ9LaeKWeWRFMnKq2Ni59sEU/Uf2jdSns7mKx0iG3mfiGVm3bB6kdzQB9BR6nbSE4fAxuBII4xnnjj8agstbtL03HlsQkBUF8Had3Qg14Lb/tE3CvB5+iRybIysjeZ8ztjg+1Vp/2itZIYW2i2ESkjAOTx3oA+iprm3VFe4cxhn8leSMsTgDj1qOayjkv45ZRPKNu1F3fJHj+LH97nr1r55uf2jNcli2xaPYo+QQWLNjr2/KuT074u+K7HXm1R7z7QHmaV7d/uEkYwB2HA/KgD6ju9WjGvWFrb75DIJFlcBisQABG7sM571qJMTNjz1YOTsXbgkAcjNfMcnx21+40a+tpI4ob2YgxXcAwy/NnB9scVqP8AH+ZptJlbSC8lmCJmeTmXK4JGOnNAHtUWtaq9vDHOsMF0140L4iaRVXPHTocY56c1dgv9aE9ytzp8RiFyI4GSTaTGerMD6e3WvD7z9om+TUHe00a0aAoNu5juB75IrHg+P3iFJS89hYTZuBKcoQdo6Lx6cc+1AH0f9kgknitLm4nuJ4o95LHAI3AgsBgEgrx9DWJpWhjQNalx4gupYZRue1nyxMjMSWB68/jXh9j8fdXi1Q397pttcSiFoowpKAAtnnHXA4qDUvj34kudUa6s7azgiwBGjxB2QY5G7ryaAPe5rqe91LWdHto7lXKKfP2lYlDcHae7fSpNHNlYarZ6bbFp2Fo3+kNIAGVWx93+Js9T7V87RfHjxpGyfvrQqp5XyAAR6Uln8aNXi8T2ut3NjbTPb27wJEuUX5jknigD6la0nbWI7sTgQJC0Zix94kg5z7Y/WpbhAIZnAyShGDkj8q+eIf2gtZuLpJzpVtDbR7RO6hm4549s9Kxz8d/FF1cTB4IJElV0SJARjdjHT0AP5mgD6L0+xkt0ubiayiSeWRS3kMVDKAACfoBWqXVpl2ONw4IJPI9vWvmzWfjx4kn0+a0TTI7MSxmLec7lPqM98VW0v4ua3NeafqI0s3c+l2MkErKxCtu+65+lAHtdz4SktdC1eOwsbae/1GU+YZnKqUZhnJHPFdDpdrqEelRxXckazrK+WQZ+Tccc+uMc18z6f8Y9fQape3d1NLqElsILUqvyRndksR64pLD4ueIfDmpPcreQamLtTO6yFtsTPjKj6bRQB9OQHUV1p1nija08v5JlODkY4I9yT+VSTSxz/L5cfnmPfGHGTnnAxXzZH+0B4m/tRbuW0s5EWNkWEAgZbHPvyKzrr4pa1BPoV1G1vLJZlpmVC2CzEnY30B6UAfSWi60HRE1MWttdykKgRvlc9lBPf2q/JPqCz3BSyUqsWYnMvDHuCP618gL4z1h/E9tqQTa0dwsq25B2bgeOPxra1b4n+MG8SrqRu5FhtJBm3jLCEkH+Ie+cc0Ae7W/inWJvCsesLpFuJI5pTKWfEaortllGfvYH55rd0rX3vLqe6urd7CyEYEImcEygZJfA+6MevNfJl3461m7sp7MyqltNNNMYlHCmX7wHoP8AGp9K8f8AiW1hawivkeOdfKJuAG2grt6npxQB9bjWrEoTb3cQxcCKYqd+1z0Xjuf0rWaIPIjktuTOMMQOfUd6+OfD+s61pNxcWkGqXEVg8ona5ETOm5ThX/E8Zr2PWfEviiQQ2NjrFuZBDHNK5iGyNSRgljySTQB7PVTUdQh020NzcHEYZVJ9NzAf1rzSz8U6/p019aa7qw825kMVhcRW6lAQM544JJ4Aqv4o1HV77S7HS9Rlv0k1No9qRxRhlIYEj/ZIwWB79KAPUxqFs6SNFKriOXypCD91uOD+Y/OpJ5YbOGa5nk2RIu92YnCgDrXjl7d3WnaBq19a67eoZpkmVJIRujJkX5nTr0U9OnSpLq18TeIdTutPuPF7tZ7CGt4LYAzxhQTgr0zmgD1jTNXsNYsFvtPukntWJAlX7px161bRiwJK45456j1rxO2+GkUVnb2h12+XRbeMu9pHIQROx4+YdPcHpWt/amvaVNb2WnRXtygdCls0qhUCghl3/e25x170AenalqEOl6dPfXAcwwIXYIu5sD0FNs9RivlRo0mXcm8eZGV4zjH1ryrxV4P1DxnAmtnWr3R7gRKZrZpC8KDkEKBySMc+5rFn8Q674V8IJfWPia/1b/SBb4e0XYGBLdT8wBH6GgD16TxZpqWs0u5hJEju0Eg2OAq7jwfYj86bJ4w0BFtEudRjgkvYRNCjkhmU+nvXzzrXjGW6u7zU7PTbuONsS3TyuxikmwAy4OQAOgAqXxNe6/4i1LwzqZ0mF73yxNaW1uw+aJTnGOvGKAPdYfiH4VmtZ5bfUo5Ht1Z5YUB8wBTg5H4VZvPG+gWGrjTLm+SO5BG5SD8oIyCcfl+NfNumS3tz4s01LzSYrBLhnW4byciRHkJO/vnPGTW/ouqa62oa1Fc2Vg8t7NMsS3Y/fyEjC7D6LtHFAHuEXj/wtNd3dqNXhWa0OJ1cFdnzbe49ePxq4uvWl6ts9ir3MT3bW7OuVEbrnOc9uDXgE+l6n4K0HT4JY1muL6R7m+mgjBkeFsBVJbnIJLYrvfhnDqEi3CbLKOS1vR5zK+Wnwpz0OAcnk+uaAPWDIBuCgsyjO0d6hhuy1n9ouIJLfAyyOMkflnNedq3iXX9Zk1LS7q2tJYgEMEmd+3uGHYehrnLjwT4zn1LWNYv9fRA5lCxLMxEa4Ow8dvagD25X3ZO0gA8E9/eqEGs2tzLdxQ+Yz2svlSZQgbsA8HHPBrG02bWL+K2Bvrfy42AcwMNzFWPBz2wAD9TWX4c0fxlpi3AuL2wc3Ms0rE5YhmckMPbbjigDsoNTt7i9urNSwmtSvmBuPvDIx+dTPM6XCxiFmQqWLgjjHbFcdc2mu2mu6lfR6ba38M6QKdkpRt6YBOPTv+FVtfkl8TaIklrp7jULjfaovnMhVM4ZsjpjrQB0+m+JtO1LRZtVR9sEDSCQHlk2Eg5HbpVm71i1so7GWUsEvJVijIUn5mGRkCvP9I8LWdpe38djqBji+wC2u7cw/I8pHzNnrktjPFbU2m3NrpWmDV5raS9huod0ocquFYhMDseQD65oAqeI/i9oXh0QFre7uvNnlgAhAyHjIDDr6mpta+JsOg6UupXui3y2zIj7hjI3dAQar/Y47TR7K3ufD1hdyx325ym11i3OCZBjofmyB7Vzfi7VvHV1pkOlR6Tatcib99K8O4GNX+VwDxg9SByKAPU9J1uPWtCs9Ws7eUxXUYkVH+VlB9RVrT9Qt9UtBc2xYxlivzLggg4IIrkrT+0b290fVYZ3aG2SS1uUhQKjHj58dh/Kt3QGhksfMjG5XnlZCFAxhiD0oA26Kz4r1QtwDL5k8YLmED5kHpjuKmiNwbyXzB+52LsORgnnPv6UAOvLpLO2aZyoA/vNjNYfiuffogEUqfO0bY5OV3DJyKt606G3MpdTHGhkBI3KCAck+orO8TSRPoQY7TmJHBAxgbhyP8KAOj8x/PdQuQNuO3XOapg3R1N9qRtEsgyd5BAK+n1qvA0o8TXAF25heBWETngEHqo981h+GL6Sy17xBb6lqCTbr6NYCB90ODtT65BoA6qdS11aSG23EOy7s8oMHn8cfrWSt0E8W6lbvKyILeCbkHAySvXPtWnev5E9isZRTJc4YN1I2sePfiuavsnxbqkysR/xLrfhjx/rT1FAHVweb9sm3lSuBtwDTmu4VeNGc7pCQvynkjr2qC3EUt6b2KctG8IXAI28Hrj1q4hLLllAOeMHPFACqwdQw6EZFQveQRhizEBc5+U/4e1WKzl0uN5xcXKh5VYlSpIBHYkdM0AOvdY0/TmjW7uRCZSFTcp5J6DpVTXb22TSZma5MYVtpKgnn0OB3rSmR3YfuYpFGCN3UGs3xCts+iXQkWPZn5ww4Y+hoAWC6thoNlPKRBCUVgFDYAxnHHIp02pWel3Cx3V84M3zIrqxwOAMEDj8fWi1X/iUadsAiQBMx44x6VUTVLRL2Iz3EjvMQuPIO0knCgccY5/rQBnf2jrcFwt3cwwPEXkSJQpjKJvALHk54xjir9oNXbULV7h4Pska8kFhJKSPvNj5e3TFY/iszXk9gLa/nWUbo5VjG0YZW5IPrs/DFdRYu4gRpHhUgBVUSZG3/GgDG0O61oanrUN0BdWKSs0Lg7HUH+ADHI981b0WKdJbpDFco4y8BuWZwFbGASSeQQenak0q5vTq+onbE9l5hOQ2WVgOmemK07TUVmhE0jBQzhAoB4Y9Oe9ADoHvAkqzxq0gG5WQYUn09f8A9dFPvUElnOUJLPGVXbJtye2D269aKAPguiiigAooooAKKKKACiiigAooooAKKKKAClBKnIJBHcUlFAEvnzEqTK+VOV+Y8Gr9n4i1nTplmtNSuYpFJKssh4J61l0UAdDq3jfxLrkYj1HWLmaMJs2FsAjjqB16CsubVtQuJfMlvZ2fYEz5h+6Og+lUqKALIkmu7hPNuDu6B5X6Y9zUYuJhN5wmcS/3wx3fnUVFAF641jU7tClxqN1Kh4KvMzA/mfeqNFFABTvl2HOd+ePTFNooAKKKKACiiigBwchCvGCc02iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAClAJPAJpKmgmlt5PNhYqwBGQM8HigCNyGclV2j0zTaKKACnI2x1bAODnBHBptOcqWJQED0JzQA9j5zjZH+8ZjkL0JJ4AFJNDLbzNDNG0cinDK4wQfcUkcjxSLJGxV0IZSOoIqS6uri+upLq6meaeVizyOclj6k0AROArkK24A8HHWm0UUAFFFFAEiSMgK5OwkblzgH61f0/UPsmtwXlsws9sgKyAb/K5HIHesyigDR1bUH1O8mu553muJZWZ3xhW9wOxqzoOrtpovIGhhmt7iIiVJG29ORg+tYtFAG8ddiFpf29vYw26TyJJGASTGBwVHrkE5q3rd9byLdJpkdvDa3EEUsqugBMmQD5Y6gZ7ema5aporeWZJXjXKxLuc56DIH8zQBpaRBZS6fqct221oIA0JVcsZCwAH061stf6fZ+HjZ3cy3d2kZe0Oz5ELEHORzu69a4/JAIyeafJE8QTcAN6hhzng0AbOk67Lpuoy31zGZp5YyUkYAlGP8QHSmJrSBdQW4jlnF66vJiTaDg7sHj1rFqSVkeQmNNicYXOcfjQASCPanllidvz57Nk9PbGKktJIUlxPFvjYgNzggZ5x/Kq9FAHRtryrdrazvNPpkUmBDDKVVoh0Qe2e5rttL8WtLBqk2lpBBp0Oyd4rxtzSdB5Yzklc815SCuw5B3cYOelXYNQljtooRDbFYXMgZ0yxyMYPqKAPfk8e+Hba0e5hYKJ5RBNA+SkD4OHQYzye9N1zx3eww212La1tZ/NSFWuf3ry5Zgx46BeoPvXimuG/m0+wvLqOAxSFhDcIcGQAAfd6gDHpV99NuNW0uy1TVr+CK0muzbxzjHygcsNg+768jmgD1dvGWi2GoyyahcT6zdB9mLcKS3H3wvb7+AD3FNl+IslxdTWGgab9ge6hadb+WdVEag5yeMZHQr+FcrZJ4b0E/wBt/Z7e8hiuNxZ5f3sbqSAuFbgEqCOOma5DxDqF/wD2ZDaPFBb2bu08cCzb3y/c85Axjg0Aew+FvGF/eay2jahPFdLMirIbSLCgsc7g3Sote8RXVhcLfeHo2T7L5kV5brASXUHnDtznJGQPrXlekSalpF/LFbyWNoJ4hvVpN+wjuAMkMe2Qaq6Zrl9psd5FPcXKW16JViAmIVZc/eOCDwcZNAHrC/EAW1vDrOk2Ek2nxRGG7W5k/emR2DIyrz1PeuVvPHVhMyJqGlPprM0TyQBGMTht+5tvqFcEeuKjsovt3hvSLaxit7d5rqM3HmzbVZowSJFAO75hwT7cdaz9Zhv7vXJLu7vrV7lrmGFbaVkdUYgcYLZAGPyHWgC1q3iHw/pWhR6Lp/266WKedgHJWOSJ1+ViO5yR9MVT8MeNINGWzM8jyNZwSpFNsP8AGv8Aq89sHvVG7u2ttQmtrq3kWcW80EIjUNt+Y5HI+YcdR0Fczb3l0loLSFw8bOZDFsz82MZ6elAHdJ4m0me+jZnnnlaW3k2I5QALksu7uQehNdbD480vW9Ys7y3tbe21G/uTE2WJ8mNV+VskfISSM49DXj+jPpiSv/aL3US4+SS2UMQfocY+ua1tPvrGJ4LSB7r+z7goly8sKsVZgQ4UgE88Yxz1oA9Nv/ibZzeGUlutJm1KYb7S4uipVDESAxVu7ccE461ofDjxJa2Wh3M+h6VG2LsR+bdEq7R4HOR1bn9K8oura3gN7YSTXtlYwrJJAZI3LSqWACFeijcp59a9J8BT6DJb2tla6qZne9WURCMRqm1OR82Ce5yBQB097fajZax4h1F/DrzXsNsPJkSZikxbqB06Dt1rR0nxyFv0tNT0a5sbr7EJthGYmVVLE9M7uMfjWVbyWttdeIneNr+2vB5jwO0jGKPOA8gOOSem3qK2odXtrjR4NPe5sdNmtybeRJZPMdY9vWM5JXI9T2oAkeHUL+ztpLEWul3ZDyQQq2fMJUsre4Jfd+FXfBms6vqPh+5e+W3+0WbNbrcsNqSyKSGOPTIFc1c2usacJdQF7NPYieK7lkdQEECKcpEAS2cken1xWzZX7L4Z0y3v4I7WS+fy54g6jyiwz8vzcFuvGc5zQBtXGt3f2wWK2q3JhjG+4SUIpn7JjrjnJrcsrtHVYJZLcXgGZYomzg98Z5riEtbK88RXpSWeyuZ7OKNY5AoJY5YYIPL47nmkEZi8Q3JiL/b7azQhzBjBZvlVjkkkAE44BoALrV9U0q1nkuci+mvJdsyR5RYwPlViB2HODWxq9xZ22k3t3DNFqExZQI7mYLt2uAcHtgkH64rk7kQXbXLXV7eXEWoThPJS1I3TADBUrkBcE5GQxxVfV9Csre5sIbSNxcRy+W4iy4lgkBcs6kbi5KHgegoA6DxJr48J+G55YraSaZjGsbW5Bd5Rwe3TjHryann8e6ZJoUWrzJKkCusbbBulVm+UjaOfvcVyVp4n07RotLs/FN5JI9vKsqPLb7UWUhz8xHR1yN2fXpXVafFp7aTqU80o1O6IaUSGFHKKxLoowcNjORzQBT07x9oumaNbW9zIzSF1Gx3HmjJOWcdj7daveFPEbaw0M+jaYyaAzOpurlwj7+wVOu0nHPvWXoeieFtR1W0vYrCwf7UHlnF3bFZppAOqqx+79OK07B5tX0m7s4RAkFtdhbIRRFUAQk4YNjgHqQaANfQvEI1Cyv7u8sFtL60kkiljBBLqnQg9xgj8at6Vr41O1+1NbSWsYJRop1w4YEZ9iMEc1XFg1zBBPdzwr5IG8BVCOGzvR+TkYI/EA1pXunpeQCKQsYUYMsUYUBgMYU57ZHtQBS1SWa10xpEWNI0ikZlU/JgKSO30ri/FPiP7Zo8cMO2e0utKM0c0R43qy9SOn4VZ+IyXUmlSzW8qC1gSZJ0LhSo2EDAHX6cda4W+haGTRks28uFvDLGJAAFDbh2J7n1oA9eQtFrNvLIihhaKZXXJHUdOPWuN1OSLSfE2pNNhVbV9PYDPXcW/rWlNrF3J4lbT75PLitrK3mREmVTNIWHGSRxnjpzXM+L75ZPEWqpHHayRrqGmSTSeb80XzcHHT9e9AHpGrXXk6pZNPGCkTo7OjfdJWQdOuP8AGsXWL0ReKtYjMLsraRG4YHr87ccc96n1S6WTxU8V5bwi2itI3ZmkXowkBDj8ODn1rJ8QyQJ4tu3eFRCNBP70L8rjf0XnB64oA7HTtQsnv20qKPbLDbJI42HGG6AHoauhr5LlE8uFrck7mDYKjtgd6wlEd5p6fZSLeH7Gv72RGV0II4weRW7Zu0lrCZJVaTkrtBAI5A478UASzSCKVWZwBtI255Y8YwO9ZV1rF3p8dzPdw24t4XC5STLEEDBI7dfyFUfGV7Laafp7xRGbF2hldMDaqnc3JI2k4Iq9DaWpkmjjjgl+1EXEkUwDPluCSDxjGAPpQBMNWkju7aCeNFMijzCM4Vj0we4qh431E2fhu8VI5TKYtysqHaOR1PY1YlWW31a8nuI447TbGscruFAx2Hcc5/OqPjeWZ/Bmv7YpI1itCY3yCHOM5GDn86ANDTL5LzQbeWDaZEiDgFxgMOgJpC2o3Oo2koh/djJYj5QqnHryTwePSuE8CXDXnh5LW8UkR21q7bjgOXZ85H4V6hceZFBI8GwPkMd5OMcZ/QUAcl43N5Cj3FjD5twsY8sZ6ELJzjv16Unhlr/UNHt7m5gg2fZVI8wYAkDEtuA6Y9qwPFHiW21W61XTxblZbKZYHkUBuDFI4YcjoPXvWn4EvrbVtMhuI5rg2topgBDgIRjksMndz0NAF3wtPZW+p6vZWNwJ1kuPMMY42bhkkE/eHsK09OsrS0gMDCFHaRpUjklbcGzwcH/PNYmi6Za6h4s1q5ktpd9vPGYLpZADtCdvY/StlL/T/wC1wL9I45pImdHnVMYB5CNnPuetAE0cTWuq29tFdOtp5Um+OU5JIKhSp7YzRXM29pcP4h0+eydiiyXkgV5QfNJKgBjk/L0IxRQB8iUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABT1ldY2jV2CPjcoPBx60yigAooooAcXLKqk8L0pFUscKCT7UlSwzy2774ZGjfBGVODg0ARUUUUAFFFFABRRRQAUUUUAPYgqoC4IHJ9aZRRQAVc0+7SynaZofMcIRHzwrdmwQc49Kp0UABOaKKKACiiigAooooAKmWAtbvMGjCoQNpYbjn0HU1DRQBuRa5EdJgsbm1WU25Z4J/wCNGIOF9CucHBFVLrWLq8tXgmERD3BuGKxhSWIx24x7VQVWc4VST6AUMpUkEEEcEGgDWOvXUZQ2zLFbiZZzZ/ei8xR97aeMHJ4qLVtZuNUumkeRjHhVUEdAowB7VRhgluHKRIXYKWIA7AZJqKgDZsXbU/PW5hE7RQSSGZpCH6dSxznHpUFncXMtjPp0Nolz5g3gmPc8WOSVPbgc1RjjldXMaOwVcsVBOB7+1S2lzdW0zNaSvG7KVJRsZUjkfSgDro9XuDoQ07V/tEkVnHm3NpOGIJKsC2CRgADtxk965rUrv7XcLcTSG4uH3GeV2JaRyTyT6dMU2KyIsJZ2mVHKjZE4YM+SANvY9/yNU5QwlcSLscE7l24wfTHagC9DLbtp0yyyym5GdgZvlC8dO+ck8dKgXFtIjw3ZBMYJMeQQT1Wq8ah5FUsFBIBY9B71PfW8FtcGOC5S4UD76A4z+NABcTQllW1jZI1AyHbO8juR0pbi8a6u3nISDOGCQJtUEDAwB0qoOtX7Kxa+uxHtKlnCeWgy2SDjA/D9aAHRyj+0rR3uTcjKs+5S2CTlhg9eprrtL8URyXdvLAIbW4SRwIEi2gblwZC4BYjlsrx04rkdRtIoJyLUSFYUQTM7A4kI+bGO2c4p9pawQTsmpRzqzKrRiM4J3enXselAHpFz4m0uz8ReZPNrBWYfZvM3bLd0AADkEbmGee2K9Bj0fTrTT7qz1uKAvqEivHPaBwrN5fyFPlJcsBkg5A968p0/wrHcXn2eLU5LgtbtLNJ5TIyoCMod5AJ29fSu/wDGumPrltbXFrfanDbWSbLXybYgxAIMO3PzLjIyOeaANdk0eS0ttCe6eNTCYvsLtIojGB8oKDGDkEs2eeO5xq3l7BB4Inun8Mm7gsf3VpBBIXym0bXjYDnt8w5HPpXlvhnwtcTaGNTm1PypJrhcGVjJIqRcEmMEZTO7nnGK67T0v9BsrDR9NM19p1vdPcvqCsiKImiJG1Tk7eW6AdDQB1R0m5i0uXWBqU1i95DbySl8yCALtGwBmzk+oGeazYvHVjZa682pz4t9RmWKFzbvHtZOAc7csp+pIrIuQmsadaeG5J72TFrA04sxu85CC3zMcc5weTVMaNd6hoBWytvs9lp8bzwG+l8+ZSp+ZQuMqTjPcCgDttbDhU1bSWnfVJCrraKzFG2PwduVA4PJPrVSXxfo7yXVvqr6jDLbsztLd2hBLbSR5bIOAuPUAgnrXI6jfo+m2b21280hIBtLjY4Kuucnap2hec9OnrWNe2l9qWhaRZS3bDTVGCSiZnkb/lqQDnChzjPPA45oA76bxJ4b8R6UketQW0+nW58gzzMUk3jKM27pnG04yThgc1ziax4T8N/2rpdtqM8tjPJFcW00gLpACQGZGOG6DHGagm0rw6nhqfUp9Zu59OV90kPlASTzjAyAxJ3KBkjA4HNULrw5pVlDpVlqcUym+jdTJ5w2LGBkFgv3SCc9O9AHQaNrfhga1o66dbXF1bwxyTR3MaYMbq53M5Yjgjr610HhrxFb6vpdhd6Xd3179l1F1uolQphXzjdk8qB05rh9G+HZ1B7WE37va6bcoq263Q2ujDcWVsAZJwcV09l4Jhl1PVv7S8QEW1yyzw20rxjEmMZIztYYHHFAHZ/aBYSoNPtLi6W6maRzI5YQM2F2jAIPIJwTxg+1dLFLEJ5i10sjxlUZeMxkgcHHrwfxrxePXrjwss6XBN5oel6isbkqF8iPAYEBcBiWb8MVf8aapHp3hLTtR0O8uGa8voJ3Lzhiu9t671IzgjPAIxjFAF74geL55dESyigtR9uMkaRzbm3KEbLAEBgfwrzjX/FFppQ8H6nbFpo5NIa1nRW7hsEYPTFR/GHV5bfXI7Frwz3EMeQy7B5LHsMDIBU4wTXnF1fy3um6XbvbqiWu6NZh1fJzz9KAPorUtYs9Y8R6HqdrdJNawfZnY27bju3DKsO3+NZepTy3Os+LJDYPA9xLpzpDd4HmHzlHPXA7GuN8O6jDo04too/7Sea8RmjY5MaqUIIz1OTitb4n3UUB1z7VNB/aflWrRGJ/mVg7ZIx0OMZzQB1mo+IZLzxVfLHA8wWCJJhyF2rLKvyHG1hhuSSM479Kt6xLHd6wU0meKOO30CcT2ygFl6kLxwp57V4Vp3ieaHw9O32h3vYDGUMh427jlcfxDoTXQafdXc+rQzX2pTxC8tpfMkt8qXPl5CEA4A560Aek+EdUv7fwhFcT6zFNALKOV5UBkuMhvmQrzjA74rvNV8RRWzWKW8swaZBcJIYNySp3Ut/ATkcmvAdA8a6za+F7HT7SeCys4fMiJhjEkkrD/npkYC807UfGd1ZXd0uoz2upx2ttLbpFExj/ANYyjccHDcNwPQUAeteItf1O68KapKkBIlty0CRptEY2BzIz88/NjA64q3pFxY6dp+hwzyTW1zMUKPclz5sm0goCT/FyeeBkcV4z4P8AEcXiXULltTO17DRZVhXIPmsF2/dxydv48V3vhbxdqM82jrqcNudLnZbC3YIHZZ1QYZTgEYOc596APS7u1t57G4s3CyXJT7QsMkoldX7EK2cc9OMVg+KfEaWngXU5rkM37jy0CZYluAc4AA575qnrVtc6d4YutVvNbY6iE3b4VQNkAjYCBkrnt7V4p8Q/E2qX1tbxi6kis5LZQI3CiSQ9H3Fe2ecUAeieHb9jpOoxSSSSXEtrbeVHgkZDOducYA474zXouha3e6lpGm3UcUQdwovnun8thxjKgZBJPbjqK8O+HtzfX2q2MEt20NmmmJK483y1bZIQCx74z3raj8b6hYeGpStirXEF4Ybh0SMhowUYbR7L9eWoAsXaW+l+KPFqXOzylu4XlJLYAa3l5/Mj860/hdrUNi/2G6nijtr6Vlt4yGLtKCSefTAFea+I9dOuXnja7cmDE9vtj38tsYpz68dvejTvEVrD4h8N/Z3j4mkLHeNiK5KkEYGDjnJ9qAPUvCuquvifxfaXNwJYxYLOJQ52Yww7n+VU/hr4wi1aLQ7CK0N/LHFJBI0gANuNwO4k5yMdO9cZ4a1S1tj4ocX0Dq2kiLhxGRhzkA/xEV55o+r3GhWiXtqUSZjJFvV8OAy46enNAH0hp/ieNfHr6MbMJPBc3AgkeUKj5VGIxgkcHP4UV5NaeKbm71SwvIYrKW3u7qUSQXCo2xVSNSxJ5zgZFFAHlFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU75fLAwd+evbFCMUbcAD9RTaACiiigAooooAKKKKACiiigAooooAKKKKALK3RWQOI1XChcLwDjuaW8vpb1kMgRQgIVUXAAJJ/HrVWigB8cjxtujYqSCMg44PUVcure3NzMlksrIoBHmYBXjkH1qhS5PrQBbS9aOzktYtyJIBvwcFiOx9R7UtjHa3DeTPKLfnImwWPThcfXvVKigC5PczpALFiAkT545ywzzmoSUIUuSWOWZgefYf59ahooAngjikSYyy7CibkGPvHI4pnyuM/Km1fzNR0UAOQ4dTxwe9Wrp/N1GWSCRepYMi7B05wO1U6KAFyeeTzWpperz213b+bO3kLLG7EjcRsPH5elZVFAHff8JPZTWV3cpcpBqtwSszCHajRA8hfR371paR4/gi0Z9Oe8aGWS2uFNywbKFhlVAzgnjGfevL6KAOt0vxc9tqdvrF5NcTX9uwC7W2/JtYbRjtyM1q3HxD8+/N7GJLK4lEaz/ZXZUkG0g57jGcADjrXntFAHp1v8TY7QSJC12BLGm6TzCWVgoBUdsDn9KXQ/iiuk3c8K+emnM/yoqgyMG4Ysx5zjpXmFFAHbaT41js59Qku/tMrTRGGFwQSq7iwHP4D86oar4r+12kVvaQvAsYTHzcZC4YgDuWyc1zFFAHYax46l1f7HM9qI7uHcJJEb5SGUq2F6AnJOfWn3fjW1e4h+x6UsVvFbSQhWfLMzrguT61xlFAHTp498QxWUNrBeeSsJUxvGoVl2rtHP0o0Txvqmjahd6hlbq8uFwJLj5gp/vYPGa5iigDobzxjq2of2ibqVZDfMrvxgKwIOVHQHgVmPq189uLc3UohAX5Nxx8udp/DJ/OqNFAE811NczSTXDtNLJ955Dk59c1DuOAMnA7UlFAFuz1CeyeR4mIZ12k5981HPdTXG3zXLFRjJ6nnPPrUFFABVufULu4cPJM+RGIhg4+UDAH6VUooAesjoMK7AexqQ3MrSNIzbnbGWIyeOn8qgooAlhnkgnE0blZBnkVuXHjXX7mGyja/dBYuZLfywFKMQBnjvgVz1FAG1qHirW9UEIu9QmcQ/c+bGKyZJpJceY7NjOMnOM1HRQBaOoXnlLF9okCLH5QAbHy5zj6ZqP7TPs2edJtznG44z/kCoaKAHtI8juzOxZzliT1PvTOlFFAC5Pr1pKKKAFBI6EiikooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z"
ffdy0200	1	{"lines_data": [{"Word": "(ii)", "Confidence": 0.197, "X1": 0.14406, "Y1": 0.0852, "X2": 0.17063, "Y2": 0.085, "X3": 0.17343, "Y3": 0.0988, "X4": 0.14545, "Y4": 0.0998, "page": 0}, {"Word": "Making various assumptions abot .. the efficiency of transfer to the", "Confidence": 0.76618, "X1": 0.21399, "Y1": 0.0842, "X2": 0.76783, "Y2": 0.084, "X3": 0.76783, "Y3": 0.0988, "X4": 0.21399, "Y4": 0.0998, "page": 0}, {"Word": "smoke and the consequent daly exposure to Dieilylene Glycol", "Confidence": 0.77978, "X1": 0.22657, "Y1": 0.1062, "X2": 0.74266, "Y2": 0.106, "X3": 0.74266, "Y3": 0.1208, "X4": 0.22657, "Y4": 0.1228, "page": 0}, {"Word": "by the \"average man\", it can be ualeulated that the safety factor", "Confidence": 0.65675, "X1": 0.22657, "Y1": 0.1292, "X2": 0.76364, "Y2": 0.129, "X3": 0.76364, "Y3": 0.1448, "X4": 0.22657, "Y4": 0.1458, "page": 0}, {"Word": "is lower than that normally adopted by the U.K. tobacco", "Confidence": 0.8027, "X1": 0.22797, "Y1": 0.1532, "X2": 0.6979, "Y2": 0.153, "X3": 0.6979, "Y3": 0.1678, "X4": 0.22797, "Y4": 0.1678, "page": 0}, {"Word": "manufacturers as a guide in simil ar problems.", "Confidence": 0.84025, "X1": 0.22797, "Y1": 0.1762, "X2": 0.62238, "Y2": 0.176, "X3": 0.62238, "Y3": 0.1908, "X4": 0.22797, "Y4": 0.1908, "page": 0}, {"Word": "Bearing in mind that alternative humectants are available to the", "Confidence": 0.857, "X1": 0.21399, "Y1": 0.2012, "X2": 0.75105, "Y2": 0.201, "X3": 0.74965, "Y3": 0.2158, "X4": 0.21399, "Y4": 0.2128, "page": 0}, {"Word": "industry if required, T.A C. recommends that Diethylene", "Confidence": 0.9065, "X1": 0.23077, "Y1": 0.2222, "X2": 0.71469, "Y2": 0.222, "X3": 0.71469, "Y3": 0.2378, "X4": 0.23077, "Y4": 0.2378, "page": 0}, {"Word": "Glycol should not be authorised for use in smoking products and", "Confidence": 0.79964, "X1": 0.22797, "Y1": 0.2452, "X2": 0.76084, "Y2": 0.245, "X3": 0.76084, "Y3": 0.2608, "X4": 0.22797, "Y4": 0.2598, "page": 0}, {"Word": "that this additive should be included in category 1(b) of the Guidelines.", "Confidence": 0.9115, "X1": 0.22797, "Y1": 0.2682, "X2": 0.81538, "Y2": 0.268, "X3": 0.81538, "Y3": 0.2848, "X4": 0.22797, "Y4": 0.2838, "page": 0}, {"Word": "1", "Confidence": 0.9, "X1": 0.04336, "Y1": 0.2922, "X2": 0.05455, "Y2": 0.292, "X3": 0.05315, "Y3": 0.2998, "X4": 0.04336, "Y4": 0.2998, "page": 0}, {"Word": "Calamus Oil ..", "Confidence": 0.50033, "X1": 0.08252, "Y1": 0.3142, "X2": 0.20839, "Y2": 0.314, "X3": 0.20979, "Y3": 0.3288, "X4": 0.08252, "Y4": 0.3298, "page": 0}, {"Word": "(1)", "Confidence": 0.631, "X1": 0.14406, "Y1": 0.3372, "X2": 0.16783, "Y2": 0.337, "X3": 0.16783, "Y3": 0.3528, "X4": 0.14406, "Y4": 0.3528, "page": 0}, {"Word": "A major constituent of Calamus Oil is p - Asarone which is", "Confidence": 0.89992, "X1": 0.21259, "Y1": 0.3372, "X2": 0.71748, "Y2": 0.337, "X3": 0.71748, "Y3": 0.3528, "X4": 0.21259, "Y4": 0.3518, "page": 0}, {"Word": ", known to have undesirable properties.", "Confidence": 0.83767, "X1": 0.2, "Y1": 0.3602, "X2": 0.54965, "Y2": 0.36, "X3": 0.54965, "Y3": 0.3758, "X4": 0.2, "Y4": 0.3748, "page": 0}, {"Word": "(21)", "Confidence": 0.251, "X1": 0.14545, "Y1": 0.3832, "X2": 0.17203, "Y2": 0.383, "X3": 0.17343, "Y3": 0.3968, "X4": 0.14545, "Y4": 0.3968, "page": 0}, {"Word": "In Western Gormany Calamus Oil with an Asarone content in excess", "Confidence": 0.87845, "X1": 0.21538, "Y1": 0.3842, "X2": 0.78322, "Y2": 0.384, "X3": 0.78322, "Y3": 0.3988, "X4": 0.21538, "Y4": 0.3958, "page": 0}, {"Word": "of 10% is not permitted. Suppliers of Calamus Oil may have", "Confidence": 0.95018, "X1": 0.22657, "Y1": 0.4062, "X2": 0.74266, "Y2": 0.406, "X3": 0.74266, "Y3": 0.4218, "X4": 0.22657, "Y4": 0.4188, "page": 0}, {"Word": "..", "Confidence": 0.773, "X1": 0.05315, "Y1": 0.4422, "X2": 0.05315, "Y2": 0.442, "X3": 0.04615, "Y3": 0.4418, "X4": 0.04615, "Y4": 0.4308, "page": 0}, {"Word": "difficulty in meeting this specification.", "Confidence": 0.9274, "X1": 0.22797, "Y1": 0.4282, "X2": 0.54825, "Y2": 0.428, "X3": 0.54825, "Y3": 0.4428, "X4": 0.22797, "Y4": 0.4428, "page": 0}, {"Word": "(115)", "Confidence": 0.627, "X1": 0.14685, "Y1": 0.4512, "X2": 0.17762, "Y2": 0.451, "X3": 0.17762, "Y3": 0.4648, "X4": 0.14685, "Y4": 0.4648, "page": 0}, {"Word": "T.A. C. considers that there are sufficient doubts about Calamus", "Confidence": 0.9027, "X1": 0.21678, "Y1": 0.4512, "X2": 0.75804, "Y2": 0.451, "X3": 0.75804, "Y3": 0.4668, "X4": 0.21678, "Y4": 0.4648, "page": 0}, {"Word": "Oil to make it inadvisable in the prosent state of knowledge to", "Confidence": 0.94208, "X1": 0.22797, "Y1": 0.4752, "X2": 0.74545, "Y2": 0.475, "X3": 0.74545, "Y3": 0.4908, "X4": 0.22797, "Y4": 0.4878, "page": 0}, {"Word": "authorise its use in smoking products if it is likely", "Confidence": 0.9479, "X1": 0.22937, "Y1": 0.4992, "X2": 0.66434, "Y2": 0.499, "X3": 0.66434, "Y3": 0.5148, "X4": 0.22937, "Y4": 0.5118, "page": 0}, {"Word": "to contain a significant quantity of B - Asarone.", "Confidence": 0.86456, "X1": 0.22797, "Y1": 0.5212, "X2": 0.63497, "Y2": 0.521, "X3": 0.63497, "Y3": 0.5378, "X4": 0.22797, "Y4": 0.5358, "page": 0}, {"Word": "102640003", "Confidence": 0.97, "X1": 0.93566, "Y1": 0.9832, "X2": 0.93287, "Y2": 0.983, "X3": 0.8979, "Y3": 0.9828, "X4": 0.8993, "Y4": 0.8648, "page": 0}, {"Word": "2nd March, 1972.", "Confidence": 0.79433, "X1": 0.0979, "Y1": 0.9742, "X2": 0.24476, "Y2": 0.974, "X3": 0.24336, "Y3": 0.9888, "X4": 0.0979, "Y4": 0.9878, "page": 0}], "words_data": [{"Word": "(ii)", "Confidence": 0.197, "X1": 0.14406, "Y1": 0.0852, "X2": 0.16923, "Y2": 0.085, "X3": 0.17063, "Y3": 0.0978, "X4": 0.14545, "Y4": 0.0998, "page": 0, "Index": 0}, {"Word": "Making", "Confidence": 0.928, "X1": 0.21538, "Y1": 0.0852, "X2": 0.27413, "Y2": 0.085, "X3": 0.27413, "Y3": 0.1008, "X4": 0.21538, "Y4": 0.1008, "page": 0, "Index": 1}, {"Word": "various", "Confidence": 0.789, "X1": 0.27832, "Y1": 0.0852, "X2": 0.34266, "Y2": 0.085, "X3": 0.34266, "Y3": 0.0998, "X4": 0.27832, "Y4": 0.1008, "page": 0, "Index": 2}, {"Word": "assumptions", "Confidence": 0.624, "X1": 0.34685, "Y1": 0.0852, "X2": 0.45175, "Y2": 0.085, "X3": 0.45175, "Y3": 0.0998, "X4": 0.34685, "Y4": 0.0998, "page": 0, "Index": 3}, {"Word": "abot", "Confidence": 0.786, "X1": 0.45594, "Y1": 0.0852, "X2": 0.48671, "Y2": 0.085, "X3": 0.48531, "Y3": 0.0998, "X4": 0.45594, "Y4": 0.0998, "page": 0, "Index": 4}, {"Word": "..", "Confidence": 0.696, "X1": 0.48951, "Y1": 0.0852, "X2": 0.4993, "Y2": 0.085, "X3": 0.4993, "Y3": 0.0998, "X4": 0.48951, "Y4": 0.0998, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.998, "X1": 0.5035, "Y1": 0.0852, "X2": 0.53147, "Y2": 0.085, "X3": 0.53007, "Y3": 0.0988, "X4": 0.5035, "Y4": 0.0998, "page": 0, "Index": 6}, {"Word": "efficiency", "Confidence": 0.191, "X1": 0.53566, "Y1": 0.0842, "X2": 0.61678, "Y2": 0.084, "X3": 0.61678, "Y3": 0.0988, "X4": 0.53427, "Y4": 0.0988, "page": 0, "Index": 7}, {"Word": "of", "Confidence": 0.996, "X1": 0.62098, "Y1": 0.0842, "X2": 0.63916, "Y2": 0.084, "X3": 0.63916, "Y3": 0.0988, "X4": 0.62098, "Y4": 0.0988, "page": 0, "Index": 8}, {"Word": "transfer", "Confidence": 0.523, "X1": 0.64336, "Y1": 0.0842, "X2": 0.71189, "Y2": 0.084, "X3": 0.71049, "Y3": 0.0988, "X4": 0.64336, "Y4": 0.0988, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 0.899, "X1": 0.71608, "Y1": 0.0842, "X2": 0.73427, "Y2": 0.084, "X3": 0.73287, "Y3": 0.0988, "X4": 0.71469, "Y4": 0.0988, "page": 0, "Index": 10}, {"Word": "the", "Confidence": 0.998, "X1": 0.73846, "Y1": 0.0842, "X2": 0.76783, "Y2": 0.084, "X3": 0.76643, "Y3": 0.0988, "X4": 0.73706, "Y4": 0.0988, "page": 0, "Index": 11}, {"Word": "smoke", "Confidence": 0.9, "X1": 0.22657, "Y1": 0.1082, "X2": 0.27972, "Y2": 0.108, "X3": 0.27972, "Y3": 0.1228, "X4": 0.22657, "Y4": 0.1218, "page": 0, "Index": 12}, {"Word": "and", "Confidence": 0.991, "X1": 0.28392, "Y1": 0.1082, "X2": 0.31469, "Y2": 0.108, "X3": 0.31469, "Y3": 0.1228, "X4": 0.28392, "Y4": 0.1228, "page": 0, "Index": 13}, {"Word": "the", "Confidence": 0.964, "X1": 0.31888, "Y1": 0.1082, "X2": 0.34545, "Y2": 0.108, "X3": 0.34545, "Y3": 0.1228, "X4": 0.31888, "Y4": 0.1228, "page": 0, "Index": 14}, {"Word": "consequent", "Confidence": 0.67, "X1": 0.34965, "Y1": 0.1072, "X2": 0.44196, "Y2": 0.107, "X3": 0.44196, "Y3": 0.1228, "X4": 0.34965, "Y4": 0.1228, "page": 0, "Index": 15}, {"Word": "daly", "Confidence": 0.635, "X1": 0.44615, "Y1": 0.1072, "X2": 0.48811, "Y2": 0.107, "X3": 0.48811, "Y3": 0.1228, "X4": 0.44615, "Y4": 0.1228, "page": 0, "Index": 16}, {"Word": "exposure", "Confidence": 0.606, "X1": 0.49231, "Y1": 0.1072, "X2": 0.56783, "Y2": 0.107, "X3": 0.56783, "Y3": 0.1218, "X4": 0.49231, "Y4": 0.1228, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.996, "X1": 0.57203, "Y1": 0.1072, "X2": 0.59021, "Y2": 0.107, "X3": 0.59021, "Y3": 0.1218, "X4": 0.57203, "Y4": 0.1218, "page": 0, "Index": 18}, {"Word": "Dieilylene", "Confidence": 0.611, "X1": 0.59441, "Y1": 0.1062, "X2": 0.68252, "Y2": 0.106, "X3": 0.68252, "Y3": 0.1218, "X4": 0.59441, "Y4": 0.1218, "page": 0, "Index": 19}, {"Word": "Glycol", "Confidence": 0.645, "X1": 0.68671, "Y1": 0.1062, "X2": 0.74266, "Y2": 0.106, "X3": 0.74266, "Y3": 0.1218, "X4": 0.68671, "Y4": 0.1218, "page": 0, "Index": 20}, {"Word": "by", "Confidence": 0.995, "X1": 0.22797, "Y1": 0.1312, "X2": 0.24476, "Y2": 0.131, "X3": 0.24476, "Y3": 0.1468, "X4": 0.22797, "Y4": 0.1468, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.85, "X1": 0.24895, "Y1": 0.1312, "X2": 0.27552, "Y2": 0.131, "X3": 0.27552, "Y3": 0.1468, "X4": 0.24895, "Y4": 0.1468, "page": 0, "Index": 22}, {"Word": "\"average", "Confidence": 0.881, "X1": 0.27972, "Y1": 0.1302, "X2": 0.35804, "Y2": 0.13, "X3": 0.35664, "Y3": 0.1458, "X4": 0.27972, "Y4": 0.1468, "page": 0, "Index": 23}, {"Word": "man\",", "Confidence": 0.826, "X1": 0.36224, "Y1": 0.1302, "X2": 0.41678, "Y2": 0.13, "X3": 0.41678, "Y3": 0.1458, "X4": 0.36224, "Y4": 0.1458, "page": 0, "Index": 24}, {"Word": "it", "Confidence": 0.631, "X1": 0.42238, "Y1": 0.1302, "X2": 0.43636, "Y2": 0.13, "X3": 0.43636, "Y3": 0.1458, "X4": 0.42098, "Y4": 0.1458, "page": 0, "Index": 25}, {"Word": "can", "Confidence": 0.622, "X1": 0.44056, "Y1": 0.1302, "X2": 0.46853, "Y2": 0.13, "X3": 0.46853, "Y3": 0.1458, "X4": 0.44056, "Y4": 0.1458, "page": 0, "Index": 26}, {"Word": "be", "Confidence": 0.883, "X1": 0.47273, "Y1": 0.1302, "X2": 0.4951, "Y2": 0.13, "X3": 0.4951, "Y3": 0.1458, "X4": 0.47273, "Y4": 0.1458, "page": 0, "Index": 27}, {"Word": "ualeulated", "Confidence": 0.305, "X1": 0.4993, "Y1": 0.1302, "X2": 0.58322, "Y2": 0.13, "X3": 0.58322, "Y3": 0.1458, "X4": 0.4993, "Y4": 0.1458, "page": 0, "Index": 28}, {"Word": "that", "Confidence": 0.258, "X1": 0.58741, "Y1": 0.1302, "X2": 0.61958, "Y2": 0.13, "X3": 0.61958, "Y3": 0.1458, "X4": 0.58741, "Y4": 0.1458, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.266, "X1": 0.62517, "Y1": 0.1302, "X2": 0.65035, "Y2": 0.13, "X3": 0.65035, "Y3": 0.1458, "X4": 0.62378, "Y4": 0.1458, "page": 0, "Index": 30}, {"Word": "safety", "Confidence": 0.762, "X1": 0.65455, "Y1": 0.1302, "X2": 0.7049, "Y2": 0.13, "X3": 0.7049, "Y3": 0.1458, "X4": 0.65455, "Y4": 0.1458, "page": 0, "Index": 31}, {"Word": "factor", "Confidence": 0.602, "X1": 0.70909, "Y1": 0.1302, "X2": 0.76364, "Y2": 0.13, "X3": 0.76364, "Y3": 0.1458, "X4": 0.70909, "Y4": 0.1458, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.993, "X1": 0.22797, "Y1": 0.1542, "X2": 0.24196, "Y2": 0.154, "X3": 0.24196, "Y3": 0.1678, "X4": 0.22797, "Y4": 0.1678, "page": 0, "Index": 33}, {"Word": "lower", "Confidence": 0.632, "X1": 0.24615, "Y1": 0.1532, "X2": 0.2951, "Y2": 0.153, "X3": 0.2951, "Y3": 0.1688, "X4": 0.24615, "Y4": 0.1678, "page": 0, "Index": 34}, {"Word": "than", "Confidence": 0.971, "X1": 0.2993, "Y1": 0.1532, "X2": 0.33566, "Y2": 0.153, "X3": 0.33566, "Y3": 0.1688, "X4": 0.2993, "Y4": 0.1688, "page": 0, "Index": 35}, {"Word": "that", "Confidence": 0.857, "X1": 0.33986, "Y1": 0.1532, "X2": 0.37343, "Y2": 0.153, "X3": 0.37343, "Y3": 0.1688, "X4": 0.33986, "Y4": 0.1688, "page": 0, "Index": 36}, {"Word": "normally", "Confidence": 0.651, "X1": 0.37762, "Y1": 0.1532, "X2": 0.45455, "Y2": 0.153, "X3": 0.45455, "Y3": 0.1688, "X4": 0.37762, "Y4": 0.1688, "page": 0, "Index": 37}, {"Word": "adopted", "Confidence": 0.628, "X1": 0.46014, "Y1": 0.1532, "X2": 0.52168, "Y2": 0.153, "X3": 0.52168, "Y3": 0.1688, "X4": 0.46014, "Y4": 0.1688, "page": 0, "Index": 38}, {"Word": "by", "Confidence": 0.997, "X1": 0.52587, "Y1": 0.1532, "X2": 0.54685, "Y2": 0.153, "X3": 0.54685, "Y3": 0.1688, "X4": 0.52587, "Y4": 0.1688, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.402, "X1": 0.55105, "Y1": 0.1532, "X2": 0.57762, "Y2": 0.153, "X3": 0.57762, "Y3": 0.1688, "X4": 0.55105, "Y4": 0.1688, "page": 0, "Index": 40}, {"Word": "U.K.", "Confidence": 0.968, "X1": 0.58182, "Y1": 0.1532, "X2": 0.62517, "Y2": 0.153, "X3": 0.62517, "Y3": 0.1688, "X4": 0.58182, "Y4": 0.1688, "page": 0, "Index": 41}, {"Word": "tobacco", "Confidence": 0.928, "X1": 0.62937, "Y1": 0.1532, "X2": 0.6965, "Y2": 0.153, "X3": 0.6965, "Y3": 0.1688, "X4": 0.62937, "Y4": 0.1688, "page": 0, "Index": 42}, {"Word": "manufacturers", "Confidence": 0.981, "X1": 0.22937, "Y1": 0.1772, "X2": 0.35105, "Y2": 0.177, "X3": 0.35105, "Y3": 0.1908, "X4": 0.22797, "Y4": 0.1908, "page": 0, "Index": 43}, {"Word": "as", "Confidence": 0.998, "X1": 0.35524, "Y1": 0.1772, "X2": 0.37483, "Y2": 0.177, "X3": 0.37483, "Y3": 0.1908, "X4": 0.35524, "Y4": 0.1908, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.995, "X1": 0.37902, "Y1": 0.1772, "X2": 0.39021, "Y2": 0.177, "X3": 0.39021, "Y3": 0.1908, "X4": 0.37762, "Y4": 0.1908, "page": 0, "Index": 45}, {"Word": "guide", "Confidence": 0.846, "X1": 0.39441, "Y1": 0.1772, "X2": 0.44056, "Y2": 0.177, "X3": 0.44056, "Y3": 0.1908, "X4": 0.39441, "Y4": 0.1908, "page": 0, "Index": 46}, {"Word": "in", "Confidence": 0.296, "X1": 0.44476, "Y1": 0.1772, "X2": 0.46154, "Y2": 0.177, "X3": 0.46154, "Y3": 0.1908, "X4": 0.44476, "Y4": 0.1908, "page": 0, "Index": 47}, {"Word": "simil", "Confidence": 0.994, "X1": 0.46573, "Y1": 0.1772, "X2": 0.50909, "Y2": 0.177, "X3": 0.50909, "Y3": 0.1908, "X4": 0.46573, "Y4": 0.1908, "page": 0, "Index": 48}, {"Word": "ar", "Confidence": 0.996, "X1": 0.51329, "Y1": 0.1772, "X2": 0.53287, "Y2": 0.177, "X3": 0.53287, "Y3": 0.1908, "X4": 0.51329, "Y4": 0.1908, "page": 0, "Index": 49}, {"Word": "problems.", "Confidence": 0.616, "X1": 0.53706, "Y1": 0.1762, "X2": 0.62238, "Y2": 0.176, "X3": 0.62238, "Y3": 0.1918, "X4": 0.53706, "Y4": 0.1908, "page": 0, "Index": 50}, {"Word": "Bearing", "Confidence": 0.849, "X1": 0.21538, "Y1": 0.1992, "X2": 0.28112, "Y2": 0.199, "X3": 0.28112, "Y3": 0.2138, "X4": 0.21538, "Y4": 0.2138, "page": 0, "Index": 51}, {"Word": "in", "Confidence": 0.998, "X1": 0.28531, "Y1": 0.1992, "X2": 0.3035, "Y2": 0.199, "X3": 0.3035, "Y3": 0.2138, "X4": 0.28531, "Y4": 0.2138, "page": 0, "Index": 52}, {"Word": "mind", "Confidence": 0.988, "X1": 0.30769, "Y1": 0.1992, "X2": 0.34965, "Y2": 0.199, "X3": 0.34965, "Y3": 0.2138, "X4": 0.30769, "Y4": 0.2138, "page": 0, "Index": 53}, {"Word": "that", "Confidence": 0.988, "X1": 0.35385, "Y1": 0.2002, "X2": 0.38881, "Y2": 0.2, "X3": 0.38881, "Y3": 0.2148, "X4": 0.35385, "Y4": 0.2138, "page": 0, "Index": 54}, {"Word": "alternative", "Confidence": 0.656, "X1": 0.39301, "Y1": 0.2002, "X2": 0.48392, "Y2": 0.2, "X3": 0.48392, "Y3": 0.2148, "X4": 0.39301, "Y4": 0.2148, "page": 0, "Index": 55}, {"Word": "humectants", "Confidence": 0.781, "X1": 0.48811, "Y1": 0.2012, "X2": 0.58462, "Y2": 0.201, "X3": 0.58462, "Y3": 0.2158, "X4": 0.48811, "Y4": 0.2148, "page": 0, "Index": 56}, {"Word": "are", "Confidence": 0.998, "X1": 0.58881, "Y1": 0.2012, "X2": 0.61678, "Y2": 0.201, "X3": 0.61678, "Y3": 0.2158, "X4": 0.58881, "Y4": 0.2158, "page": 0, "Index": 57}, {"Word": "available", "Confidence": 0.317, "X1": 0.62098, "Y1": 0.2012, "X2": 0.6965, "Y2": 0.201, "X3": 0.6965, "Y3": 0.2168, "X4": 0.62098, "Y4": 0.2158, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.997, "X1": 0.7007, "Y1": 0.2012, "X2": 0.71748, "Y2": 0.201, "X3": 0.71748, "Y3": 0.2168, "X4": 0.7007, "Y4": 0.2168, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.998, "X1": 0.72168, "Y1": 0.2012, "X2": 0.75105, "Y2": 0.201, "X3": 0.75105, "Y3": 0.2168, "X4": 0.72168, "Y4": 0.2168, "page": 0, "Index": 60}, {"Word": "recommends", "Confidence": 0.958, "X1": 0.47413, "Y1": 0.2222, "X2": 0.58042, "Y2": 0.222, "X3": 0.57902, "Y3": 0.2378, "X4": 0.47273, "Y4": 0.2388, "page": 0, "Index": 61}, {"Word": "that", "Confidence": 0.987, "X1": 0.58462, "Y1": 0.2222, "X2": 0.61818, "Y2": 0.222, "X3": 0.61818, "Y3": 0.2378, "X4": 0.58322, "Y4": 0.2378, "page": 0, "Index": 62}, {"Word": "Diethylene", "Confidence": 0.599, "X1": 0.62238, "Y1": 0.2222, "X2": 0.71329, "Y2": 0.222, "X3": 0.71329, "Y3": 0.2378, "X4": 0.62238, "Y4": 0.2378, "page": 0, "Index": 63}, {"Word": "industry", "Confidence": 0.995, "X1": 0.23217, "Y1": 0.2232, "X2": 0.2965, "Y2": 0.223, "X3": 0.2951, "Y3": 0.2388, "X4": 0.23077, "Y4": 0.2378, "page": 0, "Index": 64}, {"Word": "if", "Confidence": 0.997, "X1": 0.3007, "Y1": 0.2222, "X2": 0.31608, "Y2": 0.222, "X3": 0.31469, "Y3": 0.2388, "X4": 0.2993, "Y4": 0.2388, "page": 0, "Index": 65}, {"Word": "required,", "Confidence": 0.928, "X1": 0.32028, "Y1": 0.2222, "X2": 0.4028, "Y2": 0.222, "X3": 0.4014, "Y3": 0.2388, "X4": 0.31888, "Y4": 0.2388, "page": 0, "Index": 66}, {"Word": "T.A", "Confidence": 0.79, "X1": 0.40699, "Y1": 0.2222, "X2": 0.44056, "Y2": 0.222, "X3": 0.44056, "Y3": 0.2388, "X4": 0.40699, "Y4": 0.2388, "page": 0, "Index": 67}, {"Word": "C.", "Confidence": 0.998, "X1": 0.44755, "Y1": 0.2222, "X2": 0.46993, "Y2": 0.222, "X3": 0.46853, "Y3": 0.2388, "X4": 0.44615, "Y4": 0.2388, "page": 0, "Index": 68}, {"Word": "Glycol", "Confidence": 0.872, "X1": 0.22937, "Y1": 0.2452, "X2": 0.28112, "Y2": 0.245, "X3": 0.28112, "Y3": 0.2608, "X4": 0.22937, "Y4": 0.2608, "page": 0, "Index": 69}, {"Word": "should", "Confidence": 0.805, "X1": 0.28531, "Y1": 0.2452, "X2": 0.33986, "Y2": 0.245, "X3": 0.33986, "Y3": 0.2608, "X4": 0.28531, "Y4": 0.2608, "page": 0, "Index": 70}, {"Word": "not", "Confidence": 0.998, "X1": 0.34406, "Y1": 0.2452, "X2": 0.37063, "Y2": 0.245, "X3": 0.37063, "Y3": 0.2608, "X4": 0.34406, "Y4": 0.2608, "page": 0, "Index": 71}, {"Word": "be", "Confidence": 0.81, "X1": 0.37483, "Y1": 0.2462, "X2": 0.3972, "Y2": 0.246, "X3": 0.3958, "Y3": 0.2608, "X4": 0.37483, "Y4": 0.2608, "page": 0, "Index": 72}, {"Word": "authorised", "Confidence": 0.651, "X1": 0.4014, "Y1": 0.2462, "X2": 0.48811, "Y2": 0.246, "X3": 0.48811, "Y3": 0.2608, "X4": 0.4, "Y4": 0.2608, "page": 0, "Index": 73}, {"Word": "for", "Confidence": 0.998, "X1": 0.49231, "Y1": 0.2462, "X2": 0.52028, "Y2": 0.246, "X3": 0.51888, "Y3": 0.2608, "X4": 0.49231, "Y4": 0.2608, "page": 0, "Index": 74}, {"Word": "use", "Confidence": 0.232, "X1": 0.52448, "Y1": 0.2462, "X2": 0.55245, "Y2": 0.246, "X3": 0.55105, "Y3": 0.2608, "X4": 0.52308, "Y4": 0.2608, "page": 0, "Index": 75}, {"Word": "in", "Confidence": 0.997, "X1": 0.55664, "Y1": 0.2462, "X2": 0.57343, "Y2": 0.246, "X3": 0.57203, "Y3": 0.2608, "X4": 0.55524, "Y4": 0.2608, "page": 0, "Index": 76}, {"Word": "smoking", "Confidence": 0.639, "X1": 0.57762, "Y1": 0.2462, "X2": 0.64895, "Y2": 0.246, "X3": 0.64755, "Y3": 0.2608, "X4": 0.57622, "Y4": 0.2608, "page": 0, "Index": 77}, {"Word": "products", "Confidence": 0.796, "X1": 0.65315, "Y1": 0.2462, "X2": 0.72587, "Y2": 0.246, "X3": 0.72448, "Y3": 0.2618, "X4": 0.65175, "Y4": 0.2608, "page": 0, "Index": 78}, {"Word": "and", "Confidence": 0.998, "X1": 0.73007, "Y1": 0.2462, "X2": 0.76084, "Y2": 0.246, "X3": 0.75944, "Y3": 0.2618, "X4": 0.72867, "Y4": 0.2618, "page": 0, "Index": 79}, {"Word": "that", "Confidence": 0.991, "X1": 0.22937, "Y1": 0.2692, "X2": 0.25874, "Y2": 0.269, "X3": 0.25874, "Y3": 0.2818, "X4": 0.22937, "Y4": 0.2818, "page": 0, "Index": 80}, {"Word": "this", "Confidence": 0.991, "X1": 0.26294, "Y1": 0.2692, "X2": 0.2965, "Y2": 0.269, "X3": 0.2965, "Y3": 0.2828, "X4": 0.26294, "Y4": 0.2818, "page": 0, "Index": 81}, {"Word": "additive", "Confidence": 0.95, "X1": 0.3007, "Y1": 0.2692, "X2": 0.36783, "Y2": 0.269, "X3": 0.36783, "Y3": 0.2838, "X4": 0.3007, "Y4": 0.2828, "page": 0, "Index": 82}, {"Word": "should", "Confidence": 0.996, "X1": 0.37203, "Y1": 0.2692, "X2": 0.42517, "Y2": 0.269, "X3": 0.42657, "Y3": 0.2848, "X4": 0.37203, "Y4": 0.2838, "page": 0, "Index": 83}, {"Word": "be", "Confidence": 0.64, "X1": 0.42937, "Y1": 0.2692, "X2": 0.45175, "Y2": 0.269, "X3": 0.45175, "Y3": 0.2848, "X4": 0.43077, "Y4": 0.2848, "page": 0, "Index": 84}, {"Word": "included", "Confidence": 0.927, "X1": 0.45594, "Y1": 0.2692, "X2": 0.52587, "Y2": 0.269, "X3": 0.52587, "Y3": 0.2848, "X4": 0.45594, "Y4": 0.2848, "page": 0, "Index": 85}, {"Word": "in", "Confidence": 0.998, "X1": 0.53007, "Y1": 0.2692, "X2": 0.54685, "Y2": 0.269, "X3": 0.54825, "Y3": 0.2858, "X4": 0.53007, "Y4": 0.2848, "page": 0, "Index": 86}, {"Word": "category", "Confidence": 0.62, "X1": 0.55105, "Y1": 0.2692, "X2": 0.62378, "Y2": 0.269, "X3": 0.62517, "Y3": 0.2858, "X4": 0.55245, "Y4": 0.2858, "page": 0, "Index": 87}, {"Word": "1(b)", "Confidence": 0.932, "X1": 0.62797, "Y1": 0.2692, "X2": 0.66014, "Y2": 0.269, "X3": 0.66154, "Y3": 0.2858, "X4": 0.62937, "Y4": 0.2858, "page": 0, "Index": 88}, {"Word": "of", "Confidence": 0.998, "X1": 0.66434, "Y1": 0.2692, "X2": 0.68112, "Y2": 0.269, "X3": 0.68112, "Y3": 0.2848, "X4": 0.66573, "Y4": 0.2858, "page": 0, "Index": 89}, {"Word": "the", "Confidence": 0.998, "X1": 0.68531, "Y1": 0.2692, "X2": 0.71189, "Y2": 0.269, "X3": 0.71329, "Y3": 0.2848, "X4": 0.68671, "Y4": 0.2848, "page": 0, "Index": 90}, {"Word": "Guidelines.", "Confidence": 0.897, "X1": 0.71748, "Y1": 0.2682, "X2": 0.81399, "Y2": 0.268, "X3": 0.81538, "Y3": 0.2838, "X4": 0.71748, "Y4": 0.2848, "page": 0, "Index": 91}, {"Word": "1", "Confidence": 0.9, "X1": 0.04476, "Y1": 0.2922, "X2": 0.05175, "Y2": 0.292, "X3": 0.05175, "Y3": 0.2998, "X4": 0.04476, "Y4": 0.2998, "page": 0, "Index": 92}, {"Word": "Calamus", "Confidence": 0.658, "X1": 0.08392, "Y1": 0.3162, "X2": 0.15385, "Y2": 0.316, "X3": 0.15385, "Y3": 0.3298, "X4": 0.08252, "Y4": 0.3298, "page": 0, "Index": 93}, {"Word": "Oil", "Confidence": 0.675, "X1": 0.15804, "Y1": 0.3152, "X2": 0.18042, "Y2": 0.315, "X3": 0.18042, "Y3": 0.3298, "X4": 0.15804, "Y4": 0.3298, "page": 0, "Index": 94}, {"Word": "..", "Confidence": 0.168, "X1": 0.18462, "Y1": 0.3152, "X2": 0.20979, "Y2": 0.315, "X3": 0.20979, "Y3": 0.3298, "X4": 0.18462, "Y4": 0.3298, "page": 0, "Index": 95}, {"Word": "(1)", "Confidence": 0.631, "X1": 0.14545, "Y1": 0.3372, "X2": 0.16643, "Y2": 0.337, "X3": 0.16643, "Y3": 0.3528, "X4": 0.14545, "Y4": 0.3528, "page": 0, "Index": 96}, {"Word": "A", "Confidence": 0.994, "X1": 0.21678, "Y1": 0.3372, "X2": 0.22937, "Y2": 0.337, "X3": 0.22797, "Y3": 0.3528, "X4": 0.21538, "Y4": 0.3528, "page": 0, "Index": 97}, {"Word": "major", "Confidence": 0.997, "X1": 0.23357, "Y1": 0.3372, "X2": 0.28392, "Y2": 0.337, "X3": 0.28392, "Y3": 0.3528, "X4": 0.23217, "Y4": 0.3528, "page": 0, "Index": 98}, {"Word": "constituent", "Confidence": 0.71, "X1": 0.28951, "Y1": 0.3382, "X2": 0.38042, "Y2": 0.338, "X3": 0.37902, "Y3": 0.3528, "X4": 0.28811, "Y4": 0.3528, "page": 0, "Index": 99}, {"Word": "of", "Confidence": 0.998, "X1": 0.38462, "Y1": 0.3382, "X2": 0.4028, "Y2": 0.338, "X3": 0.4014, "Y3": 0.3528, "X4": 0.38322, "Y4": 0.3528, "page": 0, "Index": 100}, {"Word": "Calamus", "Confidence": 0.901, "X1": 0.40699, "Y1": 0.3382, "X2": 0.47972, "Y2": 0.338, "X3": 0.47832, "Y3": 0.3528, "X4": 0.40559, "Y4": 0.3528, "page": 0, "Index": 101}, {"Word": "Oil", "Confidence": 0.647, "X1": 0.48392, "Y1": 0.3382, "X2": 0.51049, "Y2": 0.338, "X3": 0.50909, "Y3": 0.3528, "X4": 0.48252, "Y4": 0.3528, "page": 0, "Index": 102}, {"Word": "is", "Confidence": 0.998, "X1": 0.51469, "Y1": 0.3382, "X2": 0.53566, "Y2": 0.338, "X3": 0.53427, "Y3": 0.3528, "X4": 0.51329, "Y4": 0.3528, "page": 0, "Index": 103}, {"Word": "p", "Confidence": 0.666, "X1": 0.53986, "Y1": 0.3382, "X2": 0.55245, "Y2": 0.338, "X3": 0.55105, "Y3": 0.3528, "X4": 0.53846, "Y4": 0.3528, "page": 0, "Index": 104}, {"Word": "-", "Confidence": 0.994, "X1": 0.55804, "Y1": 0.3382, "X2": 0.56783, "Y2": 0.338, "X3": 0.56783, "Y3": 0.3528, "X4": 0.55664, "Y4": 0.3528, "page": 0, "Index": 105}, {"Word": "Asarone", "Confidence": 0.899, "X1": 0.57203, "Y1": 0.3382, "X2": 0.63916, "Y2": 0.338, "X3": 0.63916, "Y3": 0.3528, "X4": 0.57203, "Y4": 0.3528, "page": 0, "Index": 106}, {"Word": "which", "Confidence": 0.997, "X1": 0.64476, "Y1": 0.3382, "X2": 0.69371, "Y2": 0.338, "X3": 0.69231, "Y3": 0.3538, "X4": 0.64336, "Y4": 0.3528, "page": 0, "Index": 107}, {"Word": "is", "Confidence": 0.998, "X1": 0.6979, "Y1": 0.3382, "X2": 0.71748, "Y2": 0.338, "X3": 0.71608, "Y3": 0.3538, "X4": 0.6965, "Y4": 0.3538, "page": 0, "Index": 108}, {"Word": ",", "Confidence": 0.421, "X1": 0.2042, "Y1": 0.3602, "X2": 0.21538, "Y2": 0.36, "X3": 0.21678, "Y3": 0.3748, "X4": 0.2042, "Y4": 0.3748, "page": 0, "Index": 109}, {"Word": "known", "Confidence": 0.941, "X1": 0.22657, "Y1": 0.3602, "X2": 0.27832, "Y2": 0.36, "X3": 0.27832, "Y3": 0.3748, "X4": 0.22797, "Y4": 0.3748, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.998, "X1": 0.28252, "Y1": 0.3612, "X2": 0.2993, "Y2": 0.361, "X3": 0.2993, "Y3": 0.3748, "X4": 0.28252, "Y4": 0.3748, "page": 0, "Index": 111}, {"Word": "have", "Confidence": 0.986, "X1": 0.3035, "Y1": 0.3612, "X2": 0.34266, "Y2": 0.361, "X3": 0.34406, "Y3": 0.3748, "X4": 0.3035, "Y4": 0.3748, "page": 0, "Index": 112}, {"Word": "undesirable", "Confidence": 0.717, "X1": 0.34685, "Y1": 0.3612, "X2": 0.44755, "Y2": 0.361, "X3": 0.44755, "Y3": 0.3758, "X4": 0.34685, "Y4": 0.3748, "page": 0, "Index": 113}, {"Word": "properties.", "Confidence": 0.963, "X1": 0.45175, "Y1": 0.3612, "X2": 0.54965, "Y2": 0.361, "X3": 0.54965, "Y3": 0.3758, "X4": 0.45175, "Y4": 0.3758, "page": 0, "Index": 114}, {"Word": "(21)", "Confidence": 0.251, "X1": 0.14685, "Y1": 0.3832, "X2": 0.17343, "Y2": 0.383, "X3": 0.17343, "Y3": 0.3968, "X4": 0.14685, "Y4": 0.3968, "page": 0, "Index": 115}, {"Word": "In", "Confidence": 0.997, "X1": 0.21678, "Y1": 0.3822, "X2": 0.23217, "Y2": 0.382, "X3": 0.23217, "Y3": 0.3968, "X4": 0.21678, "Y4": 0.3968, "page": 0, "Index": 116}, {"Word": "Western", "Confidence": 0.937, "X1": 0.23636, "Y1": 0.3822, "X2": 0.30629, "Y2": 0.382, "X3": 0.30629, "Y3": 0.3968, "X4": 0.23636, "Y4": 0.3968, "page": 0, "Index": 117}, {"Word": "Gormany", "Confidence": 0.954, "X1": 0.31049, "Y1": 0.3832, "X2": 0.38741, "Y2": 0.383, "X3": 0.38741, "Y3": 0.3978, "X4": 0.31049, "Y4": 0.3968, "page": 0, "Index": 118}, {"Word": "Calamus", "Confidence": 0.869, "X1": 0.39161, "Y1": 0.3832, "X2": 0.46434, "Y2": 0.383, "X3": 0.46434, "Y3": 0.3978, "X4": 0.39161, "Y4": 0.3978, "page": 0, "Index": 119}, {"Word": "Oil", "Confidence": 0.856, "X1": 0.46853, "Y1": 0.3832, "X2": 0.4951, "Y2": 0.383, "X3": 0.4951, "Y3": 0.3978, "X4": 0.46713, "Y4": 0.3978, "page": 0, "Index": 120}, {"Word": "with", "Confidence": 0.989, "X1": 0.4993, "Y1": 0.3832, "X2": 0.53566, "Y2": 0.383, "X3": 0.53566, "Y3": 0.3978, "X4": 0.4993, "Y4": 0.3978, "page": 0, "Index": 121}, {"Word": "an", "Confidence": 0.206, "X1": 0.53986, "Y1": 0.3842, "X2": 0.56084, "Y2": 0.384, "X3": 0.56084, "Y3": 0.3978, "X4": 0.53846, "Y4": 0.3978, "page": 0, "Index": 122}, {"Word": "Asarone", "Confidence": 0.993, "X1": 0.56503, "Y1": 0.3842, "X2": 0.63497, "Y2": 0.384, "X3": 0.63497, "Y3": 0.3978, "X4": 0.56503, "Y4": 0.3978, "page": 0, "Index": 123}, {"Word": "content", "Confidence": 0.981, "X1": 0.63916, "Y1": 0.3842, "X2": 0.6993, "Y2": 0.384, "X3": 0.6993, "Y3": 0.3978, "X4": 0.63916, "Y4": 0.3978, "page": 0, "Index": 124}, {"Word": "in", "Confidence": 0.947, "X1": 0.7035, "Y1": 0.3842, "X2": 0.72028, "Y2": 0.384, "X3": 0.71888, "Y3": 0.3978, "X4": 0.7035, "Y4": 0.3978, "page": 0, "Index": 125}, {"Word": "excess", "Confidence": 0.934, "X1": 0.72448, "Y1": 0.3852, "X2": 0.78322, "Y2": 0.385, "X3": 0.78182, "Y3": 0.3978, "X4": 0.72308, "Y4": 0.3978, "page": 0, "Index": 126}, {"Word": "of", "Confidence": 0.996, "X1": 0.22797, "Y1": 0.4052, "X2": 0.24336, "Y2": 0.405, "X3": 0.24336, "Y3": 0.4198, "X4": 0.22797, "Y4": 0.4198, "page": 0, "Index": 127}, {"Word": "10%", "Confidence": 0.998, "X1": 0.24755, "Y1": 0.4052, "X2": 0.28112, "Y2": 0.405, "X3": 0.28112, "Y3": 0.4198, "X4": 0.24755, "Y4": 0.4198, "page": 0, "Index": 128}, {"Word": "is", "Confidence": 0.997, "X1": 0.28531, "Y1": 0.4052, "X2": 0.3021, "Y2": 0.405, "X3": 0.3021, "Y3": 0.4198, "X4": 0.28531, "Y4": 0.4198, "page": 0, "Index": 129}, {"Word": "not", "Confidence": 0.998, "X1": 0.30629, "Y1": 0.4052, "X2": 0.33287, "Y2": 0.405, "X3": 0.33427, "Y3": 0.4198, "X4": 0.30629, "Y4": 0.4198, "page": 0, "Index": 130}, {"Word": "permitted.", "Confidence": 0.993, "X1": 0.33706, "Y1": 0.4052, "X2": 0.43357, "Y2": 0.405, "X3": 0.43357, "Y3": 0.4208, "X4": 0.33846, "Y4": 0.4208, "page": 0, "Index": 131}, {"Word": "Suppliers", "Confidence": 0.744, "X1": 0.43916, "Y1": 0.4062, "X2": 0.52168, "Y2": 0.406, "X3": 0.52168, "Y3": 0.4218, "X4": 0.43916, "Y4": 0.4208, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.53007, "Y1": 0.4062, "X2": 0.54825, "Y2": 0.406, "X3": 0.54825, "Y3": 0.4218, "X4": 0.52867, "Y4": 0.4218, "page": 0, "Index": 133}, {"Word": "Calamus", "Confidence": 0.95, "X1": 0.55245, "Y1": 0.4062, "X2": 0.62517, "Y2": 0.406, "X3": 0.62517, "Y3": 0.4218, "X4": 0.55245, "Y4": 0.4218, "page": 0, "Index": 134}, {"Word": "Oil", "Confidence": 0.991, "X1": 0.62937, "Y1": 0.4062, "X2": 0.65594, "Y2": 0.406, "X3": 0.65455, "Y3": 0.4218, "X4": 0.62937, "Y4": 0.4218, "page": 0, "Index": 135}, {"Word": "may", "Confidence": 0.998, "X1": 0.66014, "Y1": 0.4072, "X2": 0.6951, "Y2": 0.407, "X3": 0.6951, "Y3": 0.4218, "X4": 0.65874, "Y4": 0.4218, "page": 0, "Index": 136}, {"Word": "have", "Confidence": 0.789, "X1": 0.6993, "Y1": 0.4072, "X2": 0.74266, "Y2": 0.407, "X3": 0.74126, "Y3": 0.4228, "X4": 0.6993, "Y4": 0.4218, "page": 0, "Index": 137}, {"Word": "..", "Confidence": 0.773, "X1": 0.05315, "Y1": 0.4412, "X2": 0.05315, "Y2": 0.441, "X3": 0.04615, "Y3": 0.4408, "X4": 0.04615, "Y4": 0.4308, "page": 0, "Index": 138}, {"Word": "difficulty", "Confidence": 0.991, "X1": 0.23077, "Y1": 0.4282, "X2": 0.3035, "Y2": 0.428, "X3": 0.3021, "Y3": 0.4428, "X4": 0.22937, "Y4": 0.4428, "page": 0, "Index": 139}, {"Word": "in", "Confidence": 0.997, "X1": 0.30769, "Y1": 0.4282, "X2": 0.32448, "Y2": 0.428, "X3": 0.32308, "Y3": 0.4428, "X4": 0.30629, "Y4": 0.4428, "page": 0, "Index": 140}, {"Word": "meeting", "Confidence": 0.995, "X1": 0.32867, "Y1": 0.4282, "X2": 0.3958, "Y2": 0.428, "X3": 0.3958, "Y3": 0.4428, "X4": 0.32727, "Y4": 0.4428, "page": 0, "Index": 141}, {"Word": "this", "Confidence": 0.988, "X1": 0.4, "Y1": 0.4282, "X2": 0.43077, "Y2": 0.428, "X3": 0.43077, "Y3": 0.4438, "X4": 0.4, "Y4": 0.4428, "page": 0, "Index": 142}, {"Word": "specification.", "Confidence": 0.666, "X1": 0.43497, "Y1": 0.4292, "X2": 0.54825, "Y2": 0.429, "X3": 0.54825, "Y3": 0.4438, "X4": 0.43497, "Y4": 0.4438, "page": 0, "Index": 143}, {"Word": "(115)", "Confidence": 0.627, "X1": 0.14685, "Y1": 0.4512, "X2": 0.17622, "Y2": 0.451, "X3": 0.17622, "Y3": 0.4648, "X4": 0.14685, "Y4": 0.4648, "page": 0, "Index": 144}, {"Word": "T.A.", "Confidence": 0.961, "X1": 0.21818, "Y1": 0.4502, "X2": 0.25455, "Y2": 0.45, "X3": 0.25455, "Y3": 0.4658, "X4": 0.21818, "Y4": 0.4658, "page": 0, "Index": 145}, {"Word": "C.", "Confidence": 0.994, "X1": 0.25874, "Y1": 0.4512, "X2": 0.28112, "Y2": 0.451, "X3": 0.28112, "Y3": 0.4658, "X4": 0.25874, "Y4": 0.4658, "page": 0, "Index": 146}, {"Word": "considers", "Confidence": 0.991, "X1": 0.28531, "Y1": 0.4512, "X2": 0.36783, "Y2": 0.451, "X3": 0.36783, "Y3": 0.4658, "X4": 0.28531, "Y4": 0.4658, "page": 0, "Index": 147}, {"Word": "that", "Confidence": 0.988, "X1": 0.37203, "Y1": 0.4512, "X2": 0.40559, "Y2": 0.451, "X3": 0.40559, "Y3": 0.4658, "X4": 0.37203, "Y4": 0.4658, "page": 0, "Index": 148}, {"Word": "there", "Confidence": 0.806, "X1": 0.40979, "Y1": 0.4522, "X2": 0.45594, "Y2": 0.452, "X3": 0.45455, "Y3": 0.4668, "X4": 0.40979, "Y4": 0.4658, "page": 0, "Index": 149}, {"Word": "are", "Confidence": 0.687, "X1": 0.46014, "Y1": 0.4522, "X2": 0.48951, "Y2": 0.452, "X3": 0.48951, "Y3": 0.4668, "X4": 0.45874, "Y4": 0.4668, "page": 0, "Index": 150}, {"Word": "sufficient", "Confidence": 0.664, "X1": 0.49371, "Y1": 0.4522, "X2": 0.57343, "Y2": 0.452, "X3": 0.57203, "Y3": 0.4668, "X4": 0.49371, "Y4": 0.4668, "page": 0, "Index": 151}, {"Word": "doubts", "Confidence": 0.97, "X1": 0.57762, "Y1": 0.4522, "X2": 0.63217, "Y2": 0.452, "X3": 0.63077, "Y3": 0.4668, "X4": 0.57622, "Y4": 0.4668, "page": 0, "Index": 152}, {"Word": "about", "Confidence": 0.996, "X1": 0.63636, "Y1": 0.4522, "X2": 0.68252, "Y2": 0.452, "X3": 0.68112, "Y3": 0.4668, "X4": 0.63497, "Y4": 0.4668, "page": 0, "Index": 153}, {"Word": "Calamus", "Confidence": 0.97, "X1": 0.68671, "Y1": 0.4522, "X2": 0.75944, "Y2": 0.452, "X3": 0.75804, "Y3": 0.4668, "X4": 0.68531, "Y4": 0.4668, "page": 0, "Index": 154}, {"Word": "Oil", "Confidence": 0.886, "X1": 0.22797, "Y1": 0.4742, "X2": 0.25455, "Y2": 0.474, "X3": 0.25455, "Y3": 0.4878, "X4": 0.22937, "Y4": 0.4878, "page": 0, "Index": 155}, {"Word": "to", "Confidence": 0.997, "X1": 0.25874, "Y1": 0.4742, "X2": 0.27413, "Y2": 0.474, "X3": 0.27413, "Y3": 0.4878, "X4": 0.25874, "Y4": 0.4878, "page": 0, "Index": 156}, {"Word": "make", "Confidence": 0.998, "X1": 0.27832, "Y1": 0.4742, "X2": 0.32448, "Y2": 0.474, "X3": 0.32448, "Y3": 0.4888, "X4": 0.27832, "Y4": 0.4878, "page": 0, "Index": 157}, {"Word": "it", "Confidence": 0.998, "X1": 0.32867, "Y1": 0.4752, "X2": 0.34406, "Y2": 0.475, "X3": 0.34406, "Y3": 0.4888, "X4": 0.32867, "Y4": 0.4888, "page": 0, "Index": 158}, {"Word": "inadvisable", "Confidence": 0.991, "X1": 0.34825, "Y1": 0.4752, "X2": 0.44196, "Y2": 0.475, "X3": 0.44196, "Y3": 0.4888, "X4": 0.34825, "Y4": 0.4888, "page": 0, "Index": 159}, {"Word": "in", "Confidence": 0.74, "X1": 0.44615, "Y1": 0.4752, "X2": 0.46434, "Y2": 0.475, "X3": 0.46434, "Y3": 0.4898, "X4": 0.44615, "Y4": 0.4888, "page": 0, "Index": 160}, {"Word": "the", "Confidence": 0.908, "X1": 0.46713, "Y1": 0.4752, "X2": 0.4951, "Y2": 0.475, "X3": 0.4951, "Y3": 0.4898, "X4": 0.46853, "Y4": 0.4898, "page": 0, "Index": 161}, {"Word": "prosent", "Confidence": 0.825, "X1": 0.4993, "Y1": 0.4752, "X2": 0.56364, "Y2": 0.475, "X3": 0.56364, "Y3": 0.4898, "X4": 0.4993, "Y4": 0.4898, "page": 0, "Index": 162}, {"Word": "state", "Confidence": 0.995, "X1": 0.56783, "Y1": 0.4752, "X2": 0.60979, "Y2": 0.475, "X3": 0.60979, "Y3": 0.4898, "X4": 0.56643, "Y4": 0.4898, "page": 0, "Index": 163}, {"Word": "of", "Confidence": 0.998, "X1": 0.61399, "Y1": 0.4752, "X2": 0.63077, "Y2": 0.475, "X3": 0.63077, "Y3": 0.4908, "X4": 0.61399, "Y4": 0.4898, "page": 0, "Index": 164}, {"Word": "knowledge", "Confidence": 0.971, "X1": 0.63497, "Y1": 0.4752, "X2": 0.72028, "Y2": 0.475, "X3": 0.71888, "Y3": 0.4908, "X4": 0.63497, "Y4": 0.4908, "page": 0, "Index": 165}, {"Word": "to", "Confidence": 0.998, "X1": 0.72448, "Y1": 0.4752, "X2": 0.74406, "Y2": 0.475, "X3": 0.74406, "Y3": 0.4908, "X4": 0.72308, "Y4": 0.4908, "page": 0, "Index": 166}, {"Word": "authorise", "Confidence": 0.989, "X1": 0.23077, "Y1": 0.4982, "X2": 0.30629, "Y2": 0.498, "X3": 0.30629, "Y3": 0.5118, "X4": 0.23077, "Y4": 0.5118, "page": 0, "Index": 167}, {"Word": "its", "Confidence": 0.998, "X1": 0.31049, "Y1": 0.4982, "X2": 0.33287, "Y2": 0.498, "X3": 0.33287, "Y3": 0.5118, "X4": 0.31049, "Y4": 0.5118, "page": 0, "Index": 168}, {"Word": "use", "Confidence": 0.891, "X1": 0.33706, "Y1": 0.4982, "X2": 0.36783, "Y2": 0.498, "X3": 0.36783, "Y3": 0.5118, "X4": 0.33706, "Y4": 0.5118, "page": 0, "Index": 169}, {"Word": "in", "Confidence": 0.997, "X1": 0.37203, "Y1": 0.4982, "X2": 0.38881, "Y2": 0.498, "X3": 0.38881, "Y3": 0.5128, "X4": 0.37203, "Y4": 0.5118, "page": 0, "Index": 170}, {"Word": "smoking", "Confidence": 0.991, "X1": 0.39301, "Y1": 0.4982, "X2": 0.46434, "Y2": 0.498, "X3": 0.46434, "Y3": 0.5128, "X4": 0.39301, "Y4": 0.5128, "page": 0, "Index": 171}, {"Word": "products", "Confidence": 0.666, "X1": 0.46853, "Y1": 0.4982, "X2": 0.54406, "Y2": 0.498, "X3": 0.54406, "Y3": 0.5138, "X4": 0.46853, "Y4": 0.5128, "page": 0, "Index": 172}, {"Word": "if", "Confidence": 0.997, "X1": 0.55385, "Y1": 0.4992, "X2": 0.56923, "Y2": 0.499, "X3": 0.56923, "Y3": 0.5148, "X4": 0.55385, "Y4": 0.5138, "page": 0, "Index": 173}, {"Word": "it", "Confidence": 0.998, "X1": 0.57343, "Y1": 0.4992, "X2": 0.58741, "Y2": 0.499, "X3": 0.58741, "Y3": 0.5148, "X4": 0.57343, "Y4": 0.5148, "page": 0, "Index": 174}, {"Word": "is", "Confidence": 0.997, "X1": 0.59161, "Y1": 0.4992, "X2": 0.60839, "Y2": 0.499, "X3": 0.60839, "Y3": 0.5148, "X4": 0.59161, "Y4": 0.5148, "page": 0, "Index": 175}, {"Word": "likely", "Confidence": 0.955, "X1": 0.61259, "Y1": 0.5002, "X2": 0.66434, "Y2": 0.5, "X3": 0.66434, "Y3": 0.5158, "X4": 0.61259, "Y4": 0.5148, "page": 0, "Index": 176}, {"Word": "to", "Confidence": 0.997, "X1": 0.22937, "Y1": 0.5212, "X2": 0.24336, "Y2": 0.521, "X3": 0.24476, "Y3": 0.5358, "X4": 0.22937, "Y4": 0.5358, "page": 0, "Index": 177}, {"Word": "contain", "Confidence": 0.993, "X1": 0.24755, "Y1": 0.5212, "X2": 0.30909, "Y2": 0.521, "X3": 0.30909, "Y3": 0.5368, "X4": 0.24895, "Y4": 0.5358, "page": 0, "Index": 178}, {"Word": "a", "Confidence": 0.995, "X1": 0.31329, "Y1": 0.5212, "X2": 0.32308, "Y2": 0.521, "X3": 0.32448, "Y3": 0.5368, "X4": 0.31329, "Y4": 0.5368, "page": 0, "Index": 179}, {"Word": "significant", "Confidence": 0.938, "X1": 0.32867, "Y1": 0.5212, "X2": 0.41678, "Y2": 0.521, "X3": 0.41818, "Y3": 0.5378, "X4": 0.32867, "Y4": 0.5368, "page": 0, "Index": 180}, {"Word": "quantity", "Confidence": 0.865, "X1": 0.42098, "Y1": 0.5212, "X2": 0.48811, "Y2": 0.521, "X3": 0.48811, "Y3": 0.5378, "X4": 0.42238, "Y4": 0.5378, "page": 0, "Index": 181}, {"Word": "of", "Confidence": 0.998, "X1": 0.49231, "Y1": 0.5212, "X2": 0.51469, "Y2": 0.521, "X3": 0.51608, "Y3": 0.5378, "X4": 0.49371, "Y4": 0.5378, "page": 0, "Index": 182}, {"Word": "B", "Confidence": 0.01, "X1": 0.51888, "Y1": 0.5212, "X2": 0.53287, "Y2": 0.521, "X3": 0.53287, "Y3": 0.5378, "X4": 0.52028, "Y4": 0.5378, "page": 0, "Index": 183}, {"Word": "-", "Confidence": 0.994, "X1": 0.54126, "Y1": 0.5212, "X2": 0.54965, "Y2": 0.521, "X3": 0.54965, "Y3": 0.5378, "X4": 0.54126, "Y4": 0.5378, "page": 0, "Index": 184}, {"Word": "Asarone.", "Confidence": 0.991, "X1": 0.55385, "Y1": 0.5212, "X2": 0.63497, "Y2": 0.521, "X3": 0.63497, "Y3": 0.5368, "X4": 0.55524, "Y4": 0.5378, "page": 0, "Index": 185}, {"Word": "2nd", "Confidence": 0.605, "X1": 0.1007, "Y1": 0.9752, "X2": 0.12727, "Y2": 0.975, "X3": 0.12727, "Y3": 0.9878, "X4": 0.1007, "Y4": 0.9878, "page": 0, "Index": 186}, {"Word": "102640003", "Confidence": 0.97, "X1": 0.93566, "Y1": 0.9822, "X2": 0.93287, "Y2": 0.982, "X3": 0.8979, "Y3": 0.9808, "X4": 0.8993, "Y4": 0.8648, "page": 0, "Index": 187}, {"Word": "March,", "Confidence": 0.897, "X1": 0.13147, "Y1": 0.9752, "X2": 0.1958, "Y2": 0.975, "X3": 0.1958, "Y3": 0.9888, "X4": 0.13147, "Y4": 0.9878, "page": 0, "Index": 188}, {"Word": "1972.", "Confidence": 0.881, "X1": 0.2, "Y1": 0.9752, "X2": 0.24476, "Y2": 0.975, "X3": 0.24476, "Y3": 0.9888, "X4": 0.2, "Y4": 0.9888, "page": 0, "Index": 189}]}	"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"
ffdy0200	0	{"lines_data": [{"Word": "BOMENTIAL", "Confidence": 0.183, "X1": 0.12308, "Y1": 0.0612, "X2": 0.23916, "Y2": 0.061, "X3": 0.23916, "Y3": 0.0748, "X4": 0.12308, "Y4": 0.0738, "page": 0}, {"Word": "Calleliens for the Control of Additives and Betalat", "Confidence": 0.67163, "X1": 0.15105, "Y1": 0.0912, "X2": 0.59021, "Y2": 0.091, "X3": 0.59021, "Y3": 0.1048, "X4": 0.15105, "Y4": 0.1058, "page": 0}, {"Word": "T.A. C. has made recommendations fovoums ..! !!", "Confidence": 0.54625, "X1": 0.15804, "Y1": 0.1342, "X2": 0.59301, "Y2": 0.134, "X3": 0.59301, "Y3": 0.1488, "X4": 0.15804, "Y4": 0.1498, "page": 0}, {"Word": "the control of :lilitives and substitute smoking mate in J.", "Confidence": 0.6209, "X1": 0.0993, "Y1": 0.1582, "X2": 0.59161, "Y2": 0.158, "X3": 0.59161, "Y3": 0.1718, "X4": 0.0993, "Y4": 0.1728, "page": 0}, {"Word": "has considered in particular the health implications of : !..", "Confidence": 0.7152, "X1": 0.0979, "Y1": 0.1802, "X2": 0.59301, "Y2": 0.18, "X3": 0.59301, "Y3": 0.1958, "X4": 0.0979, "Y4": 0.1968, "page": 0}, {"Word": "Notes on health aspects of cominarin have been passel t 3", "Confidence": 0.79991, "X1": 0.0979, "Y1": 0.2022, "X2": 0.59021, "Y2": 0.202, "X3": 0.59021, "Y3": 0.2188, "X4": 0.0979, "Y4": 0.2198, "page": 0}, {"Word": "(document T 847), and notes follow o :. the ofter additfw . 1:", "Confidence": 0.728, "X1": 0.1021, "Y1": 0.2262, "X2": 0.59161, "Y2": 0.226, "X3": 0.59161, "Y3": 0.2408, "X4": 0.1021, "Y4": 0.2418, "page": 0}, {"Word": "the Special Health Category of the Guidelines.", "Confidence": 0.80629, "X1": 0.0979, "Y1": 0.2492, "X2": 0.47972, "Y2": 0.249, "X3": 0.47972, "Y3": 0.2648, "X4": 0.0979, "Y4": 0.2658, "page": 0}, {"Word": "...", "Confidence": 0.626, "X1": 0.09091, "Y1": 0.2692, "X2": 0.09091, "Y2": 0.269, "X3": 0.08252, "Y3": 0.2698, "X4": 0.08252, "Y4": 0.2558, "page": 0}, {"Word": "! Oll of Rue.", "Confidence": 0.75375, "X1": 0.08392, "Y1": 0.2972, "X2": 0.18881, "Y2": 0.297, "X3": 0.18881, "Y3": 0.3128, "X4": 0.08252, "Y4": 0.3098, "page": 0}, {"Word": "(5)", "Confidence": 0.61, "X1": 0.16364, "Y1": 0.3202, "X2": 0.18322, "Y2": 0.32, "X3": 0.18182, "Y3": 0.3338, "X4": 0.16224, "Y4": 0.3338, "page": 0}, {"Word": "A study of the technical literature indic c", "Confidence": 0.76288, "X1": 0.23217, "Y1": 0.3182, "X2": 0.59301, "Y2": 0.318, "X3": 0.59301, "Y3": 0.3338, "X4": 0.23217, "Y4": 0.3338, "page": 0}, {"Word": "have a powerfully irritant effect, and ..", "Confidence": 0.83157, "X1": 0.24476, "Y1": 0.3412, "X2": 0.59301, "Y2": 0.341, "X3": 0.59301, "Y3": 0.3558, "X4": 0.24476, "Y4": 0.3558, "page": 0}, {"Word": "other undesirable effects in humans ny", "Confidence": 0.52067, "X1": 0.24196, "Y1": 0.3642, "X2": 0.56503, "Y2": 0.364, "X3": 0.56503, "Y3": 0.3778, "X4": 0.24196, "Y4": 0.3788, "page": 0}, {"Word": "(in", "Confidence": 0.847, "X1": 0.16364, "Y1": 0.3892, "X2": 0.18881, "Y2": 0.389, "X3": 0.18881, "Y3": 0.4008, "X4": 0.16503, "Y4": 0.4008, "page": 0}, {"Word": "Oil of Rue is prohibited for use in focale", "Confidence": 0.90178, "X1": 0.23497, "Y1": 0.3862, "X2": 0.56503, "Y2": 0.386, "X3": 0.56503, "Y3": 0.4008, "X4": 0.23497, "Y4": 0.4008, "page": 0}, {"Word": "Western Germany.", "Confidence": 0.7105, "X1": 0.24895, "Y1": 0.4112, "X2": 0.4042, "Y2": 0.411, "X3": 0.4042, "Y3": 0.4258, "X4": 0.24895, "Y4": 0.4248, "page": 0}, {"Word": "T.A. C. considers that these are suffici :", "Confidence": 0.847, "X1": 0.23497, "Y1": 0.4332, "X2": 0.59021, "Y2": 0.433, "X3": 0.59021, "Y3": 0.4488, "X4": 0.23497, "Y4": 0.4478, "page": 0}, {"Word": "for recommending that Oil of Rue shai ti", "Confidence": 0.7015, "X1": 0.24755, "Y1": 0.4562, "X2": 0.58881, "Y2": 0.456, "X3": 0.58881, "Y3": 0.4708, "X4": 0.24755, "Y4": 0.4708, "page": 0}, {"Word": "...", "Confidence": 0.289, "X1": 0.0951, "Y1": 0.4792, "X2": 0.0951, "Y2": 0.479, "X3": 0.08811, "Y3": 0.4788, "X4": 0.08811, "Y4": 0.4638, "page": 0}, {"Word": "use in smoking products, and that this is", "Confidence": 0.78188, "X1": 0.24615, "Y1": 0.4812, "X2": 0.59021, "Y2": 0.481, "X3": 0.59021, "Y3": 0.4958, "X4": 0.24615, "Y4": 0.4948, "page": 0}, {"Word": "ir.cluded in catagory 1 (b) of the Guide !! u.", "Confidence": 0.8056, "X1": 0.24755, "Y1": 0.5022, "X2": 0.59301, "Y2": 0.502, "X3": 0.59161, "Y3": 0.5188, "X4": 0.24755, "Y4": 0.5178, "page": 0}, {"Word": "Quassia.", "Confidence": 0.797, "X1": 0.1021, "Y1": 0.5492, "X2": 0.17483, "Y2": 0.549, "X3": 0.17483, "Y3": 0.5628, "X4": 0.1021, "Y4": 0.5618, "page": 0}, {"Word": "-", "Confidence": 0.802, "X1": 0.0965, "Y1": 0.5852, "X2": 0.0965, "Y2": 0.585, "X3": 0.09091, "Y3": 0.5858, "X4": 0.09091, "Y4": 0.5748, "page": 0}, {"Word": "(1)", "Confidence": 0.316, "X1": 0.16503, "Y1": 0.5722, "X2": 0.18182, "Y2": 0.572, "X3": 0.18322, "Y3": 0.5848, "X4": 0.16503, "Y4": 0.5848, "page": 0}, {"Word": "The constituents of Quassia Wood arn vi is", "Confidence": 0.68513, "X1": 0.23497, "Y1": 0.5712, "X2": 0.59021, "Y2": 0.571, "X3": 0.59021, "Y3": 0.5868, "X4": 0.23497, "Y4": 0.5858, "page": 0}, {"Word": "botanical material in medicine and ce # ;", "Confidence": 0.60013, "X1": 0.24755, "Y1": 0.5942, "X2": 0.61818, "Y2": 0.594, "X3": 0.61818, "Y3": 0.6088, "X4": 0.24755, "Y4": 0.6068, "page": 0}, {"Word": "particular as a denaturant for alcohol. !", "Confidence": 0.71971, "X1": 0.24615, "Y1": 0.6152, "X2": 0.59161, "Y2": 0.615, "X3": 0.59161, "Y3": 0.6308, "X4": 0.24615, "Y4": 0.6318, "page": 0}, {"Word": "it is permitted in the manufacture of V r.", "Confidence": 0.83722, "X1": 0.24755, "Y1": 0.6392, "X2": 0.59301, "Y2": 0.639, "X3": 0.59161, "Y3": 0.6538, "X4": 0.24755, "Y4": 0.6528, "page": 0}, {"Word": "(11)", "Confidence": 0.857, "X1": 0.16503, "Y1": 0.6622, "X2": 0.18741, "Y2": 0.662, "X3": 0.18741, "Y3": 0.6768, "X4": 0.16503, "Y4": 0.6768, "page": 0}, {"Word": "Little is known about its toxicity to hum: n:", "Confidence": 0.877, "X1": 0.23776, "Y1": 0.6622, "X2": 0.59161, "Y2": 0.662, "X3": 0.59161, "Y3": 0.6768, "X4": 0.23776, "Y4": 0.6758, "page": 0}, {"Word": "--", "Confidence": 0.702, "X1": 0.0993, "Y1": 0.7082, "X2": 0.0993, "Y2": 0.708, "X3": 0.09231, "Y3": 0.7078, "X4": 0.09231, "Y4": 0.6948, "page": 0}, {"Word": "T.A. C. considers that there is no rense a", "Confidence": 0.86511, "X1": 0.23497, "Y1": 0.6842, "X2": 0.58741, "Y2": 0.684, "X3": 0.58741, "Y3": 0.6998, "X4": 0.23497, "Y4": 0.6988, "page": 0}, {"Word": "Quassia extract as a denaturant for Et y:", "Confidence": 0.90613, "X1": 0.24755, "Y1": 0.7092, "X2": 0.59441, "Y2": 0.709, "X3": 0.59441, "Y3": 0.7238, "X4": 0.24755, "Y4": 0.7238, "page": 0}, {"Word": "flavouring in the very small amounts n ic .", "Confidence": 0.91422, "X1": 0.24895, "Y1": 0.7322, "X2": 0.6042, "Y2": 0.732, "X3": 0.6028, "Y3": 0.7468, "X4": 0.24895, "Y4": 0.7458, "page": 0}, {"Word": "Diethviene Glycol.", "Confidence": 0.5895, "X1": 0.1035, "Y1": 0.7772, "X2": 0.25734, "Y2": 0.777, "X3": 0.25734, "Y3": 0.7918, "X4": 0.1021, "Y4": 0.7918, "page": 0}, {"Word": "It is known that Diethylene Giycol has te ic", "Confidence": 0.86411, "X1": 0.23636, "Y1": 0.8002, "X2": 0.5958, "Y2": 0.8, "X3": 0.5958, "Y3": 0.8158, "X4": 0.23636, "Y4": 0.8148, "page": 0}, {"Word": "to man. The compound has been used s", "Confidence": 0.822, "X1": 0.24755, "Y1": 0.8242, "X2": 0.59301, "Y2": 0.824, "X3": 0.59301, "Y3": 0.8388, "X4": 0.24755, "Y4": 0.8378, "page": 0}, {"Word": "manufacturers other than those in the ..", "Confidence": 0.80014, "X1": 0.24895, "Y1": 0.8472, "X2": 0.6, "Y2": 0.847, "X3": 0.6, "Y3": 0.8638, "X4": 0.24895, "Y4": 0.8628, "page": 0}, {"Word": "found in levels up to dis in cigarettes :.", "Confidence": 0.91767, "X1": 0.24895, "Y1": 0.8702, "X2": 0.6, "Y2": 0.87, "X3": 0.5986, "Y3": 0.8858, "X4": 0.24895, "Y4": 0.8848, "page": 0}, {"Word": "tobaccos.", "Confidence": 0.992, "X1": 0.24895, "Y1": 0.8942, "X2": 0.32867, "Y2": 0.894, "X3": 0.32867, "Y3": 0.9078, "X4": 0.24895, "Y4": 0.9068, "page": 0}, {"Word": "102640002", "Confidence": 0.984, "X1": 0.98042, "Y1": 0.9762, "X2": 0.97902, "Y2": 0.976, "X3": 0.93427, "Y3": 0.9748, "X4": 0.93566, "Y4": 0.8508, "page": 0}], "words_data": [{"Word": "BOMENTIAL", "Confidence": 0.183, "X1": 0.12448, "Y1": 0.0612, "X2": 0.23217, "Y2": 0.061, "X3": 0.23217, "Y3": 0.0748, "X4": 0.12448, "Y4": 0.0748, "page": 0, "Index": 0}, {"Word": "Calleliens", "Confidence": 0.442, "X1": 0.15105, "Y1": 0.0922, "X2": 0.23497, "Y2": 0.092, "X3": 0.23497, "Y3": 0.1058, "X4": 0.15245, "Y4": 0.1068, "page": 0, "Index": 1}, {"Word": "for", "Confidence": 0.998, "X1": 0.23916, "Y1": 0.0922, "X2": 0.26853, "Y2": 0.092, "X3": 0.26853, "Y3": 0.1058, "X4": 0.23916, "Y4": 0.1058, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.985, "X1": 0.27273, "Y1": 0.0912, "X2": 0.3035, "Y2": 0.091, "X3": 0.3035, "Y3": 0.1048, "X4": 0.27273, "Y4": 0.1058, "page": 0, "Index": 3}, {"Word": "Control", "Confidence": 0.887, "X1": 0.31189, "Y1": 0.0912, "X2": 0.36923, "Y2": 0.091, "X3": 0.36923, "Y3": 0.1048, "X4": 0.31189, "Y4": 0.1048, "page": 0, "Index": 4}, {"Word": "of", "Confidence": 0.964, "X1": 0.37343, "Y1": 0.0912, "X2": 0.39441, "Y2": 0.091, "X3": 0.39441, "Y3": 0.1048, "X4": 0.37343, "Y4": 0.1048, "page": 0, "Index": 5}, {"Word": "Additives", "Confidence": 0.223, "X1": 0.3986, "Y1": 0.0912, "X2": 0.46993, "Y2": 0.091, "X3": 0.46993, "Y3": 0.1048, "X4": 0.3986, "Y4": 0.1048, "page": 0, "Index": 6}, {"Word": "and", "Confidence": 0.815, "X1": 0.47413, "Y1": 0.0912, "X2": 0.50629, "Y2": 0.091, "X3": 0.50629, "Y3": 0.1048, "X4": 0.47413, "Y4": 0.1048, "page": 0, "Index": 7}, {"Word": "Betalat", "Confidence": 0.059, "X1": 0.51049, "Y1": 0.0922, "X2": 0.58741, "Y2": 0.092, "X3": 0.58741, "Y3": 0.1058, "X4": 0.51049, "Y4": 0.1048, "page": 0, "Index": 8}, {"Word": "T.A.", "Confidence": 0.981, "X1": 0.16084, "Y1": 0.1362, "X2": 0.1972, "Y2": 0.136, "X3": 0.1958, "Y3": 0.1508, "X4": 0.15944, "Y4": 0.1508, "page": 0, "Index": 9}, {"Word": "C.", "Confidence": 0.997, "X1": 0.2014, "Y1": 0.1362, "X2": 0.22378, "Y2": 0.136, "X3": 0.22378, "Y3": 0.1508, "X4": 0.2, "Y4": 0.1508, "page": 0, "Index": 10}, {"Word": "has", "Confidence": 0.998, "X1": 0.22797, "Y1": 0.1362, "X2": 0.25734, "Y2": 0.136, "X3": 0.25734, "Y3": 0.1498, "X4": 0.22797, "Y4": 0.1508, "page": 0, "Index": 11}, {"Word": "made", "Confidence": 0.669, "X1": 0.26154, "Y1": 0.1362, "X2": 0.30769, "Y2": 0.136, "X3": 0.30769, "Y3": 0.1498, "X4": 0.26154, "Y4": 0.1498, "page": 0, "Index": 12}, {"Word": "recommendations", "Confidence": 0.635, "X1": 0.31189, "Y1": 0.1362, "X2": 0.46014, "Y2": 0.136, "X3": 0.46154, "Y3": 0.1498, "X4": 0.31189, "Y4": 0.1498, "page": 0, "Index": 13}, {"Word": "fovoums", "Confidence": 0.058, "X1": 0.46434, "Y1": 0.1352, "X2": 0.52727, "Y2": 0.135, "X3": 0.52867, "Y3": 0.1498, "X4": 0.46434, "Y4": 0.1498, "page": 0, "Index": 14}, {"Word": "..!", "Confidence": 0.032, "X1": 0.53147, "Y1": 0.1352, "X2": 0.55105, "Y2": 0.135, "X3": 0.55245, "Y3": 0.1498, "X4": 0.53147, "Y4": 0.1498, "page": 0, "Index": 15}, {"Word": "!!", "Confidence": 0, "X1": 0.57063, "Y1": 0.1352, "X2": 0.59161, "Y2": 0.135, "X3": 0.59161, "Y3": 0.1498, "X4": 0.57063, "Y4": 0.1498, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.646, "X1": 0.1007, "Y1": 0.1592, "X2": 0.12308, "Y2": 0.159, "X3": 0.12448, "Y3": 0.1728, "X4": 0.1007, "Y4": 0.1728, "page": 0, "Index": 17}, {"Word": "control", "Confidence": 0.967, "X1": 0.12727, "Y1": 0.1592, "X2": 0.18741, "Y2": 0.159, "X3": 0.18741, "Y3": 0.1728, "X4": 0.12867, "Y4": 0.1728, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.998, "X1": 0.19161, "Y1": 0.1592, "X2": 0.20839, "Y2": 0.159, "X3": 0.20979, "Y3": 0.1728, "X4": 0.19161, "Y4": 0.1728, "page": 0, "Index": 19}, {"Word": ":lilitives", "Confidence": 0.377, "X1": 0.21259, "Y1": 0.1582, "X2": 0.28951, "Y2": 0.158, "X3": 0.29091, "Y3": 0.1728, "X4": 0.21259, "Y4": 0.1728, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.8, "X1": 0.29371, "Y1": 0.1582, "X2": 0.32448, "Y2": 0.158, "X3": 0.32448, "Y3": 0.1728, "X4": 0.29371, "Y4": 0.1728, "page": 0, "Index": 21}, {"Word": "substitute", "Confidence": 0.672, "X1": 0.32867, "Y1": 0.1582, "X2": 0.41119, "Y2": 0.158, "X3": 0.41119, "Y3": 0.1728, "X4": 0.32867, "Y4": 0.1728, "page": 0, "Index": 22}, {"Word": "smoking", "Confidence": 0.958, "X1": 0.41399, "Y1": 0.1582, "X2": 0.48531, "Y2": 0.158, "X3": 0.48531, "Y3": 0.1728, "X4": 0.41538, "Y4": 0.1728, "page": 0, "Index": 23}, {"Word": "mate", "Confidence": 0.439, "X1": 0.48951, "Y1": 0.1582, "X2": 0.53287, "Y2": 0.158, "X3": 0.53287, "Y3": 0.1728, "X4": 0.48951, "Y4": 0.1728, "page": 0, "Index": 24}, {"Word": "in", "Confidence": 0.074, "X1": 0.53986, "Y1": 0.1582, "X2": 0.55664, "Y2": 0.158, "X3": 0.55664, "Y3": 0.1728, "X4": 0.53986, "Y4": 0.1728, "page": 0, "Index": 25}, {"Word": "J.", "Confidence": 0.278, "X1": 0.57343, "Y1": 0.1592, "X2": 0.59161, "Y2": 0.159, "X3": 0.59301, "Y3": 0.1728, "X4": 0.57483, "Y4": 0.1728, "page": 0, "Index": 26}, {"Word": "has", "Confidence": 0.809, "X1": 0.0993, "Y1": 0.1822, "X2": 0.12587, "Y2": 0.182, "X3": 0.12587, "Y3": 0.1958, "X4": 0.0993, "Y4": 0.1958, "page": 0, "Index": 27}, {"Word": "considered", "Confidence": 0.288, "X1": 0.13007, "Y1": 0.1812, "X2": 0.22098, "Y2": 0.181, "X3": 0.22098, "Y3": 0.1958, "X4": 0.13007, "Y4": 0.1958, "page": 0, "Index": 28}, {"Word": "in", "Confidence": 0.998, "X1": 0.22517, "Y1": 0.1812, "X2": 0.24476, "Y2": 0.181, "X3": 0.24336, "Y3": 0.1958, "X4": 0.22517, "Y4": 0.1958, "page": 0, "Index": 29}, {"Word": "particular", "Confidence": 0.797, "X1": 0.24895, "Y1": 0.1812, "X2": 0.33427, "Y2": 0.181, "X3": 0.33287, "Y3": 0.1958, "X4": 0.24755, "Y4": 0.1958, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.998, "X1": 0.33846, "Y1": 0.1802, "X2": 0.36364, "Y2": 0.18, "X3": 0.36364, "Y3": 0.1958, "X4": 0.33706, "Y4": 0.1958, "page": 0, "Index": 31}, {"Word": "health", "Confidence": 0.46, "X1": 0.36783, "Y1": 0.1802, "X2": 0.42098, "Y2": 0.18, "X3": 0.41958, "Y3": 0.1958, "X4": 0.36783, "Y4": 0.1958, "page": 0, "Index": 32}, {"Word": "implications", "Confidence": 0.799, "X1": 0.42517, "Y1": 0.1802, "X2": 0.52727, "Y2": 0.18, "X3": 0.52587, "Y3": 0.1958, "X4": 0.42378, "Y4": 0.1958, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.72, "X1": 0.53147, "Y1": 0.1802, "X2": 0.54965, "Y2": 0.18, "X3": 0.54825, "Y3": 0.1958, "X4": 0.53147, "Y4": 0.1958, "page": 0, "Index": 34}, {"Word": ":", "Confidence": 0.881, "X1": 0.55385, "Y1": 0.1802, "X2": 0.56643, "Y2": 0.18, "X3": 0.56503, "Y3": 0.1968, "X4": 0.55245, "Y4": 0.1958, "page": 0, "Index": 35}, {"Word": "!..", "Confidence": 0.402, "X1": 0.57063, "Y1": 0.1802, "X2": 0.59301, "Y2": 0.18, "X3": 0.59161, "Y3": 0.1968, "X4": 0.56923, "Y4": 0.1968, "page": 0, "Index": 36}, {"Word": "Notes", "Confidence": 0.87, "X1": 0.0993, "Y1": 0.2052, "X2": 0.14406, "Y2": 0.205, "X3": 0.14406, "Y3": 0.2198, "X4": 0.0979, "Y4": 0.2198, "page": 0, "Index": 37}, {"Word": "on", "Confidence": 1, "X1": 0.14825, "Y1": 0.2052, "X2": 0.16783, "Y2": 0.205, "X3": 0.16783, "Y3": 0.2198, "X4": 0.14825, "Y4": 0.2198, "page": 0, "Index": 38}, {"Word": "health", "Confidence": 1, "X1": 0.17203, "Y1": 0.2052, "X2": 0.22517, "Y2": 0.205, "X3": 0.22517, "Y3": 0.2198, "X4": 0.17203, "Y4": 0.2198, "page": 0, "Index": 39}, {"Word": "aspects", "Confidence": 1, "X1": 0.22937, "Y1": 0.2052, "X2": 0.29091, "Y2": 0.205, "X3": 0.29091, "Y3": 0.2198, "X4": 0.22937, "Y4": 0.2198, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 1, "X1": 0.2951, "Y1": 0.2052, "X2": 0.31469, "Y2": 0.205, "X3": 0.31329, "Y3": 0.2198, "X4": 0.2951, "Y4": 0.2198, "page": 0, "Index": 41}, {"Word": "cominarin", "Confidence": 0.086, "X1": 0.31888, "Y1": 0.2052, "X2": 0.3972, "Y2": 0.205, "X3": 0.3972, "Y3": 0.2198, "X4": 0.31748, "Y4": 0.2198, "page": 0, "Index": 42}, {"Word": "have", "Confidence": 1, "X1": 0.4014, "Y1": 0.2042, "X2": 0.44196, "Y2": 0.204, "X3": 0.44196, "Y3": 0.2198, "X4": 0.4014, "Y4": 0.2198, "page": 0, "Index": 43}, {"Word": "been", "Confidence": 1, "X1": 0.44615, "Y1": 0.2042, "X2": 0.48392, "Y2": 0.204, "X3": 0.48392, "Y3": 0.2198, "X4": 0.44615, "Y4": 0.2198, "page": 0, "Index": 44}, {"Word": "passel", "Confidence": 0.38, "X1": 0.48811, "Y1": 0.2032, "X2": 0.54545, "Y2": 0.203, "X3": 0.54545, "Y3": 0.2188, "X4": 0.48811, "Y4": 0.2198, "page": 0, "Index": 45}, {"Word": "t", "Confidence": 0.68, "X1": 0.54965, "Y1": 0.2032, "X2": 0.56224, "Y2": 0.203, "X3": 0.56224, "Y3": 0.2188, "X4": 0.54965, "Y4": 0.2188, "page": 0, "Index": 46}, {"Word": "3", "Confidence": 0.783, "X1": 0.56923, "Y1": 0.2022, "X2": 0.58182, "Y2": 0.202, "X3": 0.58182, "Y3": 0.2188, "X4": 0.56923, "Y4": 0.2188, "page": 0, "Index": 47}, {"Word": "(document", "Confidence": 0.601, "X1": 0.1021, "Y1": 0.2282, "X2": 0.18462, "Y2": 0.228, "X3": 0.18462, "Y3": 0.2428, "X4": 0.1021, "Y4": 0.2428, "page": 0, "Index": 48}, {"Word": "T", "Confidence": 0.994, "X1": 0.18881, "Y1": 0.2282, "X2": 0.2, "Y2": 0.228, "X3": 0.2, "Y3": 0.2428, "X4": 0.18881, "Y4": 0.2428, "page": 0, "Index": 49}, {"Word": "847),", "Confidence": 0.654, "X1": 0.2042, "Y1": 0.2282, "X2": 0.24895, "Y2": 0.228, "X3": 0.24895, "Y3": 0.2428, "X4": 0.2042, "Y4": 0.2428, "page": 0, "Index": 50}, {"Word": "and", "Confidence": 0.998, "X1": 0.25315, "Y1": 0.2282, "X2": 0.28252, "Y2": 0.228, "X3": 0.28252, "Y3": 0.2428, "X4": 0.25315, "Y4": 0.2428, "page": 0, "Index": 51}, {"Word": "notes", "Confidence": 0.905, "X1": 0.28671, "Y1": 0.2272, "X2": 0.33287, "Y2": 0.227, "X3": 0.33147, "Y3": 0.2428, "X4": 0.28671, "Y4": 0.2428, "page": 0, "Index": 52}, {"Word": "follow", "Confidence": 0.995, "X1": 0.33706, "Y1": 0.2272, "X2": 0.38741, "Y2": 0.227, "X3": 0.38741, "Y3": 0.2418, "X4": 0.33566, "Y4": 0.2418, "page": 0, "Index": 53}, {"Word": "o", "Confidence": 0.956, "X1": 0.39301, "Y1": 0.2272, "X2": 0.3986, "Y2": 0.227, "X3": 0.3986, "Y3": 0.2418, "X4": 0.39301, "Y4": 0.2418, "page": 0, "Index": 54}, {"Word": ":.", "Confidence": 0.627, "X1": 0.4028, "Y1": 0.2272, "X2": 0.41399, "Y2": 0.227, "X3": 0.41259, "Y3": 0.2418, "X4": 0.4028, "Y4": 0.2418, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.656, "X1": 0.41818, "Y1": 0.2272, "X2": 0.44336, "Y2": 0.227, "X3": 0.44336, "Y3": 0.2418, "X4": 0.41678, "Y4": 0.2418, "page": 0, "Index": 56}, {"Word": "ofter", "Confidence": 0.572, "X1": 0.44755, "Y1": 0.2272, "X2": 0.4951, "Y2": 0.227, "X3": 0.4951, "Y3": 0.2418, "X4": 0.44755, "Y4": 0.2418, "page": 0, "Index": 57}, {"Word": "additfw", "Confidence": 0.459, "X1": 0.4993, "Y1": 0.2272, "X2": 0.55664, "Y2": 0.227, "X3": 0.55664, "Y3": 0.2418, "X4": 0.4979, "Y4": 0.2418, "page": 0, "Index": 58}, {"Word": ".", "Confidence": 0.6, "X1": 0.56084, "Y1": 0.2272, "X2": 0.57203, "Y2": 0.227, "X3": 0.57203, "Y3": 0.2418, "X4": 0.56084, "Y4": 0.2418, "page": 0, "Index": 59}, {"Word": "1:", "Confidence": 0.447, "X1": 0.57622, "Y1": 0.2272, "X2": 0.59161, "Y2": 0.227, "X3": 0.59161, "Y3": 0.2418, "X4": 0.57622, "Y4": 0.2418, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.678, "X1": 0.0993, "Y1": 0.2512, "X2": 0.12168, "Y2": 0.251, "X3": 0.12168, "Y3": 0.2668, "X4": 0.0993, "Y4": 0.2668, "page": 0, "Index": 61}, {"Word": "Special", "Confidence": 0.769, "X1": 0.12727, "Y1": 0.2502, "X2": 0.18601, "Y2": 0.25, "X3": 0.18601, "Y3": 0.2668, "X4": 0.12727, "Y4": 0.2668, "page": 0, "Index": 62}, {"Word": "Health", "Confidence": 0.916, "X1": 0.19021, "Y1": 0.2502, "X2": 0.24615, "Y2": 0.25, "X3": 0.24615, "Y3": 0.2658, "X4": 0.19021, "Y4": 0.2668, "page": 0, "Index": 63}, {"Word": "Category", "Confidence": 0.668, "X1": 0.25035, "Y1": 0.2502, "X2": 0.32587, "Y2": 0.25, "X3": 0.32587, "Y3": 0.2658, "X4": 0.25035, "Y4": 0.2658, "page": 0, "Index": 64}, {"Word": "of", "Confidence": 0.998, "X1": 0.33007, "Y1": 0.2502, "X2": 0.34825, "Y2": 0.25, "X3": 0.34825, "Y3": 0.2658, "X4": 0.33007, "Y4": 0.2658, "page": 0, "Index": 65}, {"Word": "the", "Confidence": 0.998, "X1": 0.35245, "Y1": 0.2502, "X2": 0.37902, "Y2": 0.25, "X3": 0.37902, "Y3": 0.2658, "X4": 0.35245, "Y4": 0.2658, "page": 0, "Index": 66}, {"Word": "Guidelines.", "Confidence": 0.617, "X1": 0.38462, "Y1": 0.2502, "X2": 0.47972, "Y2": 0.25, "X3": 0.47972, "Y3": 0.2658, "X4": 0.38322, "Y4": 0.2658, "page": 0, "Index": 67}, {"Word": "...", "Confidence": 0.626, "X1": 0.09091, "Y1": 0.2692, "X2": 0.09091, "Y2": 0.269, "X3": 0.08252, "Y3": 0.2688, "X4": 0.08252, "Y4": 0.2568, "page": 0, "Index": 68}, {"Word": "!", "Confidence": 0.757, "X1": 0.08531, "Y1": 0.2962, "X2": 0.0951, "Y2": 0.296, "X3": 0.0951, "Y3": 0.3088, "X4": 0.08392, "Y4": 0.3078, "page": 0, "Index": 69}, {"Word": "Oll", "Confidence": 0.795, "X1": 0.1035, "Y1": 0.2962, "X2": 0.12727, "Y2": 0.296, "X3": 0.12587, "Y3": 0.3118, "X4": 0.1035, "Y4": 0.3098, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.834, "X1": 0.13147, "Y1": 0.2972, "X2": 0.14825, "Y2": 0.297, "X3": 0.14825, "Y3": 0.3118, "X4": 0.13007, "Y4": 0.3118, "page": 0, "Index": 71}, {"Word": "Rue.", "Confidence": 0.629, "X1": 0.15245, "Y1": 0.2972, "X2": 0.19021, "Y2": 0.297, "X3": 0.18881, "Y3": 0.3118, "X4": 0.15105, "Y4": 0.3128, "page": 0, "Index": 72}, {"Word": "(5)", "Confidence": 0.61, "X1": 0.16224, "Y1": 0.3202, "X2": 0.18322, "Y2": 0.32, "X3": 0.18322, "Y3": 0.3338, "X4": 0.16224, "Y4": 0.3338, "page": 0, "Index": 73}, {"Word": "A", "Confidence": 0.986, "X1": 0.23497, "Y1": 0.3192, "X2": 0.24895, "Y2": 0.319, "X3": 0.24755, "Y3": 0.3348, "X4": 0.23357, "Y4": 0.3348, "page": 0, "Index": 74}, {"Word": "study", "Confidence": 0.953, "X1": 0.25315, "Y1": 0.3192, "X2": 0.2965, "Y2": 0.319, "X3": 0.2965, "Y3": 0.3338, "X4": 0.25175, "Y4": 0.3338, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.995, "X1": 0.3007, "Y1": 0.3192, "X2": 0.31888, "Y2": 0.319, "X3": 0.31748, "Y3": 0.3338, "X4": 0.3007, "Y4": 0.3338, "page": 0, "Index": 76}, {"Word": "the", "Confidence": 0.995, "X1": 0.32168, "Y1": 0.3192, "X2": 0.34965, "Y2": 0.319, "X3": 0.34965, "Y3": 0.3328, "X4": 0.32168, "Y4": 0.3338, "page": 0, "Index": 77}, {"Word": "technical", "Confidence": 0.817, "X1": 0.35385, "Y1": 0.3192, "X2": 0.42797, "Y2": 0.319, "X3": 0.42657, "Y3": 0.3328, "X4": 0.35385, "Y4": 0.3328, "page": 0, "Index": 78}, {"Word": "literature", "Confidence": 0.713, "X1": 0.43217, "Y1": 0.3192, "X2": 0.51608, "Y2": 0.319, "X3": 0.51469, "Y3": 0.3328, "X4": 0.43077, "Y4": 0.3328, "page": 0, "Index": 79}, {"Word": "indic", "Confidence": 0.484, "X1": 0.51888, "Y1": 0.3192, "X2": 0.56783, "Y2": 0.319, "X3": 0.56643, "Y3": 0.3338, "X4": 0.51888, "Y4": 0.3328, "page": 0, "Index": 80}, {"Word": "c", "Confidence": 0.16, "X1": 0.57762, "Y1": 0.3202, "X2": 0.59161, "Y2": 0.32, "X3": 0.59161, "Y3": 0.3338, "X4": 0.57762, "Y4": 0.3338, "page": 0, "Index": 81}, {"Word": "have", "Confidence": 0.981, "X1": 0.24615, "Y1": 0.3422, "X2": 0.28531, "Y2": 0.342, "X3": 0.28531, "Y3": 0.3558, "X4": 0.24615, "Y4": 0.3558, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.658, "X1": 0.28951, "Y1": 0.3422, "X2": 0.2993, "Y2": 0.342, "X3": 0.2993, "Y3": 0.3558, "X4": 0.28951, "Y4": 0.3558, "page": 0, "Index": 83}, {"Word": "powerfully", "Confidence": 0.849, "X1": 0.3035, "Y1": 0.3412, "X2": 0.39301, "Y2": 0.341, "X3": 0.39441, "Y3": 0.3558, "X4": 0.3035, "Y4": 0.3558, "page": 0, "Index": 84}, {"Word": "irritant", "Confidence": 0.831, "X1": 0.3972, "Y1": 0.3412, "X2": 0.46294, "Y2": 0.341, "X3": 0.46294, "Y3": 0.3558, "X4": 0.3972, "Y4": 0.3558, "page": 0, "Index": 85}, {"Word": "effect,", "Confidence": 0.883, "X1": 0.46573, "Y1": 0.3422, "X2": 0.52308, "Y2": 0.342, "X3": 0.52308, "Y3": 0.3568, "X4": 0.46713, "Y4": 0.3558, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.628, "X1": 0.52727, "Y1": 0.3422, "X2": 0.55804, "Y2": 0.342, "X3": 0.55804, "Y3": 0.3568, "X4": 0.52727, "Y4": 0.3568, "page": 0, "Index": 87}, {"Word": "..", "Confidence": 0.991, "X1": 0.57622, "Y1": 0.3432, "X2": 0.59301, "Y2": 0.343, "X3": 0.59441, "Y3": 0.3568, "X4": 0.57622, "Y4": 0.3568, "page": 0, "Index": 88}, {"Word": "in", "Confidence": 0.998, "X1": 0.45734, "Y1": 0.3652, "X2": 0.47413, "Y2": 0.365, "X3": 0.47273, "Y3": 0.3778, "X4": 0.45594, "Y4": 0.3788, "page": 0, "Index": 89}, {"Word": "other", "Confidence": 0.995, "X1": 0.24336, "Y1": 0.3652, "X2": 0.28671, "Y2": 0.365, "X3": 0.28671, "Y3": 0.3788, "X4": 0.24336, "Y4": 0.3798, "page": 0, "Index": 90}, {"Word": "undesirable", "Confidence": 0.21, "X1": 0.29091, "Y1": 0.3652, "X2": 0.39161, "Y2": 0.365, "X3": 0.39021, "Y3": 0.3788, "X4": 0.28951, "Y4": 0.3788, "page": 0, "Index": 91}, {"Word": "effects", "Confidence": 0.331, "X1": 0.3958, "Y1": 0.3652, "X2": 0.45315, "Y2": 0.365, "X3": 0.45175, "Y3": 0.3788, "X4": 0.39441, "Y4": 0.3788, "page": 0, "Index": 92}, {"Word": "humans", "Confidence": 0.568, "X1": 0.47832, "Y1": 0.3652, "X2": 0.54266, "Y2": 0.365, "X3": 0.53986, "Y3": 0.3788, "X4": 0.47692, "Y4": 0.3778, "page": 0, "Index": 93}, {"Word": "ny", "Confidence": 0.022, "X1": 0.54545, "Y1": 0.3652, "X2": 0.56503, "Y2": 0.365, "X3": 0.56364, "Y3": 0.3788, "X4": 0.54406, "Y4": 0.3788, "page": 0, "Index": 94}, {"Word": "(in", "Confidence": 0.847, "X1": 0.16364, "Y1": 0.3892, "X2": 0.18462, "Y2": 0.389, "X3": 0.18601, "Y3": 0.4008, "X4": 0.16364, "Y4": 0.4008, "page": 0, "Index": 95}, {"Word": "Oil", "Confidence": 0.854, "X1": 0.23497, "Y1": 0.3872, "X2": 0.26014, "Y2": 0.387, "X3": 0.26014, "Y3": 0.4018, "X4": 0.23497, "Y4": 0.4008, "page": 0, "Index": 96}, {"Word": "of", "Confidence": 0.998, "X1": 0.26434, "Y1": 0.3872, "X2": 0.28252, "Y2": 0.387, "X3": 0.28252, "Y3": 0.4018, "X4": 0.26434, "Y4": 0.4018, "page": 0, "Index": 97}, {"Word": "Rue", "Confidence": 0.886, "X1": 0.28671, "Y1": 0.3872, "X2": 0.32028, "Y2": 0.387, "X3": 0.31888, "Y3": 0.4018, "X4": 0.28531, "Y4": 0.4018, "page": 0, "Index": 98}, {"Word": "is", "Confidence": 0.997, "X1": 0.32448, "Y1": 0.3872, "X2": 0.34126, "Y2": 0.387, "X3": 0.34126, "Y3": 0.4018, "X4": 0.32308, "Y4": 0.4018, "page": 0, "Index": 99}, {"Word": "prohibited", "Confidence": 0.96, "X1": 0.34545, "Y1": 0.3872, "X2": 0.43077, "Y2": 0.387, "X3": 0.43077, "Y3": 0.4018, "X4": 0.34545, "Y4": 0.4018, "page": 0, "Index": 100}, {"Word": "for", "Confidence": 0.998, "X1": 0.43497, "Y1": 0.3872, "X2": 0.46154, "Y2": 0.387, "X3": 0.46014, "Y3": 0.4018, "X4": 0.43497, "Y4": 0.4018, "page": 0, "Index": 101}, {"Word": "use", "Confidence": 0.932, "X1": 0.46434, "Y1": 0.3872, "X2": 0.4951, "Y2": 0.387, "X3": 0.4951, "Y3": 0.4018, "X4": 0.46434, "Y4": 0.4018, "page": 0, "Index": 102}, {"Word": "in", "Confidence": 0.982, "X1": 0.4993, "Y1": 0.3872, "X2": 0.51608, "Y2": 0.387, "X3": 0.51608, "Y3": 0.4018, "X4": 0.4993, "Y4": 0.4018, "page": 0, "Index": 103}, {"Word": "focale", "Confidence": 0.509, "X1": 0.52028, "Y1": 0.3872, "X2": 0.56643, "Y2": 0.387, "X3": 0.56643, "Y3": 0.4008, "X4": 0.52028, "Y4": 0.4018, "page": 0, "Index": 104}, {"Word": "Western", "Confidence": 0.806, "X1": 0.24895, "Y1": 0.4112, "X2": 0.31748, "Y2": 0.411, "X3": 0.31748, "Y3": 0.4248, "X4": 0.24895, "Y4": 0.4248, "page": 0, "Index": 105}, {"Word": "Germany.", "Confidence": 0.615, "X1": 0.32168, "Y1": 0.4112, "X2": 0.40559, "Y2": 0.411, "X3": 0.4042, "Y3": 0.4268, "X4": 0.32168, "Y4": 0.4258, "page": 0, "Index": 106}, {"Word": "T.A.", "Confidence": 0.982, "X1": 0.23776, "Y1": 0.4332, "X2": 0.27413, "Y2": 0.433, "X3": 0.27413, "Y3": 0.4488, "X4": 0.23636, "Y4": 0.4488, "page": 0, "Index": 107}, {"Word": "C.", "Confidence": 0.997, "X1": 0.27832, "Y1": 0.4332, "X2": 0.3021, "Y2": 0.433, "X3": 0.3007, "Y3": 0.4488, "X4": 0.27692, "Y4": 0.4488, "page": 0, "Index": 108}, {"Word": "considers", "Confidence": 0.526, "X1": 0.3049, "Y1": 0.4342, "X2": 0.38741, "Y2": 0.434, "X3": 0.38741, "Y3": 0.4488, "X4": 0.3049, "Y4": 0.4488, "page": 0, "Index": 109}, {"Word": "that", "Confidence": 0.988, "X1": 0.39161, "Y1": 0.4342, "X2": 0.42517, "Y2": 0.434, "X3": 0.42378, "Y3": 0.4488, "X4": 0.39161, "Y4": 0.4488, "page": 0, "Index": 110}, {"Word": "these", "Confidence": 0.958, "X1": 0.42937, "Y1": 0.4342, "X2": 0.47552, "Y2": 0.434, "X3": 0.47413, "Y3": 0.4488, "X4": 0.42797, "Y4": 0.4488, "page": 0, "Index": 111}, {"Word": "are", "Confidence": 0.882, "X1": 0.47972, "Y1": 0.4342, "X2": 0.50909, "Y2": 0.434, "X3": 0.50909, "Y3": 0.4488, "X4": 0.47832, "Y4": 0.4488, "page": 0, "Index": 112}, {"Word": "suffici", "Confidence": 0.783, "X1": 0.51329, "Y1": 0.4352, "X2": 0.57203, "Y2": 0.435, "X3": 0.57063, "Y3": 0.4488, "X4": 0.51329, "Y4": 0.4488, "page": 0, "Index": 113}, {"Word": ":", "Confidence": 0.66, "X1": 0.57762, "Y1": 0.4352, "X2": 0.59021, "Y2": 0.435, "X3": 0.58881, "Y3": 0.4488, "X4": 0.57622, "Y4": 0.4488, "page": 0, "Index": 114}, {"Word": "for", "Confidence": 0.966, "X1": 0.24895, "Y1": 0.4572, "X2": 0.27413, "Y2": 0.457, "X3": 0.27273, "Y3": 0.4718, "X4": 0.24755, "Y4": 0.4718, "page": 0, "Index": 115}, {"Word": "recommending", "Confidence": 0.631, "X1": 0.27832, "Y1": 0.4572, "X2": 0.4, "Y2": 0.457, "X3": 0.4, "Y3": 0.4718, "X4": 0.27692, "Y4": 0.4718, "page": 0, "Index": 116}, {"Word": "that", "Confidence": 0.829, "X1": 0.4042, "Y1": 0.4572, "X2": 0.43776, "Y2": 0.457, "X3": 0.43776, "Y3": 0.4718, "X4": 0.4042, "Y4": 0.4718, "page": 0, "Index": 117}, {"Word": "Oil", "Confidence": 0.931, "X1": 0.44196, "Y1": 0.4572, "X2": 0.46713, "Y2": 0.457, "X3": 0.46713, "Y3": 0.4718, "X4": 0.44196, "Y4": 0.4718, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.47133, "Y1": 0.4572, "X2": 0.49091, "Y2": 0.457, "X3": 0.49091, "Y3": 0.4718, "X4": 0.47133, "Y4": 0.4718, "page": 0, "Index": 119}, {"Word": "Rue", "Confidence": 0.883, "X1": 0.4951, "Y1": 0.4572, "X2": 0.52727, "Y2": 0.457, "X3": 0.52727, "Y3": 0.4718, "X4": 0.4951, "Y4": 0.4718, "page": 0, "Index": 120}, {"Word": "shai", "Confidence": 0.34, "X1": 0.53147, "Y1": 0.4572, "X2": 0.56923, "Y2": 0.457, "X3": 0.56923, "Y3": 0.4718, "X4": 0.53147, "Y4": 0.4718, "page": 0, "Index": 121}, {"Word": "ti", "Confidence": 0.034, "X1": 0.57343, "Y1": 0.4572, "X2": 0.59021, "Y2": 0.457, "X3": 0.59021, "Y3": 0.4718, "X4": 0.57343, "Y4": 0.4718, "page": 0, "Index": 122}, {"Word": "...", "Confidence": 0.289, "X1": 0.0951, "Y1": 0.4792, "X2": 0.0951, "Y2": 0.479, "X3": 0.08811, "Y3": 0.4788, "X4": 0.08811, "Y4": 0.4658, "page": 0, "Index": 123}, {"Word": "use", "Confidence": 0.881, "X1": 0.24615, "Y1": 0.4812, "X2": 0.27552, "Y2": 0.481, "X3": 0.27552, "Y3": 0.4948, "X4": 0.24615, "Y4": 0.4948, "page": 0, "Index": 124}, {"Word": "in", "Confidence": 0.998, "X1": 0.27972, "Y1": 0.4812, "X2": 0.2979, "Y2": 0.481, "X3": 0.2979, "Y3": 0.4958, "X4": 0.27972, "Y4": 0.4948, "page": 0, "Index": 125}, {"Word": "smoking", "Confidence": 0.993, "X1": 0.3021, "Y1": 0.4812, "X2": 0.37203, "Y2": 0.481, "X3": 0.37203, "Y3": 0.4958, "X4": 0.3021, "Y4": 0.4958, "page": 0, "Index": 126}, {"Word": "products,", "Confidence": 0.624, "X1": 0.37622, "Y1": 0.4812, "X2": 0.46014, "Y2": 0.481, "X3": 0.46014, "Y3": 0.4958, "X4": 0.37622, "Y4": 0.4958, "page": 0, "Index": 127}, {"Word": "and", "Confidence": 0.981, "X1": 0.46434, "Y1": 0.4812, "X2": 0.49371, "Y2": 0.481, "X3": 0.49231, "Y3": 0.4958, "X4": 0.46434, "Y4": 0.4958, "page": 0, "Index": 128}, {"Word": "that", "Confidence": 0.982, "X1": 0.4979, "Y1": 0.4812, "X2": 0.53007, "Y2": 0.481, "X3": 0.53007, "Y3": 0.4958, "X4": 0.4965, "Y4": 0.4958, "page": 0, "Index": 129}, {"Word": "this", "Confidence": 0.79, "X1": 0.53427, "Y1": 0.4822, "X2": 0.56783, "Y2": 0.482, "X3": 0.56643, "Y3": 0.4958, "X4": 0.53427, "Y4": 0.4958, "page": 0, "Index": 130}, {"Word": "is", "Confidence": 0.006, "X1": 0.57203, "Y1": 0.4822, "X2": 0.59021, "Y2": 0.482, "X3": 0.58881, "Y3": 0.4958, "X4": 0.57063, "Y4": 0.4958, "page": 0, "Index": 131}, {"Word": "ir.cluded", "Confidence": 0.817, "X1": 0.24895, "Y1": 0.5032, "X2": 0.31608, "Y2": 0.503, "X3": 0.31608, "Y3": 0.5178, "X4": 0.24755, "Y4": 0.5178, "page": 0, "Index": 132}, {"Word": "in", "Confidence": 0.998, "X1": 0.32028, "Y1": 0.5032, "X2": 0.33986, "Y2": 0.503, "X3": 0.33846, "Y3": 0.5178, "X4": 0.32028, "Y4": 0.5178, "page": 0, "Index": 133}, {"Word": "catagory", "Confidence": 0.994, "X1": 0.34406, "Y1": 0.5032, "X2": 0.41678, "Y2": 0.503, "X3": 0.41538, "Y3": 0.5178, "X4": 0.34266, "Y4": 0.5178, "page": 0, "Index": 134}, {"Word": "1", "Confidence": 0.781, "X1": 0.42098, "Y1": 0.5032, "X2": 0.42797, "Y2": 0.503, "X3": 0.42797, "Y3": 0.5178, "X4": 0.42098, "Y4": 0.5178, "page": 0, "Index": 135}, {"Word": "(b)", "Confidence": 0.927, "X1": 0.43217, "Y1": 0.5032, "X2": 0.45315, "Y2": 0.503, "X3": 0.45315, "Y3": 0.5178, "X4": 0.43217, "Y4": 0.5178, "page": 0, "Index": 136}, {"Word": "of", "Confidence": 0.8, "X1": 0.45734, "Y1": 0.5032, "X2": 0.47413, "Y2": 0.503, "X3": 0.47413, "Y3": 0.5188, "X4": 0.45734, "Y4": 0.5188, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.902, "X1": 0.47832, "Y1": 0.5032, "X2": 0.50769, "Y2": 0.503, "X3": 0.50769, "Y3": 0.5188, "X4": 0.47832, "Y4": 0.5188, "page": 0, "Index": 138}, {"Word": "Guide", "Confidence": 0.823, "X1": 0.51189, "Y1": 0.5032, "X2": 0.55245, "Y2": 0.503, "X3": 0.55245, "Y3": 0.5188, "X4": 0.51189, "Y4": 0.5188, "page": 0, "Index": 139}, {"Word": "!!", "Confidence": 0.604, "X1": 0.55804, "Y1": 0.5032, "X2": 0.56923, "Y2": 0.503, "X3": 0.56923, "Y3": 0.5188, "X4": 0.55664, "Y4": 0.5188, "page": 0, "Index": 140}, {"Word": "u.", "Confidence": 0.41, "X1": 0.57343, "Y1": 0.5032, "X2": 0.59301, "Y2": 0.503, "X3": 0.59301, "Y3": 0.5188, "X4": 0.57343, "Y4": 0.5188, "page": 0, "Index": 141}, {"Word": "Quassia.", "Confidence": 0.797, "X1": 0.1035, "Y1": 0.5492, "X2": 0.17343, "Y2": 0.549, "X3": 0.17483, "Y3": 0.5628, "X4": 0.1035, "Y4": 0.5628, "page": 0, "Index": 142}, {"Word": "-", "Confidence": 0.802, "X1": 0.0965, "Y1": 0.5782, "X2": 0.0965, "Y2": 0.578, "X3": 0.09091, "Y3": 0.5778, "X4": 0.09091, "Y4": 0.5758, "page": 0, "Index": 143}, {"Word": "(1)", "Confidence": 0.316, "X1": 0.16503, "Y1": 0.5722, "X2": 0.18182, "Y2": 0.572, "X3": 0.18182, "Y3": 0.5848, "X4": 0.16503, "Y4": 0.5848, "page": 0, "Index": 144}, {"Word": "The", "Confidence": 0.991, "X1": 0.23776, "Y1": 0.5712, "X2": 0.26853, "Y2": 0.571, "X3": 0.26853, "Y3": 0.5868, "X4": 0.23636, "Y4": 0.5868, "page": 0, "Index": 145}, {"Word": "constituents", "Confidence": 0.968, "X1": 0.27273, "Y1": 0.5712, "X2": 0.37343, "Y2": 0.571, "X3": 0.37343, "Y3": 0.5858, "X4": 0.27273, "Y4": 0.5868, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.998, "X1": 0.37762, "Y1": 0.5712, "X2": 0.39441, "Y2": 0.571, "X3": 0.39301, "Y3": 0.5858, "X4": 0.37762, "Y4": 0.5858, "page": 0, "Index": 147}, {"Word": "Quassia", "Confidence": 0.857, "X1": 0.3986, "Y1": 0.5722, "X2": 0.46853, "Y2": 0.572, "X3": 0.46713, "Y3": 0.5858, "X4": 0.3972, "Y4": 0.5858, "page": 0, "Index": 148}, {"Word": "Wood", "Confidence": 0.982, "X1": 0.47273, "Y1": 0.5722, "X2": 0.51748, "Y2": 0.572, "X3": 0.51608, "Y3": 0.5858, "X4": 0.47133, "Y4": 0.5858, "page": 0, "Index": 149}, {"Word": "arn", "Confidence": 0.66, "X1": 0.52028, "Y1": 0.5732, "X2": 0.54965, "Y2": 0.573, "X3": 0.54825, "Y3": 0.5858, "X4": 0.52028, "Y4": 0.5858, "page": 0, "Index": 150}, {"Word": "vi", "Confidence": 0.022, "X1": 0.55385, "Y1": 0.5732, "X2": 0.56923, "Y2": 0.573, "X3": 0.56923, "Y3": 0.5858, "X4": 0.55245, "Y4": 0.5858, "page": 0, "Index": 151}, {"Word": "is", "Confidence": 0.003, "X1": 0.57343, "Y1": 0.5732, "X2": 0.59021, "Y2": 0.573, "X3": 0.59021, "Y3": 0.5858, "X4": 0.57203, "Y4": 0.5858, "page": 0, "Index": 152}, {"Word": "botanical", "Confidence": 0.964, "X1": 0.24895, "Y1": 0.5932, "X2": 0.32308, "Y2": 0.593, "X3": 0.32308, "Y3": 0.6078, "X4": 0.24755, "Y4": 0.6078, "page": 0, "Index": 153}, {"Word": "material", "Confidence": 0.993, "X1": 0.32727, "Y1": 0.5932, "X2": 0.40559, "Y2": 0.593, "X3": 0.4042, "Y3": 0.6078, "X4": 0.32727, "Y4": 0.6078, "page": 0, "Index": 154}, {"Word": "in", "Confidence": 0.998, "X1": 0.41538, "Y1": 0.5932, "X2": 0.42937, "Y2": 0.593, "X3": 0.42937, "Y3": 0.6078, "X4": 0.41399, "Y4": 0.6078, "page": 0, "Index": 155}, {"Word": "medicine", "Confidence": 0.425, "X1": 0.43357, "Y1": 0.5942, "X2": 0.51049, "Y2": 0.594, "X3": 0.50909, "Y3": 0.6088, "X4": 0.43357, "Y4": 0.6078, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.907, "X1": 0.51469, "Y1": 0.5952, "X2": 0.54266, "Y2": 0.595, "X3": 0.54266, "Y3": 0.6088, "X4": 0.51329, "Y4": 0.6088, "page": 0, "Index": 157}, {"Word": "ce", "Confidence": 0.484, "X1": 0.54685, "Y1": 0.5952, "X2": 0.56923, "Y2": 0.595, "X3": 0.56923, "Y3": 0.6088, "X4": 0.54685, "Y4": 0.6088, "page": 0, "Index": 158}, {"Word": "#", "Confidence": 0.003, "X1": 0.57622, "Y1": 0.5952, "X2": 0.58741, "Y2": 0.595, "X3": 0.58741, "Y3": 0.6088, "X4": 0.57622, "Y4": 0.6088, "page": 0, "Index": 159}, {"Word": ";", "Confidence": 0.027, "X1": 0.60699, "Y1": 0.5962, "X2": 0.61818, "Y2": 0.596, "X3": 0.61818, "Y3": 0.6088, "X4": 0.60559, "Y4": 0.6088, "page": 0, "Index": 160}, {"Word": "particular", "Confidence": 0.958, "X1": 0.24895, "Y1": 0.6172, "X2": 0.33427, "Y2": 0.617, "X3": 0.33427, "Y3": 0.6318, "X4": 0.24755, "Y4": 0.6318, "page": 0, "Index": 161}, {"Word": "as", "Confidence": 0.998, "X1": 0.33846, "Y1": 0.6172, "X2": 0.35944, "Y2": 0.617, "X3": 0.35944, "Y3": 0.6318, "X4": 0.33846, "Y4": 0.6318, "page": 0, "Index": 162}, {"Word": "a", "Confidence": 0.995, "X1": 0.36364, "Y1": 0.6172, "X2": 0.37343, "Y2": 0.617, "X3": 0.37203, "Y3": 0.6308, "X4": 0.36224, "Y4": 0.6318, "page": 0, "Index": 163}, {"Word": "denaturant", "Confidence": 0.68, "X1": 0.37762, "Y1": 0.6172, "X2": 0.46573, "Y2": 0.617, "X3": 0.46573, "Y3": 0.6318, "X4": 0.37622, "Y4": 0.6308, "page": 0, "Index": 164}, {"Word": "for", "Confidence": 0.998, "X1": 0.46993, "Y1": 0.6172, "X2": 0.4979, "Y2": 0.617, "X3": 0.4979, "Y3": 0.6318, "X4": 0.46993, "Y4": 0.6318, "page": 0, "Index": 165}, {"Word": "alcohol.", "Confidence": 0.403, "X1": 0.5021, "Y1": 0.6162, "X2": 0.57622, "Y2": 0.616, "X3": 0.57483, "Y3": 0.6318, "X4": 0.5021, "Y4": 0.6318, "page": 0, "Index": 166}, {"Word": "!", "Confidence": 0.006, "X1": 0.58182, "Y1": 0.6152, "X2": 0.59301, "Y2": 0.615, "X3": 0.59161, "Y3": 0.6318, "X4": 0.58042, "Y4": 0.6318, "page": 0, "Index": 167}, {"Word": "it", "Confidence": 0.996, "X1": 0.24895, "Y1": 0.6382, "X2": 0.26154, "Y2": 0.638, "X3": 0.26154, "Y3": 0.6538, "X4": 0.24895, "Y4": 0.6538, "page": 0, "Index": 168}, {"Word": "is", "Confidence": 0.998, "X1": 0.26573, "Y1": 0.6392, "X2": 0.28112, "Y2": 0.639, "X3": 0.27972, "Y3": 0.6538, "X4": 0.26573, "Y4": 0.6538, "page": 0, "Index": 169}, {"Word": "permitted", "Confidence": 0.658, "X1": 0.28531, "Y1": 0.6392, "X2": 0.36783, "Y2": 0.639, "X3": 0.36783, "Y3": 0.6528, "X4": 0.28392, "Y4": 0.6538, "page": 0, "Index": 170}, {"Word": "in", "Confidence": 0.998, "X1": 0.37203, "Y1": 0.6392, "X2": 0.39021, "Y2": 0.639, "X3": 0.38881, "Y3": 0.6538, "X4": 0.37203, "Y4": 0.6528, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.39301, "Y1": 0.6402, "X2": 0.41958, "Y2": 0.64, "X3": 0.41958, "Y3": 0.6538, "X4": 0.39301, "Y4": 0.6538, "page": 0, "Index": 172}, {"Word": "manufacture", "Confidence": 0.362, "X1": 0.42378, "Y1": 0.6402, "X2": 0.52867, "Y2": 0.64, "X3": 0.52867, "Y3": 0.6538, "X4": 0.42378, "Y4": 0.6538, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.997, "X1": 0.53287, "Y1": 0.6402, "X2": 0.55105, "Y2": 0.64, "X3": 0.55105, "Y3": 0.6538, "X4": 0.53287, "Y4": 0.6538, "page": 0, "Index": 174}, {"Word": "V", "Confidence": 0.942, "X1": 0.55524, "Y1": 0.6402, "X2": 0.56783, "Y2": 0.64, "X3": 0.56783, "Y3": 0.6538, "X4": 0.55524, "Y4": 0.6538, "page": 0, "Index": 175}, {"Word": "r.", "Confidence": 0.586, "X1": 0.57622, "Y1": 0.6402, "X2": 0.59301, "Y2": 0.64, "X3": 0.59301, "Y3": 0.6548, "X4": 0.57622, "Y4": 0.6538, "page": 0, "Index": 176}, {"Word": "(11)", "Confidence": 0.857, "X1": 0.16503, "Y1": 0.6622, "X2": 0.18601, "Y2": 0.662, "X3": 0.18741, "Y3": 0.6758, "X4": 0.16503, "Y4": 0.6768, "page": 0, "Index": 177}, {"Word": "Little", "Confidence": 0.883, "X1": 0.23916, "Y1": 0.6622, "X2": 0.28392, "Y2": 0.662, "X3": 0.28252, "Y3": 0.6768, "X4": 0.23776, "Y4": 0.6768, "page": 0, "Index": 178}, {"Word": "is", "Confidence": 0.998, "X1": 0.28811, "Y1": 0.6622, "X2": 0.3035, "Y2": 0.662, "X3": 0.3035, "Y3": 0.6768, "X4": 0.28671, "Y4": 0.6768, "page": 0, "Index": 179}, {"Word": "known", "Confidence": 0.885, "X1": 0.30769, "Y1": 0.6622, "X2": 0.36224, "Y2": 0.662, "X3": 0.36084, "Y3": 0.6768, "X4": 0.30769, "Y4": 0.6768, "page": 0, "Index": 180}, {"Word": "about", "Confidence": 0.659, "X1": 0.36643, "Y1": 0.6622, "X2": 0.41119, "Y2": 0.662, "X3": 0.41119, "Y3": 0.6768, "X4": 0.36643, "Y4": 0.6768, "page": 0, "Index": 181}, {"Word": "its", "Confidence": 0.897, "X1": 0.41538, "Y1": 0.6622, "X2": 0.43916, "Y2": 0.662, "X3": 0.43776, "Y3": 0.6768, "X4": 0.41538, "Y4": 0.6768, "page": 0, "Index": 182}, {"Word": "toxicity", "Confidence": 0.958, "X1": 0.44336, "Y1": 0.6632, "X2": 0.50629, "Y2": 0.663, "X3": 0.50629, "Y3": 0.6768, "X4": 0.44196, "Y4": 0.6768, "page": 0, "Index": 183}, {"Word": "to", "Confidence": 0.995, "X1": 0.51049, "Y1": 0.6632, "X2": 0.52867, "Y2": 0.663, "X3": 0.52727, "Y3": 0.6768, "X4": 0.51049, "Y4": 0.6768, "page": 0, "Index": 184}, {"Word": "hum:", "Confidence": 0.772, "X1": 0.53287, "Y1": 0.6632, "X2": 0.57203, "Y2": 0.663, "X3": 0.57203, "Y3": 0.6768, "X4": 0.53147, "Y4": 0.6768, "page": 0, "Index": 185}, {"Word": "n:", "Confidence": 0.846, "X1": 0.57622, "Y1": 0.6632, "X2": 0.59301, "Y2": 0.663, "X3": 0.59161, "Y3": 0.6768, "X4": 0.57483, "Y4": 0.6768, "page": 0, "Index": 186}, {"Word": "--", "Confidence": 0.702, "X1": 0.0993, "Y1": 0.7052, "X2": 0.0993, "Y2": 0.705, "X3": 0.09231, "Y3": 0.7048, "X4": 0.09231, "Y4": 0.6958, "page": 0, "Index": 187}, {"Word": "T.A.", "Confidence": 0.988, "X1": 0.23636, "Y1": 0.6842, "X2": 0.27413, "Y2": 0.684, "X3": 0.27552, "Y3": 0.6998, "X4": 0.23776, "Y4": 0.6998, "page": 0, "Index": 188}, {"Word": "C.", "Confidence": 0.997, "X1": 0.27832, "Y1": 0.6842, "X2": 0.3021, "Y2": 0.684, "X3": 0.3035, "Y3": 0.6998, "X4": 0.27832, "Y4": 0.6998, "page": 0, "Index": 189}, {"Word": "considers", "Confidence": 0.623, "X1": 0.30629, "Y1": 0.6852, "X2": 0.38741, "Y2": 0.685, "X3": 0.38741, "Y3": 0.6988, "X4": 0.30629, "Y4": 0.6998, "page": 0, "Index": 190}, {"Word": "that", "Confidence": 0.991, "X1": 0.39161, "Y1": 0.6852, "X2": 0.42517, "Y2": 0.685, "X3": 0.42517, "Y3": 0.6988, "X4": 0.39161, "Y4": 0.6988, "page": 0, "Index": 191}, {"Word": "there", "Confidence": 0.955, "X1": 0.42937, "Y1": 0.6862, "X2": 0.47692, "Y2": 0.686, "X3": 0.47552, "Y3": 0.6988, "X4": 0.42937, "Y4": 0.6988, "page": 0, "Index": 192}, {"Word": "is", "Confidence": 0.997, "X1": 0.47972, "Y1": 0.6862, "X2": 0.4965, "Y2": 0.686, "X3": 0.4965, "Y3": 0.6988, "X4": 0.47972, "Y4": 0.6988, "page": 0, "Index": 193}, {"Word": "no", "Confidence": 0.994, "X1": 0.5007, "Y1": 0.6862, "X2": 0.52308, "Y2": 0.686, "X3": 0.52168, "Y3": 0.6998, "X4": 0.4993, "Y4": 0.6988, "page": 0, "Index": 194}, {"Word": "rense", "Confidence": 0.609, "X1": 0.52727, "Y1": 0.6862, "X2": 0.56923, "Y2": 0.686, "X3": 0.56783, "Y3": 0.6998, "X4": 0.52587, "Y4": 0.6998, "page": 0, "Index": 195}, {"Word": "a", "Confidence": 0.632, "X1": 0.57203, "Y1": 0.6862, "X2": 0.58462, "Y2": 0.686, "X3": 0.58322, "Y3": 0.6998, "X4": 0.57203, "Y4": 0.6998, "page": 0, "Index": 196}, {"Word": "Quassia", "Confidence": 0.994, "X1": 0.24895, "Y1": 0.7092, "X2": 0.31469, "Y2": 0.709, "X3": 0.31329, "Y3": 0.7238, "X4": 0.24895, "Y4": 0.7248, "page": 0, "Index": 197}, {"Word": "extract", "Confidence": 0.953, "X1": 0.31888, "Y1": 0.7092, "X2": 0.38042, "Y2": 0.709, "X3": 0.37902, "Y3": 0.7228, "X4": 0.31748, "Y4": 0.7238, "page": 0, "Index": 198}, {"Word": "as", "Confidence": 0.955, "X1": 0.38462, "Y1": 0.7102, "X2": 0.40559, "Y2": 0.71, "X3": 0.4042, "Y3": 0.7228, "X4": 0.38322, "Y4": 0.7228, "page": 0, "Index": 199}, {"Word": "a", "Confidence": 0.995, "X1": 0.40979, "Y1": 0.7102, "X2": 0.42098, "Y2": 0.71, "X3": 0.41958, "Y3": 0.7228, "X4": 0.40839, "Y4": 0.7228, "page": 0, "Index": 200}, {"Word": "denaturant", "Confidence": 0.946, "X1": 0.42517, "Y1": 0.7102, "X2": 0.51329, "Y2": 0.71, "X3": 0.51189, "Y3": 0.7238, "X4": 0.42378, "Y4": 0.7228, "page": 0, "Index": 201}, {"Word": "for", "Confidence": 0.992, "X1": 0.51748, "Y1": 0.7102, "X2": 0.54406, "Y2": 0.71, "X3": 0.54266, "Y3": 0.7238, "X4": 0.51608, "Y4": 0.7238, "page": 0, "Index": 202}, {"Word": "Et", "Confidence": 0.421, "X1": 0.54825, "Y1": 0.7102, "X2": 0.57203, "Y2": 0.71, "X3": 0.57063, "Y3": 0.7238, "X4": 0.54685, "Y4": 0.7238, "page": 0, "Index": 203}, {"Word": "y:", "Confidence": 0.993, "X1": 0.57622, "Y1": 0.7102, "X2": 0.59441, "Y2": 0.71, "X3": 0.59301, "Y3": 0.7238, "X4": 0.57483, "Y4": 0.7238, "page": 0, "Index": 204}, {"Word": "flavouring", "Confidence": 0.947, "X1": 0.24895, "Y1": 0.7312, "X2": 0.33287, "Y2": 0.731, "X3": 0.33287, "Y3": 0.7468, "X4": 0.24895, "Y4": 0.7468, "page": 0, "Index": 205}, {"Word": "in", "Confidence": 0.997, "X1": 0.33706, "Y1": 0.7322, "X2": 0.35524, "Y2": 0.732, "X3": 0.35524, "Y3": 0.7468, "X4": 0.33706, "Y4": 0.7468, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.35804, "Y1": 0.7322, "X2": 0.38601, "Y2": 0.732, "X3": 0.38601, "Y3": 0.7468, "X4": 0.35944, "Y4": 0.7468, "page": 0, "Index": 207}, {"Word": "very", "Confidence": 0.983, "X1": 0.39021, "Y1": 0.7322, "X2": 0.42937, "Y2": 0.732, "X3": 0.42937, "Y3": 0.7468, "X4": 0.39021, "Y4": 0.7468, "page": 0, "Index": 208}, {"Word": "small", "Confidence": 0.913, "X1": 0.43357, "Y1": 0.7322, "X2": 0.48252, "Y2": 0.732, "X3": 0.48252, "Y3": 0.7468, "X4": 0.43357, "Y4": 0.7468, "page": 0, "Index": 209}, {"Word": "amounts", "Confidence": 0.855, "X1": 0.48671, "Y1": 0.7332, "X2": 0.55524, "Y2": 0.733, "X3": 0.55524, "Y3": 0.7468, "X4": 0.48671, "Y4": 0.7468, "page": 0, "Index": 210}, {"Word": "n", "Confidence": 0.991, "X1": 0.55944, "Y1": 0.7332, "X2": 0.56923, "Y2": 0.733, "X3": 0.56923, "Y3": 0.7468, "X4": 0.55944, "Y4": 0.7468, "page": 0, "Index": 211}, {"Word": "ic", "Confidence": 0.639, "X1": 0.57343, "Y1": 0.7332, "X2": 0.58741, "Y2": 0.733, "X3": 0.58741, "Y3": 0.7468, "X4": 0.57343, "Y4": 0.7468, "page": 0, "Index": 212}, {"Word": ".", "Confidence": 0.905, "X1": 0.59161, "Y1": 0.7332, "X2": 0.6028, "Y2": 0.733, "X3": 0.6028, "Y3": 0.7468, "X4": 0.59161, "Y4": 0.7468, "page": 0, "Index": 213}, {"Word": "Diethviene", "Confidence": 0.648, "X1": 0.1035, "Y1": 0.7772, "X2": 0.19161, "Y2": 0.777, "X3": 0.19021, "Y3": 0.7918, "X4": 0.1035, "Y4": 0.7918, "page": 0, "Index": 214}, {"Word": "Glycol.", "Confidence": 0.531, "X1": 0.19441, "Y1": 0.7782, "X2": 0.25734, "Y2": 0.778, "X3": 0.25594, "Y3": 0.7928, "X4": 0.19441, "Y4": 0.7918, "page": 0, "Index": 215}, {"Word": "It", "Confidence": 0.997, "X1": 0.23776, "Y1": 0.8002, "X2": 0.25035, "Y2": 0.8, "X3": 0.25035, "Y3": 0.8158, "X4": 0.23636, "Y4": 0.8158, "page": 0, "Index": 216}, {"Word": "is", "Confidence": 0.982, "X1": 0.25455, "Y1": 0.8002, "X2": 0.26993, "Y2": 0.8, "X3": 0.26993, "Y3": 0.8158, "X4": 0.25455, "Y4": 0.8158, "page": 0, "Index": 217}, {"Word": "known", "Confidence": 0.994, "X1": 0.27413, "Y1": 0.8012, "X2": 0.32727, "Y2": 0.801, "X3": 0.32727, "Y3": 0.8158, "X4": 0.27413, "Y4": 0.8158, "page": 0, "Index": 218}, {"Word": "that", "Confidence": 0.987, "X1": 0.33147, "Y1": 0.8012, "X2": 0.36503, "Y2": 0.801, "X3": 0.36503, "Y3": 0.8158, "X4": 0.33147, "Y4": 0.8158, "page": 0, "Index": 219}, {"Word": "Diethylene", "Confidence": 0.801, "X1": 0.36923, "Y1": 0.8012, "X2": 0.45874, "Y2": 0.801, "X3": 0.45874, "Y3": 0.8158, "X4": 0.36923, "Y4": 0.8158, "page": 0, "Index": 220}, {"Word": "Giycol", "Confidence": 0.931, "X1": 0.46294, "Y1": 0.8012, "X2": 0.51608, "Y2": 0.801, "X3": 0.51469, "Y3": 0.8158, "X4": 0.46294, "Y4": 0.8158, "page": 0, "Index": 221}, {"Word": "has", "Confidence": 0.855, "X1": 0.52028, "Y1": 0.8012, "X2": 0.54965, "Y2": 0.801, "X3": 0.54965, "Y3": 0.8158, "X4": 0.51888, "Y4": 0.8158, "page": 0, "Index": 222}, {"Word": "te", "Confidence": 0.895, "X1": 0.55385, "Y1": 0.8012, "X2": 0.57343, "Y2": 0.801, "X3": 0.57343, "Y3": 0.8158, "X4": 0.55385, "Y4": 0.8158, "page": 0, "Index": 223}, {"Word": "ic", "Confidence": 0.335, "X1": 0.57902, "Y1": 0.8012, "X2": 0.5958, "Y2": 0.801, "X3": 0.5958, "Y3": 0.8158, "X4": 0.57902, "Y4": 0.8158, "page": 0, "Index": 224}, {"Word": "to", "Confidence": 0.998, "X1": 0.24895, "Y1": 0.8242, "X2": 0.26573, "Y2": 0.824, "X3": 0.26573, "Y3": 0.8378, "X4": 0.24895, "Y4": 0.8378, "page": 0, "Index": 225}, {"Word": "man.", "Confidence": 0.987, "X1": 0.26993, "Y1": 0.8242, "X2": 0.31748, "Y2": 0.824, "X3": 0.31748, "Y3": 0.8378, "X4": 0.26993, "Y4": 0.8378, "page": 0, "Index": 226}, {"Word": "The", "Confidence": 0.658, "X1": 0.32867, "Y1": 0.8242, "X2": 0.35944, "Y2": 0.824, "X3": 0.35804, "Y3": 0.8388, "X4": 0.32867, "Y4": 0.8388, "page": 0, "Index": 227}, {"Word": "compound", "Confidence": 0.994, "X1": 0.36224, "Y1": 0.8242, "X2": 0.44476, "Y2": 0.824, "X3": 0.44476, "Y3": 0.8388, "X4": 0.36224, "Y4": 0.8388, "page": 0, "Index": 228}, {"Word": "has", "Confidence": 0.998, "X1": 0.44895, "Y1": 0.8242, "X2": 0.47832, "Y2": 0.824, "X3": 0.47832, "Y3": 0.8388, "X4": 0.44895, "Y4": 0.8388, "page": 0, "Index": 229}, {"Word": "been", "Confidence": 0.68, "X1": 0.48252, "Y1": 0.8242, "X2": 0.52308, "Y2": 0.824, "X3": 0.52168, "Y3": 0.8388, "X4": 0.48252, "Y4": 0.8388, "page": 0, "Index": 230}, {"Word": "used", "Confidence": 0.606, "X1": 0.52727, "Y1": 0.8242, "X2": 0.56783, "Y2": 0.824, "X3": 0.56643, "Y3": 0.8398, "X4": 0.52587, "Y4": 0.8388, "page": 0, "Index": 231}, {"Word": "s", "Confidence": 0.655, "X1": 0.57902, "Y1": 0.8242, "X2": 0.59021, "Y2": 0.824, "X3": 0.58881, "Y3": 0.8398, "X4": 0.57762, "Y4": 0.8398, "page": 0, "Index": 232}, {"Word": "manufacturers", "Confidence": 0.94, "X1": 0.25035, "Y1": 0.8482, "X2": 0.36923, "Y2": 0.848, "X3": 0.36923, "Y3": 0.8618, "X4": 0.25035, "Y4": 0.8618, "page": 0, "Index": 233}, {"Word": "other", "Confidence": 0.893, "X1": 0.37343, "Y1": 0.8482, "X2": 0.42098, "Y2": 0.848, "X3": 0.41958, "Y3": 0.8618, "X4": 0.37343, "Y4": 0.8618, "page": 0, "Index": 234}, {"Word": "than", "Confidence": 0.869, "X1": 0.42378, "Y1": 0.8482, "X2": 0.46154, "Y2": 0.848, "X3": 0.46154, "Y3": 0.8618, "X4": 0.42378, "Y4": 0.8618, "page": 0, "Index": 235}, {"Word": "those", "Confidence": 0.981, "X1": 0.46573, "Y1": 0.8482, "X2": 0.51049, "Y2": 0.848, "X3": 0.51049, "Y3": 0.8628, "X4": 0.46434, "Y4": 0.8618, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.51469, "Y1": 0.8482, "X2": 0.53147, "Y2": 0.848, "X3": 0.53007, "Y3": 0.8628, "X4": 0.51469, "Y4": 0.8628, "page": 0, "Index": 237}, {"Word": "the", "Confidence": 0.675, "X1": 0.53566, "Y1": 0.8482, "X2": 0.56503, "Y2": 0.848, "X3": 0.56364, "Y3": 0.8638, "X4": 0.53427, "Y4": 0.8628, "page": 0, "Index": 238}, {"Word": "..", "Confidence": 0.245, "X1": 0.58042, "Y1": 0.8482, "X2": 0.6, "Y2": 0.848, "X3": 0.5986, "Y3": 0.8648, "X4": 0.57902, "Y4": 0.8638, "page": 0, "Index": 239}, {"Word": "found", "Confidence": 1, "X1": 0.25035, "Y1": 0.8702, "X2": 0.29371, "Y2": 0.87, "X3": 0.29231, "Y3": 0.8848, "X4": 0.25035, "Y4": 0.8848, "page": 0, "Index": 240}, {"Word": "in", "Confidence": 1, "X1": 0.2979, "Y1": 0.8702, "X2": 0.31469, "Y2": 0.87, "X3": 0.31329, "Y3": 0.8858, "X4": 0.2965, "Y4": 0.8848, "page": 0, "Index": 241}, {"Word": "levels", "Confidence": 0.999, "X1": 0.31888, "Y1": 0.8702, "X2": 0.37063, "Y2": 0.87, "X3": 0.37063, "Y3": 0.8858, "X4": 0.31888, "Y4": 0.8858, "page": 0, "Index": 242}, {"Word": "up", "Confidence": 1, "X1": 0.37622, "Y1": 0.8702, "X2": 0.3958, "Y2": 0.87, "X3": 0.3958, "Y3": 0.8858, "X4": 0.37483, "Y4": 0.8858, "page": 0, "Index": 243}, {"Word": "to", "Confidence": 1, "X1": 0.4, "Y1": 0.8702, "X2": 0.41678, "Y2": 0.87, "X3": 0.41678, "Y3": 0.8858, "X4": 0.4, "Y4": 0.8858, "page": 0, "Index": 244}, {"Word": "dis", "Confidence": 0.507, "X1": 0.42098, "Y1": 0.8702, "X2": 0.44476, "Y2": 0.87, "X3": 0.44476, "Y3": 0.8858, "X4": 0.42098, "Y4": 0.8858, "page": 0, "Index": 245}, {"Word": "in", "Confidence": 0.993, "X1": 0.44895, "Y1": 0.8702, "X2": 0.46853, "Y2": 0.87, "X3": 0.46853, "Y3": 0.8858, "X4": 0.44895, "Y4": 0.8858, "page": 0, "Index": 246}, {"Word": "cigarettes", "Confidence": 0.988, "X1": 0.47273, "Y1": 0.8712, "X2": 0.55524, "Y2": 0.871, "X3": 0.55664, "Y3": 0.8858, "X4": 0.47273, "Y4": 0.8858, "page": 0, "Index": 247}, {"Word": ":.", "Confidence": 0.772, "X1": 0.56084, "Y1": 0.8712, "X2": 0.57902, "Y2": 0.871, "X3": 0.58042, "Y3": 0.8858, "X4": 0.56084, "Y4": 0.8858, "page": 0, "Index": 248}, {"Word": "tobaccos.", "Confidence": 0.992, "X1": 0.24895, "Y1": 0.8952, "X2": 0.33007, "Y2": 0.895, "X3": 0.32867, "Y3": 0.9078, "X4": 0.24895, "Y4": 0.9068, "page": 0, "Index": 249}, {"Word": "102640002", "Confidence": 0.984, "X1": 0.98182, "Y1": 0.9742, "X2": 0.98042, "Y2": 0.974, "X3": 0.93427, "Y3": 0.9738, "X4": 0.93566, "Y4": 0.8518, "page": 0, "Index": 250}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAssDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACio2lRJERidzdODUlABRRRQAUUUUAFFFQyTiM4KSNyB8oz1NAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQXUc0sBWCbyZD0faGx+BoAnorIax1jcu3WFxnnNuvSqVxomvzPuj8UzwjGNqWsRH6rQB0lFcqvh7xJtG/xjclu+LSHH/oNVrvwh4gvNm7xvqcW3/njFEmfrhaAOzorj4/BWoKrB/GOuOTjB81Rj17VPD4QuY2Qv4n1uTaQSDcYDfkKAOporn4PCGmwGU+dfyGTqZbyRsfTJ4rbt4EtoVijztHTJJP60AS0UUUAFFFFABRRRQAUUVXuLOG5DeYGO5dpwxHGaALFFZb6BYO5YrLknJ/et/jSQeHtPgdHVJWKHI8yVm5/E0Aam5f7w/OlBB6VQfRtNkBD2UDA9cpVqC3htYykEaxrnOFGKAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqMNIZmUx4jABD7up9MVJRQAUUUUAFFFFABRRRQAUUUUAQTRzuT5U/ljaR90HnsakjDLGodt7ActjGTT6KACiiigAooooAKKKKACiiigAqGQp9ohBkAfkhf73FTVSnu2i1K1tltpJBKGLSgfLGAO596ALtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1XViQpBwcH2NOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoophkQSCMuodhkLnk0APooooAKKKKACiiigAqpqFhFqNt9nmeZE3q+YpCjZU5HI7cVbooAQDAxS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJiloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqJt32hMRKVwcvnke1S0UAFFFN3qG25GcZxQA6imPIiFQzAFjhc9zTsigCG7NwLSX7IIzcbT5Ykzt3ds47VR0i01aAyS6pqS3LSAERJEqJEe4BHJ/Gr8t1bwQ+dLPGkX99mAH505ZomjEiyIUI3BgeMetAElFRC4haURCRDIV3hc8lfWkN1bqoYzRhS20EsOvp9aAJqKY8iRozu4VVGWJOABUS3lq8gRbiIuU8wLuGdvr9KALFFQC7tyYgJ4yZs+WAw+fHXHrUgdWdkDAsuMjPIzQA+ikDA5AIOOtLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXPi6WWz1OHVnG63lY/ugVby/vJjuTwfyroKwZtF1N5S8XiG6RWdiVMMbYB6AHHGOx5oAsR3FtLJqEMqnKDewO4/KV6j04z0q2siQ23mz7d6RZfZk/KPQdazF0bV0hjRfEU5ZUVdz26HcQeSenJHFOXR9UExdvEFwVzkL5EY/DOOlAFuaztdRsYWWCGSLbujjmj+XnpkVWhsbfTbyztLf91CUkzABlGzyeT057U6LStSjkBOuTyJnlWhTJ/ECpP7NvftHm/wBrzleP3flpj+WaAIbe9gmtoLiG1MU8k7W65iJKgMd30BCk+nSqerX+i+UxuZ7ZbJJmhnGz5jMSuNvHXPWrD6FqDs5/4SO/G5CoCpGNpJzkfL1plx4evZogia7cQsG3bkgi5OcknK0AUNQdJTeXNsge0WX7NqCnczSJgAbByAQTzxRr0Gj6W9i7ER3F5dQRrz87IvG0f7OOorXk0i+ktniGt3KM2P3iRRgj8xiqtz4ZvLi4SX/hI9SjVVA2KsWCQOvKZyaAKzSWdj40jtmiRILbT5bhHI+5l1BCjHHGenvVu3voBrFneIsjDVo9iFPmUBAzKx9Mqf5Cqp8I35k8z/hLNW34xu2QZx6Z8urb+Hr9tPhtV8R6ijxsWM6pFvcHsfkxgewoAqjxBa6ZPr7SuHmhuVKwIcuwKIBgfWuoRt6K2MZAOK5dvCV+20nxVqm8fx+XDuP47K19I02402KRLjVbrUGdsh7gICvsNoFAGnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFUhqtiZUiF1HveRokGfvOoyVHuKtswRSzEBQMknsKAHUVXe9to7I3jzItuF3mQngL61KjrLGsiMGRgGUjuDQA+iqY1SzNuZ/PURiTyixBHz5xj86uUAFFFFABRUSzRtKY1YMw645x9fSpaACikJABJOAOtVE1SxkltY0uY2a6Rngwc+Yq4yR+YoAuUUUySRIo2kkcIijLMTgAUAPorKsPEWl6leNaWt0HnCeYEKlSyZxuGRyM961aACiopbiKGSJJHCtK21Af4jjOPyFS0AFFVr6+ttNspby7kEcES7ncgnA/CpopEmhSWM5R1DKfUHpQA+io5po4I/MlcKgIGT6k4H61FYXsOo2MV3bljFKu5dylTj6GgCzRVazvra/ieW1mWVEdo2K9mU4I/Oni4iN0bcP+9C7yvt60ATUVAt1A8jxrKrPGwVwOSpPQGmte2yxNIZlKK/lsRzhs4x+ZoAs0UUUAFFICCcZpaACimeYmwvvXaOrZ4qvBqFvcXt1ZxsTNbFfMGOBuGRz34NAFuiqr30S+XszJvl8r5BnaeeT7cVM0qjIUhnxuCg8kUASUUx5EjKh3Vdxwu44yfQVGt3A9wIFkVpChcAc8A4J/OgCeiiq19fW+nWU13cvshhQu564AoAs0VHDKs8Ec0ZykihlPsRkVJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU113Iyg4yCM06obq3S7tZbeTdskUq21ipwfQjpQBmR6cum6XYW0VnHcvDIm49MEn5pOe/U1LBNc3cyyvbzQgwupjYgqGDYGfU1Qg8F6TbrMFa9YzJscvdyEkZB9eDx2qd/C2nyRJG73ZVFKr/pLggE5659qAM3VLTV73w7eWbRO7y6bsCAAL5uTkfXGParemW2rCN7eSeS3EfkGMlQy7Qo3KPx61APh/om5mLX53djeyYH607/hX+h/9P3/AIGy/wDxVAEypfW1nOYLbe7aiGKlQf3ZZdzDPtmmWB8QyPE1z8mLq53qQMNEMiIe3Y0sfgfRY8YW7OARzdynr/wKmDwFooVlBvsHr/psn+NADreLU4dHtLm4lvPtTRpHPEmGIcuMtz2GT+FWdAXUEudUW/gdB9pJilaTIlXA5A/hHtTLLwjpWnsxg+15YqTvunbocjqfWmv4M0d02st1/rDJn7VJnP59PagBILG/tL++eyiSNJ72OV2kOQ6EfPj0NPuJNWuIiPLkhzfIqGPBbygRkt7dffFRy+CdFlneUrdhmGCFu5AB9Bupz+DNGkWJSl0BH0xdSDP1+bmgDSisEstJe0gaRxtcqZH3MSxJ6n3NcXpnh/U5NO8PRS20ludP06a2mJbDb3jQAr+IIz7V0f8AwhujeU0ey5w3U/apM9Mf3qY3gnRXkLlLoEkHAu5Mcf8AAqAOetYfEUqGPU2u0maxiW3ktpADHKMb1b/aJ7ntXQeKIJtS8J3FrazxtcMq5TzAPMwQSuffGKrj4c+HRL5nk3Zbdv5vJevr96kb4beF2WNfsEgEZLAC4kGSe55oAg1G6n1GErpelfZ7xbR447mV1jaFiowinvzxUlzDrNrfJ9jmAtlezQq84Y7QWEvHb5SPripj8O/DHJ/s9txTZu8+TOPz61MvgXw8CjGydyhzlp3OTjGTzyeTQBRiW8t57V7hZbl4NRnKbnXcsLbtp68joKZNb6lcSa+32/y5fNDaaHnAQDywDx6Zz+NaU3gfw/Iq/wDEuUsoChjK+cfXNPHgjw2G3f2VEWxtyWY8fnQBgarp+q/YNUEaSXMU2mxwra+cD5ko+8VP0zmujnfzvCzW1pcLBdG0CIFkG6NtuBz6inDwpogCgWIwucfvX4yMetVh4F8ND7ulxryDw7joc+tAEOq/bLrTJIvkURi3aMO6l96uCxP0GPyrT1TUVt9KmNmyS3BXbGsbrkE8Z69uv4VVl8F+Hp2LSacrEnJzI/J9+f8AOKjXwD4XRcDSIvxd/wDGgDPsdNXQTe2mmSn/AE23MgleVdkUoXHrnLdc1PdQaikkbW0yB/s8KSTtIMHDDeN3qRmrDeAfDDnLaUh5B/1j9u3XpVgeDtA+zvbnT1MLsGZDI5GR070ALHC8U91ODmOe7jcPC4+6APve3HNZkNtNa6Re2kFrKJJNQMqqZFJZWlDFh/s4yf8A9VaZ8IaGbM2gstsDEEosrgHByO9Tp4c0mO7julswJ4wAj72OABgd/SgDEmsbmLxBdRpeutpMy3qO0wwkoUr5eP7p+VqggRl0wxapNMkwiK3Hl3QWN3L5LKc5B/pxWvdeCvDt67SXGmo7sMFi7Z/nUj+EPD8krSyaVA7sQSXBOSPYmgCPTr3TrS71Bm1G02yOrg/aFJxjHPPFUrm8t57qKa11S0REumeZftQIeNk2888cnp7Vsf8ACNaFk/8AEnseeD+4Xn9KVPDmiRA+XpFiueu23UZ/SgDlPJCCOyjurCCA2CRSYutyiRXBwAecFd3NaVhd2Nj4k1u/m1K1EFwYFQCTJBVAOR2yTW8NF0sMG/s20yBjPkr0/KnjS9PV2cWNsGbG4+UuT+lAGFfskNv9sl1Syt3eU5uFGM2/Py47nkc0/wAPXWlWWjQldTt7lbWPyXusnJy2QDW89jaSKivawMqfdDRghfp6UCytVQottCFJyVEYwTQBz8mr6ab+O4l1O0mt5pwsKSZ/dsoO7b75IqfRr+w1HUme1v7S4lgjZHWAEbQXyP5fnW0bS2IA+zxYByBsHB9aWK1t4CTDBFGT1KIBn8qAJq5C91Owu4rjzdR0uZoYXhn80HAYngEenHNdfVc2No2SbWA7jk5jHNAFfSnt7q0huoGhkHlhA8JO3AxwK0KZHGkSBI0VFHQKMCn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU1yVQsAWIGcDqaAHUVDbStcW0crQvCzqCY3xuX2OOKmoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCFpWFwkQicqykmQY2gjHB785/SpqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACisTXbrVrVo5bGOH7LFFJNcSSc/dHyqB6k9/aofCt3rF9YLd6lJbyw3MMc9u8KlSAwyVIPpxzQB0NFYuvapdWGgSXNrHCt6wxDFcSBVLehP0zVrRNUh1nR7a/hdXWZASVPAboR+eaANCiud1TUtRm8R2+iaZJFAxga5nnkXcVQEKAo6Ekmtiya6aFheKglVyoKHhlzwfY4oAtUVl+Irmex8PX95bTeVLbwtKH2b+FGTx34FV7PxHbTW7F0uPMiaNH/dH5i4BBHtzQBuUVknxHpe9VW5DszSIoUdWQfMPrVldRSXSf7QhjkdDGZAhG1iPTB6GgC7RXMr41sJIY5Yre5kElqt4oVOTCfvN/wAB4z9RWpd61b2csSSpJtlkjjVwuQS+cfy/WgDSorlT4iutQvNOm0pHOnm6khuGaLPmKq/eU9hkYq3pfiOS+1eTTrrTLixk8vzoDKQfNTOCeOh9jQBv0Vg6l4lXTtV/s7+zrueZoDOhiUEOAfmA9xnpUH/CYQHUobdLC6a2eXyHugPljlwDtYde4BPY0AdLRXK/8JtAjmWSwuV094y9vdgBlmIYLgAcjJIxnrmrVx4pgs7Ka4urS4h8iRFljYDcoYgK3uMkUAdBRWG/iNVvILf7DcnzJfJaTb8sbnoCff1rNh8dwPci2l028ilM7WwyAUMyjOwN6kYNAHXUVzx8VQvBaSW9ldTNcQvOYwuGiRepYH34HrU48QIZbIi0mMF221ZhjCEjK7h1GRQBtUVyEniOe91XT5bMTx2HnyxSbosi4Cr1U+mQcetN1TxnPFoV9c2unTwXcCJIsd2uwbGbG78PSgDsaKwrnXfsV9ILuOWK1hs/PeQx/IW3AYDevt70sXiMFoUuNOvLdpZVjIkT7u4fKT7Z4+tAG5RWTda7BCYRBFJdeZI0ZMXRCvB3Htzx9au2119psEuhDIpdN/lsPmHt9aALNFYuj6jqEsFqupWUsVzcb3YBflhAPyhj6kVrGWMAkuuAdp56H0oAkorIk1eeHUWglsJEt/mCXBcYYqu48dh1Gfap4dUSeW4SOJm8oIRtIJcMAcgfj+lAGhRWJDr0sl55B024VRdNbPISMLgZVvcH9Kui/K3Pk3Fu8O92WNs7gwAzkkfd/GgC9RVO/a4Nuhs3QP5qbi3Pybhu/TNXKACiisPW7m7t7i1gtpiHvJViQAfcA5Zvy4/GgDcorN0x7kz30d1cwzMk58tY+scZHyhvfrWlQAUUUUAFFFFABRRRQAUUUUAFFRojK7sZCwYjCkfdqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKep2kl/ps9pFctbPKpUSqoYrn2PFZy6FeJ4YfSE1iZZ9oSO8SNVeMAjGAOOgxW7RQBh33h7+0NU0+7uLsyRWaEfZ5IlZZGIxuOehrPg8IXdlpV1Y2WuTW6z3QnQxwqvkjdllUDsa6yigDE1nw//adxBeWt9NYX0KlFuIlBJQ9VIPBHAqKPQL6CwtoIdduvOjuPPnmdFJnGclT6DHHFdBRQBR1fTzq2j3en+e8H2iJojKgyyg8HGfasg+FZuSusXUZzARsUADyxjB9Q3cV0tFAHFXvgWaW0urW01XbBcTPN5U8AcIzDnaQQRzzXRWelNaeHYtK+1SOyW/k/aDyxOMbq06KAOLh+H0cVvDAdXuzHHpr6bwqglGOd2fXgflUlx4Ga5aMPrd6I4lg8pRj5ZIuj/iDyK7CigDlIvBS29zC9vq99DBDM0sdujAINwO4epBJyPSrekeGpNL1H7S+rXl5GsZjhiuCDsBOT83U10FFAHP6h4aa+8T2OuJqVxBJaIYxEgGx1Y5YH64FNj8L+RrMt5b6jPDaSyGaSzRRtaQjk7uvOBke1dFRQBydt4GtoIGsjqF4+lqCILPdgQnOchupwemelT3Pg20u7e6jmvLx5Llo2llZwSwQgqvTAHFdLRQBg/wDCNk3MkzaldnddLdKmRtQqPugelVn8GW7XVvMNQvMQXjXgjLKQZCMenQdq6eigDmn8Iqwt5Y9Vvo7y3V4xdBgXdGOSrcYOD09KQeDoo7l5YtTvV33EU7KWDZKKFA57EDmumooA5JPA8cUv7vVr5LdHd7eBSAsJYHdj168elPfwTDPBJDdanfTxy2i2sgZhltpyGz2NdVRQBzsnhKCdRDc399Pb/Z2t2ikk4YMckkgZz0wfaprbw1FbziZr68mkzHlpXDZCfdXp0zz65rcooA5278MzS6d9ktdWuLUmV5WdY0bduOTkEYOD0Na+n2S6dptvZLI8ghjCB3OWbHc+9W6KAMG30nUp7NI9R1OZZo3kAe1YKJEP3dwI6gU1PCVktzHKbi7ZBIkrxNLlZZFGAzccngfkK6CigDFk8N2s0sxluLuSCXzM27S/uwXBDYHXue/eqFl4ItNO+0G01HUI2n8oOxlBO2M/Ko44GOPpXU0UAZF/or3pUrqV5Bi4SbCMMfL/AA/Q96S50CK6hu4Xvb0RXOdyLL93PXbxkVsUUAZiaLbosy+bcESMjf6wjbsAAAx24rToooAKrTWlrPc29xNEjTQE+Sx6qSMHFWazNR0eLUr/AE67lmmQ2MplRI2wHJGPm9R7UAWLTTrOxnuZraBY5Lp/MmYZy7Yxk1boooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuKvL/X7y2gm8l7V4NZjiKQSBhJBuCnd7EHP/wCqu1rBPhLS/NuJEFxH9ouFuZFjuHVS6nOcA8c8kd6AID4jvrm3hOn6Wk1yZZY54nuQvleW208gEkntxWtLqtvBozapOHigWLzGDqQwHoR61mr4N0lFYRrcxu0ss3mJcOHDSff5znB9K1ItLtItKGmLFm0EXlbGJOVxjBJoAoJrl19mhMtgq3M5HlR+cNrg88NjqB1GKyW8bTPcS29vpm64jilYxPLtO+MjcM4xjDDBrQTwVoiWxgaGaQZUo8k7M8e3psYnK49qni8KaRDAkSW7YSKSIOZCX2uctlupJPegCjDrGr3HiG9gtY7Sa0SyimSN5Cjo7BiA3yng4654x0o/4Sudba2n+xRTJezxw2bwz5WXcCWJyo24Csffir//AAi+li7F0kUkc4txb+YkrAlACBnnkgE4PUZNJD4W0uDQo9GWOU2cRzEDKxaM+qtnI6mgCg+pT3uo6a4uHt3hvJLa5ghfejnHAJx7Z7Vo63rjaZPZWVtbrcX165SGNn2LwMkk4PAFOj8OafFb2cKLMBZyebG3mtuLdyxzls981Lq+iWOtwRx3qOfLbdHJG5R0Psw5FAGZHeS+IIdOmt55rYLcMLhYX43ISChO3kZHtmt6efyRnypHG0klRnGBmqUGhWdq9obbzoVtVKpHHKwQ567l6Mfc1bubKK6eNpN+UDAbWI4YYOcdaAMW+1SPV9BuRZTXFvc/ZUuQqnZLGG5XI7dDT9VkudunmK4kiEdxEHKyZ8wEHKsPyNA8HaN5BgMUrI0PkSbpmJkTJIDHPzYJOM9Ksw+GtLgA2QNxMs+Wcn51GA31xQBT0zW4bxYt2oSK7XssCpLGoMhXqowOg9etSXGurp5u5ZBJNBDcpFKcj9yGA5GByBnJzSv4Q0eSJIzbuAl012pWRgRIepznofSrEfh3TYpNScQkjUTm5VnJVuMcDoOPSgCkniWaa5eyjsCt66zPbxSSbfMjjIAY8ZG4njg8c1Uk8X3KGzVtPW3lmjieRLl2UKznBTcFK7h6EjOR61q6j4Z0zVLW2gnjkX7MoSGSKVkkVcYxuBzgjrVebwZos80cjwSfJ5fyiZgreXjZuGcHGB19KANW/vHsrXzo7d7htyr5aEA8nGefTrWDqHiyWK+itbCyS6eUThS0pQb4hkr07jvW7qml22r2D2V2HMLEE+W5RgQcjBHIrHj8DaJDqTagiXInYPn/AEh9uXGGOM4yR1NAGT4g8UTz6XfxW0U1u8GlC/aeObDRsfup057/AJV1F7qZ03w+2oSRvM0cKuVUZLEgf1rKk8AeH5bCOze3mMSRGHPnvuZMk7WbOSOe9a95o1lf6ONKuEd7Xai43kNhSCOevYUAZFt4uWa5hjMCbJb0WissnzA+XvJKkAjBBGD25rITxReahrlrc6cN8b2Nw32Uy4R3jfHXHB6810Fr4P0e0tTbxwykNci6Z3mZnaQDAJYnPTjHpTj4Q0T7ILZLIRxqHVfLYqVDHLAEcgEmgChbeL5by90+OG0jW3u0VhJLIwyT94KQpUkEYwSM1BDr2rXOhveIkTgX5g3RybCEEm3upB7frW0/hjSpJbdzA2ICrRoHIUFRhfl6cVHJ4S0eS2urfyJFjuphNKElYZYHPGDwM84oAkGsTfbbyMwwrb20qReY0vJdtnGMccN+dVItem1K+MVq0VuLfUJLWRZWyZgqZ+Xj1/lVm88KaPfTX0txbFnvQomO8jJXoR6Hgcj0FMfwhorxGM2rAfaFuciRgfMAxuznuOvrQBFa+JnuNR8trTZZtcPbRzAszM68EkBcKMg9TVnXddOimItau0Lqxa4IPlxkdmwCRn1xinDwzpi6x/aYicT53bfMby9397Z03e9JrXhrT9faFr37QDECF8mdo8g9Qdp5oAzp/Fk0BwLa3lIsxenypyQYgQGIOME8jHr7Van8QTJaTmOGA3QkiSJGk+UCQgKXOOD1yBnp70l14M0S7BWW2fa1oLLCysoEX93g0N4M0Vvte6CUrdLGso85sfu8bGHPBGByKAKMHiLzZvtF/dJZyWE0trcwhiY5WwpDDvgAg+2TW5d33kT2z+YSrRSOURlw4VQc88/lVL/hDNCZIlks/M8pJEVpHLE7xhiSepI71NbeFtJtXtXjtyTawmCHc5bYh6gZoAozeMBANRDWLu9rbJdIiNkyI3QdODn61s2F/JeyzKbV4kiO0s+RuOAeOORz19qhu9BtJ45vIRYJpYlhaVVBOxTkDmpLCxura+vbi4vDMk7L5UWMLEFBHHuc8/SgDKk8UTR3EUB00+ZJdyWigzAbmVd4I46FQfpWpY6ob2C1l+zSIs0RkZiRtjx2J9arJ4V0iO6W5W3YTLdPdhvMb/WspUn8jirEeh2cVrFar53kRw+T5ZlYhl9x3PvQBXS/vk1nVY3CS20UUb20akAnI5yT71ejurmRdhtSkoCltzfJz1APcj6UsmmWkvnCSEMJoxG6noVHQVJZ2kVjbLbwbhGvQMxYj8TQAyQ/6TEzyOsihisasdrjHeqllqi3t2lrOsaXBt0uRHHJuwpJHUcEZrTeNJAAwzg5qGGytbd1eKCNHWMRBgOQg6Ln0oAs1j+JJLuLRnex8oz+YgCyZww3DI4IOcVsVHJFHKFEiKwVgwBGcEd6AGQXCSs8avGXjwGCuCR9R2qeokt4Y5nlSNFkf7zAcn61LQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFICD0IP0pa4DQtfeyu5IXMKw3OtXNsF3EkEJuB56cqePegDv6K4q38Q6xNYTz+bpTNJZie22TjAYswxk9Rt289M5FbXhvUn1GC48y7S4eCTymxHsKkAZB5IPrkUAbdFcbJ4h1I6hcyxSW3lW08kRsXwJHCrkMDnJye2KdoPiVriG3bUdSt/PuoBcmOOPC265wVZs+pA5xzmgDsKM1zTaldJp11GNUtJLiC4eJpAnzYC7goXOC4yO9ZUGreZd6Ndz6lFdyraXLbIco0si4zhc89xj1FAHbCWMymIOpkAyVzyB9Kkrz3TtUiU22vXuq2cdxNpzNK5TaOvAbB/hzVqbWNQt7S5EmvWKpC0c0d7IgCSK38BAJx7GgDuKY7rGMuwUZAyTjk1yeqXOs21gkY1qzjvN0lxHiIATxD7qckAHkZPpWNq3iJtUgu4r+5tbS3hFmQmc+Y0jK29W9AcgUAekUVzfjHUDp2jW06SBQby3U/Nt3KXAPP45/Cs+x8UXkuttBNcWn2c6hJZxqo+ZwBkNnPXt70AdpRXL+LtbvNKn0a3s7m3tmvrvyWluE3KBjPqOapWHi+aWze4u5raJIPOLkKSZVjYDcB0CkcZ9aAO1pMjGcisCee4u7/ybDXYI5mMU32dowxWP+Idc/N69sVzM+owwaJcC61dLkJrG0wsdjxgzkBcgj6/higD0amu6xoXdgqgZJJwBXAXPiTVP7YuGOo2dkILlrZNPlwWnTaSrqeu48EDpiqr+KZ9Y0kWl09u8Vzo0084C4KyKSuP/AK1AHpKsHUMpBBGQR0NOrz5vENzpvhC0ksb+z8y00ZLprd1LSPhQPXge9XLrVdcvPFMOn6ZqNjFEbSO7aOaEkkFsbQwPPAY/lQB2tMSWOQsEdWKnDAHOD6GsjX7xbBbC4nuxb24ulWUnAByrYBJ6DNcnaayNF8Q3otkgFve615UhzkuTFkkHPXIxQB6NTPNjMpiDqZAMlc8geuK5Hw9r95qeqQlrqGWC4ictECoaJ1JGMZz9c1neJLo2fjG6u9P1CG1urfTPMufMi3B1Ei7VJzxnmgD0Kmu6xoWdgqjkknAFcTD4qlfXrwtfW6wxXkVpFZyEIxVgD5mTy2c8Y9KtX2t2GoaFewXF/YzRT2k8g2McFQSF/wDr+4oA6sugTeXULjOc8Y9aI5ElQPG6up5DKcg1xFrc2FpJp1rcX6vayaRsUPLlJMZzj1OKd4M1cG8t9Kjnhe3ewFxDHF0iUOVwD3yOaAO23KGC5G48gd6dXJ65dOPFENvDdW8NwNPnkRmHzxEY5xnBB9PasGz1/Xri2t501yzeaXTPtzR+R8gKEAgNnoxJ57YoA9KqNJo5AxSRW2nDYYHB9DXON4iYa5JFKyxWkdnDcRcgGZnZl28++38TWRfT2cWmeJPKntrZUvY9/wAx27jtzuwRz1zQB31FcTc69ONcihi1uytUjuI4/scygNNGRyytnJz2rMm8U6h52o2w1e2m8+wubi3aJMeS8Tbdozy3GSc+lAHpGR60tcFb+IVh07w/freW9zENPkaXY2XLLGD8oB55BBrSj8RyDUmgkv7P7LJbxTRXIXhCx27W5xknpQB1dFczqPiBIRB5Wp2gP2l4nTOC4XgqCeAw6n6VZttXSbwq+o2c8l7sjYrIsWGcgnkLQBsTzRW0DzzSLHFGCzuxwFA7mi3uIbq3Se3kWSJxlXU5BFc1catZal4Wu4Ena/ZbYea6xnDFu3pn2rZvY7W30RxKZIrWGMOTANpAXngL9OgoA0aKYjB41ZejAEVz2sXHm+J9HtYrq7hkikaSRIoWZJVIxhm6AUAdJRVOC/W5aPyoZijMyl2QqFK+ufXtVygAooooAKKKKACiiigAooooAKKKKACimsCyFQSpIxkdqUcCgBaKKKACioYDMyN56qrbjjac/L2qagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsweH9IBDDTbXcJvtAPljPmf3/r71p1D9pgMbP58exThm3jAPoTQBnv4Z0OSBYJNJs2iVSqqYgQATkj6Z7VbsNNstKthbWFrDbQZLeXEgVcnqcCrKOsiB0YMpGQQcg0oYNyCD24oAqNpVg+pJqLWcBvUXatwUG8D0z1qKHQ9KtluBDp1rGLg7ptsQHmHOefXmtGigDNl0HSLhJkm020dZ38yQPEDvbGNx98d6dDoelQS28kWnWqPbJshYRDMa88L6Dk/nWhTHdURndgqqMlicAD1oApxaLpUIxHp1qg+bpCv8X3u3elXRtMS0W0XT7UWytuEXkrtB9cYxmrNvcQ3cCT28qSxOMq8bBlYexFS0AUb3SNO1G3jgvLG3nhjIZEkjBCkeg7VHd6DpF/KJbvTLSeQJ5YaSFWIX05HSrzTRJKkTyIsj52IWALY64HemPdW8c0ULzxrJKSI0LDL464HfFAEV7pdhqMCwXtnBcQocqkqBgDjHANVo/D2h2qAx6XZRKknnAiFRtf+9061q0UAYfiDw1aeI/sLXLups5hPHtAKscYwwI5GK0P7LsMxn7Fb5jRkT92PlU9QPY+lXKKAKMWkabBcpcw2FtHOibFkWJQwX0BxSTaLpdwzNNp1pIXbcxaFTub1PHJ96v0gYHkHP0oArHTrJp1naztzMmNshiXcMdMHGajbR9NZ2ZtPtSWUq37peQTkg8VepjukcbSSMFRRksTgAetAFP+xdLMJi/s+18sxmIqIlxsPVfp7VIumWCTxzpZ26yxLtjcRKGUegOOBTrO+tNRtxPZXUNzCSQJIXDrn0yKs0AV7qytb+IRXdvFPGGDBJFDDI6HBpn9m2O5D9jt8pIZFPljhz1Ye/vVuigCrDp1lb3D3EFnBFM/3pEjAZvqRSyafZyu8klnbu8g2uzRqSw9Ccc1ZooAoNo2mPfw3zWFsbqFdkc3lDcg9Ae1Qnw1oZxnSLI4cuMwL949T071pl1VlUsAzdATyadQBTGl6esUUQsbYRxAiNPKXCZ64GOKdFp9lBMJobSCOQJsDpGAQvpkdqkFzAblrYTRmdVDmLcNwX1x6VNQBXksrWabzpbaF5du3e0YLY9M+lM/s2xAx9itsbNmPKX7v93p09qt0UAYKeG408UyasJQYHtUt/srICqlWypX069K0m0rTnaUtYWzGUgyZiU7yOhPHNTRXME0ssUU0byRHbIisCUPXBHapqAKcmlafLdw3UljbvcQjEUpiBZB6A9qg/4R/Rt5caXZhizMWEK5ywwxzjvk1p0UAZtvoGkWohEGmWkfkDEW2FRsHPTjjqfzpv8AwjujC3eAaXaCJ5BKyeUMFh0P1HatSigCtJp9nNH5ctpBIm7dteMEZ9ee9ToiogRFCqBgADAFOooAYkaRrtRQo9AMU+q9xdwWvl+fKI/McRoT0LHoKleVIygd1Uudq5PU+goAfRRVRtQhW9e1Kzb1TeW8ptuMZ+90z7UAW6Kz9K1e01q0N1Yu7Q7ym542TJHBxkcj3rQoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvIdbSGeLxT9heA2Es3kXkUDbljBUH7QR/eVsggdQPUV69VeOytYg4jtoUEnLhUA3fX1oA459ansb5rO3uRD9mngt7bT1jXM8ZC7mGecYY9Om2qena5Ja6EqvqMkXmajJHdzSR/NbBmYgdMZ6cmu/NtbtOs7QRmVRhZCo3AexpTbwsrqYYyrnLAqMMfU+tAHE6prs72dktnqpFwHLDaQrTRg43YKkN/ujrXQa9d3Fv4akuLecwylFHnNHkoDjLbR3AOa1jbQEofJjyn3DtHy/T0qQgMCCAQeoNAHDQ6hqEdzHpo1pzEbh4Y7l4wZHTySxJOOqtjnvmt7QtRF94UhvLq6juP3LebMq7Q23IJI7dORWx5MWQfLTI6fKKFhjWMxrGgQ5yoAwc9eKAPKdP8XQad4dhttIuX2nSjPDbYV3iw+C2cc4Bzj2rW0vXpmtXhXxP58RuoY47t4QW+YZZD8uAT29K7qPTrKJw8dnAjBdgKxgED0+lPW0tlTYtvEFzuwEGM+tAHn0urLqWq+F2mu42uxeXcTFPlYYRwBj1+7+lZuk3LeR4bt31C6NxHd3ZmknX54v3cvPTnHB+pr1M2dqZFkNtFvU7g2wZB9c04wQlgxiQnnnaO/WgDG0fWluvB0Ory3CNi2MkkqgkZUcnH4dK5xvEM8uiXs0GuYSeOGa3nliAZFfrjHQdgT0rvVhiSLyljRY8Y2BRjH0pgtLYJsFvEF27duwYx6fSgDz+11vUJoNNgbUb2MPfyW0srorEqEyMMBgjvuxTINa1q/8ALs5b6W3XazWt3t2m5AfG4jHOB/D3rttQ0Gx1GexmkEkb2Unmw+U+wA4xyB1FaPlRnb8i/L93jp9KAOCbW5JddEdzrc9nd+dCsdmsDbJY2UZI46kk8npisjT9dntPCFrCmqlLqK9mjuxcu0bOcuQokx8p6HP+NeqNFGzhyilx0YjkVHJZ20qMslvEysckMgIJ9aAMWw1KabwR9utHluLhLVmjaVfmkdQcHtnJH41xMGs3Nzp99HdaveXVrPpfn3Uhj2/ZZScbFwOM88V6qqqqhVUBRwABxTRBCFKiJArdRtGDQBkaKsdl4Stzp/8ApGy2DIeAZG29/euIt/EWoNYR3FvrslxNcCNb6FoDmxLOAzDj5QoJGD1xmvUFRUUKqhQOgAwKjW2gRpCsMYMn3yFHzfX1oA5NNZctEpvLiKxima0Fyw3/AGrdGCrg44w2QD0zSWXidbex0u3luJvNnspZzJcRkuNg4LY79eK68RRiMRiNAi9FwMD8KDDGTkxoTjHKjpQBxR8TTCO9/wCJqqqbBLpJ3g/1RY44QDkd+SadB4ht7iyu2n8SxxC0uYwJkUZIZQdrDHQnNdkbeEjBijwRj7o6elRDTrJd2LO3G7G792OcdM8UAczqWoJH4o8OH+0ElhupLhozsBBHl8BWA457981T8Ka/c3OtxW13rP2wXdq1wsZjVQjByCowAeAO9dsLaALGogjCx/cG0fL9PSkS0to3DpBErjowQA0AcZ4t1D7JrNwYNSktbiDTWuNsaZJ2tkdRjnpiop/FV0bq1uYtUj+ytc2sU8QhACLIuW+bqTn06V3TwQyEs8UbEjaSyg5Hp9KaLO2ChRbxBRjA2DHHSgDkF1LWYb+4svtMly2mrLcT4h2mZWB8pFPQ98n2FWfCl1eXE8c8mpSXdvd2izlZUIaOTOGAGAFHOMe1dXtAbdgZPfFCqq/dUD6CgDgdfv7TRfEep3KXclpfyRQNGscRb7QRldp4w3Ue461LpPixrme6tnumk1eOeYfYPLIIQZ244x2HJPeu3eGKRlaSNGZTlSygkH2pBbwrOZlhQSkYLhRuI+tAHCXOu3Oh2FxdTarJey7ole3ccws7YPKj0P3fauj8NX/2q3vLdr43j2dy0JlYYYjAIz78/pWubaA7swRncQx+QckdzT0ijjLFEVSxy20YyfegDiLrUby31C2MOpXhkbVHhMBjDq8WAW6fdCg5B6/nVWx8WtfTXIstbR5GsopUM8WEV9+08AcZGMjPGa7Wx0iz06a5ltoypuJDLICcjcepHpnvU6WVrGMJbQqOfuoB160AckniVbawmv7q9+zxreOis7mSObA6BtuVXNUNW8RXt/DaXI+06day2xlgOGIknDcKdvzEY5A6Gu++ywGLyjBH5f8Ac2DH5U/y0woKLhfujHT6UAYT6v8AZdJs2vhI07iIti2Zjk7ckgdDk/hTdfubi21vQ3js554POcStEM7CUIXI9Mnr7V0VFABWXqGoxRXIsnhvGZ03mSFDtAB6FvU+lalFAGB4RZv7CWNopojHK6hJYthA3Ejj8etb9FFABRRRQAUUUUAFFFFABRRRQAUhGQRnHvS0UAMiQxxIhZnKqAWbqfc0+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKr/bbUX4sfPT7UY/N8rPzbc4zj0zVivPdQW7i1DxLMhc3ZmtuIG/fCzGNxQdc5MnT+dAHdW17bXck8cEyyPA/lyqDyjYzg/gRViuFlkilundBq72c7k+bErJsbyk2ZwNzDHc98g0wS6rEbN9XfVVZ9PVAbSItibd8xYKD82MdRjrQB3tFcitxdC7gt3t9UWP7W3mkhmDIy8HIGAuew6Vn6AhfTDZXk+rreTfaNjlZBtjVvlAYjA4Ax3NAHfUVwFi15fX9o+oPfsn2GJ7FlV1zMobzC4GBu6YDcHmtCK9v31CwnNrqKAXc8EgKNt8sZ2ll54PGGoA6uGeOeMSROHQ9CDWRN4t0C3laOXVbZXVmUjf0K/eH4d6i8JXxv9KaV7Ge0k3kSLKhQFu+0EnisLU0tNP8AHulRrpk62RgmjlkjtWMW+T1IGOe9AHZvqFpHYC+a4jFqUDiXd8pU9DmmnU7EWsl0buEQRnDyFxhT6H0PNY/irS2l8JS2FhbkBdgRYVy0Shh8yL3KjkD2rm57S9uvCOoyXNnJeRB5RFCbIrNdSDascrqOhBB5xyADigDstR8SaLpNwtvf6lb28zAFUkcAkMcD8zWjFPFOX8qRX2Ha205wfQ1ympaZ/aN3oczabl7mWN76UIfkEalkU7hkDefapNGcQeK/E0kOBZRmNnVQTmbZliPwxx60AdZRVHSdUttb0yDULNma3mGVLKVPXHINcPe63LbXcwu01mGDzriB3aF33AplSu1cYyODQB6LmqNjq9jqN1eW1rcLJNZyeVOmMFGxmvPN+rnTLqOyGqoX0+1uJZZA4d2DgS7cjhtg6Drn1rd8FyiTXvEDxWt4lvJLFJFPdRurSjYAcFuwIIAoA7WopriG3geaaVI4kGWdjgAe9eZTXepnU4ZdNGtxv9tuYZI7pXMe3b8pPoucYNVPsU914e1G2TTdYEP9nsb2O48zdJcBgfk3E5PXpxigD1pZEkRWVgVYZUg9adkZxkZryqeGa6ktktoNXsbKTTwNNYxys0U+7J3Lng46buKkJ1EeObO6az1K6dZ44ZBIJYxH8gDSDGY2TJzj170Aeiarq9loliby/m8qEMEzgkkk4AAHJNWPtMX2b7QGJj2b+BzjGelcz43haePRlSG5kddSif8AdIzBVByS23t9axbcaqviq2d7XUBqBvpBdS4cwNagHbtz8uOn+1mgDqLfxhol0NPMV3n+0JGitgUILsvUdOPxrerynT5TFpmgrNZXqy/2xM6qYHGw5OC3HArR0mHxBd3lnHMuo280iXK6k8uQgznyyh6Zztxt7ZzQB6J0pa840mx1a4l0q1uZNQL+eHunlZtgFvlcg5/5aMVYDHrXSeI1ujfaecXX9moJXufsrEPuCjaDjkjr074oA6OmSSJFG0kjBEUZLMcACuM0C81K1sEOoLqs12llv8vyR8w3nb9ZMYyM1teJwbjwhfEW0k26DcYeQx6HHHf2oAvJq9jLqv8AZkdwrXfkC48sf88ycA5+pq9XBTa2wuX1KCyuobWLSwUdrRg2/eu1cAbj0Py1Wu9S1i41cpE93HeRanC9unktsltGQBvbjLk55BA9qAPRqqXWo2llv+0TojJGZWUnnYOpx6Vh+Jrq9ttV0f5pk0t3kS7eHO4MVwmcc468jvisW3nnLwzXmk6m15dWEkSykMwjALYVgB1IwcnrmgDuLG9t9SsYby1k8yCZd6NjqKsZHrXnHhzVTaeH0t9OsNSnuUtY2lEquFHzYZVzgZAyeKl8QPdXGjyGxXUTm8hNkYIXQopPz98kY3ZJGORigD0OiszSbWKx0oLby3U0TZkTz2LOAecfNz9Aa88N/r08V4bKDVj5llEFiuA24MszeaM4ADbMdOvbNAHodrrlleXmoWkJkM9gQsyGMg5IyMeufam6X4gsdW06O9gMixSb8eYhUjacHIPTpXFS/bLLxJPfQaVqlxp0kkXm+WpLMFjAXAPLKDnPP1pLO1ukitLP+xNTRZrO5WVXOEDuxIDYOAfftQB36alau1sqyZNwhkjwOCoGc+1WgwYAgggjIINcPphvFh0JLzQr2NFtjZy9G2AhRlsHOMj+tT6f4e1CC6aO3uJ4LWxjW1tFnbcJELqzscHn5RsGeeDQB2dRzSCGF5WBIRSxCjJOB2peVKqFyOhOelMuiRaTEKzHy2+VRknjoKAKWm63aapYWV5b+b5V4CY90ZBGM5z6dO9adc14HWe38J2Frc2s9vNGHV0lTaVO4n+tdLQAUUU1WyWG0jBxk96AHUVDNK8fl7IXl3OFO0j5R6nPapqACiiigAooqHfKWkAh+7jaSww3r9KAJqaXUMqk8twPekYFsYYjBycd6jgSVVkMjli7llVgPkHpx9M/jQBPRVEw3VxEsN15flujrN5bMpySNu09uM5q6AFUAdBxQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVI6XZnVxqnkL9tEJg83vsznb+dXaqz3qQq5EU0pRgrLGuSM9+e1AFrFFRtNEsYkaRBGf4iwx+dNuLqK1tZLmVwIo0Ls3sKAJqKxtI8SWes3E8EMVzBLCquVuI9hKt0I55FarTRLGZGkQJnG4sMfnQBJRUT3EMfl75UXzDhMsBuPoPWq8GpQXF3eW671a1IEjOMLyM8HvQBdorL1DXLTT59PiffIb6fyImjG5Q2CeT26U7V9Yh0aKGW4jlaOWQR7kAO0npn60AaVFZFn4gtbzV7rTBDcxXFtEs0hlj2rtbpg5+v5GtFbmBofOWeMxdN4cbfTrQBNVeKytYEmSKCNFmYtIAv3yepPrms+XX4LfUprSaCZI47Y3QucDy2QdcHPUcVHH4r0ySTTxvZI76Bp4pZAFQKMcMSeDyOKANiGGO3hWKGNY40GFVRgAVJjNMaREiMrMAgG4tnjHrXN2Hjew1DUYLWO0vljunK21y8OI5cA5IPYccZ60AdPRVG+1aw06xnvbq6iS3gGZG3Dj2+vtU4u7dvLxPFmX7g3jLfT1oAnoqBry2SfyGuIlmwD5ZcbsHpxThPCwYrKhCfeIYcfX0oAloqH7TB/z3j64++OtSK6OSFZWKnBwc4oAdRVW5v7a1trm4klXZboZJQCCVAGTx+FV9G1mHWtNW/himhhYnb5yhSVH8XXoaANLA9KKxP8AhJ9Pa402KIvKNQZ1ikTBUbRk5OeOla7Sxrt3SKNxwuT1PtQBJRUNzcwWVtLc3MqxQxKWd2OAoHUms628Q2lxfC28q5i3RmRJZY9sbqMchs+4oA16Kp6hqVvpthNeTFmjiwWEY3NyQBx+NV9T12y0qCCa5L4mkSNQi5YFuhI7D3oA1MCkwKhuLqO3hlkIZzEhZkj5bA9BUFtqttdWlncpvVLsAxhlwRwTg+nANAF6imJIj/dZWx6HNIJomUssiFQcEhhjPpQA8ADoKWmqysDtIODg4PenUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFcMUt3ZZFjIGdzDIFS01wWQgYyR3GRQAIdyKQc5GcjvXJSX3ii31TV4U05riDz4ntJSw2mMlAyY65++a65RhQDjp2paAPOr/SNRCkQaXcvYW2oSubQMCZAyja6g9QG3ce9bul2V7aeBXtZLOSa48qQLbTSAlgc4UnoOD+FdRRQB5bqFrqVh4Z1BvsU9jaqkKoks3mSBw4ztI5CYq7qul6zNqbX0FhK+lpcE/YlYbnyjDzQD1+Yg4PpXobokiFXUMp6gjIpQABgdKAODfRrq38O2+nzaRdXyeUI4yLgCaJt5IJbouPl5HTFMu7S++z+IrZfDlw8NxNE42T4NwBtDHPr8p47ivQKKAPLR/bol0y2HhW5ggtNU+1J5TKVWIhuD/tDdzXTeP7W9vtBggsrGe6c3UTusTAMqq2Sa6yigDzy/wBP1O5j1q3t9JvEWRISkjygtOqHLR56jO4j86Y1vf8A9lp5vhq8uIJbwsto7qDEu0/NtHHLdj9a9GooA8y0i31uZdOsbzSb+NbbTri1keXaUdmA2g47DbgfWrUml6pqWgWNte6EHMFnOjo7qGZyoVTxwMnmvQ6KAOd0/S72bwHFpV8TFeNZ+S5LbtrYx171l6VP4jFvY6PcaCkC2sW2a58wMjKq4Xy8c7jx9K7aigDx+LwzqNx4cvbE+GJYjNZKWjecYkmSTPJ65Ixg1oXei6vLI5m0B9txBCLP7NMA1gynJUk9OxJHqRXqFFAHlRe3/wCEs1CO6tpvtf24R28okBbcYgBlepUdfStO00bVEubknS3igj057eSPzgTdyk5DD/E13f2S3+0faPs8Xn/89Ng3fn1qegDzePSLHSvAtrcX2mpaapAqtDFPOSZJkyyjIPOa63w9ph0/R2drZbe9vC1xcojlgJW6gE+nArUntbe68v7RBHL5bB08xQ21h0Iz0NT0AeUpoWvpo3z6O/2u2sZ4Lgifc168gwCOxAJ3Emu68O206+D7G0ubVraZbURNE/JU7cc4rcooA8103Qb4aZo2m3nh5itlJNmUSgA5DYPqM5Aq1cabqEosDJoMrf6KIkXzwWgcN/EemCO/WvQKKAMXXtHl1rwndaV5qrNNb7N7jcN2O/qMjmuZ1SDxNq9nFbx6a0ASzeOaF5gIpZBtwBjkD735CvQKKAOCt7PV1tNamn0WXN7JCYrdZ1YgKqgnngcrVS80nXZr69H9kea9zcxTR3JlA8uEEZjOe49utekUUAcJHb65Fq0ss2kyBrZ5ZhPbzDbdblIUFeueRx2xmprOTWDpHh2CbRJ/OR2+1rvAWPCMvPqCW4rtaKAOBgsdRtrdYYNDuLa6k0+WPfHclkRwTsQnvx0btVD7Bq39hfudIv4VWeIpbKVDRMCSXUfxD69a9NooA5DS77xJb2Fj52ixl7i9KzhTtMUJ/wCWjD19q6+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqNZkaVogTvUAkY9akooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkOSCAcH1paZKHMLhDh9p2n37UAKoIUBjk45PrTqhtRKtrEJ23ShBvPqcc1kS6hqN7f39tpZtlFoqrumBO6UjODjoAMfnQBu0Vzdh4ik1KO2aFEQy2szseSFkRgpUHuAc5/CrfhvVpNU8K2Oq3mxHlgEspXhRxyfpQBs0Vix63Neabe3Nnp8++JSYBKAon44Kn0p9mdUn8OK8s6xahJHu3yRYEZPYr7UAa9FcZba5rNtrdpaXE1vqIurZ7jy7aIoY1VeGBPXccD8a2ZvEdtaw3D3UM8Jgt0uHV17NwFHvkYx60AbVFZmkazDrEcrRxyRNEwVkk68jIrToAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQjIIzilooAao2qASTgdT3rh9dvLiz125+w2OsxtOojnktbUSRv8vyuD6jP6V3VFAHlsGtxWAsYbLSPEUVvYRSQMG08uZC+NzE98EZPrUuj68NC8NnR59H17UrVFMZnFgUyjfw7evAOK9NooA8m+3tc6XPaQaV4n8r7ObW3c2eDEuc5xkZPbNdEuv6gfD0dqmj64LgxmLzltAGXHAbBOK7eigDzBft0a6Yjaf4jlaw3xmYWqK00TDGw88DgHPtVK3snkt7iC40/wAU3GbNbUedbrkBZCyEHPJB9euK9cooA850BdRubV9KmGv2slw4kW+e0SER7cfLxxz716IgKoFJLEDGT1NOooAKKKKACiiigAooooAKKKKACiiigAopj7iPlIByOo7U+gAooooAKKKKACiiigAooooAKKKKACiims6oAWIGTgZ9aAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFIrBhlSCPUUtABRRRQAUUUUAUNavX07RL28jXdJDCzqCcZIHFcxFLrAe70f7ew1CLToZreZnDLK247mYY4ywK9TxXWajYxalptzYzDMVxE0bfQjFc8PB2y3nuVu3bWZrIWb3bE7NuMZCZwP8TQBv6XdPfaVa3UqBJJYldlByASOauVXsrWOysoLWIYSFAi/QCrFABRRRQAVxHjHxDfadqlklhJIIrXFxdokRcSITt2Fhnaf4ua7esSfwppFxHqaSW7Y1MYu8SEeZ/hQBpTXQTT3u418wCPzFXcBu4zjPSuIHjO/1HSNT2xQWc8IjCbpGRxvbHKsv5EZBPSuut9C0+10IaLDEVsREYhHvJO09s9ayrTwD4es7C6sltHlhuo1ikE0zSHYv3QCTkY9qAK8vi66gur+2+xQMbO5toA32jh1lONw46j0rPvdb1TUNe0V4oBbW41Ke3jX7QczbY3HzqBgDcvTmtyTwP4elEW/T1JiRI1O45wn3T9R2PWpJfCOk/bX1C3tUjv9zSxTHJCSkY346Z9fWgCn4f8AFdzrl/HaixjRo42N7iUk28gbCpgqMkgZ7Ul94wNtqmpQxQwm00pUN3JI5Vsv0CjGOK0fDmhSaLb3LXV0Lq9u5jNcThAgZugwB0AFXpdJ0+eeWaWzheSZQsjMgO8A5GfXFAHL+FZdVv8AxZr93f3ZaG3lEFvBFKTGqFQwO0jrjvnvUuralf3TeKbCG48lrOyjktmgbDqxVzkkjrlRW/Y6LY6deXd3bRFJrpg0x3E7j64qG88NaRqF9JeXNkjzyw+RI/QunofWgDm7XxlfW1pJp8mntLqUAtYojLKAJmlTO5yB8uMNnr0ro/D2p3mp2MrX1qsFzDM8LhchXKnG5c84NR3nhHRL+W7kubFHe6RUlOTyF+79COxq/pml2mkWv2eziKRlixyxYknqST1NAHF6Z4u1MaKm8W9zqt5fyw20bvhQqnknAzgAdOprSfxTqpSzs00qJdWnSV2ikm+RVjOCQQMnORgcdauN4G8OslwBp6IbiUTO0bFWDj+JSOh+lTXPhDRbu3tYZLQj7IxaF0cq6knJ+YHPPf1oA52x8Vy2+qXs0ttMUkuLOJka43rF5y4wMZGQxAI9Oa0dN8W3moX1rD/Z8aQ3MlxAsgmJKyRMQcjHQ49a0W8IaG0rSGyXc7xO2CQGaMYQkeo/wp9r4V0az8owWSqY5JJUOTkM/wB4/jQBgaT4hvLbSdKskU3+qXgmkP2i4GFCHkbgOecAACrA8W6s0cMp0WKNPLR51a7UshZtpAABzjrnvWqvhDQVsorNdNiWCKRpI1HGxm6kHtmg+ENCKsv9nxhDEsRQZxtU5Ax7GgCHw/5665r8clzLNEtwhjWSQt5eVyQPQVUvBex+IPEDR3T7X0uNoY/OI8tx5gJA/hz8vOO1bVhoOnaZfXN5ZweXPc485gx+cjoSPWoH8K6NLqd3qMloHubuPy52ZiQ68cEdMcfzoAwrfVrmw8nUrnUjJp0GkJMY3OWnbDFjyR83yip4/EusR6dd3s9lZSoLQXlssUpG5e6MTnnHcDFa0fhTQo/sm3TIP9ETy4MrnYvPA/M0weDvD62t1bLpcCw3X+uQDAb2+lAFBvEOvf2bBc/2PZq87Aor3uAUK7s/dyT2wBU66/I1s+ohsxjTxdGzKFWU4Jzu756frU9z4P0W7sbKzmtWMFkcwKJGG3IwRnPIx2pIfBuiQS27panMFu9sgaRiPLbqpGeRzxnpQBWuPF5tbK9vZtPk8i20+K9+Vxk7wfk+oxUbeJtYTyojoA+03Ls0EZuRgwqFJZjjg/NjaAeatyeCdAksrmzNjtguIVgkVHYZRc7R14xk1P8A8Ivpf9nWtkUmK2gYQSmZvMjyMHD5z04oAn0vVhrGiR6hbwSxmRCRDKNrBh2P40mm3k9xpNvOI2lldctuYDnPOSB/Sp7PS7Sw00afaxmO3ClcBjnnqc9c+9UYPC2mW9ukCLOUSFoF3TMcIxyR1oApeKby8FjMLaZ7I280BS5V8hiXAKlQORio5vFElpd3kCwy3NydQSzghdlRNxjD8MB0xknOTnir1z4Q0e7nEskEgIWNQElZV+Q5Q4B6j1otfCGjWb3jx27s15P9olMkrN+85wy5PB57UAaWm3c17YpNPbNbTZKvExztIOOvce9Ravqa6PYSXsqgwRqS3zYOSQFA+pNWbS0hsbdYIFKxgkgEknJOTyaW6tLe9gaG5hSWNhgq4yDQBFYXNxPCouoBDPtDMqncoz2B7mrlZtholjpyKtvE3ytuDO5ZvzPb2rSoAKKKKACiiigAooooAKKKKACmsWCkqMnHAzjNOooAhSbdcPEQAVQN94EnOe3XtU1VLLTbTTkdLWBYw7l2x3JOT+tW6ACoY7hZJ5YQPmjxnkd6mqJbeFJ3mWNRLIAHcDlgOmaAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApDnacYzjjNLRQBHCrrEok27x12DAqSiigAooooAKKKKACiiigAooooAKKKKACiiigCPzY/NMXmL5gGdueceuKkrzzxXcT2HjUXen3Vtb3aaU8j+cM71VwcY/rWoni6H7ZLLNqthHap9nUR9SDIOrN29qAOvorzpPFuurrGpaeBBK+lpcXF0/lEAptBhVfc5OT/smrPgrxHqGqao0NzqFtfQT2i3SNHtVo2LEFdoJO3GDk880Ad5RXn2u+Jr2z8YSwrrNla2lm0KtaSr80wccksemO2K1/HOt3ejaFb3Vjd29uZrqKFp5l3KqucbqAOqory1/FmsT3dzpcWs2lulmsrf2lJDkXBQKQMZwPvc4Papbnx7qtpY2NxdxCH7Taw3irHEWPlq2J+PZSGHtQB6bRXmMviXxFOtnA15DZy3NpPqMMhjAWRQ37uIknAO0gmtiHVtW1J9Ogi1mys9QuoUuXs2j34UY3BWzyDzzQB2m9S5UMNw5IzzQXVWClgCegJ615xYa5JYX8twJomWfXZLWaST5tsRAwAc8DNWLTU21C98PXl7PC9wmoXVvlX2AgB1A29z0oA75JEkXcjKy5xlTkZp9efHV20Hw4b3TzD9gt9Uk+2iM79kLSHLA+xIJ/Gum8PnU5/DqTancD7VOGkDKmPKVslRjuQCKANoEMMggj2pa80tdXfSfB2mix1a3Ly3bWryNyu5mOWJJ4xjp70++vPEVpr2jaK/ia1S4urZzI5hGC6n5SB78DFAHoxdVBJZRt65PSnV5X4pfOl+LlTV4/tyQQPKYCcqACGUrngZ78da0p/Et3HcW91a6/YXVhAsPmoAqFlZ9rM5J4GORjqQaAPQqarK6hlYMD0IOa86TxPdpeQvDrcd3bXE93axgRqcSKCyHIPOAMY78VueAdQOoeEoLpr5LuQjMixx7RE2OUwPSgDqiQBk9KhW8tpNmy4ibeSFw4O4jqB615uviTU7/AE7UDPrFnCs8M5KsVU223IA65+ucYpthZ6Za6lpNxaJazNZaK1ykMcmd052fMAOucHmgD1GivPdG8Z3ctm0l9qWmzh7WOXzLbrAzPtYsuc7V3Drjoapaxrl8mvaLG/iTThaxXsqvMq/f2xg4YA4yMtxnHSgD0+iq0V7bTXDW0dxG86IHeMMNwU9CR2BrC8Ta5Lpt5ZWlve2ttLOsjnzkL5CjPQdB6ntQB01NLKCASAT0Ga5GLxFLc36NBrmnvCgt/NhWEnPmnA2vnnPOOPTNVtRuzL4k0p769gIXVGigigyroPKfAfPXJ56Y6UAdzRRUN1dQWVrJc3Mixwxrud26KPWgCaioop4Z1VopFcMocbTnIPQ1LQAUUUUAFFFFABRRRQAUUUUAFFQXcskFq8kUJmkUcIOpqegAooooAKKKaFIctuOCOnYUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBqIEUKM4Hqc06iigAooooAKa2Qp24J7Zp1FACDJUZAz3xS0UUAFFFFABRRRQAUUUUAUbnR9NvJnmubG3mldPLZ3jBJX0J9PaoT4d0UuznSrMsyqjHyV5VTkD6A1pkgcmmLNE0hjWRC+MlQwzj1xQA1baBZ5JlgjEsihXcKMsB0BPfqajtdPsrEsbSzggLfe8qMLn64q1RQBn3Gh6TdXTXNzptpNO2MySQqzHHTkiq+v+HbPxDpkdhdNJHDHKkq+VgYKHIHIIxWxRQBU/s2x+zrAbO3MSnIQxLtz64xjNSSWtvKytJBG7IpVSyg4B6gfWm3d9bWQiNzMsfmyCJN38THoKs0AU59L0+5ghhuLK3lihwY0eMEJjpgHpQ2l2D3y3zWUBu0XasxjG8D0B61PPPFbQPPPIkUSDczu2Ao9SaWORJolkjdXRhlWU5BHqDQBBFptjBE0cVlbpG5yyrEoDH1PHNR/2LpfmCT+z7XeHMgbylyGOMsPfgc1ckkSGJ5JG2ogLMT2Aqtb6nZXWmrqMNzG1myFxPnC7fXJoAzrrwrp88EVtbr9itBIXngtlVFuAc/K/GSMnNbexdmzaNuMY7YoVldAykFSMgjoadQBnvoekyBA+mWbBG3KDAvB9elSvptjJcLcSWVu8yABZGiUsoHQA44p95fWunwGe7uI4IgcbpGwKZBqVjdXDQQXcMsyruaNHBYD1IoAQaXYCSaQWNsHnGJW8pcyD0bjn8ahn0DR7rd5+l2cm+Pym3QKcp/d6dOBWlTPMTzDHvG8DcVzzj1oAqRaPpkHl+Vp9qnltvTbEo2tjGRxwccVYt7aC1j8u3hjiTJbbGoUZPU8VNUXnRef5Hmp5uN2zcN2PXFAFeTSdOlaZpLC2dpv9aWiUl/rxzTYdH0y3uEuIdPtY5kUosiRKGUE5IBxV+q9teW17G0lrcRTorFGaNwwDDqDjvQBBb6Lpdo1y1vp1rE1yczlIlHmH/a45pg0DRxAkA0uz8qN/MVPIXCt6gY61pUUAZdvodpba9d6ygb7XdRJC/I2hU6ACrN5ptlqIQXlrFOEOV8xA2D7VbooAzLTw/o9jn7JpdpBkqT5cKjlfunp2pz6FpMl818+m2rXbMrmYxAuSvQ568YrRooAKjlijnheGVFkjcFWVhkEehFSUUAVbfT7O1l82C2iifYI9yqAdo6D6CrVFFABTWG5SMkZGMinUUAIBgAZJx60tFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFQ3UrwWk00ab3SNmVf7xAyBU1FAHki+JNX1jSbqAaqLhrnTpp5lghUGydTwp4zz0wee9NOqo8tndaJeINRi0Hc0yqGZyhQlCp4PGeevWvVY7G0haRoraFDL/rCqAbvr60iWFnGwaO1gRgMZWMDj0oA8+n8V6tJ4izb3tssCXEMcdq7AefC6qTIvBLE7jjHTbWr4e1a/1jXb6FNchkh0+9dGhEakzRFQV5HTDEjPtXWfYbTzI5PssO+IYjbyxlR7HtSw2drbOzwW0UTN94ogBPftQBxfjHxDqmj6vPBb30cELaeZ4sxBiJFfB69cj8qqeI9aubgzXGmatcq9rpa3Jjt1JR3LDB4GDxnivQZbaCdgZYY5CAQCyg4B6iljt4YUCRxIigbQFUAY9KAPNJfFcMl/dG/uLli81q1nEsLlDENrM4AHqGyfaotO1TXJdeuJ5727guBNOs9tsZ/wByobyyiY2rwFOepPFeoiKMEERpwMD5RwPSnbF3Fto3HgnHJoA8o0nV73UNJ1uK/u7uVvsCbZohI6ljn5djDh89QOMEVr6jPIfEmj2UOr6haW19ZnKRxnYGGNuOPkPBr0BURM7VC55OBigqpIJUEjoSOlAHDXGs20etpFNq9+Jo5pLVrd7chJAV+XOBjGeQ1Yy3sM2jS2FvcXIsF0udLyNomAjfIC4XHUknp1r1ExoxyUUn1Io8tOfkXnrx1oA4m81XFlB9nvbuGUacj2flxs0UsmD1AGSRgcHtWv4pur+28Iy3NvJJFMojMzRRlnVCwDlR64JroFRVAUKAB0AHSlIzwaAPI7/Vbe6awa61e4msItXQ20myQExbCTvJHOCcZ/Cr8viOxfSb6bTL+aAnUSk1xHbsWjjJHTjhTjqOlekm3hKhTDGVHQFRgUCCFQVWJAp6gKOaAPN5fEN9Hb6Q19qk66XPdyo17bRMCVA/dqxxnBOctjnFS21+lnr0+ozvq4J0tMSMjEPtMmWKeoxn/gQr0QxR7AhjXYOi7RgU4qD1APGOfSgDjfA+ofbZ7kf2xc6gywRF94JiVueVJGcnGSvbisHxjq0ekeJ9Vmg1d4b9rKIQxCHLB9/RWx028kV6dHDHCCIo0QE5O1QMmke2gkfe8MbN6soJoA5nwhqMk1xqenXGoTXk1rKCGmA3BWAPUADGelYUOpNY6xcTW15KthLqcsEsccJCKpjHzZA+9uAAPvXoixRozMkaqzdSAATSiKMAgIoBOSMdTQB5pe+L41l1GVdQ1OK2h06CRB5TBxNuYEDIwScAEdKdNqWo2OpyyjxFNJaQ3Vv5UUqcssgywY7eRzx6YrutTvrbTvs/2i2klW4mWHMcW8KT0Leg96vGGJh80aH6qKAOPn1xdOa9ubnVbloJbqWIKYT+6IX5VXAz15B70zQ73UL66nQX935DWEb+ZPEQUlJ54wMHHYV2hijbqinnPI707AznFAGF4aujdR3xzOVjuWRTJIXUgf3SRnHt2qpbzy3GuEpqF/ta6mhaB4cIAqDoewzgg98munVVUYUAD2pcAfjQBDbRyohMz7pGwWAPCnHQe1T0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNYEqQCQSOo7U6igBBwPWloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooATOOaoW2sWF2YRbziQTb/LZQcNtODzS61DLPod/FA0iyvbuqGP7wO04x71xOi3MjXXhqSz0+7l04aTJDcNEp2xv8vysMj5gVcdM5PvQB3FtqlndztBDOpmUbjGeGxnGcemau15roovP7U8Mxy2t5BcxPdiRJxl1hz8oY8/L6ZNelUAFFFFABWbqOt2WmyrFO7mUoX8uKMuwUdSQO1aVcffG80LxhdauNPu7+0vbaOEfZUDNE6E8EdcHPXtQBvLrumtBaTLdIyXbbYCvO84zinaRrNjrtkbzT5vNhEjRltpGGU4Iwa4O30vU9Kk0K7lsLxnl1Gee4ihG/yEccK2DjFdD4FtZbPRr2J7GayLX08iRyqBkFuCPY9aAOp3puK7hkDJGeQKz9L1uw1nzzYytIsL7GbYQpPsT1H0rg9GsdQt9WM8+lal/aEc1w2oXbsSk8PzbEjGcN/BgAcYNdX4GgjtfCVlBHYXFgEBBguFKsrZ56+9ACReOtAl1A2S3biYSeUxaJgqv/AHSxGAa6PcPUV5Jf2OpXsmtXa6fq4ii1WO7+x+TtW8jGBgcZJBGeD2q6surrrVjBDpGrIkepyTmV0PliN1+UE5PAPUdqAPTsgnAIyKryX9rFfQ2Uk6LczKzRxE/MwXqR9K4LwlFfL4mja4s9TtrlYpVvhMrGB2LZVlYsQegAwOma2dbkaDxdatHpmpTeZYzRyXNuCUToVHXAbg4OO4oA6wEHgEUZA6muD8BR3S3k4ntr/EduiG5vEeNmOSdpViQWHdh1zVLxbdM/jC8so4tRupP7NRoIrJ2/dTFmAdgCMduT2oA9J3DOMiqt/qFvptm91csREmASqljz7CuHsbG9vNZmt7iz1CC5tbdZYrwNIsUtxsw2cnBGe2MVmfZ9a/sy4MWn6mrnTJYrxZgzi4ujgKVXJz0JyMDBoA9QluYYbfz5XCR8fMffgfzqtp+q22pvdLb+Zm2mMEm9CvzDGcZ69a5F7ia2sbwpZa0z+bbSCOOKTg4XfsHoBnI6Zqc6veRarcxwaLqK3Mt8iwyOjeWYiEDv1wAAp64oA6ttSslEZNzGPMlMKc/ef+6Pfg1ayM4zzXl8lxJdtZSXuma1I9lqsqtHGjj5HPyHtkYxyOnercMurf8ACSqDa30ep+a5dgjtA9uB8i7i20fXrmgDuF1W0fV20oSH7WsPnFNpxszjOenWi51Wys723tJpws9wf3adSff2GeK43w3PH/wlVu/9j6raTy2sq3DzrI0QlLKxAZiR/CcY4qXxFbmTxhIbKO9XVW0uRbaYRMYgxP8AeB2546Hvg0Ad1kYzkYpa80yIPDGuC2stcitBbLsWbzDKbjnOwZ3ddpPbOa6rwraQro4uo7u/uBeKJG+2EhlbGDgEAr9KAOhoryvTL/UrDV7Ozki1wLGb3esqMwIIzGA33T7c1V0uTX4NNu7cHU7iONoJriX94rtCzZdQrciQLnO0n2oA9d61Bb3ttdvOkE6SNA/lyhTnY2M4PvyK53wKZm069Jlu5LP7U32P7VEyMIsDgbiWIznlua5W1vUXVL1JrXX2gOqyvE8MEmGjMYDBj1KljgdSOOlAHqfSqGn6xaan5xty+2JgCzoVDe4z1HFZHg66vW8JLJqMN2Z4jIGjnjPmYBOBg8k4xUM8qHR4lGk6pNaBSpthEqNk8gkcEYPp070AdZketQzXUdvLDHJuBlbapCkjPue1c1Yx6rDr8a6hFdSW8tsq27IQ627jJbeRgZ+6AcY4NTXXnvM3k2d9JLbXiu3mAYkUr/ATxjp7g0AdNRVPTJJJdNgeVJUdlyUlGHX2PJ5/GrlABRUaOzs4aNk2tgE4+YeoqSgAooooAKKKKACiiigAoqOWVIY2kkOFXqaeCCMjvQAtFRyy+UoOx2ywX5Rnr3qSgAoqGJDEFiG9lAzvZsnr0qagAooooAKKKKACiiigAooooAKKKKACiiigAooooAaSd4G3II5OelOoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCGJ2cybjGdrkDYc4GB19DU1NVFUttAGTk47mnUAFFFFABRRRQAVHFFHCuyJFRck4UYGSck1JRQBF5EQuDceWvnFdhfHzbc5xn0qWimu21SQpOOw6mgB1FFFABRRRQAUVkX+urYapDYNZ3Ejzxs0ToBtdl5KjJ64qD/hJ40vNNtJrC8glvt+BKoAiCjksc8e1AG9RVQalYmGWYXlv5UJxK/mDah9z2qu2v6WHtFW9hkF27JC8bhlYqOeQaANOiqi6nYNcyWy3tuZ4xl4xKu5R7jORQNSsWZkF7bll+8BKuR9eaALdFMiljmjEkTq6HoynIP41jS+KLNJr9IILq6FhxcNBHuCtx8o55ODnigDcqt9gtPtv20W0Quiu0zbRvI9M9cU77XAJIo2mRJZRlI2YBmHsOtIl7ayA7LmFsZB2yA4x1oAsUVELiFhkSxkZxww6+lK00UbhHkRWPRSwBNAElFQrdW7D5Z4zgbuHHT1pyzROQFkRiwyAGByPWgCSiiigAoxRRQAUUUUAFFFFABRiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorA8WaxNomkxXVtuMr3UUIUR7925sEY7cZOfagDfopFJKjPXFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBBA0TSTmOUyEPhxuztOOntU9RpFHGzsiKpc7mIGNx9TUlABSAgjIORS0iqqKFUAAdhQAtFFFABRRRQAUUUUAFFFFABRRRQBy3jrQ7/WdIgbSpRFqNpcJNC5+uGH4jNZumeE72N9Yhvgtwigrp8k7liQwBbd+IFd3RQB5dP4f1GbTbyI+HZkVmt18tLsAnZkll7ELwBnr0NXtF0bWLGx0Vl0eBliuZ2mikKpIqO3yue27HJA9q9DooA8s0jwfe2mv28l5pDytbNMz3KzgJMG56dWJzjB4GKS28G79AtYh4cZbyO/HmedIAWi37icg8jHFeqUUAc34PtbyytdQtru2e3Rb6Q26kgjyjjGPbrWXGmueHr/AFGxstGkvYL+eS5ju4pVTy2fGVbPTGDg13FFAHBajomoT+JLYm1vXVbhJlvI51AUBQCGzyBweB1yahtNEgnv9da48M3UZMr3FuzMNsrFdpC4PGcdDXodFAHmsPhpZNDjsZNEvo/KsvOXbJhhPnpuz94Dv0qzrllJLdW99H4bvri+tzbMJ1lAZkByy9cA9c+teg0UAeZ2WhR2N/Y6le6RNZwSpefb2aTKJGxyqyc9Mc8dMVb8FQFbW/1WOy84WatZ6eI3yZokJIIJ4+YnGfYV3ssUc8TxSorxuCrKwyCD2IpIIIbaFYYIkiiQYVEUBQPYCgCOwnnubGGa5tzbTOgZ4SclD6ZqzRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNZVYDcAcHIyO9OooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACio/wB752cr5W3pj5s/4VJQAUUUUAFFFFABWFY6/Jf3MKJYOkM0syLK8ij5Yzjdt6nJrZmRpIXRXKFlIDDqD61wmiWOrGfRorW1t0tNIE1rcm4Zw7SdNycYKnAP4n0oA6KPxNbTRWckflf6XcvBGpnUFtuckc8njoOat6Jq6azYmcRtDKkjRTQsfmjdTyDXKnw54gFvo6Mum5sr97uRlZhlctgAY5OG5PqK2fCCmW0v7/yHgS9vJJkR1KtjOMkE98UAdHRRRQAVzeveI7/Sr4W9nost6gjV5ZvNEaJubaBk9T9K6Suf8XWmsahoclpoy23nykZeeQpsAIORgHJ4oAt6Lqlxqcdz9q0+Wymt5jEySHIbHRlPcGovEfiSz8M2UVzebissyxAJ15PLfQDk/SkvpfEMVjp4sbazkumkRbzzZDtRP4ip4yax/EPha88SardSXZ2WcNo0VmkUxQvI4+YvgdOwoA7IEEAg5Brnb/xNPFrM2mabpU+oS20YlumRwgjBGVUZ+8xHYVBpI8V2WlaFa3NvZTSIRFfyecxKoF4ZeBls9aW+0vXLHXbzVNDFlN9ujRZobtmXa6jAYFc5GMce3WgDd0y+XVNMt75IpIlnQOI5Rhlz2I9annnitYHnnkWOKMFndzgKPUmsOI+JrW40e3KWl1blW/tC45RlOONi+mak8XaNd694emsbK5WCZmVgXGVcKc7W9jQBch13Sri1S6i1G2eB3CLIJRgseg+tSPq2nI+x723VsKcGQdG+7+eOK5KPQdcknttSl0zSIruKd3a2jdgjAx7Q5bHLD6dKypPBGuQ2F1CkVjPJNZLCjGVl2SGYyEjjhU3fL34oA9DbVLBbwWZu4Rck48reN2cZxj6c1RtfE+mXVnc3guEitIJ2t/PlcKjsDg4OemeK5Z9B8Rx+Jzd21nbJDLdxTSy/aCQyqgVsoR97qARjjrQvh/xEEmmFnY+ZFrD3kMLy5WSNsjBO35SM+lAHUab4ltLvTY7u7aOx3zNEqTSAbiDjg989a1VuoHmaFJkaRVDsoYZCnofpXGRaHrUVrAbjStLuHLTiSNZDmLf0KORnHqPyrTtdKu7e6sVl020khSzW2llE7Fx0yMEfMox3OaAN5b21a6NqtzEbhRkxBxuA+nWoLrWLG01CDT5biNby4RnihLAM4XGcZ+tchpOga1H42GpTWUNvbeZM8rNIshfdkKU+XcpwFyN2OTW3r+nyy6xpeoW+kW99JAzI7SFVaNSVwwJHbB496ANLStWj1S283yntpQTuglK71AOMkAng0zUvEGmaVZi7urqMQmVYdykHDMcAVwtlouvW10rN4egAmhuluSJlAk3MSgbHLcd/ei88Lalc2FzFB4dskiEttcxwtKF8xkHzLwMA+/OaAPQdS1Wz0nTZdRvZ1itYl3NJ2x2qjbeJLafXrjSyFj8uGKWKZpFxMH3Y2jOf4aXUYL+78LsjWNpNfmIN9mkOYi4525I6e+K5KfSfEMt/c6l/YFl9oayto4ovOUrGyylmUHHoRz6igD0Pz4hL5XmJ5mM7Nwzj6VFDqFnc7xBdwSmMZfZIDtHvjpXIf2Vqr6jcRT6JBJEbp7uO6F0UJypAQgDOecdccZrH07wrr50/UbJbOOxgkshHCkkqyFX3btquqhtn1yeaAPSLW9tb6MyWtxFOgOC0bBgD6cU77TB55h86PzVXeU3DIX1x6VzXhDTtStJ724vrJbJZxGBEJvM+ZRjIwAAPbGapyabqsPiO4vLfQ4CpvlkNxHc7XmjKbTuBB6HtwKAOph1fTbgkQ39s58syfLKD8oOC30z3qe2vLa9Qva3EU6g4LRuGAP4VwMHguVtO8QQtoljDe3EszWtxv+V0c/dJAyowBn61t+ENKuLKbULu50qLTHuTGPIilDr8igZGAAB+vFAG/NqdhbzeTNeW8cv9x5AD+VNl1SzigeUXEbhYjNtRgSUHcDuK5CfQtSPie5ni0iBoprxJDPPKHTYFwXCHkP244qe3sdcguEWXR7OTy7aaD7QjhS3OU+UYAB9O1AF+38XNM2nq2iaghvQXBITbGgxhmO7oQc468HiteHVbWTT/ALdKxtockE3A2YwcZ57Vz9pHrh1iwluNICQwWEkT7bkFfM4xgHrnbjJ6ZqlZ6VqkWlafeNoEAntnnP8AZvnDA8xshg5zyBnP1OKAO0julkumhEcmFQOJNvyMD2B7mpmYKCzEAAZJPasLR49TtbyO0bT47fTI7OMKfPLsJecrz1A9a3iARg0ARxTwzoGilSRWGQVYEEetS1XtI2ji2vFFFgkKsfQDPFWKACiiigAooooAKKKKACo4pPNVjsdcMV+YYzjvUlFAFN77ZqkVkbec+ZGZPOCZjGD90nsauUUUAFFFFABRRRQAUUUUAFNQsVy6hT6A5p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUmAOlLRQAUAYoooAKKKKACiiigAorC8Qa7LpN1plpbwLLPfTGNS5IVQBkk4qxB4i0y4upraO5DSwqWYAHDAfe2+uO+KANWiszTdf0zWCosboSlo/NGARldxXP5gio77xLpOm3Ulrd3axTRqrspB4VjgH6Z4oA16KxoPFGk3Gqyact1i4QkDepUOQMsFJ6470yLxfoM/n7NRiPkjc2cjjOMj159KANyisGXxjoEOmpqEmoxrbPKIQ5B4c/wkdQafpvi3QdYuFt7DUoZ5mUsEUnPHUfUdxQBt0Vz0vjfw3AjM+rQABC/GTwDg/kRzVy58RaVZ/ZfPvEX7UA0RGSCp7+w560AatFZkev6VNqR06O+ha7BIMQbnI5IqhN4oiXU0igVJrRoJpDMGIw0eMj0xz1oA6Kisiy8RWNzZRTyypA7rGzIzZ2lxlRnoc02+8U6Lpt+LG7v447k4xHyTk9Bx39qANmisnVvEFjo89hDdOQ17MIosDvjOTTNL16G9uLi0nkgjuop3iEaPnIXv8AXHagDZorBvvF2k2ljf3MdwLl7JC0kMHzOe2AO/PFX/7WtRon9rOxW2EPnMSOQuMnj1oAv0Vz6eJRDb2VzqNs9pFfzLFbhuWBZcgP6E4NF7r9zaNYl7NI47i9Nq3mSZI67SAPXFAHQUVU1DUbTS7Vrm9nWGEEDc3cnsPU1j6l4pjjWyj0hYr+5vS3kp5m0Mq/eOfXt9aAOjorD8R65c6HaW08GmveedOkBVZAuwscAnPbJqPTPEyXDy22pQfYLuKVYijOGV2YZXaw4OR2oA6Cis069pQtWuWvoRCsjRFy3R16j6ircV1bzWouo5keBl3iQNlSPXNAE9FYE/iqxNit3p7pfRiWOOTy5AuwO20Nz1Ga021KyW2+0m5jEO8pvzxuBwR+YoAuUVGk0UrFUkViACQD2PQ0k88VtA807rHEgyzMeAKAJaKqWl4bqWcCMCONgEcODvBGc47VboAKKKKAGu23Hyk5OOKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEEUheeZC8bBCAAp5X61PVaA232m48nb52R52OuccZqzQAUUUUAFFFNQMAdzbufTFADqKKKACiiigAooooAKKKKAOb8Q6HqOq6xpV1a3VvFb2Ts7xyKdzlht4I6cGlsfDT2b2rfaVdrFJEtTtx9/P3/AFxn8a6OigDG8OWWqWOnGLV5bSa5EjESWyFQVJzggjrkmqk2h383jQawZrVrL7N9mMDIS5XO4nPTO7HHpXSUUAcLF4L1OSeKC9vrWayt3ma3m8tvtCiQEEZ6Dr19qbH4O1uexggvdRsQ9iUNo8EBBbacr5me3qB9a7yigDhZPB2rSW/mm6sPtk+px31ypjJiIQDCr3zwOTS6R4T1bTdSguB/Zwi/tC5u5QincFkUhQOOvrXc0UAedDwNrIt7MST6bK9sl6NvlkbzNnHOO2cVYtPCGsW1vpyF7CRVsks7qGUuVCqSdynqTz0Nd7RQBxcXhbVXuLSWWTToBHdySy+RG254mXaBk/xeppIPDniBGtYpLnTWtLa2mgWMK4LlhhSeOMDr+NdrRQBxsfh7WVsnstumrAbCO1VQzlVZScEZHTaR+NVr5L6PxDdNFpUNw4uYJFRgy7wECl1bGMjLDr0Fd3RQBja9ZXt5DaPYwWklxBcLLi6zhRyCRjuM1hQeGdXgvjcZsn8zVGu3OWyqFcccdc9q7aigDkDpXiEwTtDDpFreNbvDHcRqcqc5U9Oh9OxrZtLK8vfD7WeveQ888bJOtvkKAeMAn+da1FAHLXuh6hq2o2FvdJbJpNhOs6fOXlmZVwueMDBJJrKXw94j8hIZYrKQxaw18rtMxzGSTjpwRu/Su+ooAwvEej3Gpx2VxaeSbyxnE8STE+Wxxgg4/Q1k6VoOs6ULXMGnzsbqS5mJdlMJc8iPjkAZ69a7OigDD8U6dqOqaStvpkkEcwnikLTZxhHDYGAeTjFYWoeFNauLxxaXFjFZLeQ3scUm8kSKPnGcfdJJruaKAPOoPB2t285v5Pstxcx3VzItsshEUizck8jgjpW/pui32l+CH0yGGzN35ThItzGHLfwknnHNdNRQBwenaH4isLN40s9PeKQRIbOWTdHHt+8ynGceimt+KHV42ula2s2ia7JiQtwIioGenB3ZOPc1u0UAYel6fqNnqIe5aGWNrRI3kU4PmKzHAGOmGqxrtjc6jprW1q6I7MrZk+6cEHBHoa1KKAMzTLCWzub+SQRhZ5Q67CemMfhWnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAY2mzwtr2rwKX81DEzgrgYIOMHv0NbNc3pBi/4TLxCELM4S3356Dh8AV0lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGNqfiKDS9QjspLa5lllt5J08tQQQgyRyRzisubx/pyT2MUFlf3LXkKTr5MSnarHAyCQT74zitPX9CfW4oRFfzWMke4eZCqlirLgjkcVz8nw4jntLO2l1a4KW0CQqRGmRtbO5TjKsehIoA2pPF+nR6+ukMswkaQQ+cQBH5hGdnJyTgjoMc1PrmsNpVxpiBkVbu6EDM8bMOQeAR0J9+Kov4R364L46jL5H2hbnyDGpw4GMBsZCnAOPWrniDQ5NbbTwt69slpcrckKgbeyjgHPbk0AQaZ4y0zVdV/s6JLuOcmRVM0BRXKHDAE9cVa1vxFaaG1rHOk00905WKGEAs2Bk9SBwPxrN0/wb9gvNPuTqt1M1lJPIBIFO/wA05IJx0HGKd4t8K3HiU2/lal9mWFWHltCsisWGN3PIIHTFAFjUPF2n6azrcRXWY4lncCLlYz1c89B37+1KnjDSXilcPMHjlSHymiIkZn+7hTyQeefY1mDwRNFA8cGtXC/8S5bBGZQzDByXJPJNTzeDftF9Nfvfut4/kNHKiD93JECNwHuGYEehoALzxJcJrmmeQANOlS4F0kkeJEdNuB14znGO+RWvJqhSOG4aJo4DC00okXDqAPr19a5+68BG+WF7vWLmWZTM8hKLtd5ABnGOAuFxj0FZtkzeI7qbR7Lxa00unW72t0rWo3Pu4LEkenHHcUAdNB4x0e4t7ydJZBHaIsjl4yuVb7pXPXNX9P1ZdRldFtbmIIoJaVVAz3XgnkenvXPT+Frqytbpbab7XE1pDbx27ouQUP3snjn0xWp4di1WOXUP7QjiSFpswbUCuwx8zNt45OPyoAZb+L7C61WWwhgvWMMpgkm8g+WsgGdu71P5VPJ4p0qLl5nClCwYIWBIbaVBGfmDEDHXNc9pnhjVJdY1MXs7w6cdU+2xxADEuFXb8w5GGUEjvitP/hFbi40iWxvdQDsZxcQyRQLH5Th9+cDg8+tAGpBrltd6b9shWcfNs8toWEiknAynUev0qjb+JBb6dPcaqjqYDIXeG3cKFU4zg96Y/hMNdLqCXsqaiJ1naUcK7BQpBXpggVBqXhXUNRt2RtdlV3hkgkzEpV0Y5HHYj1oA0JvFelQ3qWvmyuxiWZnSJiiI33SzdBn0psfim1XT729u4ZraK1uTb/OvLkNtBHrk1S/4RW9t7pG0/VFtoZYYortfJDNJsGAVJ+6cZqW/8NX09jc28GrEiWcTKt1Asqr82SpB6jpj0wKANrTdRh1SyW6gWVUYkbZYyjAg9weasTzJb28k0hxHGpdj6ADJrk9Q0fxFYeGY4dK1aSXUhdiaSRoxiQM+WXB+6oz+QrpryCa60ya3SbyZ5IiolUZ2MR1FAGVB4w0e4tPtCSy7d6IVMTBlL/dJHYGmXHjHSYtIgvhO6/aS6wI0Dl2ZSQcoBnAwc1iP4C1EahBcQ62qoJLeWdHh3GR4hgHOehzV1fCeoo0dyNViN7BcyywSNbjakcgwUK55+tAFzQ/E51HwUPEFxF92OV3SFSd2xmHyg887envVR/GL2uo6eb+BYNPvNP8AtIZVZ3WTIyvA5GGB6Vp6LoUuneGjpN3dCd283fLGmzO9mJwO33jWP/wiGrPbJDNrMUhisJbSIm2AMbPgbgfYACgDoJPEGlRXkdpJexieTbtTB/i+7k4wM9s0zRNdh1sXvlIyfZbl7dgQRkr35ArKfw5rElksDapBlFgKMYM/PH97J6kN+Yq34e0G90W91KWbUBPb3c5nSARhRGzY3c9T0oApav4xNtYarLZwbZNNuI4pftSMFcEjJXHseK1bvXY1tVmsDDcN9qS2dXl8vaSwB6jrzkDvVDVfDN/eNqawakscV80RKPHkptPzAH0IqG88J3lzPcut1bIs2pwXwxEc4jC/KeeSdo5oA6ZbyBpQivklioK8jcM5GfUYNPlnhhIEsiJwW+Y44HU/hWNpGi3lhqM1zc3VvN5jOcpDsY7myM4ODjpnGTVzUbG4vJk2SxrCYZI5FeMMSWGAQf6d6ALsdxFLt8uQOGUMCvIIPQ5qWqOm6bHptusaks+xVdugO0Y4HQfhV6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxrGBIvE2qyDbuljhLYXB43Dk962awtOmml8WaykkJSOOKARvj7+Q+a3aACiiigAooooAKKKKACiiigAooooAKKKKACiue8TapcabLpKQpLsub1IWeMrxnoDnsenFLZeIJpbCe+vbWO3giiZ/llDsShIYYHpjrQB0FFcMfEOr6vo18txYy6RmyF7bXkcwZdvUAnHDYxkehrUbxOwv5rSK18zyJoI3lLgArKoIYevJxigDpaK4TUvFDzXekanbXDwaWLmVZOf9ciqd2VxngjioLP4pWt2LkrZ7h5QltQj5MmThVf+4SaAPQqK5XwpPqkuqa2mpyygrLGyW7kMIdy5IVh1XP8AI0x9ev7DUNXMttcXKR3MEMEPyKAHGAVbPPJ5z0oA62oktoIpHkjhjSR/vMqAFvqe9Z+hawNZspZWgME0E7wTRMQdjq2CMjg1m23i83d5CsGlXcllNPJAl2u0ruXqSM5AyCMmgDp6K4278aXUelXs8ekyx3NuqMscjqchm29jwR6Vq6lr8um3ECSadO0LyxRSTDGFLnaMeuD19KAN2iuWm8aQQ6lNavZyrHDM8TzOygDYgdmxnONvfvUi+K5fLuHk0e6TZa/a4gWX97HnnHPBA5waAOlorlk8Y7/ssx0i8WyuZI1S6O3YFcZDHnPXg1raNqp1i0kuRayQRiVkjMhB8wA43DHY0AadFczo2tahLqHiC3vxG6ac6+U0aFdylS2OevasfT/EGvZi1iWM3tneaebuKxgVQ6fOuMEnkhG59SOKAO+orFsde+167Lpsls0Q+zR3UDk/6xG4PHYgjFRan4mTTb54Fsbi5jgUNdSxYxCG6ZB5PrxQBv0VlwfabjVmuI9SjezVNhtVjGQx5yWz19sVz2peItbFz4ktYbBreGwtw9vekqVLbSehPNAHa0Vy0fjDFiHk0q7W7Nytsls20O5ZQ24c4xtyT9DWpoOtweINNF7BG8Y3tGyOOVZTg/Ue9AGrRXntv4k1TVrKfXF1S20qyivGtYoZ4t6uFbaSzA5BODjHSultfEiXgszb27yx3RkVZVZSoKD698UAbtFczPq+pw+HVdITd6lMJNotlGEwTyQTg44yM8mmv4sXTdI0u41CMl54ojcsrKDEzgdVJz1zwPQ0AdRRXM6Rca1JJrAmuEuFW/CWjCPG2LCkgjvjkZrau76OzltklRyLiTywyjIVsZGaALlFQwXEdwpeJgyZwGUgg1NQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVB5b9daiiW3V9PeElpd3KSA8DHcEVfooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM63aU67eqxbyhFFtB6Z+bOP0rRrNty39v3wK4XyYsHHX73etKgAooooAKKKKACiiigAooooAKKKKACiiigDH1vw5Y6+bb7a1wPs7+ZH5MzJhvXjrVOz8D6LYtZGKOdvsYkWISTM3En3gc9c+9dJRQBzI8D6V/Zt1p5lvGt7iHyNrXBPlx5ztTPQU288BaNf3KXMzXonRY13pcuN3lnKkjOCR64rqKKAOZh8D6PBdtOouNnnGdYDKTGjEYbavbOTkVDD8PdEihuYHN7NDMMLHLcuVhGc4Tn5a6yigDG0fw5aaLdXVxbz3cklyFEn2icyfd6EZ6dapy+C7Ka9nupL7UWaa4S4ZPtHyhl+7gY4APNdLRQBl6PoVroguhavOwuZmncSybsM3JxVCLwZpkF5NNG92sUrvIbZZyIlds7mAHQ8+uPaujooA5ZfA9itk9qt/qIjaEw8TgYGcg8DqPX880l34IgvT+81jVwCkasFuAMsjbg3TrnriuqooA4C58I67J4hMiXwNhLdmadnlzvhKhTCUK+3XPetm18F2dpBeRrfX7tcwfZlkklDGGL+4nGAOepBNdNRQByc/h3U7Dw5Boej3XmW5BilnvJT5iRn+5tXGQK6O1tEtLCK0iJCRxhFI68DGfrVmigDn9K8LRaU1+w1K/uTelmlFw6kbiMZGAMcCqen+DRFpVrbXd3Kk9tbmzSa1kKboM8Ag9DgDJH4V1lFAGHpmjzW2t3t/O4KNHHb20YJbZGmeST3JJP5U3VfC9tqt8Ll7q6hVwFniikwswXoGH+GDW9RQBjaRoCaPeXtwl9d3BumDMk7KVTHTbgDHFVNX8IQ6vc3k51PUrdrqAQukM2EAHcKR15IrpKKAOXfwVbSuZJdSv3mE0c8Um9QYnVduVwvdeCDnrWxpGlR6RZm3jmmm3SNIzzMCxLHJ6AAD2ArQooA5STwNbnULmeDVNRtre5lE0lpA6rEXBzkDGRnvjrU1v4PgttXGoLqeonbK0qQGVfLVmGDgben410tFAHPaf4SttMW0Fte3Ya2klcMzKS4kOWVuOmeaZJ4Ospbl7lru8NxIkaSyl1y+wkqemAeSMjB5rpKKAMSz0G4tLq5mOt38qzzCXy3KkJj+EccLjA/D3qzq2jw6v9l86WeP7NMJk8psZIBGDxyOa0qKAMzS9EttItI7W2eXyo3LIGboD/AA+45PWtOiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5zTtQSTxxrNjh98dvA/Q7cfN+tdHWHZW0a+LNTuI54zvgiWWIfeVhuwT7EZrcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDDt9PdfGN7qHmny2tI4vLweu4nNa1xcwWkRluJUijBxuc4FZsN9GfFVzYhh5i2qSsu05xkgHOcVh+LJ5NP8R6VqN3A02lxRSg5GY45zjYz8EgY3DdjgmgDrba8t72HzbaeOaMEruRsjI6ip68yilv7DVv7Wgjm0/R7zUIzNCq5+9EQz4xkAvt546Z707TNUvGsdNi1XWby1lEc8o8xAjSBHOC3GT8vYCgD0ukJAGT0rg7ua5ufFltf2t9fT2YaJHhiZkXLc5ClNrL3J3Zqpo09+/i3Ura71C5mUQzMGikYoATwGRlG1hjjqDQB6JDNHcRLLDIskbdGU5BqSvH5fEl1Z+GdGghvbmzuWtt6QwW6qJD5uDnI5+XOQAOua9LtddtLvVjpsSzPILdbjzfLPlsrdMN0z7UAatFFFABRRRQAUzdhwuDkjOccU+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMK2sAPGl9qG/k2kcOz/gROf0qfWNFk1Romi1S+sWjzzbOAGHoQwINWY9Ojj1efUQxMssSxY7AKSf61doA42L4fQQapJewa7rUXmSebJClz8jv6nj8cdKst4SvmbP/CWaz7f6nj/xyupooA5k+EZhtaPxJrSSKMbvOU5H0K4/Spv+EauPKZR4h1UO3/LTdHkf+O4roKKAOPk8CzTAifxXrzjII2zqmOfVVBrotL086bZLbG7uLrb0luGDPjsMgDpV6s6DWrK5mMUbsWEzwZ2nBdRlsUAaNFV7S7gvrZLi3kEkT9GFWKACiiigAoorm9f8a6X4dufs90l1NKsYldbeLf5aE4BbkYyeKAOkornLbxlp11NaRrBdx/aHaMmWLYImAzhueMit17q3iZFkniQv9wM4G76etAEirtz8xOTnntTqQsFUkkADkk1Ct5avD5y3MJizjeHG3P1oAnoqE3MCsFaaME4wC479KVriBJBE00YkP8JYA/lQBLRWTL4i02K0a5ExkjE4tz5S7jvJx0HvVm31Syu7m6ghuEaW1kEUq5+6xAIH5EUAXaKi8+LYZPMTYDgtuGAfrStLGuNzqMnAye/pQBJRVeO8t5Z5oElRpIMeYoP3cjPNSxSxzLujdXXplTkUAPopnmJvKb13AZK55A9cVn6NrltrsEs9ok4hSQoskibRJj+JfUe9AGnRWL/wlWjG6e3F2GKP5bSBSUV842lumc1skjIGRk9KAFopMjJGeRTUkSRcoysOmQc0APoqle6naadJax3MhRrqXyYvlJy2CccdOAau0AFFZF/4k0vTdTi026uCl3LE0yRiNjlV6nIFR2nivR76TTkt7h3bUUZ7b90w3hep6cfjQBt0UVFPMlvBJM+diKWbAycD2oAloqtYX1vqdhDe2snmQTKHjbGMg1ZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM6OZhrs8JdyDArhT0GCRx+fP4Vo1HtHn7ti/dxv7/SpKACiiigAooooAQjII9q870prqOTRrWKxlu5dLvZ4L2YPgxk5wxHfcCGr0Wo1jRWcqigucsQPvHpz60Acx4CWT+xrub5hbTX08lsrHJEZc4/PrXV0xI0iRUjRURRgKowBT6ACiiigArmPHEbv4duYrfTLi9nuAI9tso3DB3DJPbIrp6KAOO1VJr6w0kS6BdTeap+0RhwvlfJj5x/FXOXGj6nc2dsLvRr10kshbRqjAyWsgfOcnsRj5u2K9UooA5zxTp2pX3ge8sdPlcX7W4UEMNzkY3Ln3GR+NcVHplza30OqWnhG+jsBK/2mwMoJdtgAkVM4AGCPfNesUUAeK6h4U1S1hF5Ppd3PcrpvDRsXKSiTKADP3lXjNXzY3Vz40tr0aPqRaS5gaX7RFlCAvLh85TH93vXrdFAHmF5p1zaafqVpZ+GLxXS+juFnt3AMxEm7K/QZqSTTLy31LXpovDU8puLqC9jlDgb9vlZQDPB4b8q9LooA8zvNPv9TXdLoV7Bp4vJnuLTdkyhlG1wAecEE496pT+HLpbqV00vUpo4NNT7K0jZdZRJwOv3guB+Fes0UAea3unyW7a6zaJfmW9t43We25dvlG5f97PUVueA7CewsLwSWj20MkoaJXXYW+UAnZ/Dz+dddRQB5wlnfxeIl3afdNqAu5Jbq8Vj5b2hDbVHrxtGPUVu/D+1e08F2lvJZT2ci7gY5xhupwfxGK6YQxiczhB5pXYW7464qSgDxma+1rw9pj+FdV0uGCwdGhXUcHyy7HKyFu3Xp1yK6C1hvtNvrVbiy1C72X4ljuIcshjZAufp7V6FLDHPGUljSRD1VgCPyp4AAwBgUAecWlrdfa7/AFCLT9Whnliuo5QzEmQgjZjPHTOMVT0rRtTXStUgitbu0ilkiMckcbAtgncDEx6Y6kdc+1eqUUAedadpd7DpXh6VtNuftNvqLkhS3yxMGBYhugPBwelbGn3c9rq8IhsNReC7mlW4knXJjYH5T7JjpXW0UAcj430y7n/s7UdPhkkureYxOI/veVINrn8Ac1kNo+sQabqdpYxTRR6dBHaWjnG+ZMhpGU9iRwPevQwgDlsnJ96dQB5oIdTezkNrp+qx6GbpGeCRyLgx7GDbB1xu28fWmQLrMOnwW2oaTqNzYu1y1sAxaeH5iIlfHbae9enUUAcloDXln8M7cJY3MN7DZlRb4/eBwDwM96yjeXFvot0t1ouqySDy7iMwFi0zEDOf7pz1FehUUAcTPpD6jHYRlNUl0+6eSaVJpSrQNt+UHvjI6e9XUs9Wk+HTWks00eqi0ZRID84cZ2n68CupooA4qyk1K4kN1t1ZYLq5gURMoUxBU+ZsHopIwRXS6lOYfJxDcPknDRDOw443D05rQooAytKlu3dluobhSsa/vJCNrHnOB2NatFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVTCONW375Nhhxt525yOfTNXKACiiigAooooAKKKKACiiigAooooAKKKKAMHXvEaaDf6VDOsYgvZmiaV3xsIXI4xzmn3Pi3QbWa2im1SBWuRujO7IIzjJPQDPHPeq3irRNT1W40m50q5toJ7G4aXNxGXVgVxjAI/nWX/wiGtfYrmB9Wt5vtyBbnzLfiM7iT5YzwMHoc880AbkHinTptV1axeTyf7MVGmlkO1cMMkgnsBjn3pZPF3h6G0S7k1izW3dzGshlGCw6jPrWfe+HtWnudYWK/tvsV9AqRxSwlijqMZ64IPfiqNn4O1Sz1bzxdWMls1210yyQlmyYggAJOONuc0AdL/bdrLdWEVtLDMt4jSIwlAygHVR/F17VHF4n0Sa4ubdNTtzJbAtKC+AoHU56HHfHSsC28Ma6J9Cee6sR/Z8M0UrRqwLBxjK88EYFVIPBmuLYyWdxPpMywW8sFrM9sTI6scjeScDnrjrQBvan4ttoNITUtL8nUYBcJFK0cwAjDEDPv1HHvW1f6hZ6XaPd31zHb26Y3SSNhRn1NcFc+EPE39k38Frcaas19PFM2d4EZQLwCOudvoOtdV4n0u+1zwnd6ZA1ulzdReU7SAlFz94jv64oAkt/FWgXUkUcGsWUryyGJAsyks4GcD3qyNb0xr6ayW9ha7hUvJCGBdQBk8Vx1x4P1hZby6to9KM0j2jQROrBY/KHzcjueccVPF4W1tvEP2+SSwiiju5pVEYJLpIoBB4GCMdec0AdLZeIdOvdJt9SE4it5yQnm/KSQSMY9eKluNa0y1XdcX9vEpj80F5AAU/vfTmuNs/B3iCHTtNjnvLGSXTpZRFGA6q0Tgjlgchueoq7B4TvoNQ0d9lhJaWlrJbyxPuO7ewLYznOMd6AOnTU4mmnV18qCJUZbh3XY4bpjnP5461T1HXfsV5pscMAuYby5Ns0scg/dMATyO/3SKzrzQ9XluNVKf2dLb3DQtbxTITt2HkHt24OOD2rMtfCniECySe400Jbak1+diNuctu+U9BxvPOOcCgDvqpXmoJZ3NrCyFmncrwwG0AZJOT0+lXe3Nc14nsNbu7vTZtIjspBbuzSrcyMmcrgYwDQBt22o2V45S1vIJnAyVjkDED14plrqun3sk0dtewSvA5SVUcEow6gjtXOeH/DepaJJpX/AB5OsMU0V06ghiHfeNvrg8c0raN4gkur5/8AiWxpNqEc6Bd+4xKAME+p2j260AdHNqlhb2f2ya8gS2/56lxt/Oqmo69b2toslq8N1PJH5sMInVDIv94EnGORzXMxeEdWsWguYmsbqe3vrieKKTckYSY5OevzL0Bx0JqO98J+IhZTQWcukv8AaLZYXE0b4jKnI2nJJHTg/WgDr49Xh2XDXSi2W3RHleSRdo3DPUHt74qKTxFp/wBktri2nS6S4mWGLyXU7mJ9z26/SsAeG9bvrC/W9Glw3M3kGPykZ1Zox/HnBIP6U4+HNWurcTz2+lW96uoR3hSAMVYIBjLcHJx1xxQB09pq2nX7slpfW87rkFY5ASMHByPY0611KyvnkS1uoZmjOHEbglecc/iDXHz+Er+5vLK6jtbGwf8A0pLvyJWLYmA+ZWwMtnnmp/DHhrVdP1iG91BLGIW9iLIfZWcmYA5DMDgDvxz160AdTPqdjbXMdtPeQRTyfcjeQBm+gpY9Qs5pUiiu4HkcEqqyAkgdcCuU8SeHNS1PWJJ4NP0ueArGQ8sjRylkOQrMFORnntUFn4d8SebbPONNt2E9w7vbsS0ayLhdp2jJB57UAdL/AG5H/wAJLHo4iLGS3eZZlYEAqQGUjqD8wq9cX1pauiXF1DCz/dWRwpP0zWLp2k6ra3+mT3M9vcGG0e3upBuVnbIIYDuTt5z61Xv/AA9eTeJLq8ENld2d3DEjJc5zC0bEgqO4Oc9uQKAOk+123mmL7RF5igkpvGRjrx+Ip0s8UEJmllSOMDJdiAAPrWfY2VzHOftsdpKVLsk6Jtb5mPGPpjJzzVjU4ribTriK2iglkaJgiTj5C2OM+2aALKTRylgkisVxnBzjPSpKztLjvltoXvlhjmMKiSOH7ocdcH0rRoAKKpXkd3Jc2f2fyxCsu6cszA7dpwAB15x14q7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFY2u+I7Tw/wDYluY5pJb2byII4l3FnxnFUE8d6SbQXDpdIiq5mPkkiHYwVgx7YJFAHUUVyt743gs9cfSf7M1CWdPLctHFlfLY7Q+fTPFVB4v1IacZ59Me3LaobNHdCUEe8qGOPXGPrQB2tFc0fGdkdVks47W7kiikaGS6SPMSyqMlc+vFQX3io3ulTnSfNhnNgb2G4kh3R4Bxg+/FAHWUVyaeNLa2tdJjvIriS6urNLqVoYiUjUqCWY9AMmr8/ivT7fUpdPeK7NzEEZlWAnKs20MPVc8ZoA3aKz9U1a30mGOW4WZ/MfYiRRl2JwT0HsDWPdeO9Kgs7G4jjupxexGaFEj+YoOpOeh9qAOooqpPfwWumPqExKQJF5rcZIGM9Kg0fWrTXLZ57XzQEbaySptYHAI4+hFAGlRXIa/40Wxu7e106J55f7QhtJ2MTGNd5+Ybh/EBzV0+M9IEMkpaby1iaZW8snzEVgrMvqASKAOiornF8aaQ2n3d7m5C2sqxSRmE+ZublQF75B4qr/wnljLqWlW1pbXUy36yNuWE5j2dQR2OaAOtorFi8TWE8UUkSXLLLDJMuIjnCHDD657VWTxtozxiXdcLE0KzLIYW2sGYKAD/AHtxxigDo6K5ifx3pFvbwTOl6VmV2ULbMSCmdykdiMHip7bxOl7rtnZW1tJJa3VkLpLjGAATgAjtQB0FFc54h1y5sdS03S7Ewrd3rMQ86sUVVGW6d6fY+L9Mv5pYYTOzxxNKD5JCyqpwxQ/xc0AdBRWJofinTvEMkiWAuCERZN8kLIrA5HBPXkEGnyeJNPi18aKxl+1ED5vLOwEjIUt0yQM4oA2KK5TT/FoTSry61farw38toi26ljIVYgADqSQKsS+NdHht7eZzcBJgWP7k5iUHBMn90Z9aAOjornoPESRalPDfzW6QSTRx2bx5O/eMgE9MnHFSW3inTr++uLCydnu4g+wOhVJSvUK3Q4JGcUAbtFZ+iXtzqOi2t3eWhtLiWMNJAeqH0rQoAKKoJdXI1l7SSFfIMXmRyqTnOcEGr9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANV1fO0g4OD7GnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxvjzw/qWuy6E+msUeyvRO8qsoaMYxkZ4J9qcfAimxnsRq939kuonW6jYA+Y7HJkH9012FFAHO2nhm4tvEo1l9YuJT9nW3aAooRlXofrkk1n3/gR763ng/t29WKTUFvljIBVCG3bB/s55rsqKAOWg8HfZNSuZ7bV7yGzupWmnsxgozsPmwTyAeuKqWngOaxtJraHxBetC9u9skcqKyxqxzwOOma7SigDkZ/BtzJaW9vHrUsaxWK2bDyQysFxzjPGcc1dt/Dctv4rl10alIzTQJBJA0Y27V6Y545JNdDRQBla1pdzqcdqLW/ezeGYSllQMHGCCpH4/pXLXXw7uLvRbbS5dcZoYYzFzbLnbkncpzlX7ZzXfUUAZF/or3HhiTRra9lgYwCFbgjew4xk561n+FvCsvhqe6c6i10tyELq0e3DqAoIOTxgdK6eigDlT4RuE1WSa31eWKxluxeyW3lAkyjAOG7KQOmKoR+BL2LTbiwj1sRxCJorVltV3xKWDctn5umO1dzRQByn/CLahBNqFxZ6yI57uaKXc9sHUbEC4IzznFQ2Hgy+sUjRNcbC3EkrYt1BZX+8uc8fWuxooA5Ky8H3Wm3Fu1prUoht/OEcLxAgLJk4Jzzhjmp4PDN5a+FzpEGqlJkl82K4EA+U795BXPIJz+BrpqKAOSHhfWH1Q3M2vB4VWUJEtqFwZBySc84wMVLY+EprLUNLuxqsrNZWxtpB5Y/fLnIz6da6iigDmte8Lzaz4h0nU0v/Ijsd4aER580OMEZzxxUdj4QawhgWPUpWks4ZIbN2QYiD9yM/MR0rqaKAMjw5pd5o+jRWN7fC9ki4WYR7CR7jJ561k6r4Y1i81OW6tddWGNriOeOOS2D+WUUrtHIyDkmutooA4xPBl6un7P7UiW/S+a+huUt+Fds7gVzyDn1qy/ha+mSVpdUjM1zB9nuStsAjjPJC54P411G0b92TnGMZ4p1AHJHwfcxxPbwamFtd9t5cbQglUhHTOeSfWrekeHrvS4Utv7QSW2t0kW1DQjehboS2eSOfrmuiooAxdP0zU7GxsLZtT88wSEzSyJ80yYPB9Dkg59q2qKKAIgkn2kyGX93twI8d/XNS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAVHCjRxKjyGRh1Yjk1JRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAR+aomEXzbypYfKcY+vSpKhbZ9qjzKQ+04jzw3vipqACiiigAooooAKKKKACiiigAooooAKKKKAMHxLqcmm/wBl7WKpcX8ULsHC4DH3HIqv4X1LVNRvtZ+23FlJawXjQ24tyS6AAcN271p6xoOn69FBHqMJlSCUSxruIAYdDxTbHw7pWm6pdajaWqxXV1zKwJwT3OOgzgZ+lAGDqHiDUrDWdfWKzeea0sY5raBZsrKGZhnGBhsg9CcgCnaH4n1XVPD2rXb29m1/aMwigXfGMBQwDhxlT19q09Q8IaPqd3dXNzDL5t1GsUrJMy5VW3L0PBBHWn2/hq1sdIvrKyeRJLtHVriVjI+Su0Ek8nAxj6UAYC+NdWggga/0m2imvkQ2UK3OSWY4KvxxjrkZp8njXU4tNEzaPGbtdRFjJB5rKCWOFZWK8j8Kt6f4Ktm0loNbVLy8kULJOjMDgHI25OV/Cp5PA2iS2EVm8dyYo5/tAP2l9xkHQls5OKAMrV/GWv6ZcwWq+HYZLh7SW6kX7XgIIzgjO3nIIx9arTeN9SvdA1b/AIlpsbuPTkvrZlnBzE4PO4jAYYPGCOldTqHhfS9TvPtd1HK032ZrXIlYfu26jg/rVO48C6Jco8bpc+W9otm6rcOA0Sn5VPPagCi2ra/by6wN1rJBZ6ak1uzv8zPtYlnAHHI6egqM+MNTtNLt86ct/dpZC8uTbucFCcDYNuSx9McVuf8ACKaQbtrowOZXtvsrEyN80eNvIzycHGetRW/gvRbSyhtLeCWJISxVlmYMQeoLZyR7UAYuq6/c6pDE1vZ3MEEN1bhnEpSQM2CQVHVR0OTW34wvbyw0FprJZi5lRGMDAOAWAyMgg0+68I6ReTebNFLkbMKszKuV6HAOM+9XtV0m21mzFrdGXy96v+6kKHIORyKAMKx8V31xqi20+lBLc30tl5ySliGVdyttx0Izk9jV7WNSu7TXtDsoGRYbuWQTE/eIVMgAf19qbb+ENMtjuVrtm+1/bNzXDkmTGMnnpjjFWta8PWGvC1N6km+1lE0MkblGRvYj1HBoA5/S/EN7pl2+n39vdXcPnXRW+JB4jJO0r2GOAaueGfFs+u38trcac1t+686J1LMpTOMMSoAb2GR71LD4I0iCdJVN0Skskqh7hmGXGHGCehq9pHh2x0Uj7KZiFUogklZwi5ztXPQUAYuteMb7RfEUtg2jG4tEs2uzcRTgMqKQGypHvxg1dtvFZmt7yZ9MuIxAkMkY3KfNWT7pz0GO/pUl/wCErDUdUur+eW68y5tTaSKsxC+WeoA7ZpE8HaYjzHfdlJkiRkNw23EeNmOeMY/U0ARXfii5hjJg0l5ZA86lTMqgeUeucdx0qs/juE21xPDp80yw2sN0ArjLLIcdPUVpr4Xshqsl+0t07PvxE0x8td/3sL05/pVKbwBoEz2zmGdDbwiBdk7rlAcgHB5welAGdFrGpJ4o1+8kluJLOwhhEVkjIFcuucncBg575rUfxTcCztWi0iaW9nuDb/ZllXCkLuJL9MY70tz4J026W/3zXu692+a32hs5X7pH0p//AAh2nEPmW7LGZZ1cTsGjkC7SykdMjr60AU7TxRfXGrzpcadJaW9vppupIpmAYSb2XbnpjCHnPcVe/wCEleR5VttOkmIs47uLEqjzFcnjnoRipE8K6al7bXYE3mwRtECZWIkViSQ4/i5OeapWngLR9PaRrRryJ5LdrZitw33Cc468YycemaAJrbxJfXUDSLoNzGSEMQlmjAkyMnkE8DvVzS9di1HQf7VkgktkUOZI5Oq7Sc/XpVJvBlg2h2emC4u1FkQba4WYiWI+zda1NO0i307Sl05WkniwQzTtvZ89ck9aAOYm8aXVzplw0WmzWM0lmbq0nlZXRkzjccdCAQ2PQ10kNrd/2GYF1OSS5eNtl40a5BP3TtAxxkdqzv8AhDbI6deWL3V68VynlfNMcxR/3E/ur24rft4VtraKBWZljQICxySAMcmgDktLvNdv49Jtn1GE3MUso1R41XIZCBsUdhnI9cCulvr9LKJz5cksojaRY0H3gOvJ4H4mo7DR7TTby/urdSJL2bzpcnjdtA49On51LqNgNRs5LczTQF1K+bC211B64NAEOk6t/a1sk62dxAjoHBlC857cE1pVn6bpi6bZW1qlzcSpbqVBkfJYH+961oUAFFFFABRRRQAUUUUAFFFFAEYEvnEll8rHA285+uf6VJRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1nCAZzycdKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAN2gsGIG4dDTqbty4bJ4GMdqdQAUUUUAFFFFABSZHqPShjhSfQV5p4evpNXstG1W6ufnudXuH8qaTYQBvVQOecBQNvNAHpYIPQ5xS15pYand217563AklGvS2sioTiVGz0XPUYB/OvS6ACiiigApCQOpApa43x/HbumiCeVo0fUY43IlKZQgkg4PTgUAdlRXHeINQtdQNhbWGowOltqEKXSJLhsdgCD19qx5bu9tbTWluvEUUUw1dCCDkwxbkGCD0GD+tAHo4ZSxAIJHUZ6U6uAuNQj0PUPEWr2YF1IdPt5zhiUZzvGRzhRwCfatbwnrGqahdajbak9u5hKNE0WASrLnkAnHNAHU0Vxt3qd7Z3fiGW1mhlmjmgSKN5OFBVcjBIGevGea1PC2rvrekySzSrJLHM8UmIjHtI7EHv9KAN0EMMggj1FLXmia/Jp2bHSdQsoFjFzcslwGczbWPyoc44PXniprTxnrMVhdfbzYtclbNomjyEgE+Rl+5CnHPfNAHotFcCnivWLRSl29lKLXUfsVzcKCquHQGMqOcfMwBpbjxXrtvb2btDp+4TRWt4BIWMczk5AxxxxQB3tISAMngVi+GNTvtTsLhtQhijnguZIN0TZWQKeGH1rCvNdvLu8u9LvGsBaXVvc+SYZSXwgAJJHAOT0BzQB24IIyORS15/oep67p/hnTlkuNNuRJbWqwS72Gwthcv3ORzn14qzB4wvl1i3025Sz3m6ntpJY2O35UDqQT7HBHY0AdvRXMadfane61Z3T3NumnzWSt5APLSknJB+lWteuJoNQ0VI5Akcl2FkG4gsMcD3oA3aK4iw1fWbbw/NcTzwTTfb5huY7isIY4AVeSeOBXQ6Hqy6voEV+s8EhdW3PHkKCCRjB5GO4NAGtRXnPhvxHq8uhaXbC4srm/vBcSrPJL8oVTwDjudw+gFTzeOdQNjplzBa23/EwVURGc/u5M4YuccJ6GgDv6K4vVNXbRLrWdS8x5p0ht41gaT90rt0I44Geppuq6rqgisob5Fgc6nBB5tpcD51YjkDHAzxg9RQB21FchpGv38ttrd5cta+Ra38kUYZyCsanDE8fiK2dE1STV7ee7VYTamVltpI2J8xQcZPHHIoA1qK4fSvEuoyaZbxPJazahd3lxFDLkiIBCcZ7+2K3fD+rN4g8OpdzxGCR98ciRtnDKSDtP4cUAbdFcraa7cQaXvFsfKjtnlSW4myTtfbhiB6c0mq+Kb+yju/I0xHkivYbWLzZdizeYF+YHHYtj8DQB1dFc3Za/qUt5bRXemxxRytJEXScMRIpPAHcYHWrOva5Louiy6gbJn2Kp2FwOWYLjP40AbdFYGk65e3rTxXGmmOaG5EL+XIGUKRkNn+db9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBXluVhuLeFiN0zFV684BP9KsVnXaXLavp7RoWt1MhlbC4X5SB156+laNABRRRQAUUUUAFYmn+GNPsZ7iUoJxJcvcxLMisLdm+8E44BPP1NbdVW1GyWfyGu4BNvEewyDduIztx645x6UAUZfDtlJq9nfqiRfZiziKNAqs7ADccdSAK2KqnULMKzG6hCrJ5THeOH/u/X2qaKaKdS0UiuASpKnOCOooAkooooAKpajpOn6tCsWo2VvdxodyrNGGAPqM1dqrc6lZWUsUV1dwQSS5EaySBS+OuM9aAKUXhfQYIhHFo9iiK+8KsCgBvUcdasTaNplwJxNp9tJ9o2+duiB8zb03euKmtL+zvw5s7uG4EbbHMUgba3ocdKfcXMFpC01xNHDEv3nkYKo/E0AVV0TTEuZ7hbCAS3EflSsEHzp/dPqKdp2kafpETxadZQ2qO25liQDJ96uggjI6VWvtRstMg8++u4LWInG+aQIM+mTQBRn8LaFctdNPpdvIbt1efcufMZehPuKvWVhaabbC3sreOCEEnYgwMnqafbXVvewCa1njniPR42DKfxFT0AYknhDw9NEY5NHtHUu74aMHDN94j0zjnFPPhbQmnnmbS7ZnuIlglymQyL91cdMDA/KtiigDNg0HS7bTv7PhsYltNwcxYyCwIIJ9TkA815n44j8cS+KP7L8OeHdPbTWIujPJGCskndmbjDZ/GvXqaGBJAIJHUelAHO+C9J1DStEC6pFYxXszb5I7JCsan05JyfU1Mvg7QFvPtY02Pz/MeUPk/KzDDY54B7jpWxDcwXBkEE0cpiYo4RgdrDsfQ1NQBkJ4Z0aOG5hSwjWO5RY5VBOGVRhR14x7YoXwzoq2UNn/AGZbtbwsWjV13bSepyecn1rXooAyIPDGiW0tpLDp0CyWalbdsEmMHnjNWNQ0fT9VktZL62WZrWTzYCSQUf1GDVmC5gukZ7eaOVVYoSjAgMOo471NQBzl14G8N3iSJNpifvJ/tDFZHU+Zz8wIPB5PT1rZsrC106zSztIEit0GAg6e/wBfxq1TBLH5piDr5gG4rnnHrigDEbwb4daB4f7KgWN5DKRHlPmI25BBGOOMDinSeEdAljlSTTIWSWJYHU5xsXoo54x7VuUUAZP/AAjWj+ZcO1ijm4jWKUSMzKyjoME44qF/CGgyW8cB02IRxyLKu0sDvX7pyDkkZPWtymeYnmeXuXfjO3POPXFAGBfeGVCXT6JJFpt1ePm5n8rzDIuCDgE8HnOfWtjT7KHTdPt7KAYigjEa/QDFWqKAMMeEtEBuj9iH+kzi4kAdlxIBjcuCNv4VpW2n2tnZCztoFitwCPLTgc9atUUAYh8KaM0aRm0JjSF7cIZXIMbcsDzzmnT+FtJuERXt2wkkUoIlfO6P7nftWzRQBhx+FdLinim2TvJFcvdIzzu2HcYbqemD06VPceHtNvLKOzuYXlt4+FRpn9cjODzz61q0UAZtnoWnWF3cXVtAUmuJBLI29juYDGeT6VpUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVaeSNbq1VnIZ2YIB/EdpP8qs0AFY11puq3OoWc6aw0EMAzJBHEMTNz94nnHTgVs0UAIM4GevfFLRRQAV5XbSwrLp0wHm30niWc3RSMswwJFGeOAF2V6pVS3060tLm5uIIESW5fzJWA5ZsAZ/ICgDg7i7uLLQ9UMxupNutfumWEk7C4OSMcjHeuh0G/kuPE2u2sMCJZQPGQ6rgvKy5bNdKQD1qpYaXZ6Ysy2cIiE8plkx/Ex6k0AXKKKKACuR8dWWmx6Nf6rcwtJeLZSW8BClyNwJwAO+e9ddSFQwwQD9aAOS0q/wBB0Dwpba0cQw3MUCSukbfM+AoyMdc1S8Y3Nt4h1G18Jq+4TK1xdqQw/dqMqAcdd2D+FdhLDI88UQht2tMHzFYcg9sDpU/lR+Z5nlrvxjdgZx9aAOO8O+ONNfwvpU1/LJDNJMtgd0bHMw46kdDjOfeoNbubXT/iAl1rlvI2mPYBLedoy8UcoclgQAcEjbg47Gu2NvAwAMMZCtuAKjg+v1qR0R1w6hh6EZoA5DRdY0HQNIs0jjlsrXULx1tEdCfMLMTkADgHqM10Guz3ltoN9Pp8e+8SFjEuM5b6Vce3hfZviRvLOU3KDtPqPSpaAPKbfxHqMcqxRa7d3lpMYRd3BtCHsyQd5Bx3OBjBxT7vX9Qu7Bxba/d2bRW109uZIMvdLHt2ueOmcjsSK9QEUYDAIoDdeOv1pDBESCYkJAwDtHA9KAPOG8U3dzFbCTUpf3lpaS+TbQlJvMZhuwSMEHPI7AGr+u6tFpsOqy6Zf7bwXMP26TyQWt4iME9OcAdea7jyYsg+WmR0O0cUjW0D790MZ8wYfKj5h6H1oA8ystdtofOs7PVLhYrrUHM2orCAQCu5STjGG6bqni1jVLq60uxu9ca3/tG0mQTxJtHmK4CMuRwSO3evRRa24QoIIgnGV2DHHSh7eB9u+GNtpBXKg4x6UAefR+ILxvHJtF1SWaGCeO2aKLB/h+behGfvYO8HjdW94vLQ3WiXbXs1vbwXbGVYkLGT922Bj/PWuiW0tknM628SynrIEAY/jUrKrY3AHByM+tAHmum61BpWsLFZ3sUMV/qN2ZYXjxtIG4Mc8j1461FqWsXU+hajbS+I/tpltRdwz2SLGyhXAZVAHI9c816S9laySCR7WFnBJDGMEgn3pqafZxgBLSBQAVGIwOD1FAGfLm+8Jyi21CRjJbMEu0A3ZwfmHGK421u4LDw9p11ZasDcx6JK63ksYZiEMZIYY7cj1616SiIiBERVQDAUDAAqMWdsE2C3iC4I27BjB6j8aAOPuvFE8lxbeXew2weKCaMMy7Zg5G7GQSe449KbFrGp3XiLXbaz1RJV0wh0tVjUtKDHnaT1GG4rsTZWpMZNtCTFgR5QfJjpj0p0dpbwyvLFBEkkn33VAC31PegDjfB/iC91fUlE2qW9yktoJZbZQA9vLuwVwBnH1qTVr2Gx8a3EwubZbkaQ/l+YwBQhgenUg9fwrrYrO2gkeWG3ijkf77IgBb6kdaR7G0kn857aJpcbd7IC2PTNAHN+C9R1S/juP7SleUhUaNxsaMg5yUdAMj2PI/Gso6/fw+KLnOvI9lBqItTZtAgZt0RcKGHPBwBXeQwRW0QjhiSNB0VFAA/Co/sNp5hk+yw7y+8tsGd3r9aAOM8PeJdR1LWdPaS+hkjvopGlsFhw1oVPduvsc/hW34i1G+s73TbWyuIomvHeIl03FflzuH0/KttLaCKVpY4Y0kb7zKoBP1NOeGORlZ41YrnBIyRQBwjeIdWXxHd2D6hBD/ZUdvujmCoL0uDubPJA44A71q3Wu39rexb7nThbut0Ru3LkxgbeSevXP6V0Eun2c1wtxLawvMv3ZGQFh+NLcWNpdoqXFtFKq5wHUHGeDQByVtquv/2SWWRbm8leEg+WvlxI7fMysMB1ABxnmun1Kea3sWaK4gilCMQ0o4JAzwM1ajgiiiWKOJFjUBQqjAA9KWWCKbHmxq+M43DOM0AVNGvTqWkWt2zRs0sYLGM5XPfFX6gtbWCyt0t7aFIoU+6iDAFT0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFG5083Op2V59oZVtS58oDhyylck+2avUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQ3FzBaQtNcSpFEvV3bAFNtL61v4vNtLiKeMHBaNgwz+Fcr42Ro9Q0S/u0M2j207NeRlNyrx8rsPQGsU3dvaavca1oFyF0aea2E72iK6MQ+HG1eV+U8nFAHplFeZtquqXOmLaHWb22uX1S4ijlFuCzooJRckbR1X69KztY8T6qLnTZm1i5ih+wRvJHbRKjPOWII2OPmzjBUEEfjQB67TVZWztYHBwcHvXmdj4nv73x/9me/nFos7IsKbR8qrzvQjdjIPzA1RXxl9k8P3b2+orHI2rSxyTwwdFP3Sc/KufU9aAPXKK5bwv4gm1fwNFqKSLeXyQtvCrjdIM8Y9+Pzrh7HxVr1zo1++oa5FavLBnzIYS72twGH7sLtxyONpJOQTQB6+zKuNzAZOBk96dXlMmryX9nbXWs6xeQyWmoQrc2YtQPJYKcbuDuye445Fa51rULr4jz6Tb+IEjtoY45jbPbZZwRllDfTHuKAO/pCQK8zTxVqcFzqf2XWY9WkktnltLdbbY0Tq2CuOpIXJweuKranq97P4bkuk16e5tYruzkNylqY2jBceYDxyB1x270AerUVga7rRsPCEmqQT7W8pGjleEnlsAEpwe/4VxzeMdUfRryKHVbY3ltfSRiWSPaXhUAg5wVXr1PBoA9QorD8OajNqPhO01CZ3aWSDeWljCknHUgf0rlfBvja61fxEbK7vYZobiJ3hxD5ZWRWwUHJOMc880AeiMyopZmCqOpJwBSggjIORXnfj3WmhfVdO1Cb7Npv9mloR5WTcynI2g47ccDnn2pdO8TXBms9P+3Q2kyGIRQSDcZ7fy0O/gZzktz0G3mgD0SivONB8XandeWb69iRLjS5bpJGh4jZHK7sDqMAEisr/hKZtSstRs5fFEcy2lzBML60iCsISMsSAcYzxQB65RXA3fi+5OtQadaXBEiXkRdWiz5lqy5L56Ae/Wk07XdQ1DU9dkXX7YWukzyKYvs4bcm0EEkHPByOPSgDv6TIrzJ/FOsxokUGs29xI1zaP5zWuAIZwQflB6KcHOe+DUZ8QX9xcaDdahqPl29pf3UM1xFEdtwUIVPl9WG7jmgD1EkDk0tcd8QbxrbR9Ndb37JHLqECSOeMoScg8jiq9j4jkl1xLUarbl3ujbjT4o9xjjA+8W6++TxQB3NNLKvVgPqa5Pwlql/rE100upwzJZXc1vJGIgGdeNjHnjHzDpziqnjKC3uPEmlRowN+Le4eJHmZY8hcqZACPlznn1oA7gEEZyMetHWuFsbyz+2aQllqDjS2W5Lnfujd94UqGJyRknHtXVaotyuiXKaXKkVyISYGK7wCBxxnmgDRorjtC1XWdS09r0Xdq8bvFHAHXG7HEnQ/eJziuxoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKdxdPDfWdukTMs7MHcA4QBSev1GKuVSu3gW9sfNlZJDIwiQdHO05B/DJq7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhAIwRkVRs9G06wu7m7tLKGGe6IMzooBcj1p+panaaRZtdXsvlxAhRwSST0AA5JqvpHiDTtce5SwlZ3tiqyq0bIVLDI4IHpQBp7R6D1pCiHqoP4U6igCNk+ZSirnPJI7UGGJhho0IBzyo6+tSVHNNHbwvNKwSNFLMx6ADqaAHqoUYUAD2pNi/wB0dc9KitLqC+tI7q2lWWCVQyOvRh61PQA3Yp6qOfajYu7dtGfXHNQXl9a6fb+fdzpDFuCbnOBknAH4mrAORkUAIEQHIUA/Sjau3G0Y9MVFPeW9q8KTyrG0z+XGGP3m9BTbW+tr5ZGtplkEUhifb/Cw6g/nQBYIBGCAR6Unlp/cXn2p1FACAADA6UxYo4+VjVcnPAxzUlFAERRJW+eIEoflLAH8qXyo94fy13AYDY5A9KkooAYY0IwUXGMYx2qGOws4VKxWsCAgKQsYGQO1WaKAG7FznaM/So/s0GX/AHMfzgh/lHzZ9fWqN14h0ixe7S61CGJrRVe4DH/Vq3Qn61oQypPCk0TB45FDKw6EEZBoARLeGP7kSLwF4UDgdBT9i9NoxnPSnUUARTQQ3CBZokkUHIDqCM+vNC28KS+asSCQjbvCjOPTNS0UARpDEkjyJGqu+NzBcFsdM0jW8LyGRoULldhYqMlfT6U8sqkAsAWOBk9TTqAII7S3hgEEUEaQjOEVAF568VDf6eL3T3tY55bRiu1JrfCvH/u5BAq7RQBn6bpFrpmnW9lGDKkHKvLgsWzksT61oUUUAFFFFABRRRQAUUxpERkVmAZzhQT1NPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMrUWUazo6kjcZZCB/2zatWszUjZDUNL+0xs0zTsLdlz8rbDnOO2MitOgAooooAKKKKACiiigAooooAKKKKACiiigDiviFbfaY9Dxa3dwYtSilItlJZVX7xOKpX98sreKohp2qIN8AaW2jKvMp4IU+3P5mvQqKAPKmj1G30ue70vTtQkvNGvXhhtndsTQSDAGT97G4N7YxTdU0XVdKhtbOWLVdQMWmrHZT27k+Xd5bcz+g5Xr2Fer0UAeUQ2+r23iSyt7iz1dn/tMXMksWTDsaPBy3pu7VPZadHPqHiSW4k1qJLdpfs0W5ghTbztXvzXqFFAHhlqNQ1Cy3iXWklstHVo1RWQG4V/lyO5wRxWt4j1e3HiWa2vdYu4rcm0acYcJCpB3ocdN3Feu1j3vhfRNQu2urrT4pJnZWduRvKkFSwBwcY70AY3xAmtINC06aeGeeKO/gdVhQucA5yR3AGa5fTL+8GsW+rx3WrS29xrUsAhdW8sQEfKdvYdK9YAAGBS0AcZ45ihjv8Aw9qMtveT/Z74ALbAsRuGMkDqK57Sb+S38QXL27agtzPqVyqwmNhE6+UNpbsPmHBr1SigDznwHLeXGtvM91eYa0H223njbi4z8x3NwMcgAdql8VWGrxeJkFhdXxi1hEtsxudtoUYMzj0yox9a9BooA85hub9/F8tpNe38cyXbRiMRs0bW23g56A9Du65pNBtJNQsdTNn4g1ZZ4JJIoheMVA5+Q8jnkV6PVPUtNtNXsZLO9i8yB8ZUMVPHuOaAMLwbJqGoQXGraizq85ESwb9yLsyrMo7bmz+VYN1qEifEIx/bL6aNptjRIJEEI2dem1l75rv7S0gsbSO1toxHDGu1UHQCp8Z4NAHk+gG+vLK2ln1vWVS6kuYNrZG0IxMZzjg4796m1jVNUl0XSpYb7UxdRWBuD5UZUO6sAS/GScZ+X8a9SAA4FLQB5JrF5ZXUfizU7ZRcyy6XFGYHgYb3H4cmu/s5z/whNvMjPERYKwMa5ZDsHQeo9K2iqnqoP4UoAAwOBQB5IniK6OlajanVNUjumNp9mkcbpCzH5jgDAHHI7YrTtr/UrLVZTPq2oXKWmoi2RGi+WRHjyN3HOH4z2r0faN27Az64p1AHlFnqniBgkhu9RbUJ7a6e8t2TCW7KPk2jHHPT1qdPE17P5eNRvIHkgtSQbcnMhOHI46dc16hSYGc45oA88/txXmsria9nEWn6vLbSGRC5kGw7c4HqcCr9jr0t940jtka5aFvN+VWIRAvA3qRxk5wR1rsvKjGfkXk7jx39aXau7dgbsYzjnFAGHrEsy3NysVzcRlLPzV2/cDKTj8+h9qsXdxcHRoLqJ9sw2NgZ2tkjIPfHNa1FAHB6BqF3d+JHTUdbmivkuJVOliP5PLA+U/1zXdb1LlM/MBnFNEUYkMgjQSHgtgZ/OpKACiiigAqOESCPExUvk8qMCpKKAGlVJBIBI6cdKdRRQAUUUUAFQukjTxOsu1FzvTbndxxz2qaigAqKCUzIzGNo8Oy4bqcHGfoetS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFa4uGhntkEPmCV9pO4ApwTnB6/hVms/UNNF7eafcGYobSYygAffypXH61oUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDKJiVMToMZyGXOeOOe3NTUUUAFNQMFG8gt3IGKdRQAUUUUAFNTdtG/G7vjpTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjkRXKbjjawI+tSVTvbR7p7Zlk2eTMJD7gdqq+JdVm0Tw5fanBAs8ltGZBGzYDAdefpQBrUVyF54tv9NWaK901I5jEkttJ5n7qQMyqQW7EFhmtyTXdPhvUspp1W4baCB0DEZAz6mgDTorlm8Y2zWtveqPJtDctBJ5yNvOOhUCtJvEukqgc3XyG2N1u2nHljqf/AK1AGvRXO2viT9/qk175MWn2qRSQypksyuCfmHY9OKfF4x0WSya6NyY1TcHSRCHUqAWBXqMAg/SgDforFu/FOj2P2YzXa7bhFkRlBI2E4DE9hmrup6lBpWlz6hOf3MKFzjv6AfWgC7RXHNr3iqOF55NBtQjW7SwoLn5ywGQjD1Pt3rSHivTre0D6lILO4SzS7nhbJ8tWwOvfk4oA36Kxz4n0f7ell9sXz2IXGDgEruAJ7HHOKo3njCyfSdTudImhu7mxjMjQuSu4DqR6j3oA6aiq1hc/bNPtrortM0SybfTIBxVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqOVGkUBZChyDkex6VJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzXjS5li0ZYIpREbmURl2tmmAHU5C9Bx1NdLRQB5Jrd/HfrcSXmvxJeNAsVtDJZSCKMblZmZepJKj8qmt9W0iLWXvm1eKaGaWOeZGtJG2Oq7TtPQDjjI4r1WigDzW38UacERbzWrWcxXZmhYWUgKJ2Hu3vU1z4v0i5itbS41FyiuHuJRYusc8ZJ+QHHB/wr0SigDyOfxVpuoalqiSakYIppYpraRLOUYeM5XeSMEHGDitRPGOjQJK91qkMs1zkzsti+1MoE44ye3XtmvSKQgMMEAj0NAHlE+r6PJa2FsdRsJ4YoUhuEmtZQHCtkFcfyNb2s+KvCetaJcaXNqEkcUybd0cTgrjoRx7V3VFAHm8XiKwD20uraxDLJahhbOlrICxK43N6HoeM1YPijQr+GxF7fxSyRIVu1W2crKuPcZxuCn8K9AooA81g8Q6JbX+pumr2q6dfSeZhrZvNSVl2k5IwRx+FZTa54eurp5NQ1yxlnXTnsbbyoZFDBs5Zhj6cCvXmVWGGUEehFRfZoMqRBHlRgHYOKAOJ0LxF/aGqaPpdhrVi621uRdQJE+ZcDAKEjgCu8qMQxhgwjUMOhCjIqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAqXt/FYeR5oc+dMsK7Rn5mOBn2q3UciI2zccYYEc45qSgAooooAKKKKACuWj8S3V3LJ9migSAaj9jiklyfMVR85GO+QwH0rqa4WDwnqT30kL3H2a0tNUOoWbRgMHD5yhB5GCzfnQB1mm3j3UcyyqRNBIYnIQqrEd1BJ4q9WL4ct76OC7uNQXZNdXLyiL/nmmcKPyAraoAKKKKACsPXbzV7S90tNNSzaG4uPKuDcbtyrjOVx34PWtysPXdK1LUbrTpbDUltFtZvNkRoQ/m8Yx7d6AGeGfELeIIr5mtJIPs108ALDhgDwQe59aqt4sWz1LW/7Q2Q6fpxhRX2MHZ3z68EdAMVY8O+HbjQrzUXbU5Li1uZjLFblABEWOW5781m6t4N1HUbvVpE1eOOG/MRETWquF2Ho2fvA5NAHTadqMOqWpuIFlVQxTEibTkfzHvXPad4rlt9PuDrUbvcQSzkm1hLDykcqGPpkD9DV/wAKeH5vDmlyWct4LjdKXUKmxIwQBtVew4z+Jrn5fAOqmW7mi17bLdLcQzZgyrQyEkLjPVSzYPvQBr2/j7Qbm0urlJbhVtwhZXgZXcN90qpGWz7U9PHOitFE7NcoZJGi2PAyujKMkMOo46etY8ngC9ndpJNYUSJbQQwukABjeI5D/jk8e9WD4FluLS6N3qW/ULi8jumuI4wgBTooHpjIoAt3PxB0G1s7S6Z7p4ruNXjaO3dvvHCg4HBJGAK2dH1mz1zTlvbJy0e5kZSMMjqcMpHYg1zR8BGG08izv/KH9pJeqGj3Kiq24RqOwzk/jWr4U0K70GPUormeGVLm+kuYhFHt2K+Dg+9AGZN4t1JLVLh9NNsP7UFmUnXl42YgMpB64HTmtG48baJbaVb6i88phnZlQLCzPlT82VAyMd6jn8O6kzsqajC8A1AXkSTQZ8sZYsuR15bg9qzbjwdrM9l9l/te3SJpLgukdvtG2ToRzkEflQBrWniyC98VHRobeV4/sqXC3CodvzcgHjjj1pNd1jV7DXdMsLG3tJUvmdA0zMpQqpYnjqMAj61V0zwvq2n6pYXf9rRiOO3WC7iSH/X7OFOT0461c17RtVv9W0u/06/ggFi7MYpYiwk3AqckHsCcUAVLHxhJNKlpdWiW96mo/YZ0LkqCULqynHzZAHYdasz+NdJjlvIImlkmt45HXEbbZWjB3KjYwxGMHFZ8Xgm7imtZ31JZrj+0v7QupXi5kIUqqrg8AA0lr4Hlh1KWWWe1khCz/Z3+z/vUMpYkFumAWPTrQA3/AITpor7Tbi7iS30m8smuCWjfzYmBAIb2564rffxRo0b3CNejdb7PMARjjf8Adxxzn2rGn8M6tdiEXF3Yu6WEtqZfIOQzdCBnGMYzWTYaRd3vjfTTcRXCHSrXy7yUR7ILl1x5ZUc5x19qAOktfEb21tqU+tLHAlveGCEwqWMqkLtwBkljnGKsy+KtGgghllvNqzIZEHlsTtBAOQAcYyMjtWPceEb/AO1XVxa38aOb4X8AdMrv2hSrjuMDIxzmrdx4cvZp1lS6tYmFpcRHZbgYlkIO8flz60AaF/4l0nTHjW6ugu8K24IzKqscKzEDCgnjJqXWtXi0bSZb91MmMLGin77McKPxJrCm8L6ihUWstiwuYIob03MLPnYMAoM4A9j35rc1nR49Z0aTT3kMZYKUkUDKMpBBH4igCml94hVJDcadYJ+48xD9qOA/91srwPetQX0SWvmzyRqyxCSQI24AEdR6j3rnhoOuXlx9p1K7095o7eS3i2QNg7hjc2Tz7iq0EN6fEmlWkUU0UtjbiK9nWPFvLFt4VcnruVfoM0AdDL4h0mC+FnNfRRzk4w2QAcE4LdAcAnGc4qvceJbSTRL2/wBLmhumtonlCklQ4UZODjke4yKztR8Nanf393A91ZvpF2/mMkkGZozt2kI3Tp3PIqvaeFdXt2kke7szJBYNYWW2IhSp/ikGeTwOmKAOlg1B7jQU1FIgJHt/OEZbjO3OM1T0vxRp1/phupbiKB4ow9wjMR5efcgZHvSW2lahF4MGlSzw/bfspg82MEJuIxkDrXOQ+E9et5Gld9NuyNNitdkqMFkdGySfQcUAdW3iPSF0/wC3fbo2t9xXcgLHcBkjAGcgdsVbjv7abThfxSb7Zo/NDgHlcZzjrWO2hSNZuBaWCTG4NwoVWADMuC2c/e9/StDSrC4tdBgsb+5F1OsWySXbgN+FAFO08V6bNoun6lcS/ZlvseVGwLMSe2AM/pW6DkZFYtjok1jPYsJ1kjhthbuhGF+XoyjseSD+FbdAGRaa9bzrfySmOKC0m8oyCUPu+oHKn2Na9c5B4bPm3NxP5YnkvhdL5WQG28KG9a6OgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAZJEku0OobaQwz2I6Gn0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcv411/UtBsbB9LsvtU9zeRwFRjIDHtkjmki8aW8mqw2psblbeWYW32vgxrP3jPOc5OM9M0AdTRWLr2uvof2Vv7OubtJ5DGfs4DMrYyBt6nOO1UdF8cafrlykMNtew+YrlHnhKhmQgOo9SCaAOoorkP+Fhackd40llfxyWvll4nhw5WQ4UgfXt1rZ0HW11y0llNpPaSwytFJBOMOpHr9RQBrUUVja3/bZe3TSXt4o8O08sy7sYX5QBnuevsKANmivP9P1nxUujadqeoXdh5N5JBhDAUYbyQyYycnGMGt2bxhax6dDdR2V7K8nmZt0i/eIE+8SO2KAOjorPg1i0n0NNXLmO0aHzi0gxtXHeuftfiBaXEUryaZqEDb4xbpJFzchzhSnrmgDsKK5l/GtlHa2s7Wl6fPme3MawlnjlUE7GUcgkCl0zxpp2qQvNHBeRRrC8wM0DJu2ffUZ7qetAHS0VzieMbBrcy+TdfMge3XyyWuARxsHepbPxVZ3sCukFysu6SN4GjO+N0XJVh2OKAN6iueTxfp7rG3l3IV0SRm8o4RWJGWPbBGD6UX+uynUEt7ENtguo4riRo8o24gFAc8MAwNAHQ0Vl6vqLadLpxB/dz3IhcBCxOVYjHpyBUc3iTTobJLxmmMLKWysTEqAcHIxxyaANiiufu/F1ja61baYIbiaSZkUvEmVjLfd3HtT/ABFqN3psmlvbyosc15HBKjR7i4Y4wDng0AbtFc8vjDTG+zKomMszMrxiM5h2kBy/90AkZq1J4m0lIRMLtZIj5eXjBYLvICE46ZyKANeisa38UaVdax/ZUU7Nc5dR8h2ll+8A3QkdxU1/rtjps0kVy8geOBrhtsbN8i9Tx39qANOisWDxPplzOkMMkkjPFHNlY2IVZPuEntmtT7TCQG81MF9gOf4vT60ATUVmi7uRr5s2WM2zW4lRgTuDbsEHtjpWlQAUVmHXLIatHpoaRp5M4ZYyUBHUFhwD7Vp0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU0sFxkgZOBmgB1FFFABRRRQBjeI9Aj8RafHbNdz2kkUqzRzQEBkZTweRWdbeB7K21KC5+2XckEMouEtWcbPOAx5h7k98ZxmuqooAzdU0o6m1qwvJ7Y28wlHlbfmI7HIPGCR+NZMPguGEWoGp3xNv8AaAp3KCfOOW6Dgjsa6iigDg7f4ZwQK6nW9QkWURCbcEJk8s5Qk4z2GfWtL/hDCINSjj1vUInvrpbl5UKq64/hBA6GuqooAao2oBknAxk9TVbUbaW8sJreG6e1eQbRNGoLL64zx0q3RQBybeDp5dD03TZtcuZBY3CTLK0SbnCH5VP+NRHwLIsi3Nvrt5FeiWV/PKK+UkOSm08YrsaKAM0aNbHQjpEu6W3aIxOXPLA9TxWHB4KlSwS3n16+nktyps5WVM2+05GBjDHtk84rrqKAOXtfB4thYkancPJBdveTuyLm5kYEZbjjAOOPSmr4Tnt4LYrqc1xJbQXEYSVQFm83n5sehxyK6qigDz/S/A97daVZTanf3VpqdogS2ETIy22D1XAwwP8Atdq018Fyx2gEWt3Ud8bh7iW6WNMyFxhgVPA49K62igDhh8PpjBqcEuvXE0d5bLbJ5kS5iVWJB46nk1fuvCE0tw8lvrd1bK8sdw0aRoVaVcZY5HcKOK6qigCpd2kty9qyXTw+TKHYBQRIMEbTnp17Vzlx4OvbnTZLCTXZjbzLIsi+SvO59ykehHT3rrqKAOLufBF1ea3ZX1xrOYrWSNwiWyo52jGN4OcHuK2vEWi3GtW1tHbX5spbe4SdZBGH5XkDBPTNbVFAHIxeDLm1SOS11qYXm+Vp55IVYS7yCfl6DBAI+lSJ4Rmt70y2usTJDIsQnjeFGLmMAAg4wMgc8fTFdVRQByln4QmtL/Tbr+1GmazlnkbzIQDIJeo4PGMDmruveH59ZIMGq3FkDC8DqihldW74Pcetb1FAHP6dot/p1/aBLqzewgtlgYfZtszFRgHfnp04xT4/DzRi4hN9I1pLK8oiZATGWBzhuvUkit2igDC03Rb+0v4bq71U3XlQtBjyQu5cgqT7jnPY1u0UUAYFloE9vqsl5LeRtmUyfuoBGzgjG1yDhsdjit+iigAooooAKKKKACiiigAooooAKKKKAGqGCgM24+uMU6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkIBxkZwc0tFABRRRQAUUUUAY3iXW38P6Yl6lobkGZImQPtOGOMis+z8XS3WqmzbSpY0W6a0kkMgOyQLuHHoRjn3rU13QbTxDYpaXjTLEsiyjypCp3KcjNUj4N0zz/OR7pJTeC9LLMeZMYP4EcYoAo3HjK6iNyqaV+8S0e7iSSYDcqSbHBIyAehHrmoofHNx57W15o7W1wt/FashmDYWRdyvnHPTpUt18NtAu2/etfY2PHtW6YDazbmX6EnNX7rwXo159rM8Urm6WJZD5pyDGMKwPZgO9AHLal4rv9Zu9G021d9Pe61Ke2lkglBJWE84OO9dBD4snj1iewvNMkgijtnnilMoZpVQ4JIHTPbmm6f8PNA0wWP2VLlDZTvPAxnJKu33uvXNSp4G0tLtLnzrwsm9QrTkrsc5ZMehNAGNrPi/xCmgXNza6I1rMPJkt3eUOro7AYPHDYPStqTxVNarGt5pjRS/bYbR1WUMAZMYYHHIyaY3gLSTpt1YLNfCG4QR4Nwx8sAgjZnpjAqf/hC9KHl4a5Hl+SVBmJGY2BVv97jrQBnDxxd/25qFidAuDbaczC7u1lBVBs3qQMc5GM+madb+OJJlnLaPOpSx+3RAPkMndScYDcZxWtbeGLC1vtSukadv7Sz9pieQlHJGM47ccfSqdl4Js7HTr3T0v9Qe0ukMYjefPlIeoU9vSgCr/wAJrdDRBqcmgXEUDbGVnlG3awzuJAJAHfiugg1aOTQhqsqeXH5RlZQwbAHuOtV08M2C2+nwZnaOwyIQ0pOQRjDf3hj1qxYaLY6bpH9l20OLTDDYxzkMST1+tAHLXnju5Ghyzpp7QXU9mLuy+cOJEJUZPHBG9SRS6r4ovdD8WyJcRyz6f/Z8UrqrKBExkKFsYySSR+VaFv4E0i3tbm2LXMqSwfZkMkpJhi7KnoAf5Clk8D6fNBJFPc3kpe1jtN7y5YKjbwc+pbnNADX8ZAax9li06aW0+0fZDdKek2CdpXHT3q9aeIJLrUY7RdMudu945phgpE69ie4PYimW/hSztr6W6iuLtfOlE0kQlIRnAxuIq3pWippU93JHd3Uq3MplZJpNwUnrj0oAz7rVdTPi99Hhg2WZ09phdf3ZNwAx64z0qvp/imWKzFveW8tzexacLvdEBm4xw20djnHHvWze6Jb319HePLcRzRrtHlylVIznkd6yU8DWKxIr3l67JZGyDmXB2bt2frkD8qAJ18VD91E+nXCXckjQiAkZ3iPzAM+hB61d0vWV1jQY9UtIWJkjLLCxwdw/hJ+vFVpPC9rLei8M9wJlnFwrBvut5ew49iOtW9D0aDQdJi063klkijJIaVstyc0Acfc+L9cXT9A1F7ExvczyJPZQsreYqqSMMenStGX4g2hskurTT7q5jSBLi62YH2dGOBn1PBOB2FP/AOEBtRbWsC6lfqlrNJND+8+6XBBH05NIvw/sf7NtLBr++NvDEIpkWTb9pUHIEmOvf8DQBcTxdBJ4ibSEtn3q+1ndwpxs37lU8svbI70uneLYtR1S3tBY3McV1E01tcEZSRVOD06HoR6g0T+DrK58RwaxNcXLvbtuihL/ACKdu364wTx0qzpPh8aRdPJHqF3Lb4Kx20jAxxDP8I7UARanq9zY6ysSxyvbx2kk7xrDkyleytnr7YqzpWuDVLmaH7HcW5SNJVaVcB1YZ49x0IqHU/Dp1LVYL/8AtK9t2hjaNY4XwhDdSR6/4VYsdJlsrpJW1O8uFWEReXKwKkj+L60ALdXV4n9oAQrHFDCGhmJzubBzx2xgfnUNprgmWWJ7W4+0QCMMNoxJu6Mp6EdT7Uy80KKTU7i+8+9IuohbywRyYTHIDY7EZNQ3PhX7TBLEdWv03CLymWTmEx9Cv17+uaANmyuHurYSyW8luxJBjkxkYOO1WarWds9tB5b3Es7ZJLyHmrNAEcwcwv5bbXwdpxnBqKxknlsonuUVJiPmVTkdahSxmW4vJTfzsLgYRDjEPGPlqxZwNa2cUDzSTsihTLIcs59TQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRVW+e8jg3WUUcsufuyNtGPrWJJf8AixbtkTRLN4McSfasEn6UAdLRXMQ3/jCTVLeOXRbCGxLYmlN1ucD1UCunoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOJnaJTKgRyPmUHOD9akooAKK5Xx+LtvDipa3aWoe4iSV2LAlCwBUFeRms608SX9tKrIttHpEV5/ZyRzuxnLDgPuJ5GT0645zQB3dFcFN41vWiE1k+m3C/2U95tWRiDIrqCN393BPbOamm8X6jaNcWc9vZm9W6t7eNkdvL/AHq7stkZGAD09qAO2BB6EGlrkfA1mbIa2hvBcZ1KUhRKXEX+zk8j6VlHWtcsNRkhtpbO4mu9Ve3CTzOwjAXIAwPl+lAHodICCMg5rG8N6vJr3h6K+nhEMzF45Y1bIDKxU4PpxXJaPrN3Y+GtO03TZo3vrq8u0jkud7qipI5II6sQMADNAHo9FcLbeOLsfZXvrNIFvYGW2TksblX2FD9cgjuBnNOi8Yahd6tcww2UclnaXiWNyo3CQMVyzjttBOOaAO3BB6HNLXDWdw3hfw7efZnubuaS/lEfmEysuT6ZyVA7Cuj0PV01XQotR863kDKS7QMSmQTnBOP1oA1qK5O78aRRWs9zbRRzRR6U+oKBKNxweFOOg681e0vXpbzWW0+eGNWaziu42jbcMNkEH6EfiKAN6iuNTxRLbnWJiGnePUls4oGcAJ0XPTIHU963dK1kalc6jB5JR7KfySQch+M5H+FAGrTFljcAq6kE4GD3rBtZrjU9X+2wyXC2htpYTazr5e2QOBux15GeemKqRW2naFpcF1LpkwkswGaO3YyLE2Gy2eAeGOc880AdZRWJ4l1CSw0mK4iEp3XMKHymAYKzgdweOefasmDxdqM/ihrD+zIlsEvGs2nExL7wu4HGMAfjQB2NFYXiDWrnTZ7CzsoIpLy+kKRmZ9qLgZOT1+gFT6bd3Fzb21xfwLa3hjffbLOH5B6jH3un4ZoA1qKw59U1FiLi0tYGtPIDkXEhjk3k4C4IwB65rOXxZeJoEl/Np8Tz2999jmjimJXPmBNynHPJzg0AdbRXLzax4hMq20Gn6cLpFMs6Pdn5Y9xC4wuckDr0pja7qE8GtfZTbiazlRFDthUBALc9zz9KAOrorJu9WmhnuIraxa6MCozBJF3HcegXOegJ5xQmpzPrbWqrF9mQ7GLkq+7bkbcjDDr0PGDQBrUVXmmlSaBI4TIrkh23AbAB1x3qxQAUVhT313Lqcaedb2tstwqRt5uWnP8AEu3HHtzW7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBi6v4lsdHuYrSRZ7i9lUvHbW0RkkYA9cDoPrVK68V3lvJGF8MaxMjqG3xxA7fYjOc1b1ey1gXg1DRp7UyiPy3trmP5ZACSMOPmU8+4qjNqvjEKwi8NWZYdGOoDB/8AHaALeneK7O/vY7Ga3u7C7lBMUN5CYzIB12561v1yen6d4g1TVbTUdfi0+1S0LNDb25Mr7mGMlyABx6CusoAKKKKACiiigAooooAKKKKACiiigCOXO0YD/eH3evX+VSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUdS0mx1iBYL+3WeJWDhGJxkdDjvVc+G9IbUk1BrGJrqNQqO3O3AxkDpnHfrWtTWYKpZiABySe1AGCngnw1GLkR6JZp9pUrKUjALA9RkVY/4RfRRFPH/Z0JWdFSXIyWCjC8+oHQ9a1Ipo54xJFIskbdGU5B/EVJQBl6RoGl6Esq6ZaJbiZg0m0k7iBjJz396or4I8OJqx1NNMjW7Mhl3hmA3n+LGcZ98V0VFAFHTtKstItGtbGAQwF2coCSMnqeazF8E+HUspLNdMjELzGcgM2RIerKc5Un2roaKAM+LRdOit7SBLOIR2bb7dcf6tsEZHvyfzqGTw5pE2r/ANqvZIb3G0yAkbvqOhPua1qKAOYfwB4cktBbPYsyCVpgTM5YO3Ug5yK3LDT7TTbCOys4Ehto12rGo4Aq3RQBzE3gbRY4b9tOsbe1vLu2e38zaWUBuxXOCM84q54d8M2Ph21K20UYuJFUTyoCN5HTAydo9hwK26KAMOXwjoM99d3sumwvcXgUTucnfjocdMj1q9pmk2Oj27W9hbrDGzF2C5O5j1JJ5Jq9RQBn/wBi2A1n+1hCRfGPyzIHYZX0Izg/lWZe+D7S6kJhvb60SSZpriOCb5bgttBD5zxhQOMd66OigChqej2OsWaWt/B50KOsgXcR8y9DxVNfCejLN532ZjKLn7UHMr5EuMbuvpW3RQBl61oGn+ILaKDUIWdYpBLGyuVZWHcEc1F/wjOlJew3tvbCC6gjaOGRCQEDZz8vQ9T2rZooA5K18KXFxHeQaxNHLBPH5TLBJIN+CMPy2FbjsKsz+BtCn0ufTmgmFtPcC5cC4cEyDHzZzntmukooAxL/AMLaXqTwSXMcxlhj8oSJM6syd1Yg/MD70x/B2itJeSJamJruEQS+XIygqBgcA4B9+tb1FAGBJ4P0hzARHPGYVC5jndTIAcgOQfm59a0LXR7CzTZDbKF89rgbiWxI3Vhnp1NX6KAKN7pdvf3NtPM0oa33bQkhUMGGCGA6j2NWoYkghSKMYRBgDOcVJRQBlX+g2WpXcNzcecZIZFkj2ysArKeCADitWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDE1WfWG1WC10uWyRRE0sv2hGZm+YAAYIA7889uKsadqwu5Da3UYttQjUGS3L54PdT/EPelnh0+y1B9WuZ1hkaEQl5Zdq7QSeh471SvbXR/E6wyW+op9phJMNzZzjzE9cEdR6jpQBPfX+o2WuWcf2eGTTLg+U0gYiSOQ9OOhU1sVgWPhhba6iubzU77UZYWLRfaZPlQ+u0YGfet+gAooooAKKKKACiiigAooooAKKKKACiqmpT/Z7CWX94MDrHjcPfmrdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHK+N7q5s4NJmivDawf2hEtw+ONhPc9hWYfEdxLqM8b6jA0RvI7NLJ4vmkjZR8+evOc+nFdxPbw3URiuIY5Yz1SRQwP4Gov7Psxc/afskHngAeb5Y3Y9M9aAPPfDOszWejWlvbajY4WC6L2wXiDYzlWPcL0zn1q/B4qmsRqcGpazbXBj8pknt4wfIDjksO6qe/uK69dI05J5Z0sbZZZk8uV1iALr6H1FR2+gaRaq6wabaoHTy3xEPmXOcH1GaAOOn8T31tFYWo16ynW5upY5NSVAEjUDKKR03HP6Vlt4x1xFkL65pzS2caOsUMORfljztJ/LjvXo8miaVJY/Yn020Nru3eT5K7M+uMYzT10nTV+zlbC2BtxiE+UuY/8Ad44/CgDhZvGl4PG1pZrf25spbtIDBEFZxuQnDfxAhsc9MV3djqdjqRnFldRz/Z5DFLsOdjjqp96ji0TSoL1r2LTrVbpjkzCIbyfXPWrNvaW1qHFvbxQ+Yxd/LQLuY9ScdTQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHMarZWa+I/7S1aASWi26wws5LKjksWynuNvNYkGm6Z4r14tZac1vpVpCVW6jQwM0xPWPGMgDqa7y5nW1tZZ3DFYkLkKMkgDPArAtPGNixijv7a70x5F3ILqIqpH+8Pl/WgB2iW+uaVfnT7+5OoWJTMF2wAkUjqr46+xro6ignhuYVlgkSSNhlXQ5BqWgAooooAKKKKACiiigAooooAKKKKAEIBGCMilqOZ3SMskZkOR8oIH86koAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMXW9HvtS5tdZubLCEeWkaMjHn724EkeoFYZ8IeIioj/AOExlEC4Ag+wRlCuMFSD1FaGuT6neatHpGn6immAw+a9w0Yd3BJG1M8ZHU9eopE8L6qhBPi/Vmx2KQ4P/jlAFTw/4IuND11tRGuTPAUKixihEUA99uTg/TFdlXJRXms6FrNnY6lfxanb3snlRMsIjmiOM5bHBX3wK62gAooooAKKKKACiiigAooooAKKKKACimsGOMNjByeOtOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMfxBFocunlddNsLcfMDOwGCO475HtXLwXPgO3tZLaLW3WGT7yi8lwf1rR1CyNn4puNU1Cwk1Cznijih2J5n2cjdu+T0ORzTLnxf4TtJTDLAQ6nBUWROD+VAFzw5o3he2ne80UwXE5XDTCfzXUHtkkkD2rpq4XQpLbVvEsOo6LostjZJGwmupIvJ8/PRQnfHXNd1QAUUUUAFFFFABRRRQAUUUUAFFFFABRVa7eRI08tgrNIoyULcZ56dOO9WaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKazqi5YgAdzTqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK9rcrdxGRUkQBiuJEKnj2ParFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGDe+IZY9aGlafp017Omw3DqwVIFbOCxPXoeBVCfUvHEcUjxeH9MlZSdqC+ILDPuuK1NU0i5nlN1pV6lhfOAskjQiRZFGcBhkdM8HNZjW3jsQmJNQ0QtjAmaCQHPrtzigC3pXiG7nvEsdY0qTTbuQExAyLIkuBk7WX09K6Gud0zQdSS/jvdZ1j7fLDnyY44BEiEjk4yST+NdFQAUUUUAFFFFABRRRQAUUUUAFFFFABRUMwn2r5BQNvG7eCflzzj3xU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMdFlQo6hlPUEZFPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOO1q1bUfH+mWrXd3BGthPKvkTMmHDxgEgcHgnrmr1tqN3olwLLXLgSwN/qNQZQin/Yk7BvcAA1v+VGZhKUXzANofHOPTNJPbw3ULQzxJLGwwyOMg0AYmo6xBFrmm2trqULXEsm2S0VgxaMjlsDkY9feugrL0/w5o+lXDXFjpttBM3WREAb861KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q=="
ffpx0115	0	{"lines_data": [{"Word": ".....", "Confidence": 0.161, "X1": 0.377, "Y1": 0.01848, "X2": 0.402, "Y2": 0.01828, "X3": 0.402, "Y3": 0.02793, "X4": 0.377, "Y4": 0.02793, "page": 0}, {"Word": "Encl. 4", "Confidence": 0.9225, "X1": 0.36, "Y1": 0.03396, "X2": 0.427, "Y2": 0.03376, "X3": 0.427, "Y3": 0.05606, "X4": 0.36, "Y4": 0.05887, "page": 0}, {"Word": "-", "Confidence": 0.809, "X1": 0.463, "Y1": 0.06349, "X2": 0.463, "Y2": 0.06329, "X3": 0.453, "Y3": 0.06168, "X4": 0.452, "Y4": 0.02934, "page": 0}, {"Word": "2501004247", "Confidence": 0.995, "X1": 0.731, "Y1": 0.10709, "X2": 0.837, "Y2": 0.10689, "X3": 0.838, "Y3": 0.13623, "X4": 0.731, "Y4": 0.13623, "page": 0}], "words_data": [{"Word": ".....", "Confidence": 0.161, "X1": 0.377, "Y1": 0.01848, "X2": 0.4, "Y2": 0.01828, "X3": 0.399, "Y3": 0.02793, "X4": 0.377, "Y4": 0.02793, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.809, "X1": 0.463, "Y1": 0.0438, "X2": 0.463, "Y2": 0.0436, "X3": 0.452, "Y3": 0.0434, "X4": 0.452, "Y4": 0.03356, "page": 0, "Index": 1}, {"Word": "Encl.", "Confidence": 0.849, "X1": 0.362, "Y1": 0.03536, "X2": 0.407, "Y2": 0.03516, "X3": 0.407, "Y3": 0.05747, "X4": 0.362, "Y4": 0.05887, "page": 0, "Index": 2}, {"Word": "4", "Confidence": 0.996, "X1": 0.414, "Y1": 0.03536, "X2": 0.423, "Y2": 0.03516, "X3": 0.423, "Y3": 0.05747, "X4": 0.414, "Y4": 0.05747, "page": 0, "Index": 3}, {"Word": "2501004247", "Confidence": 0.995, "X1": 0.733, "Y1": 0.1085, "X2": 0.837, "Y2": 0.1083, "X3": 0.837, "Y3": 0.13623, "X4": 0.733, "Y4": 0.13763, "page": 0, "Index": 4}]}	"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"
ffjp0054	0	{"lines_data": [{"Word": "1", "Confidence": 0.919, "X1": 0.239, "Y1": 0.04287, "X2": 0.257, "Y2": 0.04267, "X3": 0.256, "Y3": 0.0558, "X4": 0.239, "Y4": 0.0558, "page": 0}, {"Word": "133353", "Confidence": 0.995, "X1": 0.023, "Y1": 0.0762, "X2": 0.024, "Y2": 0.076, "X3": 0.01, "Y3": 0.0758, "X4": 0.01, "Y4": -0.0002, "page": 0}, {"Word": "RALEIGH", "Confidence": 0.866, "X1": 0.4, "Y1": 0.0402, "X2": 0.665, "Y2": 0.04, "X3": 0.665, "Y3": 0.10647, "X4": 0.4, "Y4": 0.10647, "page": 0}, {"Word": "Warning: The Surgeon General Has Determined", "Confidence": 0.70717, "X1": 0.254, "Y1": 0.1042, "X2": 0.42, "Y2": 0.104, "X3": 0.42, "Y3": 0.11847, "X4": 0.254, "Y4": 0.1198, "page": 0}, {"Word": "That Cigarette Smoking Is Dangerous to Your Health", "Confidence": 0.74038, "X1": 0.255, "Y1": 0.11887, "X2": 0.421, "Y2": 0.11867, "X3": 0.421, "Y3": 0.13447, "X4": 0.255, "Y4": 0.13447, "page": 0}, {"Word": "D", "Confidence": 0.849, "X1": 0.005, "Y1": 0.15753, "X2": 0.005, "Y2": 0.15733, "X3": 0.0, "Y3": 0.15713, "X4": 0.0, "Y4": 0.13313, "page": 0}, {"Word": "Lights 100's", "Confidence": 0.8665, "X1": 0.201, "Y1": 0.2002, "X2": 0.199, "Y2": 0.2, "X3": 0.231, "Y3": 0.1998, "X4": 0.233, "Y4": 0.4198, "page": 0}, {"Word": "Get your new", "Confidence": 0.993, "X1": 0.663, "Y1": 0.2042, "X2": 0.813, "Y2": 0.204, "X3": 0.813, "Y3": 0.23713, "X4": 0.662, "Y4": 0.2358, "page": 0}, {"Word": "RALEIGH", "Confidence": 0.995, "X1": 0.159, "Y1": 0.25487, "X2": 0.16, "Y2": 0.25467, "X3": 0.189, "Y3": 0.25447, "X4": 0.187, "Y4": 0.4198, "page": 0}, {"Word": "Raleigh", "Confidence": 0.995, "X1": 0.663, "Y1": 0.23487, "X2": 0.749, "Y2": 0.23467, "X3": 0.748, "Y3": 0.2678, "X4": 0.663, "Y4": 0.26647, "page": 0}, {"Word": "Gift Catalog.", "Confidence": 0.9925, "X1": 0.664, "Y1": 0.2682, "X2": 0.806, "Y2": 0.268, "X3": 0.805, "Y3": 0.30247, "X4": 0.663, "Y4": 0.29847, "page": 0}, {"Word": "Enjoy the good times with quality", "Confidence": 0.80633, "X1": 0.664, "Y1": 0.30687, "X2": 0.818, "Y2": 0.30667, "X3": 0.818, "Y3": 0.3198, "X4": 0.664, "Y4": 0.3198, "page": 0}, {"Word": "cookware You can choose from over", "Confidence": 0.8185, "X1": 0.664, "Y1": 0.32153, "X2": 0.832, "Y2": 0.32133, "X3": 0.832, "Y3": 0.33313, "X4": 0.664, "Y4": 0.33313, "page": 0}, {"Word": "1000 gifts just by saving Raleigh", "Confidence": 0.90833, "X1": 0.665, "Y1": 0.33487, "X2": 0.812, "Y2": 0.33467, "X3": 0.812, "Y3": 0.3478, "X4": 0.665, "Y4": 0.3478, "page": 0}, {"Word": "Double Coupons.", "Confidence": 0.5135, "X1": 0.664, "Y1": 0.34953, "X2": 0.742, "Y2": 0.34933, "X3": 0.742, "Y3": 0.36113, "X4": 0.664, "Y4": 0.36113, "page": 0}, {"Word": "RALEIGH", "Confidence": 0.994, "X1": 0.947, "Y1": 0.37087, "X2": 0.948, "Y2": 0.37067, "X3": 0.915, "Y3": 0.3718, "X4": 0.913, "Y4": 0.20513, "page": 0}, {"Word": "Call toll tree: 1-800-626-5510", "Confidence": 0.8485, "X1": 0.663, "Y1": 0.36553, "X2": 0.844, "Y2": 0.36533, "X3": 0.844, "Y3": 0.38247, "X4": 0.663, "Y4": 0.3838, "page": 0}, {"Word": "Loup In Romechy 40204", "Confidence": 0.43625, "X1": 0.665, "Y1": 0.4122, "X2": 0.747, "Y2": 0.412, "X3": 0.747, "Y3": 0.42247, "X4": 0.666, "Y4": 0.4238, "page": 0}, {"Word": "Lights 100's", "Confidence": 0.833, "X1": 0.905, "Y1": 0.4282, "X2": 0.905, "Y2": 0.428, "X3": 0.871, "Y3": 0.4278, "X4": 0.871, "Y4": 0.20113, "page": 0}, {"Word": "=", "Confidence": 0.753, "X1": 0.364, "Y1": 0.45753, "X2": 0.383, "Y2": 0.45733, "X3": 0.383, "Y3": 0.47447, "X4": 0.364, "Y4": 0.47313, "page": 0}, {"Word": "......... ........ .... ...", "Confidence": 0.5925, "X1": 0.567, "Y1": 0.4802, "X2": 0.681, "Y2": 0.48, "X3": 0.681, "Y3": 0.48513, "X4": 0.567, "Y4": 0.48647, "page": 0}, {"Word": "RALEIGH", "Confidence": 0.994, "X1": 0.766, "Y1": 0.58153, "X2": 0.564, "Y2": 0.58133, "X3": 0.564, "Y3": 0.5198, "X4": 0.766, "Y4": 0.51847, "page": 0}, {"Word": "Lights 100's", "Confidence": 0.8385, "X1": 0.554, "Y1": 0.5682, "X2": 0.436, "Y2": 0.568, "X3": 0.436, "Y3": 0.5358, "X4": 0.554, "Y4": 0.53447, "page": 0}, {"Word": "9 MG TAR' . FORTIFIED FLAVOR", "Confidence": 0.7645, "X1": 0.831, "Y1": 0.66953, "X2": 0.61, "Y2": 0.66933, "X3": 0.61, "Y3": 0.64913, "X4": 0.831, "Y4": 0.64913, "page": 0}, {"Word": "RALEIGH Lighisloos", "Confidence": 0.802, "X1": 0.834, "Y1": 0.7362, "X2": 0.429, "Y2": 0.736, "X3": 0.429, "Y3": 0.6678, "X4": 0.834, "Y4": 0.6678, "page": 0}, {"Word": "14-1", "Confidence": 0.398, "X1": 0.876, "Y1": 0.71353, "X2": 0.932, "Y2": 0.71333, "X3": 0.953, "Y3": 0.7478, "X4": 0.896, "Y4": 0.80913, "page": 0}, {"Word": "ECakes", "Confidence": 0.265, "X1": 0.369, "Y1": 0.82553, "X2": 0.247, "Y2": 0.82533, "X3": 0.246, "Y3": 0.78513, "X4": 0.369, "Y4": 0.78513, "page": 0}, {"Word": "34", "Confidence": 0.992, "X1": 0.409, "Y1": 0.8082, "X2": 0.375, "Y2": 0.808, "X3": 0.376, "Y3": 0.78113, "X4": 0.41, "Y4": 0.78113, "page": 0}, {"Word": "H1008", "Confidence": 0.932, "X1": 0.342, "Y1": 0.80687, "X2": 0.419, "Y2": 0.80667, "X3": 0.419, "Y3": 0.83447, "X4": 0.342, "Y4": 0.83313, "page": 0}, {"Word": "Que Pies", "Confidence": 0.461, "X1": 0.417, "Y1": 0.87353, "X2": 0.281, "Y2": 0.87333, "X3": 0.281, "Y3": 0.82913, "X4": 0.418, "Y4": 0.83047, "page": 0}, {"Word": "pub", "Confidence": 0.199, "X1": 0.284, "Y1": 0.81353, "X2": 0.328, "Y2": 0.81333, "X3": 0.327, "Y3": 0.84513, "X4": 0.281, "Y4": 0.84647, "page": 0}, {"Word": "KAR 2 9 1973", "Confidence": 0.965, "X1": 0.893, "Y1": 0.82553, "X2": 0.955, "Y2": 0.82533, "X3": 0.955, "Y3": 0.8398, "X4": 0.893, "Y4": 0.8398, "page": 0}, {"Word": "ST.R", "Confidence": 0.595, "X1": 0.907, "Y1": 0.85087, "X2": 0.938, "Y2": 0.85067, "X3": 0.939, "Y3": 0.86647, "X4": 0.907, "Y4": 0.86513, "page": 0}], "words_data": [{"Word": "1", "Confidence": 0.919, "X1": 0.239, "Y1": 0.04287, "X2": 0.244, "Y2": 0.04267, "X3": 0.245, "Y3": 0.0558, "X4": 0.239, "Y4": 0.0558, "page": 0, "Index": 0}, {"Word": "133353", "Confidence": 0.995, "X1": 0.023, "Y1": 0.07353, "X2": 0.024, "Y2": 0.07333, "X3": 0.01, "Y3": 0.07447, "X4": 0.01, "Y4": 0.00113, "page": 0, "Index": 1}, {"Word": "RALEIGH", "Confidence": 0.866, "X1": 0.419, "Y1": 0.04153, "X2": 0.63, "Y2": 0.04133, "X3": 0.629, "Y3": 0.1078, "X4": 0.416, "Y4": 0.10647, "page": 0, "Index": 2}, {"Word": "Warning:", "Confidence": 0.403, "X1": 0.255, "Y1": 0.10553, "X2": 0.286, "Y2": 0.10533, "X3": 0.285, "Y3": 0.1198, "X4": 0.255, "Y4": 0.1198, "page": 0, "Index": 3}, {"Word": "The", "Confidence": 0.981, "X1": 0.288, "Y1": 0.10553, "X2": 0.301, "Y2": 0.10533, "X3": 0.3, "Y3": 0.1198, "X4": 0.288, "Y4": 0.1198, "page": 0, "Index": 4}, {"Word": "Surgeon", "Confidence": 0.643, "X1": 0.303, "Y1": 0.10553, "X2": 0.332, "Y2": 0.10533, "X3": 0.331, "Y3": 0.1198, "X4": 0.303, "Y4": 0.1198, "page": 0, "Index": 5}, {"Word": "General", "Confidence": 0.65, "X1": 0.334, "Y1": 0.10553, "X2": 0.361, "Y2": 0.10533, "X3": 0.36, "Y3": 0.1198, "X4": 0.333, "Y4": 0.1198, "page": 0, "Index": 6}, {"Word": "Has", "Confidence": 0.958, "X1": 0.363, "Y1": 0.10553, "X2": 0.377, "Y2": 0.10533, "X3": 0.376, "Y3": 0.1198, "X4": 0.362, "Y4": 0.1198, "page": 0, "Index": 7}, {"Word": "Determined", "Confidence": 0.608, "X1": 0.379, "Y1": 0.10553, "X2": 0.42, "Y2": 0.10533, "X3": 0.42, "Y3": 0.1198, "X4": 0.378, "Y4": 0.1198, "page": 0, "Index": 8}, {"Word": "That", "Confidence": 0.955, "X1": 0.255, "Y1": 0.1202, "X2": 0.268, "Y2": 0.12, "X3": 0.268, "Y3": 0.13447, "X4": 0.255, "Y4": 0.13447, "page": 0, "Index": 9}, {"Word": "Cigarette", "Confidence": 0.605, "X1": 0.27, "Y1": 0.1202, "X2": 0.299, "Y2": 0.12, "X3": 0.299, "Y3": 0.13447, "X4": 0.27, "Y4": 0.13447, "page": 0, "Index": 10}, {"Word": "Smoking", "Confidence": 0.801, "X1": 0.301, "Y1": 0.12153, "X2": 0.328, "Y2": 0.12133, "X3": 0.328, "Y3": 0.1358, "X4": 0.301, "Y4": 0.13447, "page": 0, "Index": 11}, {"Word": "Is", "Confidence": 0.797, "X1": 0.33, "Y1": 0.12153, "X2": 0.335, "Y2": 0.12133, "X3": 0.335, "Y3": 0.13447, "X4": 0.33, "Y4": 0.1358, "page": 0, "Index": 12}, {"Word": "Dangerous", "Confidence": 0.333, "X1": 0.337, "Y1": 0.12153, "X2": 0.371, "Y2": 0.12133, "X3": 0.371, "Y3": 0.13447, "X4": 0.337, "Y4": 0.13447, "page": 0, "Index": 13}, {"Word": "to", "Confidence": 0.761, "X1": 0.373, "Y1": 0.1202, "X2": 0.379, "Y2": 0.12, "X3": 0.379, "Y3": 0.13447, "X4": 0.373, "Y4": 0.13447, "page": 0, "Index": 14}, {"Word": "Your", "Confidence": 0.971, "X1": 0.381, "Y1": 0.1202, "X2": 0.395, "Y2": 0.12, "X3": 0.395, "Y3": 0.13447, "X4": 0.381, "Y4": 0.13447, "page": 0, "Index": 15}, {"Word": "Health", "Confidence": 0.7, "X1": 0.397, "Y1": 0.1202, "X2": 0.421, "Y2": 0.12, "X3": 0.42, "Y3": 0.13447, "X4": 0.397, "Y4": 0.13447, "page": 0, "Index": 16}, {"Word": "D", "Confidence": 0.849, "X1": 0.005, "Y1": 0.14287, "X2": 0.005, "Y2": 0.14267, "X3": 0.0, "Y3": 0.1438, "X4": 0.0, "Y4": 0.1398, "page": 0, "Index": 17}, {"Word": "100's", "Confidence": 0.737, "X1": 0.201, "Y1": 0.20153, "X2": 0.199, "Y2": 0.20133, "X3": 0.231, "Y3": 0.20113, "X4": 0.232, "Y4": 0.3038, "page": 0, "Index": 18}, {"Word": "Get", "Confidence": 0.991, "X1": 0.665, "Y1": 0.2042, "X2": 0.703, "Y2": 0.204, "X3": 0.702, "Y3": 0.2358, "X4": 0.663, "Y4": 0.23713, "page": 0, "Index": 19}, {"Word": "your", "Confidence": 0.99, "X1": 0.708, "Y1": 0.20687, "X2": 0.756, "Y2": 0.20667, "X3": 0.755, "Y3": 0.2358, "X4": 0.706, "Y4": 0.2358, "page": 0, "Index": 20}, {"Word": "new", "Confidence": 0.998, "X1": 0.761, "Y1": 0.2082, "X2": 0.803, "Y2": 0.208, "X3": 0.803, "Y3": 0.23713, "X4": 0.759, "Y4": 0.2358, "page": 0, "Index": 21}, {"Word": "Raleigh", "Confidence": 0.995, "X1": 0.665, "Y1": 0.23487, "X2": 0.746, "Y2": 0.23467, "X3": 0.746, "Y3": 0.2678, "X4": 0.664, "Y4": 0.2678, "page": 0, "Index": 22}, {"Word": "RALEIGH", "Confidence": 0.995, "X1": 0.159, "Y1": 0.27087, "X2": 0.16, "Y2": 0.27067, "X3": 0.189, "Y3": 0.26913, "X4": 0.188, "Y4": 0.4198, "page": 0, "Index": 23}, {"Word": "Gift", "Confidence": 0.991, "X1": 0.665, "Y1": 0.26687, "X2": 0.704, "Y2": 0.26667, "X3": 0.703, "Y3": 0.29847, "X4": 0.664, "Y4": 0.2998, "page": 0, "Index": 24}, {"Word": "Catalog.", "Confidence": 0.994, "X1": 0.709, "Y1": 0.26953, "X2": 0.805, "Y2": 0.26933, "X3": 0.805, "Y3": 0.30247, "X4": 0.708, "Y4": 0.29847, "page": 0, "Index": 25}, {"Word": "Lights", "Confidence": 0.996, "X1": 0.201, "Y1": 0.31353, "X2": 0.201, "Y2": 0.31333, "X3": 0.232, "Y3": 0.31313, "X4": 0.233, "Y4": 0.4198, "page": 0, "Index": 26}, {"Word": "Lights", "Confidence": 0.993, "X1": 0.905, "Y1": 0.31087, "X2": 0.906, "Y2": 0.31067, "X3": 0.871, "Y3": 0.3118, "X4": 0.871, "Y4": 0.2038, "page": 0, "Index": 27}, {"Word": "Enjoy", "Confidence": 0.607, "X1": 0.665, "Y1": 0.30687, "X2": 0.69, "Y2": 0.30667, "X3": 0.69, "Y3": 0.3198, "X4": 0.665, "Y4": 0.3198, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.958, "X1": 0.692, "Y1": 0.30687, "X2": 0.707, "Y2": 0.30667, "X3": 0.707, "Y3": 0.3198, "X4": 0.691, "Y4": 0.3198, "page": 0, "Index": 29}, {"Word": "good", "Confidence": 0.612, "X1": 0.709, "Y1": 0.3082, "X2": 0.732, "Y2": 0.308, "X3": 0.732, "Y3": 0.3198, "X4": 0.709, "Y4": 0.3198, "page": 0, "Index": 30}, {"Word": "times", "Confidence": 0.68, "X1": 0.735, "Y1": 0.3082, "X2": 0.76, "Y2": 0.308, "X3": 0.76, "Y3": 0.3198, "X4": 0.735, "Y4": 0.3198, "page": 0, "Index": 31}, {"Word": "with", "Confidence": 0.988, "X1": 0.762, "Y1": 0.3082, "X2": 0.781, "Y2": 0.308, "X3": 0.781, "Y3": 0.3198, "X4": 0.762, "Y4": 0.3198, "page": 0, "Index": 32}, {"Word": "quality", "Confidence": 0.993, "X1": 0.784, "Y1": 0.30687, "X2": 0.816, "Y2": 0.30667, "X3": 0.816, "Y3": 0.3198, "X4": 0.784, "Y4": 0.3198, "page": 0, "Index": 33}, {"Word": "cookware", "Confidence": 0.608, "X1": 0.665, "Y1": 0.32153, "X2": 0.708, "Y2": 0.32133, "X3": 0.707, "Y3": 0.33447, "X4": 0.664, "Y4": 0.33447, "page": 0, "Index": 34}, {"Word": "You", "Confidence": 0.998, "X1": 0.712, "Y1": 0.32153, "X2": 0.729, "Y2": 0.32133, "X3": 0.728, "Y3": 0.33447, "X4": 0.712, "Y4": 0.33447, "page": 0, "Index": 35}, {"Word": "can", "Confidence": 0.62, "X1": 0.731, "Y1": 0.32153, "X2": 0.748, "Y2": 0.32133, "X3": 0.747, "Y3": 0.33313, "X4": 0.731, "Y4": 0.33313, "page": 0, "Index": 36}, {"Word": "choose", "Confidence": 0.994, "X1": 0.75, "Y1": 0.32153, "X2": 0.784, "Y2": 0.32133, "X3": 0.783, "Y3": 0.33447, "X4": 0.75, "Y4": 0.33313, "page": 0, "Index": 37}, {"Word": "from", "Confidence": 0.733, "X1": 0.786, "Y1": 0.32153, "X2": 0.804, "Y2": 0.32133, "X3": 0.804, "Y3": 0.33447, "X4": 0.785, "Y4": 0.33447, "page": 0, "Index": 38}, {"Word": "over", "Confidence": 0.958, "X1": 0.809, "Y1": 0.32153, "X2": 0.832, "Y2": 0.32133, "X3": 0.831, "Y3": 0.33447, "X4": 0.809, "Y4": 0.33447, "page": 0, "Index": 39}, {"Word": "Raleigh", "Confidence": 0.845, "X1": 0.774, "Y1": 0.33487, "X2": 0.81, "Y2": 0.33467, "X3": 0.81, "Y3": 0.3478, "X4": 0.774, "Y4": 0.34913, "page": 0, "Index": 40}, {"Word": "1000", "Confidence": 0.985, "X1": 0.666, "Y1": 0.33487, "X2": 0.686, "Y2": 0.33467, "X3": 0.686, "Y3": 0.34913, "X4": 0.666, "Y4": 0.34913, "page": 0, "Index": 41}, {"Word": "gifts", "Confidence": 0.659, "X1": 0.688, "Y1": 0.33487, "X2": 0.708, "Y2": 0.33467, "X3": 0.707, "Y3": 0.34913, "X4": 0.688, "Y4": 0.34913, "page": 0, "Index": 42}, {"Word": "just", "Confidence": 0.971, "X1": 0.71, "Y1": 0.3362, "X2": 0.727, "Y2": 0.336, "X3": 0.726, "Y3": 0.34913, "X4": 0.709, "Y4": 0.34913, "page": 0, "Index": 43}, {"Word": "by", "Confidence": 0.996, "X1": 0.729, "Y1": 0.3362, "X2": 0.741, "Y2": 0.336, "X3": 0.74, "Y3": 0.34913, "X4": 0.728, "Y4": 0.34913, "page": 0, "Index": 44}, {"Word": "saving", "Confidence": 0.994, "X1": 0.743, "Y1": 0.3362, "X2": 0.772, "Y2": 0.336, "X3": 0.772, "Y3": 0.34913, "X4": 0.742, "Y4": 0.34913, "page": 0, "Index": 45}, {"Word": "Double", "Confidence": 0.408, "X1": 0.665, "Y1": 0.34953, "X2": 0.697, "Y2": 0.34933, "X3": 0.697, "Y3": 0.36113, "X4": 0.665, "Y4": 0.36247, "page": 0, "Index": 46}, {"Word": "Coupons.", "Confidence": 0.619, "X1": 0.699, "Y1": 0.35087, "X2": 0.743, "Y2": 0.35067, "X3": 0.742, "Y3": 0.36247, "X4": 0.699, "Y4": 0.36113, "page": 0, "Index": 47}, {"Word": "RALEIGH", "Confidence": 0.994, "X1": 0.947, "Y1": 0.3602, "X2": 0.947, "Y2": 0.36, "X3": 0.915, "Y3": 0.3598, "X4": 0.913, "Y4": 0.20513, "page": 0, "Index": 48}, {"Word": "Call", "Confidence": 0.971, "X1": 0.663, "Y1": 0.3682, "X2": 0.688, "Y2": 0.368, "X3": 0.688, "Y3": 0.3838, "X4": 0.663, "Y4": 0.38513, "page": 0, "Index": 49}, {"Word": "toll", "Confidence": 0.932, "X1": 0.69, "Y1": 0.3682, "X2": 0.711, "Y2": 0.368, "X3": 0.712, "Y3": 0.3838, "X4": 0.69, "Y4": 0.3838, "page": 0, "Index": 50}, {"Word": "tree:", "Confidence": 0.627, "X1": 0.714, "Y1": 0.3682, "X2": 0.746, "Y2": 0.368, "X3": 0.746, "Y3": 0.3838, "X4": 0.714, "Y4": 0.3838, "page": 0, "Index": 51}, {"Word": "1-800-626-5510", "Confidence": 0.864, "X1": 0.749, "Y1": 0.36553, "X2": 0.842, "Y2": 0.36533, "X3": 0.842, "Y3": 0.3838, "X4": 0.748, "Y4": 0.38247, "page": 0, "Index": 52}, {"Word": "Loup", "Confidence": 0.474, "X1": 0.666, "Y1": 0.41487, "X2": 0.685, "Y2": 0.41467, "X3": 0.685, "Y3": 0.42247, "X4": 0.666, "Y4": 0.4238, "page": 0, "Index": 53}, {"Word": "In", "Confidence": 0.901, "X1": 0.687, "Y1": 0.41353, "X2": 0.694, "Y2": 0.41333, "X3": 0.694, "Y3": 0.42247, "X4": 0.687, "Y4": 0.42247, "page": 0, "Index": 54}, {"Word": "Romechy", "Confidence": 0.062, "X1": 0.696, "Y1": 0.41353, "X2": 0.726, "Y2": 0.41333, "X3": 0.725, "Y3": 0.4238, "X4": 0.696, "Y4": 0.42247, "page": 0, "Index": 55}, {"Word": "40204", "Confidence": 0.308, "X1": 0.727, "Y1": 0.41353, "X2": 0.747, "Y2": 0.41333, "X3": 0.746, "Y3": 0.4238, "X4": 0.727, "Y4": 0.4238, "page": 0, "Index": 56}, {"Word": "100's", "Confidence": 0.673, "X1": 0.906, "Y1": 0.4282, "X2": 0.906, "Y2": 0.428, "X3": 0.871, "Y3": 0.4278, "X4": 0.871, "Y4": 0.32113, "page": 0, "Index": 57}, {"Word": "=", "Confidence": 0.753, "X1": 0.375, "Y1": 0.45753, "X2": 0.381, "Y2": 0.45733, "X3": 0.381, "Y3": 0.47447, "X4": 0.374, "Y4": 0.47313, "page": 0, "Index": 58}, {"Word": ".........", "Confidence": 0.779, "X1": 0.568, "Y1": 0.48153, "X2": 0.604, "Y2": 0.48133, "X3": 0.604, "Y3": 0.48647, "X4": 0.568, "Y4": 0.48647, "page": 0, "Index": 59}, {"Word": "........", "Confidence": 0.831, "X1": 0.607, "Y1": 0.48153, "X2": 0.641, "Y2": 0.48133, "X3": 0.64, "Y3": 0.48647, "X4": 0.607, "Y4": 0.48647, "page": 0, "Index": 60}, {"Word": "....", "Confidence": 0.702, "X1": 0.646, "Y1": 0.48153, "X2": 0.664, "Y2": 0.48133, "X3": 0.663, "Y3": 0.48647, "X4": 0.645, "Y4": 0.48647, "page": 0, "Index": 61}, {"Word": "...", "Confidence": 0.058, "X1": 0.668, "Y1": 0.4802, "X2": 0.68, "Y2": 0.48, "X3": 0.679, "Y3": 0.48647, "X4": 0.668, "Y4": 0.48647, "page": 0, "Index": 62}, {"Word": "RALEIGH", "Confidence": 0.994, "X1": 0.765, "Y1": 0.58287, "X2": 0.579, "Y2": 0.58267, "X3": 0.58, "Y3": 0.52113, "X4": 0.765, "Y4": 0.5198, "page": 0, "Index": 63}, {"Word": "Lights", "Confidence": 0.966, "X1": 0.553, "Y1": 0.5682, "X2": 0.495, "Y2": 0.568, "X3": 0.496, "Y3": 0.5358, "X4": 0.554, "Y4": 0.5358, "page": 0, "Index": 64}, {"Word": "100's", "Confidence": 0.711, "X1": 0.49, "Y1": 0.56687, "X2": 0.437, "Y2": 0.56667, "X3": 0.437, "Y3": 0.53847, "X4": 0.491, "Y4": 0.5358, "page": 0, "Index": 65}, {"Word": "FLAVOR", "Confidence": 0.996, "X1": 0.668, "Y1": 0.66953, "X2": 0.613, "Y2": 0.66933, "X3": 0.613, "Y3": 0.6518, "X4": 0.669, "Y4": 0.6518, "page": 0, "Index": 66}, {"Word": "FORTIFIED", "Confidence": 0.943, "X1": 0.755, "Y1": 0.66953, "X2": 0.677, "Y2": 0.66933, "X3": 0.677, "Y3": 0.6518, "X4": 0.755, "Y4": 0.65047, "page": 0, "Index": 67}, {"Word": ".", "Confidence": 0.271, "X1": 0.762, "Y1": 0.66953, "X2": 0.758, "Y2": 0.66933, "X3": 0.758, "Y3": 0.65047, "X4": 0.763, "Y4": 0.65047, "page": 0, "Index": 68}, {"Word": "TAR'", "Confidence": 0.735, "X1": 0.792, "Y1": 0.66953, "X2": 0.765, "Y2": 0.66933, "X3": 0.766, "Y3": 0.65047, "X4": 0.792, "Y4": 0.65047, "page": 0, "Index": 69}, {"Word": "MG", "Confidence": 0.648, "X1": 0.82, "Y1": 0.66953, "X2": 0.801, "Y2": 0.66933, "X3": 0.802, "Y3": 0.65047, "X4": 0.821, "Y4": 0.65047, "page": 0, "Index": 70}, {"Word": "9", "Confidence": 0.994, "X1": 0.831, "Y1": 0.66953, "X2": 0.823, "Y2": 0.66933, "X3": 0.824, "Y3": 0.65047, "X4": 0.832, "Y4": 0.64913, "page": 0, "Index": 71}, {"Word": "RALEIGH", "Confidence": 0.995, "X1": 0.828, "Y1": 0.73487, "X2": 0.62, "Y2": 0.73467, "X3": 0.62, "Y3": 0.6718, "X4": 0.827, "Y4": 0.6678, "page": 0, "Index": 72}, {"Word": "Lighisloos", "Confidence": 0.609, "X1": 0.607, "Y1": 0.72687, "X2": 0.435, "Y2": 0.72667, "X3": 0.437, "Y3": 0.6798, "X4": 0.607, "Y4": 0.67313, "page": 0, "Index": 73}, {"Word": "14-1", "Confidence": 0.398, "X1": 0.876, "Y1": 0.7162, "X2": 0.929, "Y2": 0.716, "X3": 0.95, "Y3": 0.74913, "X4": 0.895, "Y4": 0.80913, "page": 0, "Index": 74}, {"Word": "ECakes", "Confidence": 0.265, "X1": 0.356, "Y1": 0.82153, "X2": 0.278, "Y2": 0.82133, "X3": 0.278, "Y3": 0.78647, "X4": 0.358, "Y4": 0.7878, "page": 0, "Index": 75}, {"Word": "34", "Confidence": 0.992, "X1": 0.401, "Y1": 0.80953, "X2": 0.378, "Y2": 0.80933, "X3": 0.379, "Y3": 0.78113, "X4": 0.402, "Y4": 0.78113, "page": 0, "Index": 76}, {"Word": "Pies", "Confidence": 0.86, "X1": 0.325, "Y1": 0.86953, "X2": 0.285, "Y2": 0.86933, "X3": 0.288, "Y3": 0.83047, "X4": 0.327, "Y4": 0.83447, "page": 0, "Index": 77}, {"Word": "H1008", "Confidence": 0.932, "X1": 0.357, "Y1": 0.80953, "X2": 0.418, "Y2": 0.80933, "X3": 0.417, "Y3": 0.83447, "X4": 0.355, "Y4": 0.83447, "page": 0, "Index": 78}, {"Word": "Que", "Confidence": 0.062, "X1": 0.416, "Y1": 0.87353, "X2": 0.363, "Y2": 0.87333, "X3": 0.365, "Y3": 0.83713, "X4": 0.417, "Y4": 0.8398, "page": 0, "Index": 79}, {"Word": "pub", "Confidence": 0.199, "X1": 0.285, "Y1": 0.8122, "X2": 0.323, "Y2": 0.812, "X3": 0.323, "Y3": 0.84647, "X4": 0.285, "Y4": 0.84647, "page": 0, "Index": 80}, {"Word": "KAR", "Confidence": 0.969, "X1": 0.894, "Y1": 0.82687, "X2": 0.914, "Y2": 0.82667, "X3": 0.913, "Y3": 0.84113, "X4": 0.894, "Y4": 0.84113, "page": 0, "Index": 81}, {"Word": "2", "Confidence": 0.997, "X1": 0.918, "Y1": 0.82687, "X2": 0.923, "Y2": 0.82667, "X3": 0.923, "Y3": 0.84113, "X4": 0.917, "Y4": 0.84113, "page": 0, "Index": 82}, {"Word": "9", "Confidence": 0.994, "X1": 0.925, "Y1": 0.82687, "X2": 0.931, "Y2": 0.82667, "X3": 0.931, "Y3": 0.84113, "X4": 0.925, "Y4": 0.84113, "page": 0, "Index": 83}, {"Word": "1973", "Confidence": 0.9, "X1": 0.934, "Y1": 0.82687, "X2": 0.955, "Y2": 0.82667, "X3": 0.955, "Y3": 0.84113, "X4": 0.934, "Y4": 0.84113, "page": 0, "Index": 84}, {"Word": "ST.R", "Confidence": 0.595, "X1": 0.908, "Y1": 0.85087, "X2": 0.935, "Y2": 0.85067, "X3": 0.935, "Y3": 0.86647, "X4": 0.907, "Y4": 0.86513, "page": 0, "Index": 85}]}	"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"
ffdx0074	0	{"lines_data": [{"Word": "FAX COVER SHEET", "Confidence": 0.998, "X1": 0.21294, "Y1": 0.1242, "X2": 0.78437, "Y2": 0.124, "X3": 0.78437, "Y3": 0.1618, "X4": 0.21159, "Y4": 0.1598, "page": 0}, {"Word": "Philip Morris, USA", "Confidence": 0.99733, "X1": 0.08086, "Y1": 0.2072, "X2": 0.41779, "Y2": 0.207, "X3": 0.41779, "Y3": 0.2428, "X4": 0.08086, "Y4": 0.2428, "page": 0}, {"Word": "Media Department", "Confidence": 0.995, "X1": 0.07817, "Y1": 0.2472, "X2": 0.41644, "Y2": 0.247, "X3": 0.41644, "Y3": 0.2828, "X4": 0.07817, "Y4": 0.2808, "page": 0}, {"Word": "To:", "Confidence": 0.985, "X1": 0.07412, "Y1": 0.3232, "X2": 0.18059, "Y2": 0.323, "X3": 0.18059, "Y3": 0.3498, "X4": 0.07278, "Y4": 0.3478, "page": 0}, {"Word": "Julie Hansen (National Enquirer) (212) 838-8678", "Confidence": 0.99533, "X1": 0.18868, "Y1": 0.3242, "X2": 0.83019, "Y2": 0.324, "X3": 0.83019, "Y3": 0.3528, "X4": 0.18868, "Y4": 0.3508, "page": 0}, {"Word": "From: Constance Samways (917) 663-3269", "Confidence": 0.9954, "X1": 0.07547, "Y1": 0.3932, "X2": 0.81671, "Y2": 0.393, "X3": 0.81671, "Y3": 0.4248, "X4": 0.07547, "Y4": 0.4228, "page": 0}, {"Word": "Date: December 1, 1999", "Confidence": 0.99425, "X1": 0.07412, "Y1": 0.4652, "X2": 0.50674, "Y2": 0.465, "X3": 0.50674, "Y3": 0.4968, "X4": 0.07412, "Y4": 0.4968, "page": 0}, {"Word": "# of pages (including cover): 2", "Confidence": 0.99583, "X1": 0.07682, "Y1": 0.5422, "X2": 0.55121, "Y2": 0.542, "X3": 0.55121, "Y3": 0.5748, "X4": 0.07547, "Y4": 0.5738, "page": 0}, {"Word": "Comments:", "Confidence": 0.995, "X1": 0.07143, "Y1": 0.6152, "X2": 0.28571, "Y2": 0.615, "X3": 0.28437, "Y3": 0.6418, "X4": 0.07143, "Y4": 0.6398, "page": 0}, {"Word": "2084102342", "Confidence": 0.957, "X1": 0.94609, "Y1": 0.8892, "X2": 0.95283, "Y2": 0.889, "X3": 0.92857, "Y3": 0.8898, "X4": 0.92183, "Y4": 0.7898, "page": 0}], "words_data": [{"Word": "FAX", "Confidence": 0.998, "X1": 0.21429, "Y1": 0.1232, "X2": 0.31671, "Y2": 0.123, "X3": 0.31536, "Y3": 0.1598, "X4": 0.21294, "Y4": 0.1578, "page": 0, "Index": 0}, {"Word": "COVER", "Confidence": 0.998, "X1": 0.34097, "Y1": 0.1242, "X2": 0.54852, "Y2": 0.124, "X3": 0.54852, "Y3": 0.1618, "X4": 0.33962, "Y4": 0.1608, "page": 0, "Index": 1}, {"Word": "SHEET", "Confidence": 0.998, "X1": 0.57547, "Y1": 0.1272, "X2": 0.76954, "Y2": 0.127, "X3": 0.77089, "Y3": 0.1598, "X4": 0.57547, "Y4": 0.1618, "page": 0, "Index": 2}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.08221, "Y1": 0.2102, "X2": 0.18194, "Y2": 0.21, "X3": 0.18059, "Y3": 0.2438, "X4": 0.08086, "Y4": 0.2438, "page": 0, "Index": 3}, {"Word": "Morris,", "Confidence": 0.997, "X1": 0.19137, "Y1": 0.2102, "X2": 0.3221, "Y2": 0.21, "X3": 0.32075, "Y3": 0.2438, "X4": 0.19003, "Y4": 0.2438, "page": 0, "Index": 4}, {"Word": "USA", "Confidence": 0.998, "X1": 0.33154, "Y1": 0.2082, "X2": 0.4124, "Y2": 0.208, "X3": 0.41105, "Y3": 0.2438, "X4": 0.33019, "Y4": 0.2438, "page": 0, "Index": 5}, {"Word": "Media", "Confidence": 0.995, "X1": 0.07817, "Y1": 0.2472, "X2": 0.18598, "Y2": 0.247, "X3": 0.18598, "Y3": 0.2818, "X4": 0.07817, "Y4": 0.2818, "page": 0, "Index": 6}, {"Word": "Department", "Confidence": 0.995, "X1": 0.19542, "Y1": 0.2492, "X2": 0.41779, "Y2": 0.249, "X3": 0.41779, "Y3": 0.2828, "X4": 0.19542, "Y4": 0.2818, "page": 0, "Index": 7}, {"Word": "To:", "Confidence": 0.985, "X1": 0.07951, "Y1": 0.3202, "X2": 0.14825, "Y2": 0.32, "X3": 0.14555, "Y3": 0.3508, "X4": 0.07682, "Y4": 0.3478, "page": 0, "Index": 8}, {"Word": "Julie", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.3252, "X2": 0.25337, "Y2": 0.325, "X3": 0.25202, "Y3": 0.3508, "X4": 0.19137, "Y4": 0.3508, "page": 0, "Index": 9}, {"Word": "Hansen", "Confidence": 0.997, "X1": 0.26011, "Y1": 0.3252, "X2": 0.36253, "Y2": 0.325, "X3": 0.36253, "Y3": 0.3518, "X4": 0.26011, "Y4": 0.3508, "page": 0, "Index": 10}, {"Word": "(National", "Confidence": 0.995, "X1": 0.37062, "Y1": 0.3252, "X2": 0.49461, "Y2": 0.325, "X3": 0.49461, "Y3": 0.3528, "X4": 0.36927, "Y4": 0.3518, "page": 0, "Index": 11}, {"Word": "Enquirer)", "Confidence": 0.994, "X1": 0.50135, "Y1": 0.3252, "X2": 0.63073, "Y2": 0.325, "X3": 0.63073, "Y3": 0.3528, "X4": 0.50135, "Y4": 0.3528, "page": 0, "Index": 12}, {"Word": "(212)", "Confidence": 0.994, "X1": 0.63747, "Y1": 0.3252, "X2": 0.70081, "Y2": 0.325, "X3": 0.70081, "Y3": 0.3528, "X4": 0.63747, "Y4": 0.3528, "page": 0, "Index": 13}, {"Word": "838-8678", "Confidence": 0.995, "X1": 0.70889, "Y1": 0.3252, "X2": 0.83019, "Y2": 0.325, "X3": 0.83154, "Y3": 0.3538, "X4": 0.70889, "Y4": 0.3528, "page": 0, "Index": 14}, {"Word": "From:", "Confidence": 0.994, "X1": 0.07682, "Y1": 0.3932, "X2": 0.18329, "Y2": 0.393, "X3": 0.18194, "Y3": 0.4228, "X4": 0.07547, "Y4": 0.4218, "page": 0, "Index": 15}, {"Word": "Constance", "Confidence": 0.995, "X1": 0.19137, "Y1": 0.3942, "X2": 0.37466, "Y2": 0.394, "X3": 0.37332, "Y3": 0.4238, "X4": 0.19003, "Y4": 0.4228, "page": 0, "Index": 16}, {"Word": "Samways", "Confidence": 0.997, "X1": 0.38275, "Y1": 0.3942, "X2": 0.55526, "Y2": 0.394, "X3": 0.55526, "Y3": 0.4248, "X4": 0.38275, "Y4": 0.4248, "page": 0, "Index": 17}, {"Word": "(917)", "Confidence": 0.996, "X1": 0.56334, "Y1": 0.3942, "X2": 0.65094, "Y2": 0.394, "X3": 0.65094, "Y3": 0.4248, "X4": 0.56334, "Y4": 0.4248, "page": 0, "Index": 18}, {"Word": "663-3269", "Confidence": 0.995, "X1": 0.65903, "Y1": 0.3932, "X2": 0.81671, "Y2": 0.393, "X3": 0.81671, "Y3": 0.4258, "X4": 0.65903, "Y4": 0.4248, "page": 0, "Index": 19}, {"Word": "Date:", "Confidence": 0.994, "X1": 0.07547, "Y1": 0.4672, "X2": 0.18329, "Y2": 0.467, "X3": 0.18194, "Y3": 0.4968, "X4": 0.07412, "Y4": 0.4948, "page": 0, "Index": 20}, {"Word": "December", "Confidence": 0.996, "X1": 0.19137, "Y1": 0.4662, "X2": 0.37332, "Y2": 0.466, "X3": 0.37197, "Y3": 0.4978, "X4": 0.19003, "Y4": 0.4968, "page": 0, "Index": 21}, {"Word": "1,", "Confidence": 0.998, "X1": 0.38275, "Y1": 0.4662, "X2": 0.41509, "Y2": 0.466, "X3": 0.41375, "Y3": 0.4978, "X4": 0.38005, "Y4": 0.4978, "page": 0, "Index": 22}, {"Word": "1999", "Confidence": 0.989, "X1": 0.42318, "Y1": 0.4652, "X2": 0.50674, "Y2": 0.465, "X3": 0.50539, "Y3": 0.4978, "X4": 0.42183, "Y4": 0.4978, "page": 0, "Index": 23}, {"Word": "#", "Confidence": 0.995, "X1": 0.07817, "Y1": 0.5412, "X2": 0.09704, "Y2": 0.541, "X3": 0.09569, "Y3": 0.5748, "X4": 0.07682, "Y4": 0.5748, "page": 0, "Index": 24}, {"Word": "of", "Confidence": 0.998, "X1": 0.10512, "Y1": 0.5422, "X2": 0.1442, "Y2": 0.542, "X3": 0.14286, "Y3": 0.5748, "X4": 0.10377, "Y4": 0.5748, "page": 0, "Index": 25}, {"Word": "pages", "Confidence": 0.998, "X1": 0.15229, "Y1": 0.5432, "X2": 0.25741, "Y2": 0.543, "X3": 0.25741, "Y3": 0.5738, "X4": 0.15094, "Y4": 0.5748, "page": 0, "Index": 26}, {"Word": "(including", "Confidence": 0.994, "X1": 0.2655, "Y1": 0.5442, "X2": 0.40431, "Y2": 0.544, "X3": 0.40431, "Y3": 0.5738, "X4": 0.2655, "Y4": 0.5738, "page": 0, "Index": 27}, {"Word": "cover):", "Confidence": 0.994, "X1": 0.4124, "Y1": 0.5442, "X2": 0.51482, "Y2": 0.544, "X3": 0.51482, "Y3": 0.5738, "X4": 0.4124, "Y4": 0.5738, "page": 0, "Index": 28}, {"Word": "2", "Confidence": 0.996, "X1": 0.52291, "Y1": 0.5442, "X2": 0.54717, "Y2": 0.544, "X3": 0.54852, "Y3": 0.5738, "X4": 0.52426, "Y4": 0.5738, "page": 0, "Index": 29}, {"Word": "Comments:", "Confidence": 0.995, "X1": 0.07278, "Y1": 0.6152, "X2": 0.28302, "Y2": 0.615, "X3": 0.28302, "Y3": 0.6428, "X4": 0.07412, "Y4": 0.6408, "page": 0, "Index": 30}, {"Word": "2084102342", "Confidence": 0.957, "X1": 0.94609, "Y1": 0.8862, "X2": 0.95283, "Y2": 0.886, "X3": 0.92857, "Y3": 0.8868, "X4": 0.92183, "Y4": 0.7918, "page": 0, "Index": 31}]}	"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"
ffjp0138	1	{"lines_data": [{"Word": "Westem", "Confidence": 0.885, "X1": 0.4727, "Y1": 0.0012, "X2": 0.59654, "Y2": 0.001, "X3": 0.59521, "Y3": 0.0218, "X4": 0.4727, "Y4": 0.0188, "page": 0}, {"Word": "Mailgram\u00ae", "Confidence": 0.122, "X1": 0.59254, "Y1": 0.0012, "X2": 0.89747, "Y2": 0.001, "X3": 0.89747, "Y3": 0.0498, "X4": 0.59254, "Y4": 0.0478, "page": 0}, {"Word": "OVER 700,000 FAMILIES THROUGHOUT THE U.S. , INCLUDING 4,000 IN", "Confidence": 0.9204, "X1": 0.0213, "Y1": 0.1602, "X2": 0.84421, "Y2": 0.16, "X3": 0.84421, "Y3": 0.1758, "X4": 0.0213, "Y4": 0.1788, "page": 0}, {"Word": "COLORADO, HAVE USED THESE TOOLS, YOUR AUDIENCE CAN BENEFIT AS", "Confidence": 0.8635, "X1": 0.01997, "Y1": 0.1762, "X2": 0.85486, "Y2": 0.176, "X3": 0.85486, "Y3": 0.1918, "X4": 0.01997, "Y4": 0.1948, "page": 0}, {"Word": "WELL.", "Confidence": 0.895, "X1": 0.02397, "Y1": 0.1972, "X2": 0.09321, "Y2": 0.197, "X3": 0.09321, "Y3": 0.2108, "X4": 0.02397, "Y4": 0.2098, "page": 0}, {"Word": "TO WAKE ADVANCE ARRANGEMENTS FOR AN INTERVIEW, PLEASE FEEL FREE", "Confidence": 0.8804, "X1": 0.02397, "Y1": 0.2252, "X2": 0.87084, "Y2": 0.225, "X3": 0.87084, "Y3": 0.2398, "X4": 0.02397, "Y4": 0.2418, "page": 0}, {"Word": "TO CONTACT ME. CR, I WILL BE CALLING YOU SHORTLY TO DETERMINE", "Confidence": 0.93775, "X1": 0.0253, "Y1": 0.2402, "X2": 0.86019, "Y2": 0.24, "X3": 0.86019, "Y3": 0.2558, "X4": 0.0253, "Y4": 0.2578, "page": 0}, {"Word": "YOUR INTEREST AND AVAILABILITY.", "Confidence": 0.72275, "X1": 0.0253, "Y1": 0.2572, "X2": 0.43941, "Y2": 0.257, "X3": 0.43941, "Y3": 0.2728, "X4": 0.0253, "Y4": 0.2748, "page": 0}, {"Word": "KAREN POWE", "Confidence": 0.97, "X1": 0.41145, "Y1": 0.3042, "X2": 0.54727, "Y2": 0.304, "X3": 0.54727, "Y3": 0.3188, "X4": 0.41145, "Y4": 0.3188, "page": 0}, {"Word": "NATIONAL ASSOCIATION OF STATE", "Confidence": 0.9715, "X1": 0.41278, "Y1": 0.3182, "X2": 0.80559, "Y2": 0.318, "X3": 0.80559, "Y3": 0.3348, "X4": 0.41278, "Y4": 0.3338, "page": 0}, {"Word": "BOARDS OF EDUCATION", "Confidence": 0.888, "X1": 0.42477, "Y1": 0.3342, "X2": 0.68442, "Y2": 0.334, "X3": 0.68442, "Y3": 0.3488, "X4": 0.42477, "Y4": 0.3488, "page": 0}, {"Word": "1012 CAMERON STREET", "Confidence": 0.99333, "X1": 0.41678, "Y1": 0.3502, "X2": 0.67377, "Y2": 0.35, "X3": 0.67377, "Y3": 0.3648, "X4": 0.41678, "Y4": 0.3658, "page": 0}, {"Word": "ALEXANDRIA, VA 22150", "Confidence": 0.89933, "X1": 0.41278, "Y1": 0.3652, "X2": 0.6964, "Y2": 0.365, "X3": 0.6964, "Y3": 0.3818, "X4": 0.41278, "Y4": 0.3818, "page": 0}, {"Word": "703/684-4000", "Confidence": 0.892, "X1": 0.41545, "Y1": 0.3822, "X2": 0.5779, "Y2": 0.382, "X3": 0.5779, "Y3": 0.3978, "X4": 0.41545, "Y4": 0.3978, "page": 0}, {"Word": "22:03 EST", "Confidence": 0.8345, "X1": 0.0253, "Y1": 0.4132, "X2": 0.15313, "Y2": 0.413, "X3": 0.15313, "Y3": 0.4308, "X4": 0.0253, "Y4": 0.4328, "page": 0}, {"Word": "MGMCOMO", "Confidence": 0.63, "X1": 0.0253, "Y1": 0.4432, "X2": 0.12783, "Y2": 0.443, "X3": 0.12916, "Y3": 0.4618, "X4": 0.02663, "Y4": 0.4648, "page": 0}, {"Word": "TIMN 374930", "Confidence": 0.991, "X1": 0.76964, "Y1": 0.9152, "X2": 0.96804, "Y2": 0.915, "X3": 0.96937, "Y3": 0.9368, "X4": 0.77097, "Y4": 0.9418, "page": 0}, {"Word": "TO REPLY BY MAILSPAM MESSAGE. SEE 38VIPSE SICE \"CA \"WESTERN UNION'S TOLL - FREE PHONE NUMBERS", "Confidence": 0.53513, "X1": 0.10652, "Y1": 0.9722, "X2": 0.91877, "Y2": 0.972, "X3": 0.91877, "Y3": 0.9858, "X4": 0.10786, "Y4": 0.9878, "page": 0}], "words_data": [{"Word": "Westem", "Confidence": 0.885, "X1": 0.4727, "Y1": 0.0012, "X2": 0.57257, "Y2": 0.001, "X3": 0.57124, "Y3": 0.0208, "X4": 0.47403, "Y4": 0.0178, "page": 0, "Index": 0}, {"Word": "Mailgram\u00ae", "Confidence": 0.122, "X1": 0.59387, "Y1": 0.0022, "X2": 0.89481, "Y2": 0.002, "X3": 0.89481, "Y3": 0.0508, "X4": 0.59254, "Y4": 0.0488, "page": 0, "Index": 1}, {"Word": "700,000", "Confidence": 0.885, "X1": 0.09188, "Y1": 0.1632, "X2": 0.18775, "Y2": 0.163, "X3": 0.18642, "Y3": 0.1778, "X4": 0.09055, "Y4": 0.1788, "page": 0, "Index": 2}, {"Word": "FAMILIES", "Confidence": 0.982, "X1": 0.1984, "Y1": 0.1622, "X2": 0.30493, "Y2": 0.162, "X3": 0.30493, "Y3": 0.1778, "X4": 0.1984, "Y4": 0.1778, "page": 0, "Index": 3}, {"Word": "THROUGHOUT", "Confidence": 0.799, "X1": 0.31957, "Y1": 0.1612, "X2": 0.45406, "Y2": 0.161, "X3": 0.45406, "Y3": 0.1768, "X4": 0.31957, "Y4": 0.1778, "page": 0, "Index": 4}, {"Word": "THE", "Confidence": 0.998, "X1": 0.46471, "Y1": 0.1612, "X2": 0.50599, "Y2": 0.161, "X3": 0.50599, "Y3": 0.1768, "X4": 0.46471, "Y4": 0.1768, "page": 0, "Index": 5}, {"Word": "U.S.", "Confidence": 0.869, "X1": 0.52064, "Y1": 0.1612, "X2": 0.56858, "Y2": 0.161, "X3": 0.56724, "Y3": 0.1768, "X4": 0.51931, "Y4": 0.1768, "page": 0, "Index": 6}, {"Word": ",", "Confidence": 0.822, "X1": 0.57257, "Y1": 0.1612, "X2": 0.58589, "Y2": 0.161, "X3": 0.58589, "Y3": 0.1768, "X4": 0.57257, "Y4": 0.1768, "page": 0, "Index": 7}, {"Word": "INCLUDING", "Confidence": 0.986, "X1": 0.60053, "Y1": 0.1612, "X2": 0.72304, "Y2": 0.161, "X3": 0.72304, "Y3": 0.1768, "X4": 0.5992, "Y4": 0.1768, "page": 0, "Index": 8}, {"Word": "4,000", "Confidence": 0.916, "X1": 0.73502, "Y1": 0.1612, "X2": 0.80293, "Y2": 0.161, "X3": 0.80293, "Y3": 0.1768, "X4": 0.73369, "Y4": 0.1768, "page": 0, "Index": 9}, {"Word": "IN", "Confidence": 0.978, "X1": 0.81491, "Y1": 0.1612, "X2": 0.84154, "Y2": 0.161, "X3": 0.84154, "Y3": 0.1768, "X4": 0.81358, "Y4": 0.1768, "page": 0, "Index": 10}, {"Word": "OVER", "Confidence": 0.969, "X1": 0.0253, "Y1": 0.1632, "X2": 0.07723, "Y2": 0.163, "X3": 0.07723, "Y3": 0.1788, "X4": 0.0253, "Y4": 0.1788, "page": 0, "Index": 11}, {"Word": "COLORADO,", "Confidence": 0.622, "X1": 0.0213, "Y1": 0.1792, "X2": 0.14248, "Y2": 0.179, "X3": 0.14248, "Y3": 0.1948, "X4": 0.0213, "Y4": 0.1958, "page": 0, "Index": 12}, {"Word": "HAVE", "Confidence": 0.877, "X1": 0.15446, "Y1": 0.1782, "X2": 0.20905, "Y2": 0.178, "X3": 0.20905, "Y3": 0.1948, "X4": 0.15446, "Y4": 0.1948, "page": 0, "Index": 13}, {"Word": "USED", "Confidence": 0.983, "X1": 0.22104, "Y1": 0.1782, "X2": 0.2743, "Y2": 0.178, "X3": 0.2743, "Y3": 0.1938, "X4": 0.22104, "Y4": 0.1948, "page": 0, "Index": 14}, {"Word": "THESE", "Confidence": 0.943, "X1": 0.29028, "Y1": 0.1772, "X2": 0.35553, "Y2": 0.177, "X3": 0.35553, "Y3": 0.1938, "X4": 0.29028, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "TOOLS,", "Confidence": 0.295, "X1": 0.3715, "Y1": 0.1772, "X2": 0.4514, "Y2": 0.177, "X3": 0.4514, "Y3": 0.1938, "X4": 0.3715, "Y4": 0.1938, "page": 0, "Index": 16}, {"Word": "YOUR", "Confidence": 0.984, "X1": 0.47537, "Y1": 0.1762, "X2": 0.5273, "Y2": 0.176, "X3": 0.5273, "Y3": 0.1928, "X4": 0.47537, "Y4": 0.1938, "page": 0, "Index": 17}, {"Word": "AUDIENCE", "Confidence": 0.958, "X1": 0.54328, "Y1": 0.1762, "X2": 0.64847, "Y2": 0.176, "X3": 0.6498, "Y3": 0.1928, "X4": 0.54328, "Y4": 0.1928, "page": 0, "Index": 18}, {"Word": "CAN", "Confidence": 0.998, "X1": 0.66178, "Y1": 0.1762, "X2": 0.70173, "Y2": 0.176, "X3": 0.70306, "Y3": 0.1928, "X4": 0.66312, "Y4": 0.1928, "page": 0, "Index": 19}, {"Word": "BENEFIT", "Confidence": 0.994, "X1": 0.71638, "Y1": 0.1772, "X2": 0.81092, "Y2": 0.177, "X3": 0.81225, "Y3": 0.1928, "X4": 0.71771, "Y4": 0.1928, "page": 0, "Index": 20}, {"Word": "AS", "Confidence": 0.981, "X1": 0.82557, "Y1": 0.1772, "X2": 0.84953, "Y2": 0.177, "X3": 0.85087, "Y3": 0.1928, "X4": 0.8269, "Y4": 0.1928, "page": 0, "Index": 21}, {"Word": "WELL.", "Confidence": 0.895, "X1": 0.02397, "Y1": 0.1982, "X2": 0.09055, "Y2": 0.198, "X3": 0.09055, "Y3": 0.2118, "X4": 0.02397, "Y4": 0.2098, "page": 0, "Index": 22}, {"Word": "TO", "Confidence": 0.997, "X1": 0.0253, "Y1": 0.2272, "X2": 0.05193, "Y2": 0.227, "X3": 0.05193, "Y3": 0.2428, "X4": 0.0253, "Y4": 0.2428, "page": 0, "Index": 23}, {"Word": "WAKE", "Confidence": 0.46, "X1": 0.06391, "Y1": 0.2272, "X2": 0.12117, "Y2": 0.227, "X3": 0.12117, "Y3": 0.2418, "X4": 0.06391, "Y4": 0.2428, "page": 0, "Index": 24}, {"Word": "ADVANCE", "Confidence": 0.696, "X1": 0.13182, "Y1": 0.2262, "X2": 0.22636, "Y2": 0.226, "X3": 0.22636, "Y3": 0.2418, "X4": 0.13316, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "ARRANGEMENTS", "Confidence": 0.71, "X1": 0.23968, "Y1": 0.2252, "X2": 0.39947, "Y2": 0.225, "X3": 0.39947, "Y3": 0.2408, "X4": 0.23968, "Y4": 0.2418, "page": 0, "Index": 26}, {"Word": "FOR", "Confidence": 0.999, "X1": 0.41145, "Y1": 0.2252, "X2": 0.4514, "Y2": 0.225, "X3": 0.45273, "Y3": 0.2408, "X4": 0.41145, "Y4": 0.2408, "page": 0, "Index": 27}, {"Word": "AN", "Confidence": 0.998, "X1": 0.46605, "Y1": 0.2252, "X2": 0.49268, "Y2": 0.225, "X3": 0.49401, "Y3": 0.2408, "X4": 0.46605, "Y4": 0.2408, "page": 0, "Index": 28}, {"Word": "INTERVIEW,", "Confidence": 0.961, "X1": 0.50466, "Y1": 0.2252, "X2": 0.63915, "Y2": 0.225, "X3": 0.63915, "Y3": 0.2408, "X4": 0.50466, "Y4": 0.2408, "page": 0, "Index": 29}, {"Word": "PLEASE", "Confidence": 0.997, "X1": 0.65379, "Y1": 0.2252, "X2": 0.73369, "Y2": 0.225, "X3": 0.73369, "Y3": 0.2408, "X4": 0.65379, "Y4": 0.2408, "page": 0, "Index": 30}, {"Word": "FEEL", "Confidence": 0.992, "X1": 0.747, "Y1": 0.2252, "X2": 0.8016, "Y2": 0.225, "X3": 0.80293, "Y3": 0.2408, "X4": 0.74834, "Y4": 0.2408, "page": 0, "Index": 31}, {"Word": "FREE", "Confidence": 0.994, "X1": 0.81358, "Y1": 0.2262, "X2": 0.86818, "Y2": 0.226, "X3": 0.86818, "Y3": 0.2408, "X4": 0.81358, "Y4": 0.2408, "page": 0, "Index": 32}, {"Word": "TO", "Confidence": 0.998, "X1": 0.02663, "Y1": 0.2432, "X2": 0.05326, "Y2": 0.243, "X3": 0.05326, "Y3": 0.2578, "X4": 0.02663, "Y4": 0.2578, "page": 0, "Index": 33}, {"Word": "CONTACT", "Confidence": 0.995, "X1": 0.06791, "Y1": 0.2422, "X2": 0.16112, "Y2": 0.242, "X3": 0.16112, "Y3": 0.2578, "X4": 0.06791, "Y4": 0.2578, "page": 0, "Index": 34}, {"Word": "ME.", "Confidence": 0.686, "X1": 0.1731, "Y1": 0.2422, "X2": 0.21438, "Y2": 0.242, "X3": 0.21438, "Y3": 0.2578, "X4": 0.1731, "Y4": 0.2578, "page": 0, "Index": 35}, {"Word": "CR,", "Confidence": 0.756, "X1": 0.23968, "Y1": 0.2422, "X2": 0.28096, "Y2": 0.242, "X3": 0.28096, "Y3": 0.2578, "X4": 0.23968, "Y4": 0.2578, "page": 0, "Index": 36}, {"Word": "I", "Confidence": 0.976, "X1": 0.29161, "Y1": 0.2412, "X2": 0.30493, "Y2": 0.241, "X3": 0.30493, "Y3": 0.2578, "X4": 0.29161, "Y4": 0.2578, "page": 0, "Index": 37}, {"Word": "WILL", "Confidence": 0.983, "X1": 0.31691, "Y1": 0.2412, "X2": 0.37417, "Y2": 0.241, "X3": 0.37417, "Y3": 0.2578, "X4": 0.31691, "Y4": 0.2578, "page": 0, "Index": 38}, {"Word": "BE", "Confidence": 0.884, "X1": 0.38615, "Y1": 0.2412, "X2": 0.41278, "Y2": 0.241, "X3": 0.41278, "Y3": 0.2578, "X4": 0.38615, "Y4": 0.2578, "page": 0, "Index": 39}, {"Word": "CALLING", "Confidence": 0.998, "X1": 0.42743, "Y1": 0.2412, "X2": 0.52064, "Y2": 0.241, "X3": 0.52064, "Y3": 0.2568, "X4": 0.42743, "Y4": 0.2578, "page": 0, "Index": 40}, {"Word": "YOU", "Confidence": 0.998, "X1": 0.53262, "Y1": 0.2412, "X2": 0.5739, "Y2": 0.241, "X3": 0.5739, "Y3": 0.2568, "X4": 0.53262, "Y4": 0.2568, "page": 0, "Index": 41}, {"Word": "SHORTLY", "Confidence": 0.987, "X1": 0.58855, "Y1": 0.2412, "X2": 0.67909, "Y2": 0.241, "X3": 0.67909, "Y3": 0.2558, "X4": 0.58855, "Y4": 0.2568, "page": 0, "Index": 42}, {"Word": "TO", "Confidence": 0.998, "X1": 0.6964, "Y1": 0.2412, "X2": 0.72037, "Y2": 0.241, "X3": 0.72037, "Y3": 0.2558, "X4": 0.6964, "Y4": 0.2558, "page": 0, "Index": 43}, {"Word": "DETERMINE", "Confidence": 0.994, "X1": 0.73502, "Y1": 0.2412, "X2": 0.85619, "Y2": 0.241, "X3": 0.85619, "Y3": 0.2548, "X4": 0.73502, "Y4": 0.2558, "page": 0, "Index": 44}, {"Word": "YOUR", "Confidence": 0.959, "X1": 0.02663, "Y1": 0.2592, "X2": 0.07989, "Y2": 0.259, "X3": 0.07989, "Y3": 0.2748, "X4": 0.02663, "Y4": 0.2748, "page": 0, "Index": 45}, {"Word": "INTEREST", "Confidence": 0.924, "X1": 0.09188, "Y1": 0.2582, "X2": 0.2024, "Y2": 0.258, "X3": 0.2024, "Y3": 0.2748, "X4": 0.09188, "Y4": 0.2748, "page": 0, "Index": 46}, {"Word": "AND", "Confidence": 0.855, "X1": 0.21438, "Y1": 0.2582, "X2": 0.253, "Y2": 0.258, "X3": 0.25433, "Y3": 0.2748, "X4": 0.21438, "Y4": 0.2748, "page": 0, "Index": 47}, {"Word": "AVAILABILITY.", "Confidence": 0.153, "X1": 0.26764, "Y1": 0.2572, "X2": 0.43941, "Y2": 0.257, "X3": 0.43941, "Y3": 0.2738, "X4": 0.26897, "Y4": 0.2748, "page": 0, "Index": 48}, {"Word": "KAREN", "Confidence": 0.952, "X1": 0.41145, "Y1": 0.3052, "X2": 0.47403, "Y2": 0.305, "X3": 0.47403, "Y3": 0.3188, "X4": 0.41145, "Y4": 0.3188, "page": 0, "Index": 49}, {"Word": "POWE", "Confidence": 0.988, "X1": 0.49001, "Y1": 0.3052, "X2": 0.54194, "Y2": 0.305, "X3": 0.54194, "Y3": 0.3188, "X4": 0.49001, "Y4": 0.3188, "page": 0, "Index": 50}, {"Word": "NATIONAL", "Confidence": 0.9, "X1": 0.41278, "Y1": 0.3202, "X2": 0.51531, "Y2": 0.32, "X3": 0.51531, "Y3": 0.3338, "X4": 0.41278, "Y4": 0.3328, "page": 0, "Index": 51}, {"Word": "ASSOCIATION", "Confidence": 0.991, "X1": 0.53129, "Y1": 0.3202, "X2": 0.67643, "Y2": 0.32, "X3": 0.67643, "Y3": 0.3348, "X4": 0.53129, "Y4": 0.3348, "page": 0, "Index": 52}, {"Word": "OF", "Confidence": 0.998, "X1": 0.69108, "Y1": 0.3192, "X2": 0.71771, "Y2": 0.319, "X3": 0.71771, "Y3": 0.3348, "X4": 0.69108, "Y4": 0.3348, "page": 0, "Index": 53}, {"Word": "STATE", "Confidence": 0.997, "X1": 0.73236, "Y1": 0.3182, "X2": 0.7976, "Y2": 0.318, "X3": 0.79893, "Y3": 0.3348, "X4": 0.73236, "Y4": 0.3348, "page": 0, "Index": 54}, {"Word": "BOARDS", "Confidence": 0.681, "X1": 0.4261, "Y1": 0.3352, "X2": 0.502, "Y2": 0.335, "X3": 0.502, "Y3": 0.3498, "X4": 0.4261, "Y4": 0.3488, "page": 0, "Index": 55}, {"Word": "OF", "Confidence": 0.992, "X1": 0.51798, "Y1": 0.3352, "X2": 0.54328, "Y2": 0.335, "X3": 0.54194, "Y3": 0.3498, "X4": 0.51664, "Y4": 0.3498, "page": 0, "Index": 56}, {"Word": "EDUCATION", "Confidence": 0.991, "X1": 0.55792, "Y1": 0.3352, "X2": 0.67643, "Y2": 0.335, "X3": 0.67643, "Y3": 0.3488, "X4": 0.55792, "Y4": 0.3498, "page": 0, "Index": 57}, {"Word": "1012", "Confidence": 0.991, "X1": 0.41678, "Y1": 0.3512, "X2": 0.46471, "Y2": 0.351, "X3": 0.46471, "Y3": 0.3658, "X4": 0.41678, "Y4": 0.3658, "page": 0, "Index": 58}, {"Word": "CAMERON", "Confidence": 0.996, "X1": 0.47803, "Y1": 0.3512, "X2": 0.56991, "Y2": 0.351, "X3": 0.56991, "Y3": 0.3658, "X4": 0.47803, "Y4": 0.3658, "page": 0, "Index": 59}, {"Word": "STREET", "Confidence": 0.993, "X1": 0.58722, "Y1": 0.3512, "X2": 0.66711, "Y2": 0.351, "X3": 0.66711, "Y3": 0.3648, "X4": 0.58722, "Y4": 0.3658, "page": 0, "Index": 60}, {"Word": "ALEXANDRIA,", "Confidence": 0.704, "X1": 0.41411, "Y1": 0.3672, "X2": 0.56192, "Y2": 0.367, "X3": 0.56192, "Y3": 0.3818, "X4": 0.41411, "Y4": 0.3818, "page": 0, "Index": 61}, {"Word": "VA", "Confidence": 0.997, "X1": 0.57523, "Y1": 0.3672, "X2": 0.6032, "Y2": 0.367, "X3": 0.6032, "Y3": 0.3818, "X4": 0.57523, "Y4": 0.3818, "page": 0, "Index": 62}, {"Word": "22150", "Confidence": 0.997, "X1": 0.63116, "Y1": 0.3662, "X2": 0.6964, "Y2": 0.366, "X3": 0.6964, "Y3": 0.3818, "X4": 0.63116, "Y4": 0.3818, "page": 0, "Index": 63}, {"Word": "703/684-4000", "Confidence": 0.892, "X1": 0.41678, "Y1": 0.3832, "X2": 0.57257, "Y2": 0.383, "X3": 0.57257, "Y3": 0.3988, "X4": 0.41545, "Y4": 0.3988, "page": 0, "Index": 64}, {"Word": "22:03", "Confidence": 0.783, "X1": 0.02796, "Y1": 0.4142, "X2": 0.09454, "Y2": 0.414, "X3": 0.09454, "Y3": 0.4328, "X4": 0.02663, "Y4": 0.4328, "page": 0, "Index": 65}, {"Word": "EST", "Confidence": 0.886, "X1": 0.10652, "Y1": 0.4142, "X2": 0.1518, "Y2": 0.414, "X3": 0.15047, "Y3": 0.4318, "X4": 0.10519, "Y4": 0.4318, "page": 0, "Index": 66}, {"Word": "MGMCOMO", "Confidence": 0.63, "X1": 0.02663, "Y1": 0.4442, "X2": 0.12517, "Y2": 0.444, "X3": 0.12517, "Y3": 0.4628, "X4": 0.02796, "Y4": 0.4648, "page": 0, "Index": 67}, {"Word": "374930", "Confidence": 0.995, "X1": 0.86418, "Y1": 0.9162, "X2": 0.96538, "Y2": 0.916, "X3": 0.96405, "Y3": 0.9378, "X4": 0.86418, "Y4": 0.9408, "page": 0, "Index": 68}, {"Word": "TIMN", "Confidence": 0.987, "X1": 0.7723, "Y1": 0.9182, "X2": 0.84953, "Y2": 0.918, "X3": 0.85087, "Y3": 0.9408, "X4": 0.7723, "Y4": 0.9428, "page": 0, "Index": 69}, {"Word": "TO", "Confidence": 0.463, "X1": 0.10786, "Y1": 0.9752, "X2": 0.12517, "Y2": 0.975, "X3": 0.1265, "Y3": 0.9878, "X4": 0.10786, "Y4": 0.9878, "page": 0, "Index": 70}, {"Word": "REPLY", "Confidence": 0.85, "X1": 0.13182, "Y1": 0.9742, "X2": 0.1771, "Y2": 0.974, "X3": 0.17843, "Y3": 0.9878, "X4": 0.13316, "Y4": 0.9878, "page": 0, "Index": 71}, {"Word": "BY", "Confidence": 0.135, "X1": 0.18109, "Y1": 0.9742, "X2": 0.2024, "Y2": 0.974, "X3": 0.2024, "Y3": 0.9878, "X4": 0.18109, "Y4": 0.9878, "page": 0, "Index": 72}, {"Word": "MAILSPAM", "Confidence": 0.606, "X1": 0.20506, "Y1": 0.9742, "X2": 0.28229, "Y2": 0.974, "X3": 0.28362, "Y3": 0.9878, "X4": 0.20639, "Y4": 0.9878, "page": 0, "Index": 73}, {"Word": "MESSAGE.", "Confidence": 0.155, "X1": 0.29161, "Y1": 0.9742, "X2": 0.37017, "Y2": 0.974, "X3": 0.37017, "Y3": 0.9878, "X4": 0.29161, "Y4": 0.9878, "page": 0, "Index": 74}, {"Word": "SEE", "Confidence": 0.478, "X1": 0.37417, "Y1": 0.9732, "X2": 0.40346, "Y2": 0.973, "X3": 0.40346, "Y3": 0.9878, "X4": 0.37417, "Y4": 0.9878, "page": 0, "Index": 75}, {"Word": "38VIPSE", "Confidence": 0.063, "X1": 0.40746, "Y1": 0.9732, "X2": 0.4727, "Y2": 0.973, "X3": 0.47403, "Y3": 0.9878, "X4": 0.40746, "Y4": 0.9878, "page": 0, "Index": 76}, {"Word": "SICE", "Confidence": 0.404, "X1": 0.4767, "Y1": 0.9732, "X2": 0.51132, "Y2": 0.973, "X3": 0.51132, "Y3": 0.9868, "X4": 0.47803, "Y4": 0.9878, "page": 0, "Index": 77}, {"Word": "\"CA", "Confidence": 0.628, "X1": 0.51531, "Y1": 0.9732, "X2": 0.54328, "Y2": 0.973, "X3": 0.54328, "Y3": 0.9868, "X4": 0.51531, "Y4": 0.9868, "page": 0, "Index": 78}, {"Word": "\"WESTERN", "Confidence": 0.619, "X1": 0.54727, "Y1": 0.9732, "X2": 0.62051, "Y2": 0.973, "X3": 0.62051, "Y3": 0.9868, "X4": 0.54727, "Y4": 0.9868, "page": 0, "Index": 79}, {"Word": "UNION'S", "Confidence": 0.351, "X1": 0.62583, "Y1": 0.9732, "X2": 0.68842, "Y2": 0.973, "X3": 0.68842, "Y3": 0.9868, "X4": 0.62583, "Y4": 0.9868, "page": 0, "Index": 80}, {"Word": "TOLL", "Confidence": 0.614, "X1": 0.69241, "Y1": 0.9722, "X2": 0.72836, "Y2": 0.972, "X3": 0.72969, "Y3": 0.9868, "X4": 0.69241, "Y4": 0.9868, "page": 0, "Index": 81}, {"Word": "-", "Confidence": 0.655, "X1": 0.73236, "Y1": 0.9722, "X2": 0.73901, "Y2": 0.972, "X3": 0.73901, "Y3": 0.9868, "X4": 0.73236, "Y4": 0.9868, "page": 0, "Index": 82}, {"Word": "FREE", "Confidence": 0.607, "X1": 0.74168, "Y1": 0.9722, "X2": 0.78029, "Y2": 0.972, "X3": 0.78029, "Y3": 0.9868, "X4": 0.74301, "Y4": 0.9868, "page": 0, "Index": 83}, {"Word": "PHONE", "Confidence": 0.953, "X1": 0.78429, "Y1": 0.9722, "X2": 0.83622, "Y2": 0.972, "X3": 0.83622, "Y3": 0.9858, "X4": 0.78429, "Y4": 0.9868, "page": 0, "Index": 84}, {"Word": "NUMBERS", "Confidence": 0.981, "X1": 0.83888, "Y1": 0.9722, "X2": 0.91611, "Y2": 0.972, "X3": 0.91611, "Y3": 0.9858, "X4": 0.84021, "Y4": 0.9858, "page": 0, "Index": 85}]}	"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"
ffjp0138	0	{"lines_data": [{"Word": "1475 EYE STREET V.\".", "Confidence": 0.7375, "X1": 0.02397, "Y1": 0.0042, "X2": 0.29827, "Y2": 0.004, "X3": 0.29827, "Y3": 0.0208, "X4": 0.02397, "Y4": 0.0228, "page": 0}, {"Word": "Western", "Confidence": 0.672, "X1": 0.4767, "Y1": 0.0012, "X2": 0.60186, "Y2": 0.001, "X3": 0.60053, "Y3": 0.0218, "X4": 0.4767, "Y4": 0.0198, "page": 0}, {"Word": "WASHINGTON, DC 2000b 11PM", "Confidence": 0.7755, "X1": 0.02397, "Y1": 0.0202, "X2": 0.3755, "Y2": 0.02, "X3": 0.3755, "Y3": 0.0358, "X4": 0.02397, "Y4": 0.0368, "page": 0}, {"Word": "Union Mailgram\u00ae", "Confidence": 0.7855, "X1": 0.50599, "Y1": 0.0002, "X2": 0.90546, "Y2": 0.0, "X3": 0.90679, "Y3": 0.0518, "X4": 0.50599, "Y4": 0.0528, "page": 0}, {"Word": "1-0525510224043 08/11/A8 ICS WA16614", "Confidence": 0.72225, "X1": 0.02663, "Y1": 0.0822, "X2": 0.51132, "Y2": 0.082, "X3": 0.51132, "Y3": 0.0998, "X4": 0.02663, "Y4": 0.1008, "page": 0}, {"Word": "WHS A", "Confidence": 0.982, "X1": 0.65779, "Y1": 0.0842, "X2": 0.71372, "Y2": 0.084, "X3": 0.71372, "Y3": 0.0988, "X4": 0.65646, "Y4": 0.0988, "page": 0}, {"Word": "00191 MLTN VA 08/11/RA JN#9071", "Confidence": 0.6772, "X1": 0.03595, "Y1": 0.0992, "X2": 0.44208, "Y2": 0.099, "X3": 0.44208, "Y3": 0.1148, "X4": 0.03595, "Y4": 0.1148, "page": 0}, {"Word": "113 count", "Confidence": 0.8095, "X1": 0.64447, "Y1": 0.0972, "X2": 0.78429, "Y2": 0.097, "X3": 0.78562, "Y3": 0.1308, "X4": 0.64447, "Y4": 0.1348, "page": 0}, {"Word": "(CO)", "Confidence": 0.617, "X1": 0.86418, "Y1": 0.1022, "X2": 0.91611, "Y2": 0.102, "X3": 0.91611, "Y3": 0.1318, "X4": 0.86818, "Y4": 0.1368, "page": 0}, {"Word": "MS JADA V SMITH", "Confidence": 0.9495, "X1": 0.02264, "Y1": 0.1802, "X2": 0.23569, "Y2": 0.18, "X3": 0.23569, "Y3": 0.1938, "X4": 0.02264, "Y4": 0.1958, "page": 0}, {"Word": "THE TOBACCO INSTITUTE", "Confidence": 0.86033, "X1": 0.0253, "Y1": 0.1952, "X2": 0.31292, "Y2": 0.195, "X3": 0.31292, "Y3": 0.2108, "X4": 0.0253, "Y4": 0.2118, "page": 0}, {"Word": "1875 EYE STREET NW", "Confidence": 0.926, "X1": 0.02796, "Y1": 0.2122, "X2": 0.27031, "Y2": 0.212, "X3": 0.27031, "Y3": 0.2268, "X4": 0.02796, "Y4": 0.2278, "page": 0}, {"Word": "WASHINGTON DC 20006", "Confidence": 0.44833, "X1": 0.02796, "Y1": 0.2272, "X2": 0.28495, "Y2": 0.227, "X3": 0.28495, "Y3": 0.2428, "X4": 0.02796, "Y4": 0.2428, "page": 0}, {"Word": "DEAP MS, SWITH:", "Confidence": 0.66333, "X1": 0.02663, "Y1": 0.3372, "X2": 0.23302, "Y2": 0.337, "X3": 0.23302, "Y3": 0.3548, "X4": 0.02663, "Y4": 0.3558, "page": 0}, {"Word": "TODAY'S TEENS AND THEIR PARENTS FACE A WHOLE RANGE OF TOUGH", "Confidence": 0.84536, "X1": 0.02929, "Y1": 0.3702, "X2": 0.8229, "Y2": 0.37, "X3": 0.8229, "Y3": 0.3868, "X4": 0.02929, "Y4": 0.3868, "page": 0}, {"Word": "SITUATIONS .", "Confidence": 0.733, "X1": 0.02796, "Y1": 0.3882, "X2": 0.18642, "Y2": 0.388, "X3": 0.18642, "Y3": 0.4018, "X4": 0.02796, "Y4": 0.3998, "page": 0}, {"Word": "FAMILIES MUST COPE WITH MANY DIFFICULT ISSUES -- AND", "Confidence": 0.84878, "X1": 0.19174, "Y1": 0.3872, "X2": 0.90413, "Y2": 0.387, "X3": 0.90413, "Y3": 0.4028, "X4": 0.19041, "Y4": 0.4018, "page": 0}, {"Word": "MANY COULD USE WELP.", "Confidence": 0.6695, "X1": 0.02929, "Y1": 0.4032, "X2": 0.29694, "Y2": 0.403, "X3": 0.29694, "Y3": 0.4188, "X4": 0.02929, "Y4": 0.4168, "page": 0}, {"Word": "THERE ARE RESOURCES AVAILABLE TO HELP YOUR AUDIENCE. SET TIME", "Confidence": 0.9509, "X1": 0.03063, "Y1": 0.4352, "X2": 0.86418, "Y2": 0.435, "X3": 0.86418, "Y3": 0.4508, "X4": 0.03063, "Y4": 0.4488, "page": 0}, {"Word": "ASIDE ON YOUR CALENCAR NOW TO MEET WITH JOLLY ANN DAVIDSON, PAST", "Confidence": 0.92525, "X1": 0.03063, "Y1": 0.4522, "X2": 0.88815, "Y2": 0.452, "X3": 0.88815, "Y3": 0.4658, "X4": 0.03063, "Y4": 0.4638, "page": 0}, {"Word": "PRESIDENT OF THE NATIONAL ASSOCIATION OF STATE BOARDS OF EDUCATION", "Confidence": 0.9612, "X1": 0.02929, "Y1": 0.4672, "X2": 0.91877, "Y2": 0.467, "X3": 0.91877, "Y3": 0.4818, "X4": 0.02929, "Y4": 0.4808, "page": 0}, {"Word": "(MASBE), AND NATIONAL SPOKESPERSON FOR NASBE'S COMMUNITY ALLIANCE", "Confidence": 0.733, "X1": 0.03196, "Y1": 0.4832, "X2": 0.90413, "Y2": 0.483, "X3": 0.90413, "Y3": 0.4968, "X4": 0.03196, "Y4": 0.4958, "page": 0}, {"Word": "PROGRAMS", "Confidence": 0.542, "X1": 0.03196, "Y1": 0.4982, "X2": 0.14647, "Y2": 0.498, "X3": 0.14647, "Y3": 0.5108, "X4": 0.03196, "Y4": 0.5108, "page": 0}, {"Word": "MAS . DAVIDSON WILL BE IN DENVER AND COLORADO SPRINGS ON", "Confidence": 0.84427, "X1": 0.16911, "Y1": 0.4992, "X2": 0.91877, "Y2": 0.499, "X3": 0.91877, "Y3": 0.5148, "X4": 0.16911, "Y4": 0.5138, "page": 0}, {"Word": "AUG. 22 AND 23.", "Confidence": 0.93075, "X1": 0.03196, "Y1": 0.5142, "X2": 0.23169, "Y2": 0.514, "X3": 0.23169, "Y3": 0.5288, "X4": 0.03196, "Y4": 0.5288, "page": 0}, {"Word": "WITH THE RISE OF AWARENESS AND CONCERN ABOUT THE ROLE THAT PEER", "Confidence": 0.86775, "X1": 0.03196, "Y1": 0.5462, "X2": 0.88016, "Y2": 0.546, "X3": 0.88016, "Y3": 0.5618, "X4": 0.03196, "Y4": 0.5598, "page": 0}, {"Word": "PRESSIIRE PLAYS ON ADOLESCENT BEHAVIORS, AND THE NEED FOR GREATER", "Confidence": 0.8518, "X1": 0.03196, "Y1": 0.5632, "X2": 0.89081, "Y2": 0.563, "X3": 0.89081, "Y3": 0.5768, "X4": 0.03196, "Y4": 0.5758, "page": 0}, {"Word": "PARENTAL INVOLVEMENT, INTEREST IN THESE PROGRAMS HAS BEEN INTENSE.", "Confidence": 0.93244, "X1": 0.03196, "Y1": 0.5772, "X2": 0.91478, "Y2": 0.577, "X3": 0.91478, "Y3": 0.5918, "X4": 0.03196, "Y4": 0.5908, "page": 0}, {"Word": "THROUGH THE COMMUNITY BASED PROGRAMS, AND THE CENTERPIECE BROCHURE", "Confidence": 0.93189, "X1": 0.03196, "Y1": 0.5932, "X2": 0.92011, "Y2": 0.593, "X3": 0.92011, "Y3": 0.6078, "X4": 0.03196, "Y4": 0.6058, "page": 0}, {"Word": "\"HELPING YOUTH SAY NO, \" PARENTS AND TEENS ARE ABLE TO LEARN AND", "Confidence": 0.96808, "X1": 0.03462, "Y1": 0.6092, "X2": 0.8775, "Y2": 0.609, "X3": 0.8775, "Y3": 0.6238, "X4": 0.03462, "Y4": 0.6208, "page": 0}, {"Word": "PRACTICE COMMUNICATIONS. IT IS THIS TYPE OF TALKING AND LISTENING", "Confidence": 0.9421, "X1": 0.03196, "Y1": 0.6242, "X2": 0.91877, "Y2": 0.624, "X3": 0.91877, "Y3": 0.6388, "X4": 0.03196, "Y4": 0.6368, "page": 0}, {"Word": "THAT MANY EXPERTS BELIEVE CAN HELP THE FAMILY GUIDE A TEEN THROUGH", "Confidence": 0.9555, "X1": 0.03462, "Y1": 0.6392, "X2": 0.92011, "Y2": 0.639, "X3": 0.92011, "Y3": 0.6538, "X4": 0.03462, "Y4": 0.6518, "page": 0}, {"Word": "THE ROUGH DECISIONS THAT ARE TOO OFTEN INAPPROPRIATELY INFLUENCED", "Confidence": 0.89078, "X1": 0.03329, "Y1": 0.6552, "X2": 0.90546, "Y2": 0.655, "X3": 0.90546, "Y3": 0.6688, "X4": 0.03329, "Y4": 0.6678, "page": 0}, {"Word": "BY PEER PRESSURE.", "Confidence": 0.83867, "X1": 0.03329, "Y1": 0.6692, "X2": 0.26631, "Y2": 0.669, "X3": 0.26631, "Y3": 0.6838, "X4": 0.03329, "Y4": 0.6828, "page": 0}, {"Word": "\"HELPING YOUTH SAY NO\" IS AVAILABLE, FREE OF CHARGE, TO YOUR", "Confidence": 0.90327, "X1": 0.03595, "Y1": 0.7012, "X2": 0.83755, "Y2": 0.701, "X3": 0.83755, "Y3": 0.7158, "X4": 0.03462, "Y4": 0.7138, "page": 0}, {"Word": "ANINTENCE.", "Confidence": 0.434, "X1": 0.03462, "Y1": 0.7172, "X2": 0.16112, "Y2": 0.717, "X3": 0.16112, "Y3": 0.7318, "X4": 0.03462, "Y4": 0.7308, "page": 0}, {"Word": "MRS. CAVIOSON, A RESPECTED FIGURE IN THE EDUCATIONAL", "Confidence": 0.857, "X1": 0.17443, "Y1": 0.7172, "X2": 0.88016, "Y2": 0.717, "X3": 0.88016, "Y3": 0.7308, "X4": 0.17443, "Y4": 0.7298, "page": 0}, {"Word": "ARENA, MAS BEEN INVOLVED WITH THIS PROJECT SINCE 1984 AND HAS", "Confidence": 0.799, "X1": 0.03462, "Y1": 0.7332, "X2": 0.85087, "Y2": 0.733, "X3": 0.85087, "Y3": 0.7478, "X4": 0.03462, "Y4": 0.7458, "page": 0}, {"Word": "BEEN INSTRUMENTAL IN ITS DEVELOPMENT AND IMPLEMENTATION.", "Confidence": 0.75429, "X1": 0.03329, "Y1": 0.7482, "X2": 0.78562, "Y2": 0.748, "X3": 0.78562, "Y3": 0.7638, "X4": 0.03329, "Y4": 0.7618, "page": 0}, {"Word": "TIMN 374929", "Confidence": 0.99, "X1": 0.76964, "Y1": 0.9252, "X2": 0.96937, "Y2": 0.925, "X3": 0.97071, "Y3": 0.9478, "X4": 0.76964, "Y4": 0.9548, "page": 0}, {"Word": "\"O PEPL' BY MAILSPAM WESSACE, THE REVERSE SICE BOR WESTERN UNION'S \"OLL . FREE PHONE NUMBERS", "Confidence": 0.751, "X1": 0.10519, "Y1": 0.9752, "X2": 0.91877, "Y2": 0.975, "X3": 0.91877, "Y3": 0.9908, "X4": 0.10519, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "1475", "Confidence": 0.814, "X1": 0.0253, "Y1": 0.0062, "X2": 0.0759, "Y2": 0.006, "X3": 0.0759, "Y3": 0.0218, "X4": 0.0253, "Y4": 0.0228, "page": 0, "Index": 0}, {"Word": "EYE", "Confidence": 0.807, "X1": 0.08921, "Y1": 0.0052, "X2": 0.12783, "Y2": 0.005, "X3": 0.12783, "Y3": 0.0208, "X4": 0.08921, "Y4": 0.0218, "page": 0, "Index": 1}, {"Word": "STREET", "Confidence": 0.939, "X1": 0.14381, "Y1": 0.0052, "X2": 0.2237, "Y2": 0.005, "X3": 0.22503, "Y3": 0.0208, "X4": 0.14381, "Y4": 0.0208, "page": 0, "Index": 2}, {"Word": "V.\".", "Confidence": 0.39, "X1": 0.23835, "Y1": 0.0062, "X2": 0.29161, "Y2": 0.006, "X3": 0.29161, "Y3": 0.0208, "X4": 0.23835, "Y4": 0.0208, "page": 0, "Index": 3}, {"Word": "Western", "Confidence": 0.672, "X1": 0.4767, "Y1": 0.0012, "X2": 0.59121, "Y2": 0.001, "X3": 0.58855, "Y3": 0.0218, "X4": 0.47803, "Y4": 0.0188, "page": 0, "Index": 4}, {"Word": "WASHINGTON,", "Confidence": 0.714, "X1": 0.0253, "Y1": 0.0212, "X2": 0.1731, "Y2": 0.021, "X3": 0.1731, "Y3": 0.0368, "X4": 0.0253, "Y4": 0.0358, "page": 0, "Index": 5}, {"Word": "DC", "Confidence": 0.646, "X1": 0.19041, "Y1": 0.0202, "X2": 0.21704, "Y2": 0.02, "X3": 0.21704, "Y3": 0.0368, "X4": 0.18908, "Y4": 0.0368, "page": 0, "Index": 6}, {"Word": "2000b", "Confidence": 0.775, "X1": 0.24234, "Y1": 0.0202, "X2": 0.31025, "Y2": 0.02, "X3": 0.31025, "Y3": 0.0358, "X4": 0.24234, "Y4": 0.0368, "page": 0, "Index": 7}, {"Word": "11PM", "Confidence": 0.967, "X1": 0.32091, "Y1": 0.0202, "X2": 0.37284, "Y2": 0.02, "X3": 0.37284, "Y3": 0.0338, "X4": 0.32091, "Y4": 0.0348, "page": 0, "Index": 8}, {"Word": "Union", "Confidence": 0.956, "X1": 0.50599, "Y1": 0.0112, "X2": 0.58722, "Y2": 0.011, "X3": 0.58722, "Y3": 0.0448, "X4": 0.50599, "Y4": 0.0398, "page": 0, "Index": 9}, {"Word": "Mailgram\u00ae", "Confidence": 0.615, "X1": 0.59787, "Y1": 0.0022, "X2": 0.90546, "Y2": 0.002, "X3": 0.90546, "Y3": 0.0528, "X4": 0.59787, "Y4": 0.0458, "page": 0, "Index": 10}, {"Word": "1-0525510224043", "Confidence": 0.436, "X1": 0.02796, "Y1": 0.0832, "X2": 0.23036, "Y2": 0.083, "X3": 0.22903, "Y3": 0.0998, "X4": 0.02796, "Y4": 0.1018, "page": 0, "Index": 11}, {"Word": "08/11/A8", "Confidence": 0.834, "X1": 0.23968, "Y1": 0.0832, "X2": 0.3502, "Y2": 0.083, "X3": 0.3502, "Y3": 0.0998, "X4": 0.23835, "Y4": 0.0998, "page": 0, "Index": 12}, {"Word": "ICS", "Confidence": 0.747, "X1": 0.36218, "Y1": 0.0832, "X2": 0.40479, "Y2": 0.083, "X3": 0.40479, "Y3": 0.0998, "X4": 0.36218, "Y4": 0.0998, "page": 0, "Index": 13}, {"Word": "WA16614", "Confidence": 0.872, "X1": 0.41411, "Y1": 0.0832, "X2": 0.50999, "Y2": 0.083, "X3": 0.50999, "Y3": 0.1008, "X4": 0.41411, "Y4": 0.0998, "page": 0, "Index": 14}, {"Word": "WHS", "Confidence": 0.984, "X1": 0.65646, "Y1": 0.0842, "X2": 0.69507, "Y2": 0.084, "X3": 0.69507, "Y3": 0.0988, "X4": 0.65646, "Y4": 0.0988, "page": 0, "Index": 15}, {"Word": "A", "Confidence": 0.98, "X1": 0.69907, "Y1": 0.0842, "X2": 0.71238, "Y2": 0.084, "X3": 0.71238, "Y3": 0.0988, "X4": 0.69907, "Y4": 0.0988, "page": 0, "Index": 16}, {"Word": "00191", "Confidence": 0.945, "X1": 0.03995, "Y1": 0.1002, "X2": 0.10786, "Y2": 0.1, "X3": 0.10786, "Y3": 0.1158, "X4": 0.04128, "Y4": 0.1158, "page": 0, "Index": 17}, {"Word": "MLTN", "Confidence": 0.883, "X1": 0.12117, "Y1": 0.1002, "X2": 0.17577, "Y2": 0.1, "X3": 0.17577, "Y3": 0.1158, "X4": 0.1225, "Y4": 0.1158, "page": 0, "Index": 18}, {"Word": "VA", "Confidence": 0.181, "X1": 0.18908, "Y1": 0.1002, "X2": 0.21704, "Y2": 0.1, "X3": 0.21704, "Y3": 0.1158, "X4": 0.18908, "Y4": 0.1158, "page": 0, "Index": 19}, {"Word": "08/11/RA", "Confidence": 0.731, "X1": 0.23036, "Y1": 0.1002, "X2": 0.33555, "Y2": 0.1, "X3": 0.33555, "Y3": 0.1158, "X4": 0.23036, "Y4": 0.1158, "page": 0, "Index": 20}, {"Word": "JN#9071", "Confidence": 0.646, "X1": 0.3502, "Y1": 0.1002, "X2": 0.44208, "Y2": 0.1, "X3": 0.44208, "Y3": 0.1158, "X4": 0.3502, "Y4": 0.1158, "page": 0, "Index": 21}, {"Word": "113", "Confidence": 0.995, "X1": 0.64447, "Y1": 0.1002, "X2": 0.68442, "Y2": 0.1, "X3": 0.68442, "Y3": 0.1348, "X4": 0.64447, "Y4": 0.1358, "page": 0, "Index": 22}, {"Word": "count", "Confidence": 0.624, "X1": 0.69374, "Y1": 0.0982, "X2": 0.78429, "Y2": 0.098, "X3": 0.78562, "Y3": 0.1328, "X4": 0.69374, "Y4": 0.1348, "page": 0, "Index": 23}, {"Word": "(CO)", "Confidence": 0.617, "X1": 0.86418, "Y1": 0.1022, "X2": 0.91345, "Y2": 0.102, "X3": 0.91744, "Y3": 0.1308, "X4": 0.86818, "Y4": 0.1378, "page": 0, "Index": 24}, {"Word": "MS", "Confidence": 0.982, "X1": 0.02796, "Y1": 0.1802, "X2": 0.05726, "Y2": 0.18, "X3": 0.05593, "Y3": 0.1958, "X4": 0.02663, "Y4": 0.1968, "page": 0, "Index": 25}, {"Word": "JADA", "Confidence": 0.839, "X1": 0.07057, "Y1": 0.1802, "X2": 0.12383, "Y2": 0.18, "X3": 0.12117, "Y3": 0.1958, "X4": 0.06924, "Y4": 0.1958, "page": 0, "Index": 26}, {"Word": "V", "Confidence": 0.997, "X1": 0.13715, "Y1": 0.1802, "X2": 0.14913, "Y2": 0.18, "X3": 0.1478, "Y3": 0.1948, "X4": 0.13582, "Y4": 0.1948, "page": 0, "Index": 27}, {"Word": "SMITH", "Confidence": 0.98, "X1": 0.16644, "Y1": 0.1812, "X2": 0.22903, "Y2": 0.181, "X3": 0.2277, "Y3": 0.1938, "X4": 0.16378, "Y4": 0.1948, "page": 0, "Index": 28}, {"Word": "THE", "Confidence": 0.991, "X1": 0.02796, "Y1": 0.1962, "X2": 0.06391, "Y2": 0.196, "X3": 0.06258, "Y3": 0.2118, "X4": 0.02663, "Y4": 0.2118, "page": 0, "Index": 29}, {"Word": "TOBACCO", "Confidence": 0.609, "X1": 0.08123, "Y1": 0.1962, "X2": 0.1731, "Y2": 0.196, "X3": 0.17177, "Y3": 0.2108, "X4": 0.08123, "Y4": 0.2108, "page": 0, "Index": 30}, {"Word": "INSTITUTE", "Confidence": 0.981, "X1": 0.18908, "Y1": 0.1962, "X2": 0.30626, "Y2": 0.196, "X3": 0.30493, "Y3": 0.2108, "X4": 0.18908, "Y4": 0.2108, "page": 0, "Index": 31}, {"Word": "1875", "Confidence": 0.991, "X1": 0.03063, "Y1": 0.2122, "X2": 0.08389, "Y2": 0.212, "X3": 0.08389, "Y3": 0.2278, "X4": 0.02929, "Y4": 0.2288, "page": 0, "Index": 32}, {"Word": "EYE", "Confidence": 0.75, "X1": 0.0972, "Y1": 0.2122, "X2": 0.13848, "Y2": 0.212, "X3": 0.13848, "Y3": 0.2268, "X4": 0.0972, "Y4": 0.2278, "page": 0, "Index": 33}, {"Word": "STREET", "Confidence": 0.995, "X1": 0.1518, "Y1": 0.2132, "X2": 0.23169, "Y2": 0.213, "X3": 0.23169, "Y3": 0.2258, "X4": 0.1518, "Y4": 0.2268, "page": 0, "Index": 34}, {"Word": "NW", "Confidence": 0.968, "X1": 0.24501, "Y1": 0.2132, "X2": 0.26897, "Y2": 0.213, "X3": 0.26764, "Y3": 0.2258, "X4": 0.24501, "Y4": 0.2258, "page": 0, "Index": 35}, {"Word": "WASHINGTON", "Confidence": 0.712, "X1": 0.02929, "Y1": 0.2272, "X2": 0.16112, "Y2": 0.227, "X3": 0.15979, "Y3": 0.2428, "X4": 0.02796, "Y4": 0.2428, "page": 0, "Index": 36}, {"Word": "DC", "Confidence": 0.221, "X1": 0.17976, "Y1": 0.2282, "X2": 0.20639, "Y2": 0.228, "X3": 0.20639, "Y3": 0.2428, "X4": 0.17976, "Y4": 0.2428, "page": 0, "Index": 37}, {"Word": "20006", "Confidence": 0.412, "X1": 0.21971, "Y1": 0.2292, "X2": 0.28495, "Y2": 0.229, "X3": 0.28362, "Y3": 0.2428, "X4": 0.21971, "Y4": 0.2428, "page": 0, "Index": 38}, {"Word": "DEAP", "Confidence": 0.796, "X1": 0.02796, "Y1": 0.3392, "X2": 0.08522, "Y2": 0.339, "X3": 0.08655, "Y3": 0.3558, "X4": 0.02929, "Y4": 0.3558, "page": 0, "Index": 39}, {"Word": "MS,", "Confidence": 0.657, "X1": 0.09454, "Y1": 0.3392, "X2": 0.14115, "Y2": 0.339, "X3": 0.14115, "Y3": 0.3558, "X4": 0.09587, "Y4": 0.3558, "page": 0, "Index": 40}, {"Word": "SWITH:", "Confidence": 0.537, "X1": 0.15047, "Y1": 0.3382, "X2": 0.23169, "Y2": 0.338, "X3": 0.23169, "Y3": 0.3548, "X4": 0.15047, "Y4": 0.3558, "page": 0, "Index": 41}, {"Word": "TODAY'S", "Confidence": 0.511, "X1": 0.03063, "Y1": 0.3722, "X2": 0.1265, "Y2": 0.372, "X3": 0.12517, "Y3": 0.3858, "X4": 0.02929, "Y4": 0.3858, "page": 0, "Index": 42}, {"Word": "TEENS", "Confidence": 0.652, "X1": 0.13981, "Y1": 0.3722, "X2": 0.20772, "Y2": 0.372, "X3": 0.20772, "Y3": 0.3868, "X4": 0.13848, "Y4": 0.3868, "page": 0, "Index": 43}, {"Word": "AND", "Confidence": 0.639, "X1": 0.22237, "Y1": 0.3712, "X2": 0.25965, "Y2": 0.371, "X3": 0.25832, "Y3": 0.3868, "X4": 0.22104, "Y4": 0.3868, "page": 0, "Index": 44}, {"Word": "THEIR", "Confidence": 0.603, "X1": 0.27297, "Y1": 0.3712, "X2": 0.33822, "Y2": 0.371, "X3": 0.33822, "Y3": 0.3868, "X4": 0.27297, "Y4": 0.3868, "page": 0, "Index": 45}, {"Word": "PARENTS", "Confidence": 0.979, "X1": 0.35286, "Y1": 0.3712, "X2": 0.4474, "Y2": 0.371, "X3": 0.4474, "Y3": 0.3868, "X4": 0.35153, "Y4": 0.3868, "page": 0, "Index": 46}, {"Word": "FACE", "Confidence": 0.993, "X1": 0.45939, "Y1": 0.3712, "X2": 0.51398, "Y2": 0.371, "X3": 0.51265, "Y3": 0.3868, "X4": 0.45939, "Y4": 0.3868, "page": 0, "Index": 47}, {"Word": "A", "Confidence": 0.955, "X1": 0.5273, "Y1": 0.3712, "X2": 0.54061, "Y2": 0.371, "X3": 0.54061, "Y3": 0.3868, "X4": 0.5273, "Y4": 0.3868, "page": 0, "Index": 48}, {"Word": "WHOLE", "Confidence": 0.996, "X1": 0.55126, "Y1": 0.3712, "X2": 0.61917, "Y2": 0.371, "X3": 0.61917, "Y3": 0.3868, "X4": 0.55126, "Y4": 0.3868, "page": 0, "Index": 49}, {"Word": "RANGE", "Confidence": 0.994, "X1": 0.63382, "Y1": 0.3712, "X2": 0.70173, "Y2": 0.371, "X3": 0.70173, "Y3": 0.3868, "X4": 0.63382, "Y4": 0.3868, "page": 0, "Index": 50}, {"Word": "OF", "Confidence": 0.997, "X1": 0.71505, "Y1": 0.3712, "X2": 0.74301, "Y2": 0.371, "X3": 0.74301, "Y3": 0.3868, "X4": 0.71505, "Y4": 0.3868, "page": 0, "Index": 51}, {"Word": "TOUGH", "Confidence": 0.98, "X1": 0.75632, "Y1": 0.3712, "X2": 0.82157, "Y2": 0.371, "X3": 0.82157, "Y3": 0.3868, "X4": 0.75632, "Y4": 0.3868, "page": 0, "Index": 52}, {"Word": "SITUATIONS", "Confidence": 0.611, "X1": 0.03063, "Y1": 0.3892, "X2": 0.16112, "Y2": 0.389, "X3": 0.16112, "Y3": 0.4018, "X4": 0.02929, "Y4": 0.4008, "page": 0, "Index": 53}, {"Word": ".", "Confidence": 0.855, "X1": 0.16778, "Y1": 0.3892, "X2": 0.17843, "Y2": 0.389, "X3": 0.1771, "Y3": 0.4018, "X4": 0.16644, "Y4": 0.4018, "page": 0, "Index": 54}, {"Word": "FAMILIES", "Confidence": 0.634, "X1": 0.20373, "Y1": 0.3872, "X2": 0.30892, "Y2": 0.387, "X3": 0.30892, "Y3": 0.4018, "X4": 0.20373, "Y4": 0.4018, "page": 0, "Index": 55}, {"Word": "MUST", "Confidence": 0.97, "X1": 0.32357, "Y1": 0.3872, "X2": 0.37683, "Y2": 0.387, "X3": 0.37683, "Y3": 0.4028, "X4": 0.32224, "Y4": 0.4018, "page": 0, "Index": 56}, {"Word": "COPE", "Confidence": 0.991, "X1": 0.38881, "Y1": 0.3872, "X2": 0.44208, "Y2": 0.387, "X3": 0.44075, "Y3": 0.4028, "X4": 0.38881, "Y4": 0.4028, "page": 0, "Index": 57}, {"Word": "WITH", "Confidence": 0.96, "X1": 0.45672, "Y1": 0.3872, "X2": 0.50866, "Y2": 0.387, "X3": 0.50732, "Y3": 0.4028, "X4": 0.45672, "Y4": 0.4028, "page": 0, "Index": 58}, {"Word": "MANY", "Confidence": 0.988, "X1": 0.5233, "Y1": 0.3872, "X2": 0.57523, "Y2": 0.387, "X3": 0.57523, "Y3": 0.4028, "X4": 0.52197, "Y4": 0.4028, "page": 0, "Index": 59}, {"Word": "DIFFICULT", "Confidence": 0.949, "X1": 0.58988, "Y1": 0.3872, "X2": 0.71238, "Y2": 0.387, "X3": 0.71105, "Y3": 0.4028, "X4": 0.58855, "Y4": 0.4028, "page": 0, "Index": 60}, {"Word": "ISSUES", "Confidence": 0.994, "X1": 0.72703, "Y1": 0.3882, "X2": 0.80426, "Y2": 0.388, "X3": 0.80293, "Y3": 0.4038, "X4": 0.72703, "Y4": 0.4028, "page": 0, "Index": 61}, {"Word": "--", "Confidence": 0.195, "X1": 0.81891, "Y1": 0.3882, "X2": 0.84421, "Y2": 0.388, "X3": 0.84421, "Y3": 0.4038, "X4": 0.81891, "Y4": 0.4038, "page": 0, "Index": 62}, {"Word": "AND", "Confidence": 0.958, "X1": 0.86019, "Y1": 0.3892, "X2": 0.8988, "Y2": 0.389, "X3": 0.89747, "Y3": 0.4038, "X4": 0.85885, "Y4": 0.4038, "page": 0, "Index": 63}, {"Word": "MANY", "Confidence": 0.942, "X1": 0.03196, "Y1": 0.4032, "X2": 0.08522, "Y2": 0.403, "X3": 0.08522, "Y3": 0.4168, "X4": 0.03196, "Y4": 0.4168, "page": 0, "Index": 64}, {"Word": "COULD", "Confidence": 0.627, "X1": 0.1012, "Y1": 0.4032, "X2": 0.16644, "Y2": 0.403, "X3": 0.16644, "Y3": 0.4178, "X4": 0.1012, "Y4": 0.4168, "page": 0, "Index": 65}, {"Word": "USE", "Confidence": 0.201, "X1": 0.1771, "Y1": 0.4032, "X2": 0.21971, "Y2": 0.403, "X3": 0.21971, "Y3": 0.4178, "X4": 0.1771, "Y4": 0.4178, "page": 0, "Index": 66}, {"Word": "WELP.", "Confidence": 0.908, "X1": 0.23569, "Y1": 0.4042, "X2": 0.29694, "Y2": 0.404, "X3": 0.29561, "Y3": 0.4188, "X4": 0.23569, "Y4": 0.4188, "page": 0, "Index": 67}, {"Word": "THERE", "Confidence": 0.986, "X1": 0.03196, "Y1": 0.4352, "X2": 0.09987, "Y2": 0.435, "X3": 0.09987, "Y3": 0.4488, "X4": 0.03196, "Y4": 0.4478, "page": 0, "Index": 68}, {"Word": "ARE", "Confidence": 0.998, "X1": 0.11318, "Y1": 0.4352, "X2": 0.15446, "Y2": 0.435, "X3": 0.15446, "Y3": 0.4488, "X4": 0.11318, "Y4": 0.4488, "page": 0, "Index": 69}, {"Word": "RESOURCES", "Confidence": 0.986, "X1": 0.16778, "Y1": 0.4352, "X2": 0.28762, "Y2": 0.435, "X3": 0.28762, "Y3": 0.4498, "X4": 0.16778, "Y4": 0.4488, "page": 0, "Index": 70}, {"Word": "AVAILABLE", "Confidence": 0.978, "X1": 0.30093, "Y1": 0.4352, "X2": 0.42077, "Y2": 0.435, "X3": 0.42077, "Y3": 0.4508, "X4": 0.30093, "Y4": 0.4498, "page": 0, "Index": 71}, {"Word": "TO", "Confidence": 0.997, "X1": 0.43409, "Y1": 0.4352, "X2": 0.46072, "Y2": 0.435, "X3": 0.46072, "Y3": 0.4508, "X4": 0.43409, "Y4": 0.4508, "page": 0, "Index": 72}, {"Word": "HELP", "Confidence": 0.968, "X1": 0.47403, "Y1": 0.4352, "X2": 0.52597, "Y2": 0.435, "X3": 0.52597, "Y3": 0.4508, "X4": 0.47403, "Y4": 0.4508, "page": 0, "Index": 73}, {"Word": "YOUR", "Confidence": 0.993, "X1": 0.53928, "Y1": 0.4352, "X2": 0.59387, "Y2": 0.435, "X3": 0.59387, "Y3": 0.4508, "X4": 0.53928, "Y4": 0.4508, "page": 0, "Index": 74}, {"Word": "AUDIENCE.", "Confidence": 0.796, "X1": 0.60719, "Y1": 0.4362, "X2": 0.72703, "Y2": 0.436, "X3": 0.72703, "Y3": 0.4508, "X4": 0.60719, "Y4": 0.4508, "page": 0, "Index": 75}, {"Word": "SET", "Confidence": 0.817, "X1": 0.75632, "Y1": 0.4362, "X2": 0.79494, "Y2": 0.436, "X3": 0.79494, "Y3": 0.4508, "X4": 0.75632, "Y4": 0.4508, "page": 0, "Index": 76}, {"Word": "TIME", "Confidence": 0.99, "X1": 0.80826, "Y1": 0.4362, "X2": 0.86285, "Y2": 0.436, "X3": 0.86285, "Y3": 0.4508, "X4": 0.80826, "Y4": 0.4508, "page": 0, "Index": 77}, {"Word": "ASIDE", "Confidence": 0.623, "X1": 0.03462, "Y1": 0.4512, "X2": 0.1012, "Y2": 0.451, "X3": 0.09987, "Y3": 0.4638, "X4": 0.03329, "Y4": 0.4638, "page": 0, "Index": 78}, {"Word": "ON", "Confidence": 0.994, "X1": 0.11451, "Y1": 0.4512, "X2": 0.14115, "Y2": 0.451, "X3": 0.13981, "Y3": 0.4648, "X4": 0.11318, "Y4": 0.4638, "page": 0, "Index": 79}, {"Word": "YOUR", "Confidence": 0.994, "X1": 0.15313, "Y1": 0.4512, "X2": 0.20772, "Y2": 0.451, "X3": 0.20772, "Y3": 0.4648, "X4": 0.15313, "Y4": 0.4648, "page": 0, "Index": 80}, {"Word": "CALENCAR", "Confidence": 0.838, "X1": 0.2237, "Y1": 0.4512, "X2": 0.32756, "Y2": 0.451, "X3": 0.32623, "Y3": 0.4648, "X4": 0.22237, "Y4": 0.4648, "page": 0, "Index": 81}, {"Word": "NOW", "Confidence": 0.986, "X1": 0.34221, "Y1": 0.4512, "X2": 0.37949, "Y2": 0.451, "X3": 0.37816, "Y3": 0.4658, "X4": 0.34221, "Y4": 0.4658, "page": 0, "Index": 82}, {"Word": "TO", "Confidence": 0.984, "X1": 0.39414, "Y1": 0.4512, "X2": 0.4221, "Y2": 0.451, "X3": 0.42077, "Y3": 0.4658, "X4": 0.39414, "Y4": 0.4658, "page": 0, "Index": 83}, {"Word": "MEET", "Confidence": 0.991, "X1": 0.43409, "Y1": 0.4512, "X2": 0.48868, "Y2": 0.451, "X3": 0.48868, "Y3": 0.4658, "X4": 0.43409, "Y4": 0.4658, "page": 0, "Index": 84}, {"Word": "WITH", "Confidence": 0.993, "X1": 0.50067, "Y1": 0.4512, "X2": 0.5526, "Y2": 0.451, "X3": 0.5526, "Y3": 0.4658, "X4": 0.50067, "Y4": 0.4658, "page": 0, "Index": 85}, {"Word": "JOLLY", "Confidence": 0.978, "X1": 0.57124, "Y1": 0.4522, "X2": 0.63515, "Y2": 0.452, "X3": 0.63515, "Y3": 0.4658, "X4": 0.56991, "Y4": 0.4658, "page": 0, "Index": 86}, {"Word": "ANN", "Confidence": 0.986, "X1": 0.6498, "Y1": 0.4522, "X2": 0.68975, "Y2": 0.452, "X3": 0.68975, "Y3": 0.4658, "X4": 0.6498, "Y4": 0.4658, "page": 0, "Index": 87}, {"Word": "DAVIDSON,", "Confidence": 0.884, "X1": 0.70439, "Y1": 0.4522, "X2": 0.82157, "Y2": 0.452, "X3": 0.82157, "Y3": 0.4658, "X4": 0.70439, "Y4": 0.4658, "page": 0, "Index": 88}, {"Word": "PAST", "Confidence": 0.852, "X1": 0.83888, "Y1": 0.4522, "X2": 0.88815, "Y2": 0.452, "X3": 0.88815, "Y3": 0.4658, "X4": 0.83888, "Y4": 0.4658, "page": 0, "Index": 89}, {"Word": "PRESIDENT", "Confidence": 0.995, "X1": 0.03329, "Y1": 0.4672, "X2": 0.15446, "Y2": 0.467, "X3": 0.15313, "Y3": 0.4808, "X4": 0.03329, "Y4": 0.4808, "page": 0, "Index": 90}, {"Word": "OF", "Confidence": 0.997, "X1": 0.16911, "Y1": 0.4672, "X2": 0.19441, "Y2": 0.467, "X3": 0.19441, "Y3": 0.4808, "X4": 0.16911, "Y4": 0.4808, "page": 0, "Index": 91}, {"Word": "THE", "Confidence": 0.998, "X1": 0.20905, "Y1": 0.4672, "X2": 0.24634, "Y2": 0.467, "X3": 0.24634, "Y3": 0.4808, "X4": 0.20905, "Y4": 0.4808, "page": 0, "Index": 92}, {"Word": "NATIONAL", "Confidence": 0.996, "X1": 0.26232, "Y1": 0.4672, "X2": 0.36751, "Y2": 0.467, "X3": 0.36751, "Y3": 0.4818, "X4": 0.26232, "Y4": 0.4808, "page": 0, "Index": 93}, {"Word": "ASSOCIATION", "Confidence": 0.745, "X1": 0.38216, "Y1": 0.4672, "X2": 0.52863, "Y2": 0.467, "X3": 0.52863, "Y3": 0.4818, "X4": 0.38216, "Y4": 0.4818, "page": 0, "Index": 94}, {"Word": "OF", "Confidence": 0.998, "X1": 0.54061, "Y1": 0.4672, "X2": 0.56591, "Y2": 0.467, "X3": 0.56591, "Y3": 0.4818, "X4": 0.54061, "Y4": 0.4818, "page": 0, "Index": 95}, {"Word": "STATE", "Confidence": 0.987, "X1": 0.58322, "Y1": 0.4672, "X2": 0.64847, "Y2": 0.467, "X3": 0.64847, "Y3": 0.4818, "X4": 0.58322, "Y4": 0.4818, "page": 0, "Index": 96}, {"Word": "BOARDS", "Confidence": 0.911, "X1": 0.66445, "Y1": 0.4682, "X2": 0.74434, "Y2": 0.468, "X3": 0.74434, "Y3": 0.4818, "X4": 0.66445, "Y4": 0.4818, "page": 0, "Index": 97}, {"Word": "OF", "Confidence": 0.998, "X1": 0.75632, "Y1": 0.4682, "X2": 0.78162, "Y2": 0.468, "X3": 0.78162, "Y3": 0.4818, "X4": 0.75766, "Y4": 0.4818, "page": 0, "Index": 98}, {"Word": "EDUCATION", "Confidence": 0.987, "X1": 0.7976, "Y1": 0.4682, "X2": 0.91744, "Y2": 0.468, "X3": 0.91744, "Y3": 0.4818, "X4": 0.7976, "Y4": 0.4818, "page": 0, "Index": 99}, {"Word": "(MASBE),", "Confidence": 0.552, "X1": 0.03196, "Y1": 0.4832, "X2": 0.13715, "Y2": 0.483, "X3": 0.13715, "Y3": 0.4958, "X4": 0.03196, "Y4": 0.4958, "page": 0, "Index": 100}, {"Word": "AND", "Confidence": 0.6, "X1": 0.15313, "Y1": 0.4832, "X2": 0.18775, "Y2": 0.483, "X3": 0.18775, "Y3": 0.4958, "X4": 0.15313, "Y4": 0.4958, "page": 0, "Index": 101}, {"Word": "NATIONAL", "Confidence": 0.187, "X1": 0.20506, "Y1": 0.4832, "X2": 0.30759, "Y2": 0.483, "X3": 0.30759, "Y3": 0.4968, "X4": 0.20506, "Y4": 0.4958, "page": 0, "Index": 102}, {"Word": "SPOKESPERSON", "Confidence": 0.848, "X1": 0.32357, "Y1": 0.4832, "X2": 0.48069, "Y2": 0.483, "X3": 0.48202, "Y3": 0.4968, "X4": 0.32357, "Y4": 0.4968, "page": 0, "Index": 103}, {"Word": "FOR", "Confidence": 0.902, "X1": 0.498, "Y1": 0.4832, "X2": 0.53529, "Y2": 0.483, "X3": 0.53529, "Y3": 0.4968, "X4": 0.498, "Y4": 0.4968, "page": 0, "Index": 104}, {"Word": "NASBE'S", "Confidence": 0.793, "X1": 0.54993, "Y1": 0.4832, "X2": 0.64314, "Y2": 0.483, "X3": 0.64314, "Y3": 0.4968, "X4": 0.54993, "Y4": 0.4968, "page": 0, "Index": 105}, {"Word": "COMMUNITY", "Confidence": 0.991, "X1": 0.65912, "Y1": 0.4832, "X2": 0.77763, "Y2": 0.483, "X3": 0.77896, "Y3": 0.4978, "X4": 0.65912, "Y4": 0.4968, "page": 0, "Index": 106}, {"Word": "ALLIANCE", "Confidence": 0.991, "X1": 0.79361, "Y1": 0.4832, "X2": 0.8988, "Y2": 0.483, "X3": 0.8988, "Y3": 0.4978, "X4": 0.79494, "Y4": 0.4978, "page": 0, "Index": 107}, {"Word": "PROGRAMS", "Confidence": 0.542, "X1": 0.03329, "Y1": 0.4982, "X2": 0.13582, "Y2": 0.498, "X3": 0.13582, "Y3": 0.5118, "X4": 0.03329, "Y4": 0.5108, "page": 0, "Index": 108}, {"Word": "MAS", "Confidence": 0.884, "X1": 0.17843, "Y1": 0.4992, "X2": 0.21838, "Y2": 0.499, "X3": 0.21704, "Y3": 0.5128, "X4": 0.17843, "Y4": 0.5128, "page": 0, "Index": 109}, {"Word": ".", "Confidence": 0.935, "X1": 0.22237, "Y1": 0.4992, "X2": 0.23569, "Y2": 0.499, "X3": 0.23435, "Y3": 0.5128, "X4": 0.22104, "Y4": 0.5128, "page": 0, "Index": 110}, {"Word": "DAVIDSON", "Confidence": 0.462, "X1": 0.24634, "Y1": 0.4992, "X2": 0.35553, "Y2": 0.499, "X3": 0.35419, "Y3": 0.5138, "X4": 0.24634, "Y4": 0.5128, "page": 0, "Index": 111}, {"Word": "WILL", "Confidence": 0.356, "X1": 0.36618, "Y1": 0.4992, "X2": 0.42344, "Y2": 0.499, "X3": 0.4221, "Y3": 0.5148, "X4": 0.36618, "Y4": 0.5138, "page": 0, "Index": 112}, {"Word": "BE", "Confidence": 0.927, "X1": 0.43409, "Y1": 0.4992, "X2": 0.46072, "Y2": 0.499, "X3": 0.46072, "Y3": 0.5148, "X4": 0.43409, "Y4": 0.5148, "page": 0, "Index": 113}, {"Word": "IN", "Confidence": 0.995, "X1": 0.47537, "Y1": 0.4992, "X2": 0.502, "Y2": 0.499, "X3": 0.50067, "Y3": 0.5148, "X4": 0.47403, "Y4": 0.5148, "page": 0, "Index": 114}, {"Word": "DENVER", "Confidence": 0.811, "X1": 0.51531, "Y1": 0.4992, "X2": 0.59654, "Y2": 0.499, "X3": 0.59654, "Y3": 0.5148, "X4": 0.51531, "Y4": 0.5148, "page": 0, "Index": 115}, {"Word": "AND", "Confidence": 0.998, "X1": 0.60852, "Y1": 0.4992, "X2": 0.65113, "Y2": 0.499, "X3": 0.65113, "Y3": 0.5148, "X4": 0.60719, "Y4": 0.5148, "page": 0, "Index": 116}, {"Word": "COLORADO", "Confidence": 0.924, "X1": 0.66445, "Y1": 0.4992, "X2": 0.77364, "Y2": 0.499, "X3": 0.77364, "Y3": 0.5148, "X4": 0.66445, "Y4": 0.5148, "page": 0, "Index": 117}, {"Word": "SPRINGS", "Confidence": 0.997, "X1": 0.78429, "Y1": 0.4992, "X2": 0.87883, "Y2": 0.499, "X3": 0.87883, "Y3": 0.5148, "X4": 0.78429, "Y4": 0.5148, "page": 0, "Index": 118}, {"Word": "ON", "Confidence": 0.998, "X1": 0.89348, "Y1": 0.5002, "X2": 0.92011, "Y2": 0.5, "X3": 0.92011, "Y3": 0.5138, "X4": 0.89348, "Y4": 0.5138, "page": 0, "Index": 119}, {"Word": "AUG.", "Confidence": 0.973, "X1": 0.03329, "Y1": 0.5152, "X2": 0.08655, "Y2": 0.515, "X3": 0.08522, "Y3": 0.5298, "X4": 0.03329, "Y4": 0.5288, "page": 0, "Index": 120}, {"Word": "22", "Confidence": 0.992, "X1": 0.09987, "Y1": 0.5142, "X2": 0.12916, "Y2": 0.514, "X3": 0.12783, "Y3": 0.5298, "X4": 0.09987, "Y4": 0.5298, "page": 0, "Index": 121}, {"Word": "AND", "Confidence": 0.759, "X1": 0.14248, "Y1": 0.5152, "X2": 0.18109, "Y2": 0.515, "X3": 0.18109, "Y3": 0.5298, "X4": 0.14248, "Y4": 0.5298, "page": 0, "Index": 122}, {"Word": "23.", "Confidence": 0.999, "X1": 0.19574, "Y1": 0.5152, "X2": 0.23169, "Y2": 0.515, "X3": 0.23169, "Y3": 0.5298, "X4": 0.19574, "Y4": 0.5298, "page": 0, "Index": 123}, {"Word": "WITH", "Confidence": 0.611, "X1": 0.03329, "Y1": 0.5462, "X2": 0.08256, "Y2": 0.546, "X3": 0.08123, "Y3": 0.5588, "X4": 0.03196, "Y4": 0.5588, "page": 0, "Index": 124}, {"Word": "THE", "Confidence": 0.966, "X1": 0.09987, "Y1": 0.5462, "X2": 0.13582, "Y2": 0.546, "X3": 0.13582, "Y3": 0.5598, "X4": 0.09854, "Y4": 0.5588, "page": 0, "Index": 125}, {"Word": "RISE", "Confidence": 0.375, "X1": 0.15313, "Y1": 0.5462, "X2": 0.20373, "Y2": 0.546, "X3": 0.20373, "Y3": 0.5598, "X4": 0.15313, "Y4": 0.5598, "page": 0, "Index": 126}, {"Word": "OF", "Confidence": 0.995, "X1": 0.21838, "Y1": 0.5462, "X2": 0.24368, "Y2": 0.546, "X3": 0.24368, "Y3": 0.5598, "X4": 0.21838, "Y4": 0.5598, "page": 0, "Index": 127}, {"Word": "AWARENESS", "Confidence": 0.95, "X1": 0.25965, "Y1": 0.5462, "X2": 0.3755, "Y2": 0.546, "X3": 0.3755, "Y3": 0.5608, "X4": 0.25965, "Y4": 0.5598, "page": 0, "Index": 128}, {"Word": "AND", "Confidence": 0.901, "X1": 0.39281, "Y1": 0.5462, "X2": 0.43009, "Y2": 0.546, "X3": 0.43009, "Y3": 0.5608, "X4": 0.39281, "Y4": 0.5608, "page": 0, "Index": 129}, {"Word": "CONCERN", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.5462, "X2": 0.53662, "Y2": 0.546, "X3": 0.53662, "Y3": 0.5618, "X4": 0.44474, "Y4": 0.5608, "page": 0, "Index": 130}, {"Word": "ABOUT", "Confidence": 0.684, "X1": 0.5526, "Y1": 0.5462, "X2": 0.61784, "Y2": 0.546, "X3": 0.61784, "Y3": 0.5618, "X4": 0.5526, "Y4": 0.5618, "page": 0, "Index": 131}, {"Word": "THE", "Confidence": 0.998, "X1": 0.63515, "Y1": 0.5462, "X2": 0.67111, "Y2": 0.546, "X3": 0.67111, "Y3": 0.5618, "X4": 0.63515, "Y4": 0.5618, "page": 0, "Index": 132}, {"Word": "ROLE", "Confidence": 0.988, "X1": 0.68575, "Y1": 0.5462, "X2": 0.73768, "Y2": 0.546, "X3": 0.73768, "Y3": 0.5618, "X4": 0.68575, "Y4": 0.5618, "page": 0, "Index": 133}, {"Word": "THAT", "Confidence": 0.965, "X1": 0.75499, "Y1": 0.5462, "X2": 0.80692, "Y2": 0.546, "X3": 0.80692, "Y3": 0.5618, "X4": 0.75499, "Y4": 0.5618, "page": 0, "Index": 134}, {"Word": "PEER", "Confidence": 0.989, "X1": 0.81891, "Y1": 0.5472, "X2": 0.87217, "Y2": 0.547, "X3": 0.8735, "Y3": 0.5618, "X4": 0.82024, "Y4": 0.5618, "page": 0, "Index": 135}, {"Word": "PRESSIIRE", "Confidence": 0.603, "X1": 0.03329, "Y1": 0.5622, "X2": 0.13582, "Y2": 0.562, "X3": 0.13582, "Y3": 0.5748, "X4": 0.03196, "Y4": 0.5748, "page": 0, "Index": 136}, {"Word": "PLAYS", "Confidence": 0.859, "X1": 0.1518, "Y1": 0.5622, "X2": 0.21838, "Y2": 0.562, "X3": 0.21838, "Y3": 0.5758, "X4": 0.1518, "Y4": 0.5758, "page": 0, "Index": 137}, {"Word": "ON", "Confidence": 0.994, "X1": 0.23169, "Y1": 0.5622, "X2": 0.25566, "Y2": 0.562, "X3": 0.25566, "Y3": 0.5758, "X4": 0.23169, "Y4": 0.5758, "page": 0, "Index": 138}, {"Word": "ADOLESCENT", "Confidence": 0.941, "X1": 0.27297, "Y1": 0.5622, "X2": 0.40479, "Y2": 0.562, "X3": 0.40479, "Y3": 0.5768, "X4": 0.27164, "Y4": 0.5758, "page": 0, "Index": 139}, {"Word": "BEHAVIORS,", "Confidence": 0.207, "X1": 0.41811, "Y1": 0.5622, "X2": 0.55126, "Y2": 0.562, "X3": 0.55126, "Y3": 0.5768, "X4": 0.41811, "Y4": 0.5768, "page": 0, "Index": 140}, {"Word": "AND", "Confidence": 0.992, "X1": 0.56591, "Y1": 0.5632, "X2": 0.60186, "Y2": 0.563, "X3": 0.6032, "Y3": 0.5768, "X4": 0.56591, "Y4": 0.5768, "page": 0, "Index": 141}, {"Word": "THE", "Confidence": 0.998, "X1": 0.62184, "Y1": 0.5632, "X2": 0.65646, "Y2": 0.563, "X3": 0.65779, "Y3": 0.5768, "X4": 0.62184, "Y4": 0.5768, "page": 0, "Index": 142}, {"Word": "NEED", "Confidence": 0.97, "X1": 0.67244, "Y1": 0.5632, "X2": 0.72437, "Y2": 0.563, "X3": 0.72437, "Y3": 0.5768, "X4": 0.67377, "Y4": 0.5768, "page": 0, "Index": 143}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.74035, "Y1": 0.5632, "X2": 0.77763, "Y2": 0.563, "X3": 0.77896, "Y3": 0.5768, "X4": 0.74168, "Y4": 0.5768, "page": 0, "Index": 144}, {"Word": "GREATER", "Confidence": 0.956, "X1": 0.79494, "Y1": 0.5632, "X2": 0.88549, "Y2": 0.563, "X3": 0.88682, "Y3": 0.5768, "X4": 0.79494, "Y4": 0.5768, "page": 0, "Index": 145}, {"Word": "PARENTAL", "Confidence": 0.994, "X1": 0.03329, "Y1": 0.5782, "X2": 0.13449, "Y2": 0.578, "X3": 0.13449, "Y3": 0.5908, "X4": 0.03196, "Y4": 0.5898, "page": 0, "Index": 146}, {"Word": "INVOLVEMENT,", "Confidence": 0.614, "X1": 0.15446, "Y1": 0.5782, "X2": 0.31158, "Y2": 0.578, "X3": 0.31158, "Y3": 0.5918, "X4": 0.15446, "Y4": 0.5908, "page": 0, "Index": 147}, {"Word": "INTEREST", "Confidence": 0.886, "X1": 0.32756, "Y1": 0.5782, "X2": 0.43142, "Y2": 0.578, "X3": 0.43276, "Y3": 0.5918, "X4": 0.32756, "Y4": 0.5918, "page": 0, "Index": 148}, {"Word": "IN", "Confidence": 0.998, "X1": 0.4474, "Y1": 0.5782, "X2": 0.46871, "Y2": 0.578, "X3": 0.47004, "Y3": 0.5918, "X4": 0.4474, "Y4": 0.5918, "page": 0, "Index": 149}, {"Word": "THESE", "Confidence": 0.995, "X1": 0.48735, "Y1": 0.5782, "X2": 0.54993, "Y2": 0.578, "X3": 0.54993, "Y3": 0.5918, "X4": 0.48735, "Y4": 0.5918, "page": 0, "Index": 150}, {"Word": "PROGRAMS", "Confidence": 0.969, "X1": 0.56458, "Y1": 0.5782, "X2": 0.67111, "Y2": 0.578, "X3": 0.67111, "Y3": 0.5928, "X4": 0.56458, "Y4": 0.5918, "page": 0, "Index": 151}, {"Word": "HAS", "Confidence": 0.998, "X1": 0.68575, "Y1": 0.5782, "X2": 0.72437, "Y2": 0.578, "X3": 0.72437, "Y3": 0.5928, "X4": 0.68708, "Y4": 0.5928, "page": 0, "Index": 152}, {"Word": "BEEN", "Confidence": 0.987, "X1": 0.74035, "Y1": 0.5782, "X2": 0.79095, "Y2": 0.578, "X3": 0.79228, "Y3": 0.5928, "X4": 0.74168, "Y4": 0.5928, "page": 0, "Index": 153}, {"Word": "INTENSE.", "Confidence": 0.951, "X1": 0.80692, "Y1": 0.5782, "X2": 0.91478, "Y2": 0.578, "X3": 0.91478, "Y3": 0.5928, "X4": 0.80826, "Y4": 0.5928, "page": 0, "Index": 154}, {"Word": "THROUGH", "Confidence": 0.93, "X1": 0.03329, "Y1": 0.5932, "X2": 0.12783, "Y2": 0.593, "X3": 0.12783, "Y3": 0.6058, "X4": 0.03329, "Y4": 0.6058, "page": 0, "Index": 155}, {"Word": "THE", "Confidence": 0.998, "X1": 0.14381, "Y1": 0.5932, "X2": 0.18242, "Y2": 0.593, "X3": 0.18242, "Y3": 0.6058, "X4": 0.14248, "Y4": 0.6058, "page": 0, "Index": 156}, {"Word": "COMMUNITY", "Confidence": 0.98, "X1": 0.1984, "Y1": 0.5932, "X2": 0.31425, "Y2": 0.593, "X3": 0.31425, "Y3": 0.6068, "X4": 0.19707, "Y4": 0.6058, "page": 0, "Index": 157}, {"Word": "BASED", "Confidence": 0.698, "X1": 0.33023, "Y1": 0.5932, "X2": 0.3968, "Y2": 0.593, "X3": 0.3968, "Y3": 0.6068, "X4": 0.32889, "Y4": 0.6068, "page": 0, "Index": 158}, {"Word": "PROGRAMS,", "Confidence": 0.932, "X1": 0.41012, "Y1": 0.5932, "X2": 0.52863, "Y2": 0.593, "X3": 0.52863, "Y3": 0.6078, "X4": 0.40879, "Y4": 0.6068, "page": 0, "Index": 159}, {"Word": "AND", "Confidence": 0.922, "X1": 0.54328, "Y1": 0.5932, "X2": 0.58322, "Y2": 0.593, "X3": 0.58322, "Y3": 0.6078, "X4": 0.54328, "Y4": 0.6078, "page": 0, "Index": 160}, {"Word": "THE", "Confidence": 0.998, "X1": 0.5992, "Y1": 0.5932, "X2": 0.63782, "Y2": 0.593, "X3": 0.63782, "Y3": 0.6078, "X4": 0.5992, "Y4": 0.6078, "page": 0, "Index": 161}, {"Word": "CENTERPIECE", "Confidence": 0.986, "X1": 0.65379, "Y1": 0.5932, "X2": 0.80027, "Y2": 0.593, "X3": 0.80027, "Y3": 0.6078, "X4": 0.65379, "Y4": 0.6078, "page": 0, "Index": 162}, {"Word": "BROCHURE", "Confidence": 0.943, "X1": 0.81225, "Y1": 0.5932, "X2": 0.91877, "Y2": 0.593, "X3": 0.92011, "Y3": 0.6078, "X4": 0.81358, "Y4": 0.6078, "page": 0, "Index": 163}, {"Word": "\"HELPING", "Confidence": 0.833, "X1": 0.03595, "Y1": 0.6082, "X2": 0.14248, "Y2": 0.608, "X3": 0.14248, "Y3": 0.6218, "X4": 0.03462, "Y4": 0.6208, "page": 0, "Index": 164}, {"Word": "YOUTH", "Confidence": 0.997, "X1": 0.15579, "Y1": 0.6082, "X2": 0.22237, "Y2": 0.608, "X3": 0.22237, "Y3": 0.6218, "X4": 0.15446, "Y4": 0.6218, "page": 0, "Index": 165}, {"Word": "SAY", "Confidence": 0.998, "X1": 0.23702, "Y1": 0.6082, "X2": 0.2743, "Y2": 0.608, "X3": 0.2743, "Y3": 0.6218, "X4": 0.23702, "Y4": 0.6218, "page": 0, "Index": 166}, {"Word": "NO,", "Confidence": 0.945, "X1": 0.28895, "Y1": 0.6082, "X2": 0.32357, "Y2": 0.608, "X3": 0.32357, "Y3": 0.6218, "X4": 0.28895, "Y4": 0.6218, "page": 0, "Index": 167}, {"Word": "\"", "Confidence": 0.884, "X1": 0.32623, "Y1": 0.6082, "X2": 0.33822, "Y2": 0.608, "X3": 0.33955, "Y3": 0.6218, "X4": 0.32623, "Y4": 0.6218, "page": 0, "Index": 168}, {"Word": "PARENTS", "Confidence": 0.987, "X1": 0.35686, "Y1": 0.6092, "X2": 0.44874, "Y2": 0.609, "X3": 0.44874, "Y3": 0.6228, "X4": 0.35686, "Y4": 0.6228, "page": 0, "Index": 169}, {"Word": "AND", "Confidence": 0.983, "X1": 0.46338, "Y1": 0.6092, "X2": 0.50333, "Y2": 0.609, "X3": 0.50333, "Y3": 0.6228, "X4": 0.46338, "Y4": 0.6228, "page": 0, "Index": 170}, {"Word": "TEENS", "Confidence": 0.997, "X1": 0.51531, "Y1": 0.6092, "X2": 0.58322, "Y2": 0.609, "X3": 0.58322, "Y3": 0.6228, "X4": 0.51664, "Y4": 0.6228, "page": 0, "Index": 171}, {"Word": "ARE", "Confidence": 0.998, "X1": 0.59787, "Y1": 0.6092, "X2": 0.63782, "Y2": 0.609, "X3": 0.63782, "Y3": 0.6238, "X4": 0.59787, "Y4": 0.6228, "page": 0, "Index": 172}, {"Word": "ABLE", "Confidence": 0.97, "X1": 0.65246, "Y1": 0.6092, "X2": 0.70439, "Y2": 0.609, "X3": 0.70439, "Y3": 0.6238, "X4": 0.65246, "Y4": 0.6238, "page": 0, "Index": 173}, {"Word": "TO", "Confidence": 0.998, "X1": 0.71904, "Y1": 0.6092, "X2": 0.74434, "Y2": 0.609, "X3": 0.74434, "Y3": 0.6238, "X4": 0.72037, "Y4": 0.6238, "page": 0, "Index": 174}, {"Word": "LEARN", "Confidence": 0.997, "X1": 0.75899, "Y1": 0.6092, "X2": 0.82423, "Y2": 0.609, "X3": 0.82423, "Y3": 0.6238, "X4": 0.76032, "Y4": 0.6238, "page": 0, "Index": 175}, {"Word": "AND", "Confidence": 0.998, "X1": 0.83888, "Y1": 0.6092, "X2": 0.87617, "Y2": 0.609, "X3": 0.8775, "Y3": 0.6238, "X4": 0.84021, "Y4": 0.6238, "page": 0, "Index": 176}, {"Word": "PRACTICE", "Confidence": 0.805, "X1": 0.03329, "Y1": 0.6242, "X2": 0.13582, "Y2": 0.624, "X3": 0.13582, "Y3": 0.6368, "X4": 0.03329, "Y4": 0.6358, "page": 0, "Index": 177}, {"Word": "COMMUNICATIONS.", "Confidence": 0.937, "X1": 0.1518, "Y1": 0.6242, "X2": 0.35286, "Y2": 0.624, "X3": 0.35286, "Y3": 0.6378, "X4": 0.15313, "Y4": 0.6368, "page": 0, "Index": 178}, {"Word": "IT", "Confidence": 0.995, "X1": 0.38083, "Y1": 0.6242, "X2": 0.40613, "Y2": 0.624, "X3": 0.40613, "Y3": 0.6378, "X4": 0.38216, "Y4": 0.6378, "page": 0, "Index": 179}, {"Word": "IS", "Confidence": 0.969, "X1": 0.42077, "Y1": 0.6242, "X2": 0.44341, "Y2": 0.624, "X3": 0.44341, "Y3": 0.6388, "X4": 0.42077, "Y4": 0.6388, "page": 0, "Index": 180}, {"Word": "THIS", "Confidence": 0.961, "X1": 0.46205, "Y1": 0.6242, "X2": 0.50999, "Y2": 0.624, "X3": 0.50999, "Y3": 0.6388, "X4": 0.46205, "Y4": 0.6388, "page": 0, "Index": 181}, {"Word": "TYPE", "Confidence": 0.989, "X1": 0.5273, "Y1": 0.6242, "X2": 0.57656, "Y2": 0.624, "X3": 0.57656, "Y3": 0.6388, "X4": 0.5273, "Y4": 0.6388, "page": 0, "Index": 182}, {"Word": "OF", "Confidence": 0.997, "X1": 0.59254, "Y1": 0.6242, "X2": 0.61784, "Y2": 0.624, "X3": 0.61784, "Y3": 0.6388, "X4": 0.59254, "Y4": 0.6388, "page": 0, "Index": 183}, {"Word": "TALKING", "Confidence": 0.776, "X1": 0.63515, "Y1": 0.6242, "X2": 0.72703, "Y2": 0.624, "X3": 0.72703, "Y3": 0.6388, "X4": 0.63515, "Y4": 0.6388, "page": 0, "Index": 184}, {"Word": "AND", "Confidence": 0.998, "X1": 0.74301, "Y1": 0.6252, "X2": 0.77896, "Y2": 0.625, "X3": 0.77896, "Y3": 0.6388, "X4": 0.74301, "Y4": 0.6388, "page": 0, "Index": 185}, {"Word": "LISTENING", "Confidence": 0.994, "X1": 0.79361, "Y1": 0.6252, "X2": 0.91478, "Y2": 0.625, "X3": 0.91345, "Y3": 0.6388, "X4": 0.79361, "Y4": 0.6388, "page": 0, "Index": 186}, {"Word": "THAT", "Confidence": 0.994, "X1": 0.03595, "Y1": 0.6392, "X2": 0.08655, "Y2": 0.639, "X3": 0.08655, "Y3": 0.6518, "X4": 0.03595, "Y4": 0.6508, "page": 0, "Index": 187}, {"Word": "MANY", "Confidence": 0.646, "X1": 0.10386, "Y1": 0.6392, "X2": 0.15313, "Y2": 0.639, "X3": 0.15313, "Y3": 0.6518, "X4": 0.10253, "Y4": 0.6518, "page": 0, "Index": 188}, {"Word": "EXPERTS", "Confidence": 0.989, "X1": 0.17044, "Y1": 0.6392, "X2": 0.26232, "Y2": 0.639, "X3": 0.26232, "Y3": 0.6528, "X4": 0.17044, "Y4": 0.6518, "page": 0, "Index": 189}, {"Word": "BELIEVE", "Confidence": 0.994, "X1": 0.27696, "Y1": 0.6392, "X2": 0.37017, "Y2": 0.639, "X3": 0.37017, "Y3": 0.6528, "X4": 0.27696, "Y4": 0.6528, "page": 0, "Index": 190}, {"Word": "CAN", "Confidence": 0.995, "X1": 0.38482, "Y1": 0.6392, "X2": 0.42344, "Y2": 0.639, "X3": 0.42344, "Y3": 0.6528, "X4": 0.38482, "Y4": 0.6528, "page": 0, "Index": 191}, {"Word": "HELP", "Confidence": 0.943, "X1": 0.43808, "Y1": 0.6392, "X2": 0.49134, "Y2": 0.639, "X3": 0.49001, "Y3": 0.6538, "X4": 0.43808, "Y4": 0.6528, "page": 0, "Index": 192}, {"Word": "THE", "Confidence": 0.995, "X1": 0.50333, "Y1": 0.6392, "X2": 0.54328, "Y2": 0.639, "X3": 0.54328, "Y3": 0.6538, "X4": 0.50333, "Y4": 0.6538, "page": 0, "Index": 193}, {"Word": "FAMILY", "Confidence": 0.994, "X1": 0.55659, "Y1": 0.6392, "X2": 0.63515, "Y2": 0.639, "X3": 0.63515, "Y3": 0.6538, "X4": 0.55659, "Y4": 0.6538, "page": 0, "Index": 194}, {"Word": "GUIDE", "Confidence": 0.99, "X1": 0.65246, "Y1": 0.6402, "X2": 0.71904, "Y2": 0.64, "X3": 0.71904, "Y3": 0.6538, "X4": 0.65246, "Y4": 0.6538, "page": 0, "Index": 195}, {"Word": "A", "Confidence": 0.961, "X1": 0.73236, "Y1": 0.6402, "X2": 0.74434, "Y2": 0.64, "X3": 0.74301, "Y3": 0.6538, "X4": 0.73236, "Y4": 0.6538, "page": 0, "Index": 196}, {"Word": "TEEN", "Confidence": 0.994, "X1": 0.75899, "Y1": 0.6402, "X2": 0.81092, "Y2": 0.64, "X3": 0.81092, "Y3": 0.6538, "X4": 0.75899, "Y4": 0.6538, "page": 0, "Index": 197}, {"Word": "THROUGH", "Confidence": 0.971, "X1": 0.82557, "Y1": 0.6402, "X2": 0.92011, "Y2": 0.64, "X3": 0.92011, "Y3": 0.6538, "X4": 0.82557, "Y4": 0.6538, "page": 0, "Index": 198}, {"Word": "THE", "Confidence": 0.936, "X1": 0.03462, "Y1": 0.6552, "X2": 0.06924, "Y2": 0.655, "X3": 0.06924, "Y3": 0.6678, "X4": 0.03329, "Y4": 0.6678, "page": 0, "Index": 199}, {"Word": "ROUGH", "Confidence": 0.84, "X1": 0.08522, "Y1": 0.6542, "X2": 0.15047, "Y2": 0.654, "X3": 0.15047, "Y3": 0.6678, "X4": 0.08389, "Y4": 0.6678, "page": 0, "Index": 200}, {"Word": "DECISIONS", "Confidence": 0.478, "X1": 0.16644, "Y1": 0.6542, "X2": 0.28362, "Y2": 0.654, "X3": 0.28362, "Y3": 0.6688, "X4": 0.16511, "Y4": 0.6678, "page": 0, "Index": 201}, {"Word": "THAT", "Confidence": 0.976, "X1": 0.30226, "Y1": 0.6542, "X2": 0.35286, "Y2": 0.654, "X3": 0.35153, "Y3": 0.6688, "X4": 0.30093, "Y4": 0.6688, "page": 0, "Index": 202}, {"Word": "ARE", "Confidence": 0.872, "X1": 0.36751, "Y1": 0.6542, "X2": 0.40479, "Y2": 0.654, "X3": 0.40346, "Y3": 0.6688, "X4": 0.36751, "Y4": 0.6688, "page": 0, "Index": 203}, {"Word": "TOO", "Confidence": 0.952, "X1": 0.4221, "Y1": 0.6542, "X2": 0.45806, "Y2": 0.654, "X3": 0.45672, "Y3": 0.6688, "X4": 0.4221, "Y4": 0.6688, "page": 0, "Index": 204}, {"Word": "OFTEN", "Confidence": 0.991, "X1": 0.47403, "Y1": 0.6542, "X2": 0.53928, "Y2": 0.654, "X3": 0.53928, "Y3": 0.6698, "X4": 0.4727, "Y4": 0.6688, "page": 0, "Index": 205}, {"Word": "INAPPROPRIATELY", "Confidence": 0.981, "X1": 0.55526, "Y1": 0.6552, "X2": 0.75499, "Y2": 0.655, "X3": 0.75499, "Y3": 0.6698, "X4": 0.55526, "Y4": 0.6698, "page": 0, "Index": 206}, {"Word": "INFLUENCED", "Confidence": 0.991, "X1": 0.77097, "Y1": 0.6552, "X2": 0.9028, "Y2": 0.655, "X3": 0.90146, "Y3": 0.6698, "X4": 0.76964, "Y4": 0.6698, "page": 0, "Index": 207}, {"Word": "BY", "Confidence": 0.932, "X1": 0.03462, "Y1": 0.6692, "X2": 0.05726, "Y2": 0.669, "X3": 0.05726, "Y3": 0.6828, "X4": 0.03329, "Y4": 0.6838, "page": 0, "Index": 208}, {"Word": "PEER", "Confidence": 0.643, "X1": 0.07057, "Y1": 0.6692, "X2": 0.12383, "Y2": 0.669, "X3": 0.12383, "Y3": 0.6828, "X4": 0.07057, "Y4": 0.6828, "page": 0, "Index": 209}, {"Word": "PRESSURE.", "Confidence": 0.941, "X1": 0.13981, "Y1": 0.6712, "X2": 0.26232, "Y2": 0.671, "X3": 0.26232, "Y3": 0.6848, "X4": 0.13981, "Y4": 0.6828, "page": 0, "Index": 210}, {"Word": "\"HELPING", "Confidence": 0.712, "X1": 0.03728, "Y1": 0.7002, "X2": 0.14514, "Y2": 0.7, "X3": 0.14381, "Y3": 0.7138, "X4": 0.03595, "Y4": 0.7138, "page": 0, "Index": 211}, {"Word": "YOUTH", "Confidence": 0.617, "X1": 0.15846, "Y1": 0.7002, "X2": 0.2237, "Y2": 0.7, "X3": 0.22237, "Y3": 0.7148, "X4": 0.15712, "Y4": 0.7138, "page": 0, "Index": 212}, {"Word": "SAY", "Confidence": 0.994, "X1": 0.23835, "Y1": 0.7012, "X2": 0.27696, "Y2": 0.701, "X3": 0.27563, "Y3": 0.7148, "X4": 0.23835, "Y4": 0.7148, "page": 0, "Index": 213}, {"Word": "NO\"", "Confidence": 0.969, "X1": 0.29161, "Y1": 0.7012, "X2": 0.32623, "Y2": 0.701, "X3": 0.32623, "Y3": 0.7148, "X4": 0.29028, "Y4": 0.7148, "page": 0, "Index": 214}, {"Word": "IS", "Confidence": 0.98, "X1": 0.34487, "Y1": 0.7012, "X2": 0.3715, "Y2": 0.701, "X3": 0.3715, "Y3": 0.7148, "X4": 0.34354, "Y4": 0.7148, "page": 0, "Index": 215}, {"Word": "AVAILABLE,", "Confidence": 0.7, "X1": 0.38482, "Y1": 0.7012, "X2": 0.51798, "Y2": 0.701, "X3": 0.51798, "Y3": 0.7158, "X4": 0.38349, "Y4": 0.7148, "page": 0, "Index": 216}, {"Word": "FREE", "Confidence": 0.994, "X1": 0.53129, "Y1": 0.7012, "X2": 0.58589, "Y2": 0.701, "X3": 0.58589, "Y3": 0.7158, "X4": 0.52996, "Y4": 0.7158, "page": 0, "Index": 217}, {"Word": "OF", "Confidence": 0.998, "X1": 0.5992, "Y1": 0.7012, "X2": 0.62317, "Y2": 0.701, "X3": 0.62317, "Y3": 0.7158, "X4": 0.59787, "Y4": 0.7158, "page": 0, "Index": 218}, {"Word": "CHARGE,", "Confidence": 0.98, "X1": 0.63915, "Y1": 0.7012, "X2": 0.73236, "Y2": 0.701, "X3": 0.73103, "Y3": 0.7158, "X4": 0.63915, "Y4": 0.7158, "page": 0, "Index": 219}, {"Word": "TO", "Confidence": 0.998, "X1": 0.747, "Y1": 0.7012, "X2": 0.77497, "Y2": 0.701, "X3": 0.77497, "Y3": 0.7158, "X4": 0.747, "Y4": 0.7158, "page": 0, "Index": 220}, {"Word": "YOUR", "Confidence": 0.994, "X1": 0.78695, "Y1": 0.7012, "X2": 0.83755, "Y2": 0.701, "X3": 0.83755, "Y3": 0.7158, "X4": 0.78695, "Y4": 0.7158, "page": 0, "Index": 221}, {"Word": "ANINTENCE.", "Confidence": 0.434, "X1": 0.03595, "Y1": 0.7182, "X2": 0.15446, "Y2": 0.718, "X3": 0.15579, "Y3": 0.7318, "X4": 0.03462, "Y4": 0.7308, "page": 0, "Index": 222}, {"Word": "MRS.", "Confidence": 0.602, "X1": 0.18109, "Y1": 0.7172, "X2": 0.23302, "Y2": 0.717, "X3": 0.23302, "Y3": 0.7298, "X4": 0.18109, "Y4": 0.7298, "page": 0, "Index": 223}, {"Word": "CAVIOSON,", "Confidence": 0.785, "X1": 0.24767, "Y1": 0.7172, "X2": 0.36618, "Y2": 0.717, "X3": 0.36618, "Y3": 0.7308, "X4": 0.24767, "Y4": 0.7298, "page": 0, "Index": 224}, {"Word": "A", "Confidence": 0.958, "X1": 0.38216, "Y1": 0.7172, "X2": 0.39281, "Y2": 0.717, "X3": 0.39281, "Y3": 0.7308, "X4": 0.38216, "Y4": 0.7308, "page": 0, "Index": 225}, {"Word": "RESPECTED", "Confidence": 0.624, "X1": 0.40746, "Y1": 0.7172, "X2": 0.52463, "Y2": 0.717, "X3": 0.52463, "Y3": 0.7308, "X4": 0.40746, "Y4": 0.7308, "page": 0, "Index": 226}, {"Word": "FIGURE", "Confidence": 0.993, "X1": 0.53928, "Y1": 0.7172, "X2": 0.61917, "Y2": 0.717, "X3": 0.61917, "Y3": 0.7308, "X4": 0.54061, "Y4": 0.7308, "page": 0, "Index": 227}, {"Word": "IN", "Confidence": 0.998, "X1": 0.63782, "Y1": 0.7172, "X2": 0.65912, "Y2": 0.717, "X3": 0.65912, "Y3": 0.7318, "X4": 0.63782, "Y4": 0.7318, "page": 0, "Index": 228}, {"Word": "THE", "Confidence": 0.938, "X1": 0.67776, "Y1": 0.7172, "X2": 0.71372, "Y2": 0.717, "X3": 0.71372, "Y3": 0.7318, "X4": 0.67776, "Y4": 0.7318, "page": 0, "Index": 229}, {"Word": "EDUCATIONAL", "Confidence": 0.958, "X1": 0.72969, "Y1": 0.7182, "X2": 0.8735, "Y2": 0.718, "X3": 0.8735, "Y3": 0.7318, "X4": 0.73103, "Y4": 0.7318, "page": 0, "Index": 230}, {"Word": "ARENA,", "Confidence": 0.66, "X1": 0.03462, "Y1": 0.7332, "X2": 0.11185, "Y2": 0.733, "X3": 0.11318, "Y3": 0.7458, "X4": 0.03595, "Y4": 0.7458, "page": 0, "Index": 231}, {"Word": "MAS", "Confidence": 0.925, "X1": 0.1265, "Y1": 0.7322, "X2": 0.16511, "Y2": 0.732, "X3": 0.16511, "Y3": 0.7458, "X4": 0.1265, "Y4": 0.7458, "page": 0, "Index": 232}, {"Word": "BEEN", "Confidence": 0.558, "X1": 0.18109, "Y1": 0.7322, "X2": 0.23169, "Y2": 0.732, "X3": 0.23169, "Y3": 0.7468, "X4": 0.18109, "Y4": 0.7458, "page": 0, "Index": 233}, {"Word": "INVOLVED", "Confidence": 0.641, "X1": 0.249, "Y1": 0.7322, "X2": 0.35153, "Y2": 0.732, "X3": 0.35153, "Y3": 0.7468, "X4": 0.249, "Y4": 0.7468, "page": 0, "Index": 234}, {"Word": "WITH", "Confidence": 0.605, "X1": 0.36751, "Y1": 0.7322, "X2": 0.41811, "Y2": 0.732, "X3": 0.41811, "Y3": 0.7468, "X4": 0.36884, "Y4": 0.7468, "page": 0, "Index": 235}, {"Word": "THIS", "Confidence": 0.933, "X1": 0.43542, "Y1": 0.7322, "X2": 0.48602, "Y2": 0.732, "X3": 0.48602, "Y3": 0.7468, "X4": 0.43675, "Y4": 0.7468, "page": 0, "Index": 236}, {"Word": "PROJECT", "Confidence": 0.991, "X1": 0.50067, "Y1": 0.7332, "X2": 0.59387, "Y2": 0.733, "X3": 0.59387, "Y3": 0.7468, "X4": 0.50067, "Y4": 0.7468, "page": 0, "Index": 237}, {"Word": "SINCE", "Confidence": 0.996, "X1": 0.60852, "Y1": 0.7332, "X2": 0.67377, "Y2": 0.733, "X3": 0.67377, "Y3": 0.7478, "X4": 0.60852, "Y4": 0.7478, "page": 0, "Index": 238}, {"Word": "1984", "Confidence": 0.886, "X1": 0.69108, "Y1": 0.7332, "X2": 0.74168, "Y2": 0.733, "X3": 0.74168, "Y3": 0.7478, "X4": 0.69108, "Y4": 0.7478, "page": 0, "Index": 239}, {"Word": "AND", "Confidence": 0.637, "X1": 0.75766, "Y1": 0.7332, "X2": 0.79494, "Y2": 0.733, "X3": 0.79494, "Y3": 0.7478, "X4": 0.75766, "Y4": 0.7478, "page": 0, "Index": 240}, {"Word": "HAS", "Confidence": 0.957, "X1": 0.80959, "Y1": 0.7342, "X2": 0.8482, "Y2": 0.734, "X3": 0.8482, "Y3": 0.7478, "X4": 0.80959, "Y4": 0.7478, "page": 0, "Index": 241}, {"Word": "BEEN", "Confidence": 0.68, "X1": 0.03462, "Y1": 0.7482, "X2": 0.08389, "Y2": 0.748, "X3": 0.08389, "Y3": 0.7628, "X4": 0.03329, "Y4": 0.7628, "page": 0, "Index": 242}, {"Word": "INSTRUMENTAL", "Confidence": 0.669, "X1": 0.10253, "Y1": 0.7482, "X2": 0.25965, "Y2": 0.748, "X3": 0.25832, "Y3": 0.7628, "X4": 0.1012, "Y4": 0.7628, "page": 0, "Index": 243}, {"Word": "IN", "Confidence": 0.997, "X1": 0.27563, "Y1": 0.7482, "X2": 0.2996, "Y2": 0.748, "X3": 0.29827, "Y3": 0.7628, "X4": 0.2743, "Y4": 0.7628, "page": 0, "Index": 244}, {"Word": "ITS", "Confidence": 0.998, "X1": 0.31691, "Y1": 0.7482, "X2": 0.35286, "Y2": 0.748, "X3": 0.35153, "Y3": 0.7628, "X4": 0.31558, "Y4": 0.7628, "page": 0, "Index": 245}, {"Word": "DEVELOPMENT", "Confidence": 0.198, "X1": 0.36751, "Y1": 0.7482, "X2": 0.51398, "Y2": 0.748, "X3": 0.51398, "Y3": 0.7638, "X4": 0.36751, "Y4": 0.7628, "page": 0, "Index": 246}, {"Word": "AND", "Confidence": 0.998, "X1": 0.52863, "Y1": 0.7482, "X2": 0.56591, "Y2": 0.748, "X3": 0.56591, "Y3": 0.7638, "X4": 0.52863, "Y4": 0.7638, "page": 0, "Index": 247}, {"Word": "IMPLEMENTATION.", "Confidence": 0.74, "X1": 0.58322, "Y1": 0.7502, "X2": 0.78429, "Y2": 0.75, "X3": 0.78429, "Y3": 0.7638, "X4": 0.58322, "Y4": 0.7638, "page": 0, "Index": 248}, {"Word": "374929", "Confidence": 0.994, "X1": 0.86551, "Y1": 0.9262, "X2": 0.96538, "Y2": 0.926, "X3": 0.96671, "Y3": 0.9478, "X4": 0.86551, "Y4": 0.9518, "page": 0, "Index": 249}, {"Word": "TIMN", "Confidence": 0.986, "X1": 0.77097, "Y1": 0.9292, "X2": 0.84953, "Y2": 0.929, "X3": 0.85087, "Y3": 0.9528, "X4": 0.7723, "Y4": 0.9548, "page": 0, "Index": 250}, {"Word": "\"O", "Confidence": 0.864, "X1": 0.10519, "Y1": 0.9762, "X2": 0.1225, "Y2": 0.976, "X3": 0.12383, "Y3": 0.9908, "X4": 0.10519, "Y4": 0.9908, "page": 0, "Index": 251}, {"Word": "PEPL'", "Confidence": 0.577, "X1": 0.1265, "Y1": 0.9762, "X2": 0.17577, "Y2": 0.976, "X3": 0.17577, "Y3": 0.9908, "X4": 0.12783, "Y4": 0.9908, "page": 0, "Index": 252}, {"Word": "BY", "Confidence": 0.649, "X1": 0.17976, "Y1": 0.9762, "X2": 0.1984, "Y2": 0.976, "X3": 0.19973, "Y3": 0.9908, "X4": 0.17976, "Y4": 0.9908, "page": 0, "Index": 253}, {"Word": "MAILSPAM", "Confidence": 0.432, "X1": 0.2024, "Y1": 0.9762, "X2": 0.28362, "Y2": 0.976, "X3": 0.28495, "Y3": 0.9908, "X4": 0.20373, "Y4": 0.9908, "page": 0, "Index": 254}, {"Word": "WESSACE,", "Confidence": 0.073, "X1": 0.29161, "Y1": 0.9772, "X2": 0.36751, "Y2": 0.977, "X3": 0.36751, "Y3": 0.9918, "X4": 0.29294, "Y4": 0.9908, "page": 0, "Index": 255}, {"Word": "THE", "Confidence": 1, "X1": 0.3715, "Y1": 0.9772, "X2": 0.39814, "Y2": 0.977, "X3": 0.39947, "Y3": 0.9918, "X4": 0.3715, "Y4": 0.9918, "page": 0, "Index": 256}, {"Word": "REVERSE", "Confidence": 0.648, "X1": 0.40213, "Y1": 0.9772, "X2": 0.47004, "Y2": 0.977, "X3": 0.47004, "Y3": 0.9918, "X4": 0.40346, "Y4": 0.9918, "page": 0, "Index": 257}, {"Word": "SICE", "Confidence": 0.735, "X1": 0.47403, "Y1": 0.9772, "X2": 0.50599, "Y2": 0.977, "X3": 0.50599, "Y3": 0.9918, "X4": 0.47403, "Y4": 0.9918, "page": 0, "Index": 258}, {"Word": "BOR", "Confidence": 0.571, "X1": 0.50999, "Y1": 0.9772, "X2": 0.54461, "Y2": 0.977, "X3": 0.54461, "Y3": 0.9918, "X4": 0.50999, "Y4": 0.9918, "page": 0, "Index": 259}, {"Word": "WESTERN", "Confidence": 1, "X1": 0.54993, "Y1": 0.9772, "X2": 0.61651, "Y2": 0.977, "X3": 0.61651, "Y3": 0.9918, "X4": 0.54993, "Y4": 0.9918, "page": 0, "Index": 260}, {"Word": "UNION'S", "Confidence": 0.995, "X1": 0.62051, "Y1": 0.9772, "X2": 0.68442, "Y2": 0.977, "X3": 0.68575, "Y3": 0.9918, "X4": 0.62051, "Y4": 0.9918, "page": 0, "Index": 261}, {"Word": "\"OLL", "Confidence": 0.475, "X1": 0.68842, "Y1": 0.9762, "X2": 0.72437, "Y2": 0.976, "X3": 0.72437, "Y3": 0.9908, "X4": 0.68842, "Y4": 0.9918, "page": 0, "Index": 262}, {"Word": ".", "Confidence": 0.999, "X1": 0.72836, "Y1": 0.9762, "X2": 0.73502, "Y2": 0.976, "X3": 0.73502, "Y3": 0.9908, "X4": 0.72836, "Y4": 0.9908, "page": 0, "Index": 263}, {"Word": "FREE", "Confidence": 1, "X1": 0.73901, "Y1": 0.9762, "X2": 0.7763, "Y2": 0.976, "X3": 0.77763, "Y3": 0.9908, "X4": 0.73901, "Y4": 0.9908, "page": 0, "Index": 264}, {"Word": "PHONE", "Confidence": 1, "X1": 0.78029, "Y1": 0.9762, "X2": 0.83489, "Y2": 0.976, "X3": 0.83489, "Y3": 0.9908, "X4": 0.78029, "Y4": 0.9908, "page": 0, "Index": 265}, {"Word": "NUMBERS", "Confidence": 0.998, "X1": 0.83888, "Y1": 0.9762, "X2": 0.91744, "Y2": 0.976, "X3": 0.91744, "Y3": 0.9908, "X4": 0.83888, "Y4": 0.9908, "page": 0, "Index": 266}]}	"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"
ffhg0137	0	{"lines_data": [{"Word": "March 23, 1993", "Confidence": 0.99433, "X1": 0.56184, "Y1": 0.0502, "X2": 0.71447, "Y2": 0.05, "X3": 0.71579, "Y3": 0.0668, "X4": 0.56184, "Y4": 0.0678, "page": 0}, {"Word": "Dr. Dirk Pangritz", "Confidence": 0.99167, "X1": 0.10395, "Y1": 0.1302, "X2": 0.28816, "Y2": 0.13, "X3": 0.28947, "Y3": 0.1438, "X4": 0.10395, "Y4": 0.1448, "page": 0}, {"Word": "B.A.T. Cigarettenfabriken", "Confidence": 0.9935, "X1": 0.10526, "Y1": 0.1452, "X2": 0.37368, "Y2": 0.145, "X3": 0.37368, "Y3": 0.1578, "X4": 0.10526, "Y4": 0.1598, "page": 0}, {"Word": "Bahrenfelder Chaussee 139", "Confidence": 0.995, "X1": 0.10395, "Y1": 0.1602, "X2": 0.37105, "Y2": 0.16, "X3": 0.37237, "Y3": 0.1738, "X4": 0.10395, "Y4": 0.1748, "page": 0}, {"Word": "D-2000 Hamburg 50", "Confidence": 0.996, "X1": 0.10526, "Y1": 0.1752, "X2": 0.28684, "Y2": 0.175, "X3": 0.28684, "Y3": 0.1908, "X4": 0.10526, "Y4": 0.1908, "page": 0}, {"Word": "W. Germany", "Confidence": 0.9945, "X1": 0.10526, "Y1": 0.1922, "X2": 0.21316, "Y2": 0.192, "X3": 0.21316, "Y3": 0.2068, "X4": 0.10526, "Y4": 0.2048, "page": 0}, {"Word": "Dear Mr. Pangritz:", "Confidence": 0.991, "X1": 0.10395, "Y1": 0.2212, "X2": 0.29868, "Y2": 0.221, "X3": 0.29868, "Y3": 0.2368, "X4": 0.10395, "Y4": 0.2378, "page": 0}, {"Word": "As agreed at the Group Technical Program meeting in Hamburg on", "Confidence": 0.98882, "X1": 0.10658, "Y1": 0.2492, "X2": 0.76184, "Y2": 0.249, "X3": 0.76184, "Y3": 0.2648, "X4": 0.10658, "Y4": 0.2678, "page": 0}, {"Word": "January 28-29, 1993 (and subsequently approved at the February 24, 1993", "Confidence": 0.99327, "X1": 0.10658, "Y1": 0.2622, "X2": 0.85263, "Y2": 0.262, "X3": 0.85263, "Y3": 0.2788, "X4": 0.10658, "Y4": 0.2838, "page": 0}, {"Word": "meeting of the TSG), the Project Planning Group (PPG) consists of:", "Confidence": 0.97527, "X1": 0.10526, "Y1": 0.2802, "X2": 0.8, "Y2": 0.28, "X3": 0.8, "Y3": 0.2948, "X4": 0.10526, "Y4": 0.2998, "page": 0}, {"Word": "Tilford Riehl", "Confidence": 0.9685, "X1": 0.41053, "Y1": 0.3122, "X2": 0.54868, "Y2": 0.312, "X3": 0.54868, "Y3": 0.3258, "X4": 0.41053, "Y4": 0.3268, "page": 0}, {"Word": "Dirk Pangritz", "Confidence": 0.9915, "X1": 0.41053, "Y1": 0.3272, "X2": 0.54605, "Y2": 0.327, "X3": 0.54605, "Y3": 0.3418, "X4": 0.41053, "Y4": 0.3418, "page": 0}, {"Word": "Leopoldo Caruso", "Confidence": 0.9945, "X1": 0.41053, "Y1": 0.3432, "X2": 0.57105, "Y2": 0.343, "X3": 0.57105, "Y3": 0.3568, "X4": 0.41053, "Y4": 0.3578, "page": 0}, {"Word": "Richard Baker", "Confidence": 0.995, "X1": 0.41053, "Y1": 0.3582, "X2": 0.54868, "Y2": 0.358, "X3": 0.54868, "Y3": 0.3718, "X4": 0.41053, "Y4": 0.3728, "page": 0}, {"Word": "This group was requested to provide proposals on the following:", "Confidence": 0.9953, "X1": 0.10658, "Y1": 0.3862, "X2": 0.76842, "Y2": 0.386, "X3": 0.76842, "Y3": 0.4028, "X4": 0.10658, "Y4": 0.4068, "page": 0}, {"Word": ". Key programs and a list of projects to be included in the Group", "Confidence": 0.97586, "X1": 0.15132, "Y1": 0.4162, "X2": 0.84474, "Y2": 0.416, "X3": 0.84474, "Y3": 0.4338, "X4": 0.15132, "Y4": 0.4368, "page": 0}, {"Word": "Technical Program.", "Confidence": 0.9485, "X1": 0.18026, "Y1": 0.4352, "X2": 0.36842, "Y2": 0.435, "X3": 0.36842, "Y3": 0.4498, "X4": 0.18026, "Y4": 0.4498, "page": 0}, {"Word": "Coordinating centers and Project Leaders (PL's) for each", "Confidence": 0.99438, "X1": 0.18158, "Y1": 0.4612, "X2": 0.77368, "Y2": 0.461, "X3": 0.77368, "Y3": 0.4788, "X4": 0.18158, "Y4": 0.4808, "page": 0}, {"Word": "program.", "Confidence": 0.991, "X1": 0.18026, "Y1": 0.4822, "X2": 0.26447, "Y2": 0.482, "X3": 0.26447, "Y3": 0.4958, "X4": 0.18026, "Y4": 0.4968, "page": 0}, {"Word": "The framework for project descriptions, reporting and", "Confidence": 0.99514, "X1": 0.18158, "Y1": 0.5082, "X2": 0.74342, "Y2": 0.508, "X3": 0.74342, "Y3": 0.5238, "X4": 0.18158, "Y4": 0.5258, "page": 0}, {"Word": "communication (including specialist meetings and secondments).", "Confidence": 0.98317, "X1": 0.18026, "Y1": 0.5232, "X2": 0.83158, "Y2": 0.523, "X3": 0.83158, "Y3": 0.5378, "X4": 0.18026, "Y4": 0.5408, "page": 0}, {"Word": "Project Plan for WWB LIGHTS.", "Confidence": 0.9866, "X1": 0.175, "Y1": 0.5532, "X2": 0.47632, "Y2": 0.553, "X3": 0.47632, "Y3": 0.5698, "X4": 0.175, "Y4": 0.5718, "page": 0}, {"Word": "The agenda for the next meeting of the Technical Steering", "Confidence": 0.9961, "X1": 0.18289, "Y1": 0.5832, "X2": 0.78684, "Y2": 0.583, "X3": 0.78684, "Y3": 0.5998, "X4": 0.18289, "Y4": 0.6018, "page": 0}, {"Word": "Committee (TSC) in July or August, 1993.", "Confidence": 0.98743, "X1": 0.18026, "Y1": 0.6002, "X2": 0.59737, "Y2": 0.6, "X3": 0.59737, "Y3": 0.6158, "X4": 0.18158, "Y4": 0.6168, "page": 0}, {"Word": "A PPG meeting was considered at The Group Technical Program meeting in", "Confidence": 0.99017, "X1": 0.10789, "Y1": 0.6292, "X2": 0.84868, "Y2": 0.629, "X3": 0.84868, "Y3": 0.6448, "X4": 0.10789, "Y4": 0.6478, "page": 0}, {"Word": "Hamburg. However, as an alternative to that meeting, B&W and Souza", "Confidence": 0.97891, "X1": 0.10658, "Y1": 0.6452, "X2": 0.81316, "Y2": 0.645, "X3": 0.81447, "Y3": 0.6598, "X4": 0.10658, "Y4": 0.6638, "page": 0}, {"Word": "Cruz want to see if the proposals mentioned above could be worked out", "Confidence": 0.99569, "X1": 0.10921, "Y1": 0.6602, "X2": 0.83421, "Y2": 0.66, "X3": 0.83421, "Y3": 0.6748, "X4": 0.10921, "Y4": 0.6778, "page": 0}, {"Word": "by letters, phone and Wizard.", "Confidence": 0.9844, "X1": 0.10921, "Y1": 0.6772, "X2": 0.41711, "Y2": 0.677, "X3": 0.41711, "Y3": 0.6928, "X4": 0.10921, "Y4": 0.6948, "page": 0}, {"Word": "Building on the program list discussed in Hamburg, and the numbering", "Confidence": 0.99364, "X1": 0.10921, "Y1": 0.7052, "X2": 0.82763, "Y2": 0.705, "X3": 0.82895, "Y3": 0.7208, "X4": 0.10921, "Y4": 0.7248, "page": 0}, {"Word": "scheme suggested by Dirk Pangritz, we suggest the following key", "Confidence": 0.9942, "X1": 0.10789, "Y1": 0.7212, "X2": 0.775, "Y2": 0.721, "X3": 0.775, "Y3": 0.7358, "X4": 0.10789, "Y4": 0.7388, "page": 0}, {"Word": "programs, participating companies, coordinating centers and Project", "Confidence": 0.98986, "X1": 0.10921, "Y1": 0.7362, "X2": 0.81579, "Y2": 0.736, "X3": 0.81579, "Y3": 0.7508, "X4": 0.10921, "Y4": 0.7558, "page": 0}, {"Word": "Leaders:", "Confidence": 0.991, "X1": 0.11053, "Y1": 0.7552, "X2": 0.19868, "Y2": 0.755, "X3": 0.19868, "Y3": 0.7678, "X4": 0.11053, "Y4": 0.7688, "page": 0}, {"Word": "Group", "Confidence": 0.993, "X1": 0.76974, "Y1": 0.7822, "X2": 0.82368, "Y2": 0.782, "X3": 0.82368, "Y3": 0.7948, "X4": 0.76974, "Y4": 0.7958, "page": 0}, {"Word": "01 Product Technology", "Confidence": 0.975, "X1": 0.14079, "Y1": 0.7982, "X2": 0.4, "Y2": 0.798, "X3": 0.4, "Y3": 0.8138, "X4": 0.14079, "Y4": 0.8138, "page": 0}, {"Word": "B&W BATCE SC BATCo Center", "Confidence": 0.9748, "X1": 0.40395, "Y1": 0.7972, "X2": 0.71842, "Y2": 0.797, "X3": 0.71842, "Y3": 0.8118, "X4": 0.40395, "Y4": 0.8118, "page": 0}, {"Word": "Coordinator", "Confidence": 0.993, "X1": 0.725, "Y1": 0.7972, "X2": 0.85921, "Y2": 0.797, "X3": 0.85921, "Y3": 0.8108, "X4": 0.725, "Y4": 0.8108, "page": 0}, {"Word": ".01 International Blended", "Confidence": 0.97833, "X1": 0.125, "Y1": 0.8292, "X2": 0.38553, "Y2": 0.829, "X3": 0.38553, "Y3": 0.8438, "X4": 0.125, "Y4": 0.8448, "page": 0}, {"Word": "Lts/Mild Product", "Confidence": 0.9955, "X1": 0.16447, "Y1": 0.8442, "X2": 0.33421, "Y2": 0.844, "X3": 0.33421, "Y3": 0.8578, "X4": 0.16447, "Y4": 0.8588, "page": 0}, {"Word": "X", "Confidence": 0.846, "X1": 0.41579, "Y1": 0.8442, "X2": 0.43026, "Y2": 0.844, "X3": 0.42895, "Y3": 0.8578, "X4": 0.41447, "Y4": 0.8578, "page": 0}, {"Word": "X", "Confidence": 0.92, "X1": 0.47368, "Y1": 0.8432, "X2": 0.49342, "Y2": 0.843, "X3": 0.49211, "Y3": 0.8568, "X4": 0.47368, "Y4": 0.8578, "page": 0}, {"Word": "X", "Confidence": 0.89, "X1": 0.53553, "Y1": 0.8432, "X2": 0.55526, "Y2": 0.843, "X3": 0.55526, "Y3": 0.8568, "X4": 0.53553, "Y4": 0.8578, "page": 0}, {"Word": "X", "Confidence": 0.861, "X1": 0.59079, "Y1": 0.8432, "X2": 0.60789, "Y2": 0.843, "X3": 0.60658, "Y3": 0.8568, "X4": 0.58947, "Y4": 0.8568, "page": 0}, {"Word": "B&W", "Confidence": 0.998, "X1": 0.66447, "Y1": 0.8412, "X2": 0.70395, "Y2": 0.841, "X3": 0.70395, "Y3": 0.8548, "X4": 0.66447, "Y4": 0.8548, "page": 0}, {"Word": "A. McMurtrie", "Confidence": 0.98, "X1": 0.72763, "Y1": 0.8412, "X2": 0.85789, "Y2": 0.841, "X3": 0.85789, "Y3": 0.8558, "X4": 0.72763, "Y4": 0.8548, "page": 0}, {"Word": ".02 Recon Materials", "Confidence": 0.991, "X1": 0.12368, "Y1": 0.8732, "X2": 0.325, "Y2": 0.873, "X3": 0.32632, "Y3": 0.8878, "X4": 0.12368, "Y4": 0.8898, "page": 0}, {"Word": "X", "Confidence": 0.956, "X1": 0.41447, "Y1": 0.8742, "X2": 0.43421, "Y2": 0.874, "X3": 0.43289, "Y3": 0.8868, "X4": 0.41447, "Y4": 0.8858, "page": 0}, {"Word": "X", "Confidence": 0.941, "X1": 0.475, "Y1": 0.8732, "X2": 0.49737, "Y2": 0.873, "X3": 0.49474, "Y3": 0.8858, "X4": 0.47368, "Y4": 0.8858, "page": 0}, {"Word": "X", "Confidence": 0.955, "X1": 0.53421, "Y1": 0.8722, "X2": 0.55789, "Y2": 0.872, "X3": 0.55658, "Y3": 0.8848, "X4": 0.53421, "Y4": 0.8848, "page": 0}, {"Word": "X", "Confidence": 0.933, "X1": 0.59079, "Y1": 0.8732, "X2": 0.60921, "Y2": 0.873, "X3": 0.60789, "Y3": 0.8858, "X4": 0.59079, "Y4": 0.8858, "page": 0}, {"Word": "B&W", "Confidence": 0.996, "X1": 0.66447, "Y1": 0.8722, "X2": 0.70132, "Y2": 0.872, "X3": 0.70263, "Y3": 0.8848, "X4": 0.66579, "Y4": 0.8838, "page": 0}, {"Word": "D. Gordon", "Confidence": 0.9745, "X1": 0.72763, "Y1": 0.8712, "X2": 0.82763, "Y2": 0.871, "X3": 0.82763, "Y3": 0.8848, "X4": 0.72763, "Y4": 0.8848, "page": 0}, {"Word": "X", "Confidence": 0.939, "X1": 0.41316, "Y1": 0.9032, "X2": 0.43421, "Y2": 0.903, "X3": 0.43289, "Y3": 0.9158, "X4": 0.41184, "Y4": 0.9158, "page": 0}, {"Word": "X", "Confidence": 0.942, "X1": 0.47368, "Y1": 0.9032, "X2": 0.49605, "Y2": 0.903, "X3": 0.49474, "Y3": 0.9148, "X4": 0.47368, "Y4": 0.9158, "page": 0}, {"Word": "X", "Confidence": 0.969, "X1": 0.53553, "Y1": 0.9032, "X2": 0.55658, "Y2": 0.903, "X3": 0.55658, "Y3": 0.9168, "X4": 0.53421, "Y4": 0.9168, "page": 0}, {"Word": "X", "Confidence": 0.892, "X1": 0.58816, "Y1": 0.9032, "X2": 0.60789, "Y2": 0.903, "X3": 0.60789, "Y3": 0.9158, "X4": 0.58816, "Y4": 0.9168, "page": 0}, {"Word": "SC", "Confidence": 0.996, "X1": 0.66184, "Y1": 0.9012, "X2": 0.68947, "Y2": 0.901, "X3": 0.69079, "Y3": 0.9138, "X4": 0.66184, "Y4": 0.9138, "page": 0}, {"Word": "A. Rodriguez", "Confidence": 0.975, "X1": 0.72632, "Y1": 0.9012, "X2": 0.86053, "Y2": 0.901, "X3": 0.86053, "Y3": 0.9168, "X4": 0.72632, "Y4": 0.9168, "page": 0}, {"Word": ".03 ROOT Technology", "Confidence": 0.99033, "X1": 0.12368, "Y1": 0.9032, "X2": 0.325, "Y2": 0.903, "X3": 0.325, "Y3": 0.9198, "X4": 0.12368, "Y4": 0.9198, "page": 0}, {"Word": "505307072", "Confidence": 0.992, "X1": 0.74342, "Y1": 0.9512, "X2": 0.91711, "Y2": 0.951, "X3": 0.91711, "Y3": 0.9728, "X4": 0.74342, "Y4": 0.9738, "page": 0}], "words_data": [{"Word": "March", "Confidence": 0.997, "X1": 0.56316, "Y1": 0.0512, "X2": 0.61711, "Y2": 0.051, "X3": 0.61711, "Y3": 0.0678, "X4": 0.56316, "Y4": 0.0678, "page": 0, "Index": 0}, {"Word": "23,", "Confidence": 0.997, "X1": 0.62763, "Y1": 0.0512, "X2": 0.66184, "Y2": 0.051, "X3": 0.66184, "Y3": 0.0668, "X4": 0.62763, "Y4": 0.0668, "page": 0, "Index": 1}, {"Word": "1993", "Confidence": 0.989, "X1": 0.66974, "Y1": 0.0502, "X2": 0.71316, "Y2": 0.05, "X3": 0.71316, "Y3": 0.0668, "X4": 0.66842, "Y4": 0.0668, "page": 0, "Index": 2}, {"Word": "Dr.", "Confidence": 0.994, "X1": 0.10526, "Y1": 0.1312, "X2": 0.13816, "Y2": 0.131, "X3": 0.13816, "Y3": 0.1448, "X4": 0.10526, "Y4": 0.1448, "page": 0, "Index": 3}, {"Word": "Dirk", "Confidence": 0.987, "X1": 0.14474, "Y1": 0.1302, "X2": 0.18947, "Y2": 0.13, "X3": 0.18947, "Y3": 0.1448, "X4": 0.14474, "Y4": 0.1448, "page": 0, "Index": 4}, {"Word": "Pangritz", "Confidence": 0.994, "X1": 0.2, "Y1": 0.1302, "X2": 0.28553, "Y2": 0.13, "X3": 0.28421, "Y3": 0.1448, "X4": 0.19868, "Y4": 0.1448, "page": 0, "Index": 5}, {"Word": "B.A.T.", "Confidence": 0.996, "X1": 0.10526, "Y1": 0.1462, "X2": 0.16974, "Y2": 0.146, "X3": 0.16974, "Y3": 0.1598, "X4": 0.10658, "Y4": 0.1598, "page": 0, "Index": 6}, {"Word": "Cigarettenfabriken", "Confidence": 0.991, "X1": 0.17763, "Y1": 0.1462, "X2": 0.36842, "Y2": 0.146, "X3": 0.36842, "Y3": 0.1588, "X4": 0.17763, "Y4": 0.1598, "page": 0, "Index": 7}, {"Word": "Bahrenfelder", "Confidence": 0.992, "X1": 0.10526, "Y1": 0.1612, "X2": 0.23158, "Y2": 0.161, "X3": 0.23158, "Y3": 0.1748, "X4": 0.10395, "Y4": 0.1748, "page": 0, "Index": 8}, {"Word": "Chaussee", "Confidence": 0.995, "X1": 0.24211, "Y1": 0.1612, "X2": 0.32763, "Y2": 0.161, "X3": 0.32763, "Y3": 0.1748, "X4": 0.24079, "Y4": 0.1748, "page": 0, "Index": 9}, {"Word": "139", "Confidence": 0.998, "X1": 0.33684, "Y1": 0.1612, "X2": 0.36842, "Y2": 0.161, "X3": 0.36842, "Y3": 0.1748, "X4": 0.33684, "Y4": 0.1748, "page": 0, "Index": 10}, {"Word": "D-2000", "Confidence": 0.994, "X1": 0.10526, "Y1": 0.1762, "X2": 0.16842, "Y2": 0.176, "X3": 0.16974, "Y3": 0.1908, "X4": 0.10526, "Y4": 0.1908, "page": 0, "Index": 11}, {"Word": "Hamburg", "Confidence": 0.996, "X1": 0.17632, "Y1": 0.1762, "X2": 0.25526, "Y2": 0.176, "X3": 0.25526, "Y3": 0.1908, "X4": 0.17763, "Y4": 0.1908, "page": 0, "Index": 12}, {"Word": "50", "Confidence": 0.998, "X1": 0.26447, "Y1": 0.1752, "X2": 0.28553, "Y2": 0.175, "X3": 0.28553, "Y3": 0.1908, "X4": 0.26447, "Y4": 0.1908, "page": 0, "Index": 13}, {"Word": "W.", "Confidence": 0.998, "X1": 0.10658, "Y1": 0.1912, "X2": 0.12895, "Y2": 0.191, "X3": 0.12895, "Y3": 0.2058, "X4": 0.10658, "Y4": 0.2058, "page": 0, "Index": 14}, {"Word": "Germany", "Confidence": 0.991, "X1": 0.13421, "Y1": 0.1922, "X2": 0.21316, "Y2": 0.192, "X3": 0.21184, "Y3": 0.2078, "X4": 0.13553, "Y4": 0.2058, "page": 0, "Index": 15}, {"Word": "Dear", "Confidence": 0.981, "X1": 0.10526, "Y1": 0.2222, "X2": 0.14868, "Y2": 0.222, "X3": 0.14868, "Y3": 0.2378, "X4": 0.10526, "Y4": 0.2368, "page": 0, "Index": 16}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.15658, "Y1": 0.2212, "X2": 0.19474, "Y2": 0.221, "X3": 0.19342, "Y3": 0.2378, "X4": 0.15526, "Y4": 0.2378, "page": 0, "Index": 17}, {"Word": "Pangritz:", "Confidence": 0.994, "X1": 0.2, "Y1": 0.2212, "X2": 0.29868, "Y2": 0.221, "X3": 0.29737, "Y3": 0.2368, "X4": 0.2, "Y4": 0.2378, "page": 0, "Index": 18}, {"Word": "As", "Confidence": 0.998, "X1": 0.10789, "Y1": 0.2532, "X2": 0.12895, "Y2": 0.253, "X3": 0.12895, "Y3": 0.2678, "X4": 0.10658, "Y4": 0.2678, "page": 0, "Index": 19}, {"Word": "agreed", "Confidence": 0.997, "X1": 0.13684, "Y1": 0.2522, "X2": 0.20263, "Y2": 0.252, "X3": 0.20132, "Y3": 0.2678, "X4": 0.13684, "Y4": 0.2678, "page": 0, "Index": 20}, {"Word": "at", "Confidence": 0.998, "X1": 0.21053, "Y1": 0.2522, "X2": 0.23421, "Y2": 0.252, "X3": 0.23421, "Y3": 0.2678, "X4": 0.21053, "Y4": 0.2678, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.998, "X1": 0.24342, "Y1": 0.2522, "X2": 0.27632, "Y2": 0.252, "X3": 0.27632, "Y3": 0.2678, "X4": 0.24342, "Y4": 0.2678, "page": 0, "Index": 22}, {"Word": "Group", "Confidence": 0.941, "X1": 0.28289, "Y1": 0.2512, "X2": 0.33947, "Y2": 0.251, "X3": 0.33947, "Y3": 0.2678, "X4": 0.28421, "Y4": 0.2678, "page": 0, "Index": 23}, {"Word": "Technical", "Confidence": 0.994, "X1": 0.34737, "Y1": 0.2502, "X2": 0.44211, "Y2": 0.25, "X3": 0.44342, "Y3": 0.2668, "X4": 0.34868, "Y4": 0.2678, "page": 0, "Index": 24}, {"Word": "Program", "Confidence": 0.991, "X1": 0.45, "Y1": 0.2502, "X2": 0.525, "Y2": 0.25, "X3": 0.52632, "Y3": 0.2668, "X4": 0.45, "Y4": 0.2668, "page": 0, "Index": 25}, {"Word": "meeting", "Confidence": 0.969, "X1": 0.53289, "Y1": 0.2502, "X2": 0.60921, "Y2": 0.25, "X3": 0.61053, "Y3": 0.2658, "X4": 0.53289, "Y4": 0.2668, "page": 0, "Index": 26}, {"Word": "in", "Confidence": 0.998, "X1": 0.61842, "Y1": 0.2502, "X2": 0.63947, "Y2": 0.25, "X3": 0.64079, "Y3": 0.2658, "X4": 0.61842, "Y4": 0.2658, "page": 0, "Index": 27}, {"Word": "Hamburg", "Confidence": 0.995, "X1": 0.64737, "Y1": 0.2492, "X2": 0.725, "Y2": 0.249, "X3": 0.72632, "Y3": 0.2658, "X4": 0.64868, "Y4": 0.2658, "page": 0, "Index": 28}, {"Word": "on", "Confidence": 0.998, "X1": 0.73421, "Y1": 0.2492, "X2": 0.75658, "Y2": 0.249, "X3": 0.75789, "Y3": 0.2648, "X4": 0.73553, "Y4": 0.2648, "page": 0, "Index": 29}, {"Word": "January", "Confidence": 0.992, "X1": 0.10658, "Y1": 0.2682, "X2": 0.18026, "Y2": 0.268, "X3": 0.18026, "Y3": 0.2838, "X4": 0.10658, "Y4": 0.2838, "page": 0, "Index": 30}, {"Word": "28-29,", "Confidence": 0.991, "X1": 0.19079, "Y1": 0.2682, "X2": 0.25658, "Y2": 0.268, "X3": 0.25658, "Y3": 0.2838, "X4": 0.19079, "Y4": 0.2838, "page": 0, "Index": 31}, {"Word": "1993", "Confidence": 0.986, "X1": 0.26316, "Y1": 0.2682, "X2": 0.30658, "Y2": 0.268, "X3": 0.30658, "Y3": 0.2828, "X4": 0.26316, "Y4": 0.2828, "page": 0, "Index": 32}, {"Word": "(and", "Confidence": 0.991, "X1": 0.31711, "Y1": 0.2682, "X2": 0.36053, "Y2": 0.268, "X3": 0.36053, "Y3": 0.2828, "X4": 0.31711, "Y4": 0.2828, "page": 0, "Index": 33}, {"Word": "subsequently", "Confidence": 0.992, "X1": 0.36711, "Y1": 0.2672, "X2": 0.49342, "Y2": 0.267, "X3": 0.49342, "Y3": 0.2818, "X4": 0.36711, "Y4": 0.2828, "page": 0, "Index": 34}, {"Word": "approved", "Confidence": 0.996, "X1": 0.50263, "Y1": 0.2662, "X2": 0.58816, "Y2": 0.266, "X3": 0.58816, "Y3": 0.2818, "X4": 0.50263, "Y4": 0.2818, "page": 0, "Index": 35}, {"Word": "at", "Confidence": 0.998, "X1": 0.59605, "Y1": 0.2662, "X2": 0.62105, "Y2": 0.266, "X3": 0.62105, "Y3": 0.2818, "X4": 0.59605, "Y4": 0.2818, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.998, "X1": 0.62763, "Y1": 0.2652, "X2": 0.66184, "Y2": 0.265, "X3": 0.66184, "Y3": 0.2808, "X4": 0.62763, "Y4": 0.2808, "page": 0, "Index": 37}, {"Word": "February", "Confidence": 0.995, "X1": 0.66974, "Y1": 0.2642, "X2": 0.75658, "Y2": 0.264, "X3": 0.75658, "Y3": 0.2808, "X4": 0.66974, "Y4": 0.2808, "page": 0, "Index": 38}, {"Word": "24,", "Confidence": 0.998, "X1": 0.76579, "Y1": 0.2632, "X2": 0.8, "Y2": 0.263, "X3": 0.8, "Y3": 0.2798, "X4": 0.76579, "Y4": 0.2808, "page": 0, "Index": 39}, {"Word": "1993", "Confidence": 0.989, "X1": 0.80789, "Y1": 0.2622, "X2": 0.85132, "Y2": 0.262, "X3": 0.85132, "Y3": 0.2798, "X4": 0.80789, "Y4": 0.2798, "page": 0, "Index": 40}, {"Word": "Planning", "Confidence": 0.994, "X1": 0.45, "Y1": 0.2812, "X2": 0.53684, "Y2": 0.281, "X3": 0.53684, "Y3": 0.2978, "X4": 0.45, "Y4": 0.2988, "page": 0, "Index": 41}, {"Word": "Group", "Confidence": 0.849, "X1": 0.54342, "Y1": 0.2802, "X2": 0.6, "Y2": 0.28, "X3": 0.6, "Y3": 0.2978, "X4": 0.54211, "Y4": 0.2978, "page": 0, "Index": 42}, {"Word": "(PPG)", "Confidence": 0.983, "X1": 0.60789, "Y1": 0.2802, "X2": 0.66316, "Y2": 0.28, "X3": 0.66184, "Y3": 0.2968, "X4": 0.60789, "Y4": 0.2978, "page": 0, "Index": 43}, {"Word": "consists", "Confidence": 0.996, "X1": 0.67105, "Y1": 0.2802, "X2": 0.75789, "Y2": 0.28, "X3": 0.75658, "Y3": 0.2958, "X4": 0.66974, "Y4": 0.2968, "page": 0, "Index": 44}, {"Word": "of:", "Confidence": 0.97, "X1": 0.76447, "Y1": 0.2802, "X2": 0.8, "Y2": 0.28, "X3": 0.8, "Y3": 0.2958, "X4": 0.76447, "Y4": 0.2958, "page": 0, "Index": 45}, {"Word": "meeting", "Confidence": 0.993, "X1": 0.10658, "Y1": 0.2842, "X2": 0.18289, "Y2": 0.284, "X3": 0.18158, "Y3": 0.2998, "X4": 0.10526, "Y4": 0.3008, "page": 0, "Index": 46}, {"Word": "of", "Confidence": 0.992, "X1": 0.18947, "Y1": 0.2832, "X2": 0.21447, "Y2": 0.283, "X3": 0.21447, "Y3": 0.2998, "X4": 0.18816, "Y4": 0.2998, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.994, "X1": 0.22237, "Y1": 0.2832, "X2": 0.25658, "Y2": 0.283, "X3": 0.25658, "Y3": 0.2998, "X4": 0.22105, "Y4": 0.2998, "page": 0, "Index": 48}, {"Word": "TSG),", "Confidence": 0.963, "X1": 0.26447, "Y1": 0.2822, "X2": 0.32105, "Y2": 0.282, "X3": 0.31974, "Y3": 0.2998, "X4": 0.26316, "Y4": 0.2998, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.32632, "Y1": 0.2822, "X2": 0.36184, "Y2": 0.282, "X3": 0.36053, "Y3": 0.2988, "X4": 0.32632, "Y4": 0.2998, "page": 0, "Index": 50}, {"Word": "Project", "Confidence": 0.996, "X1": 0.36711, "Y1": 0.2812, "X2": 0.44342, "Y2": 0.281, "X3": 0.44342, "Y3": 0.2988, "X4": 0.36711, "Y4": 0.2988, "page": 0, "Index": 51}, {"Word": "Tilford", "Confidence": 0.994, "X1": 0.41184, "Y1": 0.3122, "X2": 0.48421, "Y2": 0.312, "X3": 0.48289, "Y3": 0.3268, "X4": 0.41184, "Y4": 0.3268, "page": 0, "Index": 52}, {"Word": "Riehl", "Confidence": 0.943, "X1": 0.49211, "Y1": 0.3122, "X2": 0.54737, "Y2": 0.312, "X3": 0.54605, "Y3": 0.3268, "X4": 0.49079, "Y4": 0.3268, "page": 0, "Index": 53}, {"Word": "Dirk", "Confidence": 0.987, "X1": 0.41053, "Y1": 0.3292, "X2": 0.45132, "Y2": 0.329, "X3": 0.45132, "Y3": 0.3428, "X4": 0.41184, "Y4": 0.3418, "page": 0, "Index": 54}, {"Word": "Pangritz", "Confidence": 0.996, "X1": 0.46053, "Y1": 0.3272, "X2": 0.54605, "Y2": 0.327, "X3": 0.54605, "Y3": 0.3418, "X4": 0.46184, "Y4": 0.3428, "page": 0, "Index": 55}, {"Word": "Leopoldo", "Confidence": 0.992, "X1": 0.41184, "Y1": 0.3442, "X2": 0.49474, "Y2": 0.344, "X3": 0.49474, "Y3": 0.3578, "X4": 0.41053, "Y4": 0.3578, "page": 0, "Index": 56}, {"Word": "Caruso", "Confidence": 0.997, "X1": 0.50395, "Y1": 0.3442, "X2": 0.56711, "Y2": 0.344, "X3": 0.56711, "Y3": 0.3578, "X4": 0.50263, "Y4": 0.3578, "page": 0, "Index": 57}, {"Word": "Richard", "Confidence": 0.992, "X1": 0.41053, "Y1": 0.3592, "X2": 0.48289, "Y2": 0.359, "X3": 0.48289, "Y3": 0.3728, "X4": 0.41053, "Y4": 0.3728, "page": 0, "Index": 58}, {"Word": "Baker", "Confidence": 0.998, "X1": 0.49211, "Y1": 0.3592, "X2": 0.54605, "Y2": 0.359, "X3": 0.54605, "Y3": 0.3728, "X4": 0.49211, "Y4": 0.3728, "page": 0, "Index": 59}, {"Word": "This", "Confidence": 0.991, "X1": 0.10658, "Y1": 0.3912, "X2": 0.15132, "Y2": 0.391, "X3": 0.15132, "Y3": 0.4068, "X4": 0.10658, "Y4": 0.4068, "page": 0, "Index": 60}, {"Word": "group", "Confidence": 0.994, "X1": 0.15789, "Y1": 0.3912, "X2": 0.21447, "Y2": 0.391, "X3": 0.21447, "Y3": 0.4068, "X4": 0.15789, "Y4": 0.4068, "page": 0, "Index": 61}, {"Word": "was", "Confidence": 0.994, "X1": 0.22237, "Y1": 0.3912, "X2": 0.25789, "Y2": 0.391, "X3": 0.25789, "Y3": 0.4068, "X4": 0.22105, "Y4": 0.4068, "page": 0, "Index": 62}, {"Word": "requested", "Confidence": 0.995, "X1": 0.26316, "Y1": 0.3902, "X2": 0.36184, "Y2": 0.39, "X3": 0.36053, "Y3": 0.4058, "X4": 0.26316, "Y4": 0.4068, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.998, "X1": 0.36842, "Y1": 0.3902, "X2": 0.39211, "Y2": 0.39, "X3": 0.39079, "Y3": 0.4058, "X4": 0.36842, "Y4": 0.4058, "page": 0, "Index": 64}, {"Word": "provide", "Confidence": 0.996, "X1": 0.39868, "Y1": 0.3892, "X2": 0.475, "Y2": 0.389, "X3": 0.475, "Y3": 0.4058, "X4": 0.39868, "Y4": 0.4058, "page": 0, "Index": 65}, {"Word": "proposals", "Confidence": 0.995, "X1": 0.48158, "Y1": 0.3882, "X2": 0.57895, "Y2": 0.388, "X3": 0.57895, "Y3": 0.4048, "X4": 0.48158, "Y4": 0.4058, "page": 0, "Index": 66}, {"Word": "on", "Confidence": 0.998, "X1": 0.58684, "Y1": 0.3882, "X2": 0.60921, "Y2": 0.388, "X3": 0.60921, "Y3": 0.4048, "X4": 0.58684, "Y4": 0.4048, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.998, "X1": 0.61842, "Y1": 0.3872, "X2": 0.65263, "Y2": 0.387, "X3": 0.65263, "Y3": 0.4048, "X4": 0.61842, "Y4": 0.4048, "page": 0, "Index": 68}, {"Word": "following:", "Confidence": 0.994, "X1": 0.66053, "Y1": 0.3862, "X2": 0.76974, "Y2": 0.386, "X3": 0.76842, "Y3": 0.4038, "X4": 0.65921, "Y4": 0.4048, "page": 0, "Index": 69}, {"Word": ".", "Confidence": 0.726, "X1": 0.15263, "Y1": 0.4212, "X2": 0.16447, "Y2": 0.421, "X3": 0.16447, "Y3": 0.4358, "X4": 0.15132, "Y4": 0.4358, "page": 0, "Index": 70}, {"Word": "Key", "Confidence": 0.991, "X1": 0.18026, "Y1": 0.4202, "X2": 0.21579, "Y2": 0.42, "X3": 0.21579, "Y3": 0.4358, "X4": 0.17895, "Y4": 0.4358, "page": 0, "Index": 71}, {"Word": "programs", "Confidence": 0.995, "X1": 0.22368, "Y1": 0.4192, "X2": 0.31316, "Y2": 0.419, "X3": 0.31184, "Y3": 0.4358, "X4": 0.22368, "Y4": 0.4358, "page": 0, "Index": 72}, {"Word": "and", "Confidence": 0.998, "X1": 0.31974, "Y1": 0.4192, "X2": 0.35395, "Y2": 0.419, "X3": 0.35395, "Y3": 0.4358, "X4": 0.31842, "Y4": 0.4358, "page": 0, "Index": 73}, {"Word": "a", "Confidence": 0.996, "X1": 0.36053, "Y1": 0.4192, "X2": 0.37368, "Y2": 0.419, "X3": 0.37237, "Y3": 0.4358, "X4": 0.35921, "Y4": 0.4358, "page": 0, "Index": 74}, {"Word": "list", "Confidence": 0.988, "X1": 0.38158, "Y1": 0.4192, "X2": 0.42632, "Y2": 0.419, "X3": 0.425, "Y3": 0.4358, "X4": 0.38026, "Y4": 0.4358, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.998, "X1": 0.43289, "Y1": 0.4182, "X2": 0.45658, "Y2": 0.418, "X3": 0.45658, "Y3": 0.4358, "X4": 0.43158, "Y4": 0.4358, "page": 0, "Index": 76}, {"Word": "projects", "Confidence": 0.993, "X1": 0.46316, "Y1": 0.4182, "X2": 0.55, "Y2": 0.418, "X3": 0.54868, "Y3": 0.4348, "X4": 0.46316, "Y4": 0.4358, "page": 0, "Index": 77}, {"Word": "to", "Confidence": 0.998, "X1": 0.55658, "Y1": 0.4182, "X2": 0.58158, "Y2": 0.418, "X3": 0.58158, "Y3": 0.4348, "X4": 0.55658, "Y4": 0.4348, "page": 0, "Index": 78}, {"Word": "be", "Confidence": 0.998, "X1": 0.58684, "Y1": 0.4172, "X2": 0.61316, "Y2": 0.417, "X3": 0.61184, "Y3": 0.4348, "X4": 0.58684, "Y4": 0.4348, "page": 0, "Index": 79}, {"Word": "included", "Confidence": 0.994, "X1": 0.61974, "Y1": 0.4172, "X2": 0.70658, "Y2": 0.417, "X3": 0.70658, "Y3": 0.4348, "X4": 0.61974, "Y4": 0.4348, "page": 0, "Index": 80}, {"Word": "in", "Confidence": 0.998, "X1": 0.71579, "Y1": 0.4172, "X2": 0.73947, "Y2": 0.417, "X3": 0.73816, "Y3": 0.4348, "X4": 0.71579, "Y4": 0.4348, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.998, "X1": 0.74868, "Y1": 0.4172, "X2": 0.78158, "Y2": 0.417, "X3": 0.78158, "Y3": 0.4348, "X4": 0.74737, "Y4": 0.4348, "page": 0, "Index": 82}, {"Word": "Group", "Confidence": 0.991, "X1": 0.78816, "Y1": 0.4162, "X2": 0.84342, "Y2": 0.416, "X3": 0.84342, "Y3": 0.4338, "X4": 0.78816, "Y4": 0.4348, "page": 0, "Index": 83}, {"Word": "Technical", "Confidence": 0.902, "X1": 0.18158, "Y1": 0.4352, "X2": 0.27632, "Y2": 0.435, "X3": 0.27632, "Y3": 0.4498, "X4": 0.18158, "Y4": 0.4508, "page": 0, "Index": 84}, {"Word": "Program.", "Confidence": 0.995, "X1": 0.28553, "Y1": 0.4362, "X2": 0.36974, "Y2": 0.436, "X3": 0.36842, "Y3": 0.4508, "X4": 0.28553, "Y4": 0.4498, "page": 0, "Index": 85}, {"Word": "each", "Confidence": 0.988, "X1": 0.72632, "Y1": 0.4622, "X2": 0.76974, "Y2": 0.462, "X3": 0.76974, "Y3": 0.4778, "X4": 0.725, "Y4": 0.4788, "page": 0, "Index": 86}, {"Word": "Coordinating", "Confidence": 0.993, "X1": 0.18158, "Y1": 0.4642, "X2": 0.31184, "Y2": 0.464, "X3": 0.31316, "Y3": 0.4808, "X4": 0.18289, "Y4": 0.4808, "page": 0, "Index": 87}, {"Word": "centers", "Confidence": 0.996, "X1": 0.31842, "Y1": 0.4642, "X2": 0.39474, "Y2": 0.464, "X3": 0.39474, "Y3": 0.4808, "X4": 0.31842, "Y4": 0.4808, "page": 0, "Index": 88}, {"Word": "and", "Confidence": 0.998, "X1": 0.40132, "Y1": 0.4642, "X2": 0.43553, "Y2": 0.464, "X3": 0.43553, "Y3": 0.4808, "X4": 0.40263, "Y4": 0.4808, "page": 0, "Index": 89}, {"Word": "Project", "Confidence": 0.995, "X1": 0.44211, "Y1": 0.4642, "X2": 0.51974, "Y2": 0.464, "X3": 0.51974, "Y3": 0.4808, "X4": 0.44211, "Y4": 0.4808, "page": 0, "Index": 90}, {"Word": "Leaders", "Confidence": 0.994, "X1": 0.52368, "Y1": 0.4632, "X2": 0.60263, "Y2": 0.463, "X3": 0.60263, "Y3": 0.4798, "X4": 0.52368, "Y4": 0.4808, "page": 0, "Index": 91}, {"Word": "(PL's)", "Confidence": 0.993, "X1": 0.61184, "Y1": 0.4632, "X2": 0.67632, "Y2": 0.463, "X3": 0.67632, "Y3": 0.4798, "X4": 0.61184, "Y4": 0.4798, "page": 0, "Index": 92}, {"Word": "for", "Confidence": 0.998, "X1": 0.68421, "Y1": 0.4622, "X2": 0.71842, "Y2": 0.462, "X3": 0.71711, "Y3": 0.4788, "X4": 0.68289, "Y4": 0.4788, "page": 0, "Index": 93}, {"Word": "program.", "Confidence": 0.991, "X1": 0.18158, "Y1": 0.4832, "X2": 0.26447, "Y2": 0.483, "X3": 0.26316, "Y3": 0.4958, "X4": 0.18158, "Y4": 0.4978, "page": 0, "Index": 94}, {"Word": "The", "Confidence": 0.993, "X1": 0.18289, "Y1": 0.5102, "X2": 0.21579, "Y2": 0.51, "X3": 0.21711, "Y3": 0.5268, "X4": 0.18289, "Y4": 0.5268, "page": 0, "Index": 95}, {"Word": "framework", "Confidence": 0.995, "X1": 0.22632, "Y1": 0.5102, "X2": 0.32237, "Y2": 0.51, "X3": 0.32237, "Y3": 0.5258, "X4": 0.22632, "Y4": 0.5268, "page": 0, "Index": 96}, {"Word": "for", "Confidence": 0.998, "X1": 0.33026, "Y1": 0.5102, "X2": 0.36447, "Y2": 0.51, "X3": 0.36447, "Y3": 0.5258, "X4": 0.33026, "Y4": 0.5258, "page": 0, "Index": 97}, {"Word": "project", "Confidence": 0.996, "X1": 0.37105, "Y1": 0.5102, "X2": 0.44605, "Y2": 0.51, "X3": 0.44605, "Y3": 0.5248, "X4": 0.37105, "Y4": 0.5258, "page": 0, "Index": 98}, {"Word": "descriptions,", "Confidence": 0.991, "X1": 0.45526, "Y1": 0.5092, "X2": 0.59342, "Y2": 0.509, "X3": 0.59342, "Y3": 0.5248, "X4": 0.45526, "Y4": 0.5248, "page": 0, "Index": 99}, {"Word": "reporting", "Confidence": 0.995, "X1": 0.60132, "Y1": 0.5092, "X2": 0.69868, "Y2": 0.509, "X3": 0.69737, "Y3": 0.5238, "X4": 0.6, "Y4": 0.5238, "page": 0, "Index": 100}, {"Word": "and", "Confidence": 0.998, "X1": 0.70658, "Y1": 0.5092, "X2": 0.74211, "Y2": 0.509, "X3": 0.74079, "Y3": 0.5238, "X4": 0.70526, "Y4": 0.5238, "page": 0, "Index": 101}, {"Word": "secondments).", "Confidence": 0.989, "X1": 0.69211, "Y1": 0.5232, "X2": 0.83158, "Y2": 0.523, "X3": 0.83158, "Y3": 0.5378, "X4": 0.69211, "Y4": 0.5388, "page": 0, "Index": 102}, {"Word": "communication", "Confidence": 0.933, "X1": 0.18158, "Y1": 0.5262, "X2": 0.31842, "Y2": 0.526, "X3": 0.31842, "Y3": 0.5408, "X4": 0.18158, "Y4": 0.5408, "page": 0, "Index": 103}, {"Word": "(including", "Confidence": 0.992, "X1": 0.33026, "Y1": 0.5252, "X2": 0.43421, "Y2": 0.525, "X3": 0.43421, "Y3": 0.5398, "X4": 0.33026, "Y4": 0.5408, "page": 0, "Index": 104}, {"Word": "specialist", "Confidence": 0.994, "X1": 0.44211, "Y1": 0.5252, "X2": 0.54737, "Y2": 0.525, "X3": 0.54737, "Y3": 0.5398, "X4": 0.44211, "Y4": 0.5398, "page": 0, "Index": 105}, {"Word": "meetings", "Confidence": 0.993, "X1": 0.55526, "Y1": 0.5242, "X2": 0.64211, "Y2": 0.524, "X3": 0.64211, "Y3": 0.5398, "X4": 0.55526, "Y4": 0.5398, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.998, "X1": 0.65263, "Y1": 0.5242, "X2": 0.68421, "Y2": 0.524, "X3": 0.68421, "Y3": 0.5388, "X4": 0.65132, "Y4": 0.5388, "page": 0, "Index": 107}, {"Word": "Project", "Confidence": 0.995, "X1": 0.18158, "Y1": 0.5552, "X2": 0.25921, "Y2": 0.555, "X3": 0.25921, "Y3": 0.5718, "X4": 0.18158, "Y4": 0.5728, "page": 0, "Index": 108}, {"Word": "Plan", "Confidence": 0.987, "X1": 0.26711, "Y1": 0.5552, "X2": 0.31184, "Y2": 0.555, "X3": 0.31184, "Y3": 0.5708, "X4": 0.26711, "Y4": 0.5718, "page": 0, "Index": 109}, {"Word": "for", "Confidence": 0.998, "X1": 0.32105, "Y1": 0.5552, "X2": 0.35395, "Y2": 0.555, "X3": 0.35395, "Y3": 0.5708, "X4": 0.32105, "Y4": 0.5708, "page": 0, "Index": 110}, {"Word": "WWB", "Confidence": 0.998, "X1": 0.36053, "Y1": 0.5542, "X2": 0.39605, "Y2": 0.554, "X3": 0.39605, "Y3": 0.5708, "X4": 0.36053, "Y4": 0.5708, "page": 0, "Index": 111}, {"Word": "LIGHTS.", "Confidence": 0.955, "X1": 0.40395, "Y1": 0.5542, "X2": 0.47632, "Y2": 0.554, "X3": 0.47632, "Y3": 0.5698, "X4": 0.40395, "Y4": 0.5708, "page": 0, "Index": 112}, {"Word": "The", "Confidence": 0.998, "X1": 0.18421, "Y1": 0.5872, "X2": 0.21711, "Y2": 0.587, "X3": 0.21711, "Y3": 0.6018, "X4": 0.18421, "Y4": 0.6018, "page": 0, "Index": 113}, {"Word": "agenda", "Confidence": 0.996, "X1": 0.22632, "Y1": 0.5862, "X2": 0.29079, "Y2": 0.586, "X3": 0.29079, "Y3": 0.6018, "X4": 0.22632, "Y4": 0.6018, "page": 0, "Index": 114}, {"Word": "for", "Confidence": 0.998, "X1": 0.3, "Y1": 0.5862, "X2": 0.33289, "Y2": 0.586, "X3": 0.33289, "Y3": 0.6008, "X4": 0.3, "Y4": 0.6008, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.998, "X1": 0.34211, "Y1": 0.5862, "X2": 0.375, "Y2": 0.586, "X3": 0.375, "Y3": 0.6008, "X4": 0.34211, "Y4": 0.6008, "page": 0, "Index": 116}, {"Word": "next", "Confidence": 0.991, "X1": 0.38158, "Y1": 0.5862, "X2": 0.42763, "Y2": 0.586, "X3": 0.42763, "Y3": 0.6008, "X4": 0.38289, "Y4": 0.6008, "page": 0, "Index": 117}, {"Word": "meeting", "Confidence": 0.995, "X1": 0.43289, "Y1": 0.5852, "X2": 0.50921, "Y2": 0.585, "X3": 0.50921, "Y3": 0.6008, "X4": 0.43289, "Y4": 0.6008, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.51842, "Y1": 0.5852, "X2": 0.54079, "Y2": 0.585, "X3": 0.54079, "Y3": 0.6008, "X4": 0.51842, "Y4": 0.6008, "page": 0, "Index": 119}, {"Word": "the", "Confidence": 0.998, "X1": 0.55, "Y1": 0.5852, "X2": 0.58289, "Y2": 0.585, "X3": 0.58421, "Y3": 0.6008, "X4": 0.55, "Y4": 0.6008, "page": 0, "Index": 120}, {"Word": "Technical", "Confidence": 0.993, "X1": 0.59079, "Y1": 0.5842, "X2": 0.68816, "Y2": 0.584, "X3": 0.68816, "Y3": 0.6008, "X4": 0.59079, "Y4": 0.6008, "page": 0, "Index": 121}, {"Word": "Steering", "Confidence": 0.996, "X1": 0.69474, "Y1": 0.5832, "X2": 0.78421, "Y2": 0.583, "X3": 0.78421, "Y3": 0.6008, "X4": 0.69474, "Y4": 0.6008, "page": 0, "Index": 122}, {"Word": "Committee", "Confidence": 0.949, "X1": 0.18158, "Y1": 0.6012, "X2": 0.27895, "Y2": 0.601, "X3": 0.27895, "Y3": 0.6168, "X4": 0.18158, "Y4": 0.6168, "page": 0, "Index": 123}, {"Word": "(TSC)", "Confidence": 0.994, "X1": 0.28816, "Y1": 0.6012, "X2": 0.34211, "Y2": 0.601, "X3": 0.34211, "Y3": 0.6168, "X4": 0.28816, "Y4": 0.6168, "page": 0, "Index": 124}, {"Word": "in", "Confidence": 0.997, "X1": 0.35, "Y1": 0.6012, "X2": 0.37237, "Y2": 0.601, "X3": 0.37237, "Y3": 0.6168, "X4": 0.35132, "Y4": 0.6168, "page": 0, "Index": 125}, {"Word": "July", "Confidence": 0.989, "X1": 0.37895, "Y1": 0.6012, "X2": 0.425, "Y2": 0.601, "X3": 0.425, "Y3": 0.6168, "X4": 0.37895, "Y4": 0.6168, "page": 0, "Index": 126}, {"Word": "or", "Confidence": 0.998, "X1": 0.43158, "Y1": 0.6002, "X2": 0.45658, "Y2": 0.6, "X3": 0.45658, "Y3": 0.6168, "X4": 0.43158, "Y4": 0.6168, "page": 0, "Index": 127}, {"Word": "August,", "Confidence": 0.994, "X1": 0.46316, "Y1": 0.6002, "X2": 0.53947, "Y2": 0.6, "X3": 0.54079, "Y3": 0.6158, "X4": 0.46316, "Y4": 0.6168, "page": 0, "Index": 128}, {"Word": "1993.", "Confidence": 0.991, "X1": 0.54737, "Y1": 0.6002, "X2": 0.59737, "Y2": 0.6, "X3": 0.59737, "Y3": 0.6158, "X4": 0.54737, "Y4": 0.6158, "page": 0, "Index": 129}, {"Word": "A", "Confidence": 0.986, "X1": 0.10921, "Y1": 0.6332, "X2": 0.12237, "Y2": 0.633, "X3": 0.12237, "Y3": 0.6478, "X4": 0.10921, "Y4": 0.6478, "page": 0, "Index": 130}, {"Word": "PPG", "Confidence": 0.998, "X1": 0.12895, "Y1": 0.6332, "X2": 0.16316, "Y2": 0.633, "X3": 0.16184, "Y3": 0.6478, "X4": 0.12895, "Y4": 0.6478, "page": 0, "Index": 131}, {"Word": "meeting", "Confidence": 0.994, "X1": 0.16974, "Y1": 0.6322, "X2": 0.24868, "Y2": 0.632, "X3": 0.24737, "Y3": 0.6478, "X4": 0.16974, "Y4": 0.6478, "page": 0, "Index": 132}, {"Word": "was", "Confidence": 0.998, "X1": 0.25526, "Y1": 0.6322, "X2": 0.28947, "Y2": 0.632, "X3": 0.28947, "Y3": 0.6478, "X4": 0.25526, "Y4": 0.6478, "page": 0, "Index": 133}, {"Word": "considered", "Confidence": 0.994, "X1": 0.29737, "Y1": 0.6312, "X2": 0.40395, "Y2": 0.631, "X3": 0.40395, "Y3": 0.6478, "X4": 0.29737, "Y4": 0.6478, "page": 0, "Index": 134}, {"Word": "at", "Confidence": 0.998, "X1": 0.41184, "Y1": 0.6312, "X2": 0.43421, "Y2": 0.631, "X3": 0.43421, "Y3": 0.6468, "X4": 0.41184, "Y4": 0.6478, "page": 0, "Index": 135}, {"Word": "The", "Confidence": 0.998, "X1": 0.44342, "Y1": 0.6312, "X2": 0.47632, "Y2": 0.631, "X3": 0.47632, "Y3": 0.6468, "X4": 0.44342, "Y4": 0.6468, "page": 0, "Index": 136}, {"Word": "Group", "Confidence": 0.955, "X1": 0.48421, "Y1": 0.6312, "X2": 0.53947, "Y2": 0.631, "X3": 0.53816, "Y3": 0.6468, "X4": 0.48289, "Y4": 0.6468, "page": 0, "Index": 137}, {"Word": "Technical", "Confidence": 0.977, "X1": 0.54737, "Y1": 0.6302, "X2": 0.64342, "Y2": 0.63, "X3": 0.64342, "Y3": 0.6458, "X4": 0.54737, "Y4": 0.6468, "page": 0, "Index": 138}, {"Word": "Program", "Confidence": 0.995, "X1": 0.65132, "Y1": 0.6302, "X2": 0.72632, "Y2": 0.63, "X3": 0.72632, "Y3": 0.6458, "X4": 0.65132, "Y4": 0.6458, "page": 0, "Index": 139}, {"Word": "meeting", "Confidence": 0.991, "X1": 0.73421, "Y1": 0.6302, "X2": 0.81184, "Y2": 0.63, "X3": 0.81184, "Y3": 0.6448, "X4": 0.73421, "Y4": 0.6458, "page": 0, "Index": 140}, {"Word": "in", "Confidence": 0.998, "X1": 0.82105, "Y1": 0.6302, "X2": 0.84342, "Y2": 0.63, "X3": 0.84342, "Y3": 0.6438, "X4": 0.82105, "Y4": 0.6448, "page": 0, "Index": 141}, {"Word": "Hamburg.", "Confidence": 0.905, "X1": 0.10789, "Y1": 0.6492, "X2": 0.19605, "Y2": 0.649, "X3": 0.19605, "Y3": 0.6628, "X4": 0.10789, "Y4": 0.6628, "page": 0, "Index": 142}, {"Word": "However,", "Confidence": 0.994, "X1": 0.21316, "Y1": 0.6492, "X2": 0.30132, "Y2": 0.649, "X3": 0.30132, "Y3": 0.6628, "X4": 0.21316, "Y4": 0.6628, "page": 0, "Index": 143}, {"Word": "as", "Confidence": 0.998, "X1": 0.30921, "Y1": 0.6482, "X2": 0.33158, "Y2": 0.648, "X3": 0.33158, "Y3": 0.6628, "X4": 0.30921, "Y4": 0.6628, "page": 0, "Index": 144}, {"Word": "an", "Confidence": 0.998, "X1": 0.34079, "Y1": 0.6482, "X2": 0.36184, "Y2": 0.648, "X3": 0.36184, "Y3": 0.6628, "X4": 0.34079, "Y4": 0.6628, "page": 0, "Index": 145}, {"Word": "alternative", "Confidence": 0.97, "X1": 0.37105, "Y1": 0.6472, "X2": 0.48684, "Y2": 0.647, "X3": 0.48684, "Y3": 0.6618, "X4": 0.37105, "Y4": 0.6628, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.994, "X1": 0.49605, "Y1": 0.6472, "X2": 0.51711, "Y2": 0.647, "X3": 0.51711, "Y3": 0.6618, "X4": 0.49605, "Y4": 0.6618, "page": 0, "Index": 147}, {"Word": "that", "Confidence": 0.988, "X1": 0.52763, "Y1": 0.6472, "X2": 0.56974, "Y2": 0.647, "X3": 0.56974, "Y3": 0.6618, "X4": 0.52763, "Y4": 0.6618, "page": 0, "Index": 148}, {"Word": "meeting,", "Confidence": 0.96, "X1": 0.57763, "Y1": 0.6462, "X2": 0.66579, "Y2": 0.646, "X3": 0.66579, "Y3": 0.6608, "X4": 0.57763, "Y4": 0.6618, "page": 0, "Index": 149}, {"Word": "B&W", "Confidence": 0.966, "X1": 0.67105, "Y1": 0.6462, "X2": 0.70395, "Y2": 0.646, "X3": 0.70395, "Y3": 0.6608, "X4": 0.67105, "Y4": 0.6608, "page": 0, "Index": 150}, {"Word": "and", "Confidence": 0.998, "X1": 0.71579, "Y1": 0.6462, "X2": 0.74868, "Y2": 0.646, "X3": 0.74868, "Y3": 0.6598, "X4": 0.71447, "Y4": 0.6608, "page": 0, "Index": 151}, {"Word": "Souza", "Confidence": 0.997, "X1": 0.75658, "Y1": 0.6452, "X2": 0.81184, "Y2": 0.645, "X3": 0.81053, "Y3": 0.6598, "X4": 0.75658, "Y4": 0.6598, "page": 0, "Index": 152}, {"Word": "Cruz", "Confidence": 0.986, "X1": 0.11053, "Y1": 0.6652, "X2": 0.15263, "Y2": 0.665, "X3": 0.15263, "Y3": 0.6778, "X4": 0.10921, "Y4": 0.6778, "page": 0, "Index": 153}, {"Word": "want", "Confidence": 0.991, "X1": 0.16053, "Y1": 0.6642, "X2": 0.20526, "Y2": 0.664, "X3": 0.20526, "Y3": 0.6778, "X4": 0.16053, "Y4": 0.6778, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.21579, "Y1": 0.6642, "X2": 0.23684, "Y2": 0.664, "X3": 0.23553, "Y3": 0.6778, "X4": 0.21579, "Y4": 0.6778, "page": 0, "Index": 155}, {"Word": "see", "Confidence": 0.998, "X1": 0.24605, "Y1": 0.6642, "X2": 0.27895, "Y2": 0.664, "X3": 0.27895, "Y3": 0.6778, "X4": 0.24474, "Y4": 0.6778, "page": 0, "Index": 156}, {"Word": "if", "Confidence": 0.998, "X1": 0.28816, "Y1": 0.6642, "X2": 0.31053, "Y2": 0.664, "X3": 0.30921, "Y3": 0.6778, "X4": 0.28816, "Y4": 0.6778, "page": 0, "Index": 157}, {"Word": "the", "Confidence": 0.998, "X1": 0.32105, "Y1": 0.6632, "X2": 0.35263, "Y2": 0.663, "X3": 0.35263, "Y3": 0.6778, "X4": 0.31974, "Y4": 0.6778, "page": 0, "Index": 158}, {"Word": "proposals", "Confidence": 0.995, "X1": 0.36053, "Y1": 0.6632, "X2": 0.45526, "Y2": 0.663, "X3": 0.45395, "Y3": 0.6778, "X4": 0.36053, "Y4": 0.6778, "page": 0, "Index": 159}, {"Word": "mentioned", "Confidence": 0.993, "X1": 0.46447, "Y1": 0.6622, "X2": 0.55921, "Y2": 0.662, "X3": 0.55921, "Y3": 0.6768, "X4": 0.46316, "Y4": 0.6778, "page": 0, "Index": 160}, {"Word": "above", "Confidence": 0.997, "X1": 0.56974, "Y1": 0.6612, "X2": 0.62237, "Y2": 0.661, "X3": 0.62105, "Y3": 0.6768, "X4": 0.56974, "Y4": 0.6768, "page": 0, "Index": 161}, {"Word": "could", "Confidence": 0.998, "X1": 0.63289, "Y1": 0.6612, "X2": 0.68553, "Y2": 0.661, "X3": 0.68553, "Y3": 0.6758, "X4": 0.63158, "Y4": 0.6758, "page": 0, "Index": 162}, {"Word": "be", "Confidence": 0.997, "X1": 0.69342, "Y1": 0.6612, "X2": 0.71711, "Y2": 0.661, "X3": 0.71579, "Y3": 0.6758, "X4": 0.69342, "Y4": 0.6758, "page": 0, "Index": 163}, {"Word": "worked", "Confidence": 0.997, "X1": 0.72632, "Y1": 0.6602, "X2": 0.79079, "Y2": 0.66, "X3": 0.78947, "Y3": 0.6748, "X4": 0.725, "Y4": 0.6758, "page": 0, "Index": 164}, {"Word": "out", "Confidence": 0.998, "X1": 0.8, "Y1": 0.6602, "X2": 0.83421, "Y2": 0.66, "X3": 0.83289, "Y3": 0.6738, "X4": 0.8, "Y4": 0.6748, "page": 0, "Index": 165}, {"Word": "by", "Confidence": 0.998, "X1": 0.10921, "Y1": 0.6792, "X2": 0.13026, "Y2": 0.679, "X3": 0.13158, "Y3": 0.6948, "X4": 0.11053, "Y4": 0.6948, "page": 0, "Index": 166}, {"Word": "letters,", "Confidence": 0.994, "X1": 0.13947, "Y1": 0.6782, "X2": 0.22895, "Y2": 0.678, "X3": 0.22895, "Y3": 0.6938, "X4": 0.14079, "Y4": 0.6948, "page": 0, "Index": 167}, {"Word": "phone", "Confidence": 0.997, "X1": 0.23421, "Y1": 0.6782, "X2": 0.28947, "Y2": 0.678, "X3": 0.29079, "Y3": 0.6938, "X4": 0.23553, "Y4": 0.6938, "page": 0, "Index": 168}, {"Word": "and", "Confidence": 0.998, "X1": 0.29868, "Y1": 0.6782, "X2": 0.33158, "Y2": 0.678, "X3": 0.33289, "Y3": 0.6928, "X4": 0.29868, "Y4": 0.6938, "page": 0, "Index": 169}, {"Word": "Wizard.", "Confidence": 0.935, "X1": 0.33816, "Y1": 0.6772, "X2": 0.41579, "Y2": 0.677, "X3": 0.41711, "Y3": 0.6918, "X4": 0.33816, "Y4": 0.6928, "page": 0, "Index": 170}, {"Word": "Building", "Confidence": 0.994, "X1": 0.11053, "Y1": 0.7092, "X2": 0.19605, "Y2": 0.709, "X3": 0.19605, "Y3": 0.7248, "X4": 0.10921, "Y4": 0.7248, "page": 0, "Index": 171}, {"Word": "on", "Confidence": 0.998, "X1": 0.20395, "Y1": 0.7092, "X2": 0.22632, "Y2": 0.709, "X3": 0.22632, "Y3": 0.7238, "X4": 0.20395, "Y4": 0.7238, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.23553, "Y1": 0.7092, "X2": 0.26974, "Y2": 0.709, "X3": 0.26842, "Y3": 0.7238, "X4": 0.23553, "Y4": 0.7238, "page": 0, "Index": 173}, {"Word": "program", "Confidence": 0.995, "X1": 0.27632, "Y1": 0.7082, "X2": 0.35263, "Y2": 0.708, "X3": 0.35132, "Y3": 0.7228, "X4": 0.27632, "Y4": 0.7238, "page": 0, "Index": 174}, {"Word": "list", "Confidence": 0.969, "X1": 0.36184, "Y1": 0.7082, "X2": 0.40526, "Y2": 0.708, "X3": 0.40395, "Y3": 0.7228, "X4": 0.36184, "Y4": 0.7228, "page": 0, "Index": 175}, {"Word": "discussed", "Confidence": 0.995, "X1": 0.41316, "Y1": 0.7082, "X2": 0.50921, "Y2": 0.708, "X3": 0.50789, "Y3": 0.7218, "X4": 0.41316, "Y4": 0.7228, "page": 0, "Index": 176}, {"Word": "in", "Confidence": 0.998, "X1": 0.51711, "Y1": 0.7072, "X2": 0.53947, "Y2": 0.707, "X3": 0.53816, "Y3": 0.7218, "X4": 0.51579, "Y4": 0.7218, "page": 0, "Index": 177}, {"Word": "Hamburg,", "Confidence": 0.994, "X1": 0.54605, "Y1": 0.7072, "X2": 0.63684, "Y2": 0.707, "X3": 0.63553, "Y3": 0.7218, "X4": 0.54474, "Y4": 0.7218, "page": 0, "Index": 178}, {"Word": "and", "Confidence": 0.998, "X1": 0.64342, "Y1": 0.7072, "X2": 0.67632, "Y2": 0.707, "X3": 0.675, "Y3": 0.7218, "X4": 0.64211, "Y4": 0.7218, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.998, "X1": 0.68553, "Y1": 0.7072, "X2": 0.71711, "Y2": 0.707, "X3": 0.71711, "Y3": 0.7218, "X4": 0.68421, "Y4": 0.7218, "page": 0, "Index": 180}, {"Word": "numbering", "Confidence": 0.993, "X1": 0.72632, "Y1": 0.7062, "X2": 0.82368, "Y2": 0.706, "X3": 0.82368, "Y3": 0.7208, "X4": 0.725, "Y4": 0.7218, "page": 0, "Index": 181}, {"Word": "Pangritz,", "Confidence": 0.981, "X1": 0.37237, "Y1": 0.7232, "X2": 0.46842, "Y2": 0.723, "X3": 0.46711, "Y3": 0.7378, "X4": 0.37105, "Y4": 0.7388, "page": 0, "Index": 182}, {"Word": "we", "Confidence": 0.998, "X1": 0.475, "Y1": 0.7232, "X2": 0.49868, "Y2": 0.723, "X3": 0.49737, "Y3": 0.7378, "X4": 0.475, "Y4": 0.7378, "page": 0, "Index": 183}, {"Word": "suggest", "Confidence": 0.997, "X1": 0.50658, "Y1": 0.7232, "X2": 0.58158, "Y2": 0.723, "X3": 0.58158, "Y3": 0.7378, "X4": 0.50526, "Y4": 0.7378, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.59211, "Y1": 0.7222, "X2": 0.62368, "Y2": 0.722, "X3": 0.62368, "Y3": 0.7378, "X4": 0.59079, "Y4": 0.7378, "page": 0, "Index": 185}, {"Word": "following", "Confidence": 0.995, "X1": 0.63158, "Y1": 0.7222, "X2": 0.72895, "Y2": 0.722, "X3": 0.72895, "Y3": 0.7368, "X4": 0.63158, "Y4": 0.7378, "page": 0, "Index": 186}, {"Word": "key", "Confidence": 0.998, "X1": 0.73684, "Y1": 0.7222, "X2": 0.76974, "Y2": 0.722, "X3": 0.76974, "Y3": 0.7368, "X4": 0.73553, "Y4": 0.7368, "page": 0, "Index": 187}, {"Word": "scheme", "Confidence": 0.996, "X1": 0.11053, "Y1": 0.7252, "X2": 0.175, "Y2": 0.725, "X3": 0.17368, "Y3": 0.7398, "X4": 0.10921, "Y4": 0.7398, "page": 0, "Index": 188}, {"Word": "suggested", "Confidence": 0.995, "X1": 0.18421, "Y1": 0.7242, "X2": 0.28026, "Y2": 0.724, "X3": 0.27895, "Y3": 0.7388, "X4": 0.18289, "Y4": 0.7398, "page": 0, "Index": 189}, {"Word": "by", "Confidence": 0.998, "X1": 0.28684, "Y1": 0.7242, "X2": 0.31184, "Y2": 0.724, "X3": 0.31053, "Y3": 0.7388, "X4": 0.28553, "Y4": 0.7388, "page": 0, "Index": 190}, {"Word": "Dirk", "Confidence": 0.986, "X1": 0.31974, "Y1": 0.7242, "X2": 0.36316, "Y2": 0.724, "X3": 0.36184, "Y3": 0.7388, "X4": 0.31842, "Y4": 0.7388, "page": 0, "Index": 191}, {"Word": "programs,", "Confidence": 0.964, "X1": 0.10921, "Y1": 0.7402, "X2": 0.20789, "Y2": 0.74, "X3": 0.20789, "Y3": 0.7558, "X4": 0.10921, "Y4": 0.7558, "page": 0, "Index": 192}, {"Word": "participating", "Confidence": 0.993, "X1": 0.21316, "Y1": 0.7392, "X2": 0.35395, "Y2": 0.739, "X3": 0.35395, "Y3": 0.7548, "X4": 0.21316, "Y4": 0.7558, "page": 0, "Index": 193}, {"Word": "companies,", "Confidence": 0.992, "X1": 0.36184, "Y1": 0.7382, "X2": 0.46842, "Y2": 0.738, "X3": 0.46842, "Y3": 0.7538, "X4": 0.36184, "Y4": 0.7548, "page": 0, "Index": 194}, {"Word": "coordinating", "Confidence": 0.992, "X1": 0.475, "Y1": 0.7372, "X2": 0.60263, "Y2": 0.737, "X3": 0.60263, "Y3": 0.7528, "X4": 0.475, "Y4": 0.7538, "page": 0, "Index": 195}, {"Word": "centers", "Confidence": 0.996, "X1": 0.61053, "Y1": 0.7372, "X2": 0.68684, "Y2": 0.737, "X3": 0.68684, "Y3": 0.7528, "X4": 0.60921, "Y4": 0.7528, "page": 0, "Index": 196}, {"Word": "and", "Confidence": 0.998, "X1": 0.69605, "Y1": 0.7372, "X2": 0.72895, "Y2": 0.737, "X3": 0.72895, "Y3": 0.7518, "X4": 0.69474, "Y4": 0.7528, "page": 0, "Index": 197}, {"Word": "Project", "Confidence": 0.994, "X1": 0.73816, "Y1": 0.7362, "X2": 0.81316, "Y2": 0.736, "X3": 0.81316, "Y3": 0.7518, "X4": 0.73684, "Y4": 0.7518, "page": 0, "Index": 198}, {"Word": "Leaders:", "Confidence": 0.991, "X1": 0.11184, "Y1": 0.7562, "X2": 0.19605, "Y2": 0.756, "X3": 0.19605, "Y3": 0.7688, "X4": 0.11053, "Y4": 0.7688, "page": 0, "Index": 199}, {"Word": "Group", "Confidence": 0.993, "X1": 0.76974, "Y1": 0.7822, "X2": 0.82237, "Y2": 0.782, "X3": 0.82237, "Y3": 0.7958, "X4": 0.76974, "Y4": 0.7958, "page": 0, "Index": 200}, {"Word": "01", "Confidence": 0.941, "X1": 0.14211, "Y1": 0.7992, "X2": 0.16447, "Y2": 0.799, "X3": 0.16447, "Y3": 0.8148, "X4": 0.14211, "Y4": 0.8148, "page": 0, "Index": 201}, {"Word": "Product", "Confidence": 0.993, "X1": 0.17237, "Y1": 0.7992, "X2": 0.25, "Y2": 0.799, "X3": 0.25, "Y3": 0.8138, "X4": 0.17237, "Y4": 0.8148, "page": 0, "Index": 202}, {"Word": "Technology", "Confidence": 0.991, "X1": 0.25789, "Y1": 0.7992, "X2": 0.36447, "Y2": 0.799, "X3": 0.36447, "Y3": 0.8148, "X4": 0.25789, "Y4": 0.8138, "page": 0, "Index": 203}, {"Word": "B&W", "Confidence": 0.998, "X1": 0.40395, "Y1": 0.7982, "X2": 0.43421, "Y2": 0.798, "X3": 0.43421, "Y3": 0.8128, "X4": 0.40395, "Y4": 0.8128, "page": 0, "Index": 204}, {"Word": "BATCE", "Confidence": 0.933, "X1": 0.45395, "Y1": 0.7982, "X2": 0.50789, "Y2": 0.798, "X3": 0.50789, "Y3": 0.8128, "X4": 0.45395, "Y4": 0.8128, "page": 0, "Index": 205}, {"Word": "SC", "Confidence": 0.996, "X1": 0.52763, "Y1": 0.7982, "X2": 0.55, "Y2": 0.798, "X3": 0.54868, "Y3": 0.8128, "X4": 0.52763, "Y4": 0.8128, "page": 0, "Index": 206}, {"Word": "BATCo", "Confidence": 0.955, "X1": 0.56974, "Y1": 0.7982, "X2": 0.62368, "Y2": 0.798, "X3": 0.62237, "Y3": 0.8128, "X4": 0.56842, "Y4": 0.8128, "page": 0, "Index": 207}, {"Word": "Center", "Confidence": 0.992, "X1": 0.64342, "Y1": 0.7982, "X2": 0.70658, "Y2": 0.798, "X3": 0.70658, "Y3": 0.8118, "X4": 0.64211, "Y4": 0.8128, "page": 0, "Index": 208}, {"Word": "Coordinator", "Confidence": 0.993, "X1": 0.73816, "Y1": 0.7982, "X2": 0.85395, "Y2": 0.798, "X3": 0.85263, "Y3": 0.8118, "X4": 0.73684, "Y4": 0.8108, "page": 0, "Index": 209}, {"Word": ".01", "Confidence": 0.982, "X1": 0.12632, "Y1": 0.8302, "X2": 0.15395, "Y2": 0.83, "X3": 0.15263, "Y3": 0.8448, "X4": 0.125, "Y4": 0.8458, "page": 0, "Index": 210}, {"Word": "International", "Confidence": 0.958, "X1": 0.16316, "Y1": 0.8302, "X2": 0.30132, "Y2": 0.83, "X3": 0.30132, "Y3": 0.8428, "X4": 0.16316, "Y4": 0.8448, "page": 0, "Index": 211}, {"Word": "Blended", "Confidence": 0.995, "X1": 0.31053, "Y1": 0.8302, "X2": 0.38421, "Y2": 0.83, "X3": 0.38421, "Y3": 0.8428, "X4": 0.31053, "Y4": 0.8428, "page": 0, "Index": 212}, {"Word": "Product", "Confidence": 0.996, "X1": 0.25789, "Y1": 0.8452, "X2": 0.33289, "Y2": 0.845, "X3": 0.33289, "Y3": 0.8578, "X4": 0.25789, "Y4": 0.8588, "page": 0, "Index": 213}, {"Word": "X", "Confidence": 0.846, "X1": 0.41447, "Y1": 0.8442, "X2": 0.425, "Y2": 0.844, "X3": 0.425, "Y3": 0.8578, "X4": 0.41447, "Y4": 0.8578, "page": 0, "Index": 214}, {"Word": "X", "Confidence": 0.92, "X1": 0.475, "Y1": 0.8432, "X2": 0.48553, "Y2": 0.843, "X3": 0.48684, "Y3": 0.8558, "X4": 0.47632, "Y4": 0.8568, "page": 0, "Index": 215}, {"Word": "X", "Confidence": 0.89, "X1": 0.53684, "Y1": 0.8432, "X2": 0.54737, "Y2": 0.843, "X3": 0.54868, "Y3": 0.8558, "X4": 0.53816, "Y4": 0.8568, "page": 0, "Index": 216}, {"Word": "X", "Confidence": 0.861, "X1": 0.59079, "Y1": 0.8432, "X2": 0.60132, "Y2": 0.843, "X3": 0.60132, "Y3": 0.8568, "X4": 0.59079, "Y4": 0.8568, "page": 0, "Index": 217}, {"Word": "B&W", "Confidence": 0.998, "X1": 0.66447, "Y1": 0.8412, "X2": 0.69605, "Y2": 0.841, "X3": 0.69737, "Y3": 0.8548, "X4": 0.66579, "Y4": 0.8548, "page": 0, "Index": 218}, {"Word": "A.", "Confidence": 0.993, "X1": 0.72763, "Y1": 0.8412, "X2": 0.75132, "Y2": 0.841, "X3": 0.75132, "Y3": 0.8558, "X4": 0.72763, "Y4": 0.8558, "page": 0, "Index": 219}, {"Word": "McMurtrie", "Confidence": 0.967, "X1": 0.75789, "Y1": 0.8412, "X2": 0.85526, "Y2": 0.841, "X3": 0.85526, "Y3": 0.8558, "X4": 0.75789, "Y4": 0.8558, "page": 0, "Index": 220}, {"Word": "Lts/Mild", "Confidence": 0.995, "X1": 0.16579, "Y1": 0.8442, "X2": 0.24868, "Y2": 0.844, "X3": 0.24868, "Y3": 0.8588, "X4": 0.16579, "Y4": 0.8588, "page": 0, "Index": 221}, {"Word": "Materials", "Confidence": 0.995, "X1": 0.225, "Y1": 0.8742, "X2": 0.32368, "Y2": 0.874, "X3": 0.32237, "Y3": 0.8878, "X4": 0.22368, "Y4": 0.8888, "page": 0, "Index": 222}, {"Word": "X", "Confidence": 0.956, "X1": 0.41579, "Y1": 0.8732, "X2": 0.425, "Y2": 0.873, "X3": 0.42368, "Y3": 0.8858, "X4": 0.41447, "Y4": 0.8858, "page": 0, "Index": 223}, {"Word": "X", "Confidence": 0.941, "X1": 0.47632, "Y1": 0.8732, "X2": 0.48553, "Y2": 0.873, "X3": 0.48553, "Y3": 0.8858, "X4": 0.47632, "Y4": 0.8858, "page": 0, "Index": 224}, {"Word": "X", "Confidence": 0.955, "X1": 0.53816, "Y1": 0.8722, "X2": 0.54868, "Y2": 0.872, "X3": 0.54868, "Y3": 0.8848, "X4": 0.53816, "Y4": 0.8848, "page": 0, "Index": 225}, {"Word": "X", "Confidence": 0.933, "X1": 0.59211, "Y1": 0.8732, "X2": 0.60132, "Y2": 0.873, "X3": 0.60132, "Y3": 0.8858, "X4": 0.59211, "Y4": 0.8858, "page": 0, "Index": 226}, {"Word": "B&W", "Confidence": 0.996, "X1": 0.66711, "Y1": 0.8722, "X2": 0.69605, "Y2": 0.872, "X3": 0.69605, "Y3": 0.8848, "X4": 0.66711, "Y4": 0.8838, "page": 0, "Index": 227}, {"Word": "D.", "Confidence": 0.994, "X1": 0.72895, "Y1": 0.8722, "X2": 0.75, "Y2": 0.872, "X3": 0.75132, "Y3": 0.8848, "X4": 0.72895, "Y4": 0.8848, "page": 0, "Index": 228}, {"Word": "Gordon", "Confidence": 0.955, "X1": 0.75789, "Y1": 0.8722, "X2": 0.82237, "Y2": 0.872, "X3": 0.82237, "Y3": 0.8858, "X4": 0.75789, "Y4": 0.8848, "page": 0, "Index": 229}, {"Word": ".02", "Confidence": 0.981, "X1": 0.125, "Y1": 0.8742, "X2": 0.15526, "Y2": 0.874, "X3": 0.15395, "Y3": 0.8898, "X4": 0.12368, "Y4": 0.8898, "page": 0, "Index": 230}, {"Word": "Recon", "Confidence": 0.997, "X1": 0.16184, "Y1": 0.8742, "X2": 0.21711, "Y2": 0.874, "X3": 0.21579, "Y3": 0.8888, "X4": 0.16053, "Y4": 0.8898, "page": 0, "Index": 231}, {"Word": "X", "Confidence": 0.939, "X1": 0.41447, "Y1": 0.9032, "X2": 0.425, "Y2": 0.903, "X3": 0.425, "Y3": 0.9158, "X4": 0.41447, "Y4": 0.9158, "page": 0, "Index": 232}, {"Word": "X", "Confidence": 0.942, "X1": 0.47632, "Y1": 0.9032, "X2": 0.48684, "Y2": 0.903, "X3": 0.48684, "Y3": 0.9158, "X4": 0.47632, "Y4": 0.9158, "page": 0, "Index": 233}, {"Word": "X", "Confidence": 0.969, "X1": 0.53816, "Y1": 0.9032, "X2": 0.55, "Y2": 0.903, "X3": 0.55, "Y3": 0.9168, "X4": 0.53816, "Y4": 0.9168, "page": 0, "Index": 234}, {"Word": "X", "Confidence": 0.892, "X1": 0.58947, "Y1": 0.9032, "X2": 0.6, "Y2": 0.903, "X3": 0.60132, "Y3": 0.9168, "X4": 0.59079, "Y4": 0.9168, "page": 0, "Index": 235}, {"Word": "SC", "Confidence": 0.996, "X1": 0.66447, "Y1": 0.9012, "X2": 0.68684, "Y2": 0.901, "X3": 0.68684, "Y3": 0.9138, "X4": 0.66447, "Y4": 0.9138, "page": 0, "Index": 236}, {"Word": "A.", "Confidence": 0.998, "X1": 0.72763, "Y1": 0.9022, "X2": 0.75132, "Y2": 0.902, "X3": 0.75132, "Y3": 0.9168, "X4": 0.72763, "Y4": 0.9168, "page": 0, "Index": 237}, {"Word": "Rodriguez", "Confidence": 0.952, "X1": 0.75789, "Y1": 0.9012, "X2": 0.85526, "Y2": 0.901, "X3": 0.85526, "Y3": 0.9178, "X4": 0.75658, "Y4": 0.9168, "page": 0, "Index": 238}, {"Word": ".03", "Confidence": 0.997, "X1": 0.125, "Y1": 0.9032, "X2": 0.15526, "Y2": 0.903, "X3": 0.15395, "Y3": 0.9198, "X4": 0.125, "Y4": 0.9198, "page": 0, "Index": 239}, {"Word": "ROOT", "Confidence": 0.981, "X1": 0.16053, "Y1": 0.9032, "X2": 0.20789, "Y2": 0.903, "X3": 0.20789, "Y3": 0.9198, "X4": 0.16053, "Y4": 0.9198, "page": 0, "Index": 240}, {"Word": "Technology", "Confidence": 0.993, "X1": 0.21711, "Y1": 0.9052, "X2": 0.32368, "Y2": 0.905, "X3": 0.32368, "Y3": 0.9198, "X4": 0.21579, "Y4": 0.9198, "page": 0, "Index": 241}, {"Word": "505307072", "Confidence": 0.992, "X1": 0.74474, "Y1": 0.9512, "X2": 0.91184, "Y2": 0.951, "X3": 0.91184, "Y3": 0.9738, "X4": 0.74474, "Y4": 0.9748, "page": 0, "Index": 242}]}	"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"
ffbk0208	0	{"lines_data": [{"Word": "P.O. BOX/C.P. 6500", "Confidence": 0.73333, "X1": 0.43937, "Y1": 0.0542, "X2": 0.57497, "Y2": 0.054, "X3": 0.57497, "Y3": 0.0708, "X4": 0.43807, "Y4": 0.0668, "page": 0}, {"Word": "MONTR\u00c9AL FOI, CANADA", "Confidence": 0.28333, "X1": 0.42894, "Y1": 0.0742, "X2": 0.58409, "Y2": 0.074, "X3": 0.58279, "Y3": 0.0868, "X4": 0.42894, "Y4": 0.0838, "page": 0}, {"Word": "April 10, 1975.", "Confidence": 0.908, "X1": 0.63103, "Y1": 0.1312, "X2": 0.77705, "Y2": 0.131, "X3": 0.77705, "Y3": 0.1488, "X4": 0.63103, "Y4": 0.1478, "page": 0}, {"Word": "S.J.G.", "Confidence": 0.873, "X1": 0.80965, "Y1": 0.1652, "X2": 0.86962, "Y2": 0.165, "X3": 0.85789, "Y3": 0.1808, "X4": 0.79922, "Y4": 0.1548, "page": 0}, {"Word": "ACK", "Confidence": 0.68, "X1": 0.75098, "Y1": 0.1882, "X2": 0.77836, "Y2": 0.188, "X3": 0.77053, "Y3": 0.1968, "X4": 0.74316, "Y4": 0.1848, "page": 0}, {"Word": "Mr. D.J. Wood,", "Confidence": 0.884, "X1": 0.20991, "Y1": 0.1852, "X2": 0.34159, "Y2": 0.185, "X3": 0.34159, "Y3": 0.1998, "X4": 0.20991, "Y4": 0.1988, "page": 0}, {"Word": "British American Tobacco Co. Ltd .,", "Confidence": 0.98667, "X1": 0.2086, "Y1": 0.2022, "X2": 0.53325, "Y2": 0.202, "X3": 0.53325, "Y3": 0.2178, "X4": 0.2086, "Y4": 0.2138, "page": 0}, {"Word": "FILE_", "Confidence": 0.667, "X1": 0.73794, "Y1": 0.2102, "X2": 0.78227, "Y2": 0.21, "X3": 0.77445, "Y3": 0.2198, "X4": 0.73012, "Y4": 0.1988, "page": 0}, {"Word": "38 Regent's Park Road,", "Confidence": 0.9945, "X1": 0.21121, "Y1": 0.2162, "X2": 0.41721, "Y2": 0.216, "X3": 0.41721, "Y3": 0.2288, "X4": 0.21121, "Y4": 0.2268, "page": 0}, {"Word": "Southampton S09 IPE,", "Confidence": 0.85733, "X1": 0.21121, "Y1": 0.2302, "X2": 0.41069, "Y2": 0.23, "X3": 0.41069, "Y3": 0.2458, "X4": 0.21121, "Y4": 0.2428, "page": 0}, {"Word": "England.", "Confidence": 0.991, "X1": 0.20991, "Y1": 0.2432, "X2": 0.28683, "Y2": 0.243, "X3": 0.28683, "Y3": 0.2578, "X4": 0.20991, "Y4": 0.2568, "page": 0}, {"Word": "Dear Jeremy,", "Confidence": 0.9655, "X1": 0.21121, "Y1": 0.2882, "X2": 0.32595, "Y2": 0.288, "X3": 0.32464, "Y3": 0.3038, "X4": 0.20991, "Y4": 0.3008, "page": 0}, {"Word": "I have just re-read your Report No. RD. 1167-R \"The", "Confidence": 0.9497, "X1": 0.28162, "Y1": 0.3342, "X2": 0.76402, "Y2": 0.334, "X3": 0.76402, "Y3": 0.3498, "X4": 0.28162, "Y4": 0.3438, "page": 0}, {"Word": "Effect of Nitrogen Fertilization on Tobacco and Smoke Composition:", "Confidence": 0.99156, "X1": 0.2086, "Y1": 0.3492, "X2": 0.8266, "Y2": 0.349, "X3": 0.8266, "Y3": 0.3648, "X4": 0.2073, "Y4": 0.3578, "page": 0}, {"Word": "Results of Field Experiments\", because the contents would appear", "Confidence": 0.95789, "X1": 0.2086, "Y1": 0.3652, "X2": 0.81095, "Y2": 0.365, "X3": 0.81095, "Y3": 0.3798, "X4": 0.2086, "Y4": 0.3718, "page": 0}, {"Word": "to be quite relevant to the interests of some of the staff at", "Confidence": 0.99615, "X1": 0.20991, "Y1": 0.3782, "X2": 0.78357, "Y2": 0.378, "X3": 0.78227, "Y3": 0.3928, "X4": 0.20991, "Y4": 0.3858, "page": 0}, {"Word": "the Delhi Research Station. I am aware that some aspects of the", "Confidence": 0.99, "X1": 0.2086, "Y1": 0.3942, "X2": 0.80574, "Y2": 0.394, "X3": 0.80574, "Y3": 0.4078, "X4": 0.2086, "Y4": 0.4008, "page": 0}, {"Word": "report must be kept confidential, such as the NMF index; yet much", "Confidence": 0.99008, "X1": 0.206, "Y1": 0.4072, "X2": 0.81486, "Y2": 0.407, "X3": 0.81486, "Y3": 0.4218, "X4": 0.206, "Y4": 0.4158, "page": 0}, {"Word": "of the report contains information that would be of specific in-", "Confidence": 0.99582, "X1": 0.2073, "Y1": 0.4212, "X2": 0.80704, "Y2": 0.421, "X3": 0.80704, "Y3": 0.4358, "X4": 0.2073, "Y4": 0.4298, "page": 0}, {"Word": "terest to Jim Elliot, the tobacco nutritionist, and Bryan Zilkey", "Confidence": 0.922, "X1": 0.2073, "Y1": 0.4352, "X2": 0.80443, "Y2": 0.435, "X3": 0.80443, "Y3": 0.4498, "X4": 0.2073, "Y4": 0.4438, "page": 0}, {"Word": "who is involved in the Department of Agriculture's Smoking and", "Confidence": 0.9936, "X1": 0.206, "Y1": 0.4502, "X2": 0.78618, "Y2": 0.45, "X3": 0.78618, "Y3": 0.4648, "X4": 0.206, "Y4": 0.4578, "page": 0}, {"Word": "Health Program. We have always experienced excellent cooperation", "Confidence": 0.97725, "X1": 0.20469, "Y1": 0.4642, "X2": 0.81486, "Y2": 0.464, "X3": 0.81486, "Y3": 0.4788, "X4": 0.20469, "Y4": 0.4728, "page": 0}, {"Word": "from these people and as much as possible we try to promote a", "Confidence": 0.98769, "X1": 0.206, "Y1": 0.4782, "X2": 0.77575, "Y2": 0.478, "X3": 0.77575, "Y3": 0.4918, "X4": 0.206, "Y4": 0.4868, "page": 0}, {"Word": "free exchange of information that is of mutual interest. Would", "Confidence": 0.9942, "X1": 0.206, "Y1": 0.4922, "X2": 0.794, "Y2": 0.492, "X3": 0.794, "Y3": 0.5068, "X4": 0.206, "Y4": 0.5018, "page": 0}, {"Word": "it therefore be asking too much to ask you to consider the pos-", "Confidence": 0.97854, "X1": 0.2086, "Y1": 0.5062, "X2": 0.794, "Y2": 0.506, "X3": 0.794, "Y3": 0.5208, "X4": 0.2086, "Y4": 0.5158, "page": 0}, {"Word": "sibility of having a modified report prepared which could be", "Confidence": 0.9962, "X1": 0.2073, "Y1": 0.5202, "X2": 0.76793, "Y2": 0.52, "X3": 0.76793, "Y3": 0.5348, "X4": 0.2073, "Y4": 0.5308, "page": 0}, {"Word": "given to Messrs Elliot and Zilkey? 1 am sure they would appre-", "Confidence": 0.95575, "X1": 0.20209, "Y1": 0.5352, "X2": 0.7914, "Y2": 0.535, "X3": 0.7914, "Y3": 0.5508, "X4": 0.20078, "Y4": 0.5448, "page": 0}, {"Word": "ciate it if this could be done.", "Confidence": 0.996, "X1": 0.20469, "Y1": 0.5472, "X2": 0.49413, "Y2": 0.547, "X3": 0.49413, "Y3": 0.5618, "X4": 0.20339, "Y4": 0.5578, "page": 0}, {"Word": "With best regards,", "Confidence": 0.86467, "X1": 0.2764, "Y1": 0.5752, "X2": 0.4485, "Y2": 0.575, "X3": 0.4472, "Y3": 0.5918, "X4": 0.2764, "Y4": 0.5878, "page": 0}, {"Word": "Yours sincerely,", "Confidence": 0.9825, "X1": 0.61799, "Y1": 0.6342, "X2": 0.77184, "Y2": 0.634, "X3": 0.77053, "Y3": 0.6508, "X4": 0.61799, "Y4": 0.6498, "page": 0}, {"Word": "Graine", "Confidence": 0.246, "X1": 0.61408, "Y1": 0.6582, "X2": 0.76662, "Y2": 0.658, "X3": 0.76532, "Y3": 0.7008, "X4": 0.61147, "Y4": 0.6978, "page": 0}, {"Word": "ier: 1/ APR 197S", "Confidence": 0.608, "X1": 0.3116, "Y1": 0.6982, "X2": 0.46675, "Y2": 0.698, "X3": 0.46675, "Y3": 0.7148, "X4": 0.3103, "Y4": 0.7118, "page": 0}, {"Word": "G.W. Boswall", "Confidence": 0.8245, "X1": 0.61799, "Y1": 0.7062, "X2": 0.73403, "Y2": 0.706, "X3": 0.73403, "Y3": 0.7208, "X4": 0.61799, "Y4": 0.7198, "page": 0}, {"Word": "Research Associate,", "Confidence": 0.973, "X1": 0.61669, "Y1": 0.7212, "X2": 0.79531, "Y2": 0.721, "X3": 0.79531, "Y3": 0.7378, "X4": 0.61669, "Y4": 0.7358, "page": 0}, {"Word": "---", "Confidence": 0.258, "X1": 0.52542, "Y1": 0.7422, "X2": 0.52542, "Y2": 0.742, "X3": 0.51499, "Y3": 0.7418, "X4": 0.51499, "Y4": 0.7018, "page": 0}, {"Word": "Agro !ogy.", "Confidence": 0.8205, "X1": 0.61669, "Y1": 0.7352, "X2": 0.70143, "Y2": 0.735, "X3": 0.70013, "Y3": 0.7518, "X4": 0.61669, "Y4": 0.7508, "page": 0}, {"Word": "eca by:", "Confidence": 0.5775, "X1": 0.31812, "Y1": 0.7512, "X2": 0.36897, "Y2": 0.751, "X3": 0.36897, "Y3": 0.7668, "X4": 0.31812, "Y4": 0.7648, "page": 0}, {"Word": "GWB/dc", "Confidence": 0.995, "X1": 0.19687, "Y1": 0.7732, "X2": 0.25945, "Y2": 0.773, "X3": 0.25945, "Y3": 0.7888, "X4": 0.19687, "Y4": 0.7878, "page": 0}, {"Word": "-", "Confidence": 0.8, "X1": 0.52021, "Y1": 0.8242, "X2": 0.52021, "Y2": 0.824, "X3": 0.51239, "Y3": 0.8248, "X4": 0.51239, "Y4": 0.8088, "page": 0}, {"Word": "-", "Confidence": 0.899, "X1": 0.89439, "Y1": 0.8322, "X2": 0.91917, "Y2": 0.832, "X3": 0.91917, "Y3": 0.8478, "X4": 0.89439, "Y4": 0.8478, "page": 0}, {"Word": "-", "Confidence": 0.979, "X1": 0.89439, "Y1": 0.8412, "X2": 0.91525, "Y2": 0.841, "X3": 0.91395, "Y3": 0.8578, "X4": 0.89179, "Y4": 0.8568, "page": 0}, {"Word": "H3C 3L6", "Confidence": 0.9045, "X1": 0.46415, "Y1": 0.8772, "X2": 0.53455, "Y2": 0.877, "X3": 0.53455, "Y3": 0.8928, "X4": 0.46415, "Y4": 0.8928, "page": 0}, {"Word": "110079280", "Confidence": 0.848, "X1": 0.92438, "Y1": 0.9512, "X2": 0.92177, "Y2": 0.951, "X3": 0.88918, "Y3": 0.9508, "X4": 0.88918, "Y4": 0.8318, "page": 0}], "words_data": [{"Word": "P.O.", "Confidence": 0.926, "X1": 0.44068, "Y1": 0.0522, "X2": 0.46415, "Y2": 0.052, "X3": 0.46415, "Y3": 0.0688, "X4": 0.43937, "Y4": 0.0678, "page": 0, "Index": 0}, {"Word": "BOX/C.P.", "Confidence": 0.606, "X1": 0.46806, "Y1": 0.0532, "X2": 0.52934, "Y2": 0.053, "X3": 0.52934, "Y3": 0.0698, "X4": 0.46806, "Y4": 0.0688, "page": 0, "Index": 1}, {"Word": "6500", "Confidence": 0.668, "X1": 0.53325, "Y1": 0.0562, "X2": 0.57366, "Y2": 0.056, "X3": 0.57366, "Y3": 0.0708, "X4": 0.53325, "Y4": 0.0698, "page": 0, "Index": 2}, {"Word": "MONTR\u00c9AL", "Confidence": 0.36, "X1": 0.43286, "Y1": 0.0732, "X2": 0.49804, "Y2": 0.073, "X3": 0.49804, "Y3": 0.0848, "X4": 0.43286, "Y4": 0.0838, "page": 0, "Index": 3}, {"Word": "FOI,", "Confidence": 0.303, "X1": 0.50196, "Y1": 0.0732, "X2": 0.52934, "Y2": 0.073, "X3": 0.52803, "Y3": 0.0858, "X4": 0.50065, "Y4": 0.0848, "page": 0, "Index": 4}, {"Word": "CANADA", "Confidence": 0.187, "X1": 0.53194, "Y1": 0.0742, "X2": 0.58409, "Y2": 0.074, "X3": 0.58279, "Y3": 0.0878, "X4": 0.53064, "Y4": 0.0858, "page": 0, "Index": 5}, {"Word": "April", "Confidence": 0.879, "X1": 0.63233, "Y1": 0.1312, "X2": 0.68449, "Y2": 0.131, "X3": 0.68318, "Y3": 0.1488, "X4": 0.63233, "Y4": 0.1488, "page": 0, "Index": 6}, {"Word": "10,", "Confidence": 0.997, "X1": 0.691, "Y1": 0.1322, "X2": 0.72229, "Y2": 0.132, "X3": 0.72099, "Y3": 0.1488, "X4": 0.6897, "Y4": 0.1488, "page": 0, "Index": 7}, {"Word": "1975.", "Confidence": 0.848, "X1": 0.72621, "Y1": 0.1342, "X2": 0.77705, "Y2": 0.134, "X3": 0.77445, "Y3": 0.1488, "X4": 0.7249, "Y4": 0.1488, "page": 0, "Index": 8}, {"Word": "S.J.G.", "Confidence": 0.873, "X1": 0.81095, "Y1": 0.1642, "X2": 0.86832, "Y2": 0.164, "X3": 0.85789, "Y3": 0.1798, "X4": 0.79922, "Y4": 0.1548, "page": 0, "Index": 9}, {"Word": "ACK", "Confidence": 0.68, "X1": 0.75228, "Y1": 0.1872, "X2": 0.77836, "Y2": 0.187, "X3": 0.76923, "Y3": 0.1968, "X4": 0.74446, "Y4": 0.1858, "page": 0, "Index": 10}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.21121, "Y1": 0.1852, "X2": 0.24381, "Y2": 0.185, "X3": 0.24381, "Y3": 0.1998, "X4": 0.20991, "Y4": 0.1988, "page": 0, "Index": 11}, {"Word": "D.J.", "Confidence": 0.783, "X1": 0.24902, "Y1": 0.1852, "X2": 0.29074, "Y2": 0.185, "X3": 0.28944, "Y3": 0.1998, "X4": 0.24772, "Y4": 0.1998, "page": 0, "Index": 12}, {"Word": "Wood,", "Confidence": 0.871, "X1": 0.29465, "Y1": 0.1852, "X2": 0.34159, "Y2": 0.185, "X3": 0.34159, "Y3": 0.2008, "X4": 0.29465, "Y4": 0.1998, "page": 0, "Index": 13}, {"Word": "British", "Confidence": 0.994, "X1": 0.21121, "Y1": 0.2002, "X2": 0.27901, "Y2": 0.2, "X3": 0.27771, "Y3": 0.2138, "X4": 0.20991, "Y4": 0.2128, "page": 0, "Index": 14}, {"Word": "American", "Confidence": 0.963, "X1": 0.28553, "Y1": 0.2012, "X2": 0.36375, "Y2": 0.201, "X3": 0.36375, "Y3": 0.2158, "X4": 0.28553, "Y4": 0.2138, "page": 0, "Index": 15}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.37158, "Y1": 0.2022, "X2": 0.43807, "Y2": 0.202, "X3": 0.43807, "Y3": 0.2168, "X4": 0.37158, "Y4": 0.2158, "page": 0, "Index": 16}, {"Word": "Co.", "Confidence": 0.998, "X1": 0.44589, "Y1": 0.2022, "X2": 0.47718, "Y2": 0.202, "X3": 0.47588, "Y3": 0.2178, "X4": 0.44459, "Y4": 0.2168, "page": 0, "Index": 17}, {"Word": "Ltd", "Confidence": 0.998, "X1": 0.4824, "Y1": 0.2022, "X2": 0.50847, "Y2": 0.202, "X3": 0.50847, "Y3": 0.2178, "X4": 0.4824, "Y4": 0.2178, "page": 0, "Index": 18}, {"Word": "38", "Confidence": 0.997, "X1": 0.21382, "Y1": 0.2142, "X2": 0.23207, "Y2": 0.214, "X3": 0.23077, "Y3": 0.2278, "X4": 0.21252, "Y4": 0.2268, "page": 0, "Index": 19}, {"Word": ".,", "Confidence": 0.971, "X1": 0.51239, "Y1": 0.2022, "X2": 0.53325, "Y2": 0.202, "X3": 0.53325, "Y3": 0.2188, "X4": 0.51239, "Y4": 0.2188, "page": 0, "Index": 20}, {"Word": "FILE_", "Confidence": 0.667, "X1": 0.74185, "Y1": 0.2102, "X2": 0.77966, "Y2": 0.21, "X3": 0.77314, "Y3": 0.2198, "X4": 0.73272, "Y4": 0.2008, "page": 0, "Index": 21}, {"Word": "Regent's", "Confidence": 0.996, "X1": 0.23859, "Y1": 0.2152, "X2": 0.31551, "Y2": 0.215, "X3": 0.31551, "Y3": 0.2288, "X4": 0.23729, "Y4": 0.2278, "page": 0, "Index": 22}, {"Word": "Park", "Confidence": 0.989, "X1": 0.32334, "Y1": 0.2162, "X2": 0.36245, "Y2": 0.216, "X3": 0.36245, "Y3": 0.2288, "X4": 0.32203, "Y4": 0.2288, "page": 0, "Index": 23}, {"Word": "Road,", "Confidence": 0.996, "X1": 0.37027, "Y1": 0.2172, "X2": 0.41721, "Y2": 0.217, "X3": 0.41721, "Y3": 0.2288, "X4": 0.36897, "Y4": 0.2288, "page": 0, "Index": 24}, {"Word": "Southampton", "Confidence": 0.991, "X1": 0.21382, "Y1": 0.2302, "X2": 0.31551, "Y2": 0.23, "X3": 0.31421, "Y3": 0.2438, "X4": 0.21252, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "S09", "Confidence": 0.815, "X1": 0.33377, "Y1": 0.2302, "X2": 0.36375, "Y2": 0.23, "X3": 0.36375, "Y3": 0.2448, "X4": 0.33377, "Y4": 0.2438, "page": 0, "Index": 26}, {"Word": "IPE,", "Confidence": 0.766, "X1": 0.37158, "Y1": 0.2302, "X2": 0.41069, "Y2": 0.23, "X3": 0.41069, "Y3": 0.2458, "X4": 0.37158, "Y4": 0.2448, "page": 0, "Index": 27}, {"Word": "England.", "Confidence": 0.991, "X1": 0.21121, "Y1": 0.2442, "X2": 0.28683, "Y2": 0.244, "X3": 0.28553, "Y3": 0.2588, "X4": 0.21121, "Y4": 0.2578, "page": 0, "Index": 28}, {"Word": "Dear", "Confidence": 0.981, "X1": 0.21252, "Y1": 0.2872, "X2": 0.25033, "Y2": 0.287, "X3": 0.24902, "Y3": 0.3008, "X4": 0.21121, "Y4": 0.2998, "page": 0, "Index": 29}, {"Word": "Jeremy,", "Confidence": 0.95, "X1": 0.25684, "Y1": 0.2892, "X2": 0.32595, "Y2": 0.289, "X3": 0.32464, "Y3": 0.3038, "X4": 0.25554, "Y4": 0.3018, "page": 0, "Index": 30}, {"Word": "I", "Confidence": 0.625, "X1": 0.28422, "Y1": 0.3302, "X2": 0.29465, "Y2": 0.33, "X3": 0.29465, "Y3": 0.3438, "X4": 0.28292, "Y4": 0.3438, "page": 0, "Index": 31}, {"Word": "have", "Confidence": 0.985, "X1": 0.29987, "Y1": 0.3312, "X2": 0.34159, "Y2": 0.331, "X3": 0.34159, "Y3": 0.3448, "X4": 0.29987, "Y4": 0.3438, "page": 0, "Index": 32}, {"Word": "just", "Confidence": 0.988, "X1": 0.34811, "Y1": 0.3312, "X2": 0.38853, "Y2": 0.331, "X3": 0.38853, "Y3": 0.3458, "X4": 0.34811, "Y4": 0.3448, "page": 0, "Index": 33}, {"Word": "re-read", "Confidence": 0.996, "X1": 0.39505, "Y1": 0.3322, "X2": 0.46284, "Y2": 0.332, "X3": 0.46154, "Y3": 0.3468, "X4": 0.39505, "Y4": 0.3458, "page": 0, "Index": 34}, {"Word": "your", "Confidence": 0.991, "X1": 0.47066, "Y1": 0.3322, "X2": 0.50847, "Y2": 0.332, "X3": 0.50847, "Y3": 0.3468, "X4": 0.46936, "Y4": 0.3468, "page": 0, "Index": 35}, {"Word": "Report", "Confidence": 0.997, "X1": 0.5163, "Y1": 0.3332, "X2": 0.57497, "Y2": 0.333, "X3": 0.57497, "Y3": 0.3478, "X4": 0.51499, "Y4": 0.3468, "page": 0, "Index": 36}, {"Word": "Effect", "Confidence": 0.995, "X1": 0.20991, "Y1": 0.3442, "X2": 0.26858, "Y2": 0.344, "X3": 0.26728, "Y3": 0.3578, "X4": 0.2086, "Y4": 0.3568, "page": 0, "Index": 37}, {"Word": "No.", "Confidence": 0.998, "X1": 0.57888, "Y1": 0.3332, "X2": 0.61147, "Y2": 0.333, "X3": 0.61147, "Y3": 0.3488, "X4": 0.57888, "Y4": 0.3478, "page": 0, "Index": 38}, {"Word": "RD.", "Confidence": 0.991, "X1": 0.61669, "Y1": 0.3342, "X2": 0.64928, "Y2": 0.334, "X3": 0.64928, "Y3": 0.3488, "X4": 0.61669, "Y4": 0.3488, "page": 0, "Index": 39}, {"Word": "1167-R", "Confidence": 0.995, "X1": 0.6558, "Y1": 0.3342, "X2": 0.71317, "Y2": 0.334, "X3": 0.71317, "Y3": 0.3498, "X4": 0.6558, "Y4": 0.3488, "page": 0, "Index": 40}, {"Word": "\"The", "Confidence": 0.931, "X1": 0.72229, "Y1": 0.3352, "X2": 0.76141, "Y2": 0.335, "X3": 0.76141, "Y3": 0.3498, "X4": 0.72229, "Y4": 0.3498, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.998, "X1": 0.27379, "Y1": 0.3442, "X2": 0.29596, "Y2": 0.344, "X3": 0.29465, "Y3": 0.3588, "X4": 0.27249, "Y4": 0.3578, "page": 0, "Index": 42}, {"Word": "Nitrogen", "Confidence": 0.995, "X1": 0.30117, "Y1": 0.3462, "X2": 0.3794, "Y2": 0.346, "X3": 0.3781, "Y3": 0.3598, "X4": 0.29987, "Y4": 0.3588, "page": 0, "Index": 43}, {"Word": "Fertilization", "Confidence": 0.991, "X1": 0.38592, "Y1": 0.3472, "X2": 0.50978, "Y2": 0.347, "X3": 0.50847, "Y3": 0.3618, "X4": 0.38462, "Y4": 0.3598, "page": 0, "Index": 44}, {"Word": "on", "Confidence": 0.964, "X1": 0.51499, "Y1": 0.3482, "X2": 0.53716, "Y2": 0.348, "X3": 0.53585, "Y3": 0.3618, "X4": 0.51369, "Y4": 0.3618, "page": 0, "Index": 45}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.54498, "Y1": 0.3482, "X2": 0.61147, "Y2": 0.348, "X3": 0.61017, "Y3": 0.3628, "X4": 0.54368, "Y4": 0.3618, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.61799, "Y1": 0.3492, "X2": 0.64928, "Y2": 0.349, "X3": 0.64798, "Y3": 0.3628, "X4": 0.61669, "Y4": 0.3628, "page": 0, "Index": 47}, {"Word": "Smoke", "Confidence": 0.997, "X1": 0.6558, "Y1": 0.3492, "X2": 0.70535, "Y2": 0.349, "X3": 0.70404, "Y3": 0.3638, "X4": 0.6545, "Y4": 0.3628, "page": 0, "Index": 48}, {"Word": "Composition:", "Confidence": 0.991, "X1": 0.71056, "Y1": 0.3502, "X2": 0.8266, "Y2": 0.35, "X3": 0.8266, "Y3": 0.3648, "X4": 0.70926, "Y4": 0.3638, "page": 0, "Index": 49}, {"Word": "Results", "Confidence": 0.993, "X1": 0.21121, "Y1": 0.3592, "X2": 0.2764, "Y2": 0.359, "X3": 0.2751, "Y3": 0.3728, "X4": 0.2086, "Y4": 0.3718, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.28162, "Y1": 0.3592, "X2": 0.30378, "Y2": 0.359, "X3": 0.30248, "Y3": 0.3738, "X4": 0.28031, "Y4": 0.3728, "page": 0, "Index": 51}, {"Word": "Field", "Confidence": 0.997, "X1": 0.3103, "Y1": 0.3602, "X2": 0.35854, "Y2": 0.36, "X3": 0.35724, "Y3": 0.3738, "X4": 0.309, "Y4": 0.3738, "page": 0, "Index": 52}, {"Word": "Experiments\",", "Confidence": 0.982, "X1": 0.36636, "Y1": 0.3622, "X2": 0.49283, "Y2": 0.362, "X3": 0.49153, "Y3": 0.3758, "X4": 0.36506, "Y4": 0.3748, "page": 0, "Index": 53}, {"Word": "because", "Confidence": 0.995, "X1": 0.49674, "Y1": 0.3632, "X2": 0.56454, "Y2": 0.363, "X3": 0.56323, "Y3": 0.3768, "X4": 0.49544, "Y4": 0.3758, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.57236, "Y1": 0.3632, "X2": 0.60104, "Y2": 0.363, "X3": 0.60104, "Y3": 0.3778, "X4": 0.57106, "Y4": 0.3768, "page": 0, "Index": 55}, {"Word": "to", "Confidence": 0.996, "X1": 0.21121, "Y1": 0.3732, "X2": 0.22947, "Y2": 0.373, "X3": 0.22816, "Y3": 0.3868, "X4": 0.20991, "Y4": 0.3868, "page": 0, "Index": 56}, {"Word": "be", "Confidence": 0.998, "X1": 0.23598, "Y1": 0.3732, "X2": 0.25684, "Y2": 0.373, "X3": 0.25554, "Y3": 0.3868, "X4": 0.23468, "Y4": 0.3868, "page": 0, "Index": 57}, {"Word": "quite", "Confidence": 0.996, "X1": 0.26467, "Y1": 0.3742, "X2": 0.31291, "Y2": 0.374, "X3": 0.3116, "Y3": 0.3878, "X4": 0.26336, "Y4": 0.3868, "page": 0, "Index": 58}, {"Word": "contents", "Confidence": 0.995, "X1": 0.60756, "Y1": 0.3642, "X2": 0.68579, "Y2": 0.364, "X3": 0.68449, "Y3": 0.3788, "X4": 0.60756, "Y4": 0.3778, "page": 0, "Index": 59}, {"Word": "would", "Confidence": 0.997, "X1": 0.691, "Y1": 0.3642, "X2": 0.74055, "Y2": 0.364, "X3": 0.73924, "Y3": 0.3788, "X4": 0.6897, "Y4": 0.3788, "page": 0, "Index": 60}, {"Word": "appear", "Confidence": 0.666, "X1": 0.74837, "Y1": 0.3652, "X2": 0.80704, "Y2": 0.365, "X3": 0.80574, "Y3": 0.3798, "X4": 0.74707, "Y4": 0.3788, "page": 0, "Index": 61}, {"Word": "relevant", "Confidence": 0.994, "X1": 0.31943, "Y1": 0.3742, "X2": 0.39765, "Y2": 0.374, "X3": 0.39635, "Y3": 0.3888, "X4": 0.31812, "Y4": 0.3878, "page": 0, "Index": 62}, {"Word": "to", "Confidence": 0.998, "X1": 0.40417, "Y1": 0.3752, "X2": 0.42503, "Y2": 0.375, "X3": 0.42373, "Y3": 0.3898, "X4": 0.40287, "Y4": 0.3888, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.998, "X1": 0.43286, "Y1": 0.3752, "X2": 0.46284, "Y2": 0.375, "X3": 0.46154, "Y3": 0.3898, "X4": 0.43155, "Y4": 0.3898, "page": 0, "Index": 64}, {"Word": "interests", "Confidence": 0.994, "X1": 0.47066, "Y1": 0.3762, "X2": 0.55541, "Y2": 0.376, "X3": 0.55411, "Y3": 0.3908, "X4": 0.46936, "Y4": 0.3898, "page": 0, "Index": 65}, {"Word": "of", "Confidence": 0.998, "X1": 0.56193, "Y1": 0.3762, "X2": 0.58409, "Y2": 0.376, "X3": 0.58279, "Y3": 0.3918, "X4": 0.56063, "Y4": 0.3908, "page": 0, "Index": 66}, {"Word": "some", "Confidence": 0.987, "X1": 0.59061, "Y1": 0.3772, "X2": 0.62973, "Y2": 0.377, "X3": 0.62842, "Y3": 0.3918, "X4": 0.58931, "Y4": 0.3918, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.998, "X1": 0.63494, "Y1": 0.3782, "X2": 0.65711, "Y2": 0.378, "X3": 0.6558, "Y3": 0.3918, "X4": 0.63364, "Y4": 0.3918, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.66493, "Y1": 0.3782, "X2": 0.69492, "Y2": 0.378, "X3": 0.69361, "Y3": 0.3928, "X4": 0.66362, "Y4": 0.3928, "page": 0, "Index": 69}, {"Word": "staff", "Confidence": 0.997, "X1": 0.70143, "Y1": 0.3792, "X2": 0.75098, "Y2": 0.379, "X3": 0.74967, "Y3": 0.3928, "X4": 0.70013, "Y4": 0.3928, "page": 0, "Index": 70}, {"Word": "at", "Confidence": 0.998, "X1": 0.7575, "Y1": 0.3802, "X2": 0.77966, "Y2": 0.38, "X3": 0.77836, "Y3": 0.3938, "X4": 0.75619, "Y4": 0.3928, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.994, "X1": 0.20991, "Y1": 0.3882, "X2": 0.23859, "Y2": 0.388, "X3": 0.23729, "Y3": 0.4008, "X4": 0.2086, "Y4": 0.4008, "page": 0, "Index": 72}, {"Word": "Delhi", "Confidence": 0.942, "X1": 0.24381, "Y1": 0.3882, "X2": 0.29465, "Y2": 0.388, "X3": 0.29335, "Y3": 0.4018, "X4": 0.2425, "Y4": 0.4008, "page": 0, "Index": 73}, {"Word": "Research", "Confidence": 0.995, "X1": 0.29987, "Y1": 0.3892, "X2": 0.37679, "Y2": 0.389, "X3": 0.37549, "Y3": 0.4028, "X4": 0.29857, "Y4": 0.4018, "page": 0, "Index": 74}, {"Word": "Station.", "Confidence": 0.995, "X1": 0.38331, "Y1": 0.3902, "X2": 0.46284, "Y2": 0.39, "X3": 0.46154, "Y3": 0.4048, "X4": 0.38201, "Y4": 0.4038, "page": 0, "Index": 75}, {"Word": "I", "Confidence": 0.991, "X1": 0.47849, "Y1": 0.3902, "X2": 0.48892, "Y2": 0.39, "X3": 0.48761, "Y3": 0.4048, "X4": 0.47718, "Y4": 0.4048, "page": 0, "Index": 76}, {"Word": "am", "Confidence": 0.998, "X1": 0.49674, "Y1": 0.3902, "X2": 0.5163, "Y2": 0.39, "X3": 0.51499, "Y3": 0.4048, "X4": 0.49544, "Y4": 0.4048, "page": 0, "Index": 77}, {"Word": "aware", "Confidence": 0.997, "X1": 0.52412, "Y1": 0.3912, "X2": 0.57236, "Y2": 0.391, "X3": 0.57106, "Y3": 0.4058, "X4": 0.52282, "Y4": 0.4048, "page": 0, "Index": 78}, {"Word": "that", "Confidence": 0.988, "X1": 0.58018, "Y1": 0.3922, "X2": 0.6193, "Y2": 0.392, "X3": 0.61799, "Y3": 0.4068, "X4": 0.57888, "Y4": 0.4058, "page": 0, "Index": 79}, {"Word": "some", "Confidence": 0.991, "X1": 0.62581, "Y1": 0.3922, "X2": 0.66623, "Y2": 0.392, "X3": 0.66493, "Y3": 0.4068, "X4": 0.62451, "Y4": 0.4068, "page": 0, "Index": 80}, {"Word": "aspects", "Confidence": 0.996, "X1": 0.67275, "Y1": 0.3932, "X2": 0.74055, "Y2": 0.393, "X3": 0.73794, "Y3": 0.4078, "X4": 0.67145, "Y4": 0.4068, "page": 0, "Index": 81}, {"Word": "report", "Confidence": 0.996, "X1": 0.2086, "Y1": 0.4032, "X2": 0.26728, "Y2": 0.403, "X3": 0.26597, "Y3": 0.4168, "X4": 0.2073, "Y4": 0.4168, "page": 0, "Index": 82}, {"Word": "must", "Confidence": 0.958, "X1": 0.27119, "Y1": 0.4032, "X2": 0.31291, "Y2": 0.403, "X3": 0.3116, "Y3": 0.4178, "X4": 0.26988, "Y4": 0.4168, "page": 0, "Index": 83}, {"Word": "be", "Confidence": 0.997, "X1": 0.31812, "Y1": 0.4032, "X2": 0.34029, "Y2": 0.403, "X3": 0.33898, "Y3": 0.4178, "X4": 0.31682, "Y4": 0.4178, "page": 0, "Index": 84}, {"Word": "kept", "Confidence": 0.988, "X1": 0.34681, "Y1": 0.4032, "X2": 0.38722, "Y2": 0.403, "X3": 0.38592, "Y3": 0.4178, "X4": 0.3455, "Y4": 0.4178, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.995, "X1": 0.74707, "Y1": 0.3942, "X2": 0.76923, "Y2": 0.394, "X3": 0.76793, "Y3": 0.4088, "X4": 0.74446, "Y4": 0.4078, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.77575, "Y1": 0.3942, "X2": 0.80574, "Y2": 0.394, "X3": 0.80313, "Y3": 0.4088, "X4": 0.77445, "Y4": 0.4088, "page": 0, "Index": 87}, {"Word": "confidential,", "Confidence": 0.991, "X1": 0.39374, "Y1": 0.4052, "X2": 0.5176, "Y2": 0.405, "X3": 0.5163, "Y3": 0.4198, "X4": 0.39244, "Y4": 0.4178, "page": 0, "Index": 88}, {"Word": "such", "Confidence": 0.991, "X1": 0.52412, "Y1": 0.4052, "X2": 0.56193, "Y2": 0.405, "X3": 0.56063, "Y3": 0.4198, "X4": 0.52282, "Y4": 0.4198, "page": 0, "Index": 89}, {"Word": "as", "Confidence": 0.998, "X1": 0.56975, "Y1": 0.4052, "X2": 0.59061, "Y2": 0.405, "X3": 0.58931, "Y3": 0.4198, "X4": 0.56845, "Y4": 0.4198, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.998, "X1": 0.59844, "Y1": 0.4062, "X2": 0.62842, "Y2": 0.406, "X3": 0.62712, "Y3": 0.4208, "X4": 0.59713, "Y4": 0.4198, "page": 0, "Index": 91}, {"Word": "NMF", "Confidence": 0.981, "X1": 0.63364, "Y1": 0.4062, "X2": 0.66623, "Y2": 0.406, "X3": 0.66493, "Y3": 0.4208, "X4": 0.63233, "Y4": 0.4208, "page": 0, "Index": 92}, {"Word": "index;", "Confidence": 0.996, "X1": 0.67405, "Y1": 0.4072, "X2": 0.73272, "Y2": 0.407, "X3": 0.73012, "Y3": 0.4218, "X4": 0.67275, "Y4": 0.4208, "page": 0, "Index": 93}, {"Word": "yet", "Confidence": 0.998, "X1": 0.73794, "Y1": 0.4082, "X2": 0.76793, "Y2": 0.408, "X3": 0.76662, "Y3": 0.4218, "X4": 0.73664, "Y4": 0.4218, "page": 0, "Index": 94}, {"Word": "much", "Confidence": 0.989, "X1": 0.77314, "Y1": 0.4092, "X2": 0.81356, "Y2": 0.409, "X3": 0.81226, "Y3": 0.4228, "X4": 0.77184, "Y4": 0.4218, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.2086, "Y1": 0.4172, "X2": 0.22816, "Y2": 0.417, "X3": 0.22686, "Y3": 0.4308, "X4": 0.2086, "Y4": 0.4308, "page": 0, "Index": 96}, {"Word": "the", "Confidence": 0.998, "X1": 0.23598, "Y1": 0.4172, "X2": 0.26467, "Y2": 0.417, "X3": 0.26336, "Y3": 0.4308, "X4": 0.23468, "Y4": 0.4308, "page": 0, "Index": 97}, {"Word": "report", "Confidence": 0.997, "X1": 0.27249, "Y1": 0.4172, "X2": 0.33116, "Y2": 0.417, "X3": 0.33116, "Y3": 0.4318, "X4": 0.27119, "Y4": 0.4308, "page": 0, "Index": 98}, {"Word": "contains", "Confidence": 0.994, "X1": 0.33638, "Y1": 0.4182, "X2": 0.4146, "Y2": 0.418, "X3": 0.4133, "Y3": 0.4328, "X4": 0.33638, "Y4": 0.4318, "page": 0, "Index": 99}, {"Word": "information", "Confidence": 0.994, "X1": 0.42243, "Y1": 0.4192, "X2": 0.52542, "Y2": 0.419, "X3": 0.52412, "Y3": 0.4338, "X4": 0.42112, "Y4": 0.4328, "page": 0, "Index": 100}, {"Word": "that", "Confidence": 0.988, "X1": 0.53325, "Y1": 0.4192, "X2": 0.57236, "Y2": 0.419, "X3": 0.57106, "Y3": 0.4338, "X4": 0.53194, "Y4": 0.4338, "page": 0, "Index": 101}, {"Word": "would", "Confidence": 0.998, "X1": 0.57757, "Y1": 0.4202, "X2": 0.62712, "Y2": 0.42, "X3": 0.62581, "Y3": 0.4348, "X4": 0.57627, "Y4": 0.4338, "page": 0, "Index": 102}, {"Word": "be", "Confidence": 0.997, "X1": 0.63364, "Y1": 0.4202, "X2": 0.6545, "Y2": 0.42, "X3": 0.65319, "Y3": 0.4348, "X4": 0.63233, "Y4": 0.4348, "page": 0, "Index": 103}, {"Word": "of", "Confidence": 0.998, "X1": 0.66232, "Y1": 0.4212, "X2": 0.68449, "Y2": 0.421, "X3": 0.68318, "Y3": 0.4348, "X4": 0.66102, "Y4": 0.4348, "page": 0, "Index": 104}, {"Word": "specific", "Confidence": 0.994, "X1": 0.691, "Y1": 0.4222, "X2": 0.76662, "Y2": 0.422, "X3": 0.76532, "Y3": 0.4358, "X4": 0.6897, "Y4": 0.4348, "page": 0, "Index": 105}, {"Word": "in-", "Confidence": 0.998, "X1": 0.77575, "Y1": 0.4222, "X2": 0.80574, "Y2": 0.422, "X3": 0.80443, "Y3": 0.4368, "X4": 0.77445, "Y4": 0.4358, "page": 0, "Index": 106}, {"Word": "terest", "Confidence": 0.993, "X1": 0.2073, "Y1": 0.4312, "X2": 0.26467, "Y2": 0.431, "X3": 0.26467, "Y3": 0.4448, "X4": 0.2073, "Y4": 0.4438, "page": 0, "Index": 107}, {"Word": "to", "Confidence": 0.998, "X1": 0.27249, "Y1": 0.4312, "X2": 0.29205, "Y2": 0.431, "X3": 0.29205, "Y3": 0.4458, "X4": 0.27249, "Y4": 0.4448, "page": 0, "Index": 108}, {"Word": "Jim", "Confidence": 0.996, "X1": 0.29857, "Y1": 0.4322, "X2": 0.32855, "Y2": 0.432, "X3": 0.32855, "Y3": 0.4458, "X4": 0.29857, "Y4": 0.4458, "page": 0, "Index": 109}, {"Word": "Elliot,", "Confidence": 0.671, "X1": 0.33638, "Y1": 0.4322, "X2": 0.40548, "Y2": 0.432, "X3": 0.40548, "Y3": 0.4468, "X4": 0.33638, "Y4": 0.4458, "page": 0, "Index": 110}, {"Word": "the", "Confidence": 0.998, "X1": 0.41199, "Y1": 0.4332, "X2": 0.44198, "Y2": 0.433, "X3": 0.44068, "Y3": 0.4468, "X4": 0.41199, "Y4": 0.4468, "page": 0, "Index": 111}, {"Word": "tobacco", "Confidence": 0.847, "X1": 0.4498, "Y1": 0.4332, "X2": 0.5163, "Y2": 0.433, "X3": 0.51499, "Y3": 0.4478, "X4": 0.4485, "Y4": 0.4468, "page": 0, "Index": 112}, {"Word": "nutritionist,", "Confidence": 0.728, "X1": 0.52282, "Y1": 0.4352, "X2": 0.64798, "Y2": 0.435, "X3": 0.64668, "Y3": 0.4488, "X4": 0.52151, "Y4": 0.4478, "page": 0, "Index": 113}, {"Word": "and", "Confidence": 0.998, "X1": 0.65319, "Y1": 0.4352, "X2": 0.68318, "Y2": 0.435, "X3": 0.68188, "Y3": 0.4498, "X4": 0.65189, "Y4": 0.4488, "page": 0, "Index": 114}, {"Word": "Bryan", "Confidence": 0.997, "X1": 0.6897, "Y1": 0.4352, "X2": 0.73924, "Y2": 0.435, "X3": 0.73794, "Y3": 0.4498, "X4": 0.6884, "Y4": 0.4498, "page": 0, "Index": 115}, {"Word": "Zilkey", "Confidence": 0.994, "X1": 0.74707, "Y1": 0.4362, "X2": 0.80443, "Y2": 0.436, "X3": 0.80313, "Y3": 0.4508, "X4": 0.74576, "Y4": 0.4498, "page": 0, "Index": 116}, {"Word": "who", "Confidence": 0.998, "X1": 0.206, "Y1": 0.4452, "X2": 0.23598, "Y2": 0.445, "X3": 0.23598, "Y3": 0.4588, "X4": 0.2073, "Y4": 0.4588, "page": 0, "Index": 117}, {"Word": "is", "Confidence": 0.997, "X1": 0.24381, "Y1": 0.4452, "X2": 0.26336, "Y2": 0.445, "X3": 0.26336, "Y3": 0.4588, "X4": 0.24381, "Y4": 0.4588, "page": 0, "Index": 118}, {"Word": "involved", "Confidence": 0.994, "X1": 0.27249, "Y1": 0.4462, "X2": 0.34811, "Y2": 0.446, "X3": 0.34811, "Y3": 0.4608, "X4": 0.27249, "Y4": 0.4598, "page": 0, "Index": 119}, {"Word": "in", "Confidence": 0.998, "X1": 0.35593, "Y1": 0.4462, "X2": 0.37419, "Y2": 0.446, "X3": 0.37419, "Y3": 0.4608, "X4": 0.35593, "Y4": 0.4608, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.38331, "Y1": 0.4462, "X2": 0.4133, "Y2": 0.446, "X3": 0.4133, "Y3": 0.4608, "X4": 0.38331, "Y4": 0.4608, "page": 0, "Index": 121}, {"Word": "Department", "Confidence": 0.991, "X1": 0.41982, "Y1": 0.4482, "X2": 0.5163, "Y2": 0.448, "X3": 0.51499, "Y3": 0.4628, "X4": 0.41982, "Y4": 0.4608, "page": 0, "Index": 122}, {"Word": "of", "Confidence": 0.998, "X1": 0.52151, "Y1": 0.4482, "X2": 0.54368, "Y2": 0.448, "X3": 0.54237, "Y3": 0.4628, "X4": 0.52021, "Y4": 0.4628, "page": 0, "Index": 123}, {"Word": "Agriculture's", "Confidence": 0.971, "X1": 0.5502, "Y1": 0.4492, "X2": 0.67405, "Y2": 0.449, "X3": 0.67145, "Y3": 0.4638, "X4": 0.54889, "Y4": 0.4628, "page": 0, "Index": 124}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.68057, "Y1": 0.4502, "X2": 0.74837, "Y2": 0.45, "X3": 0.74707, "Y3": 0.4648, "X4": 0.67797, "Y4": 0.4638, "page": 0, "Index": 125}, {"Word": "and", "Confidence": 0.994, "X1": 0.75619, "Y1": 0.4512, "X2": 0.78748, "Y2": 0.451, "X3": 0.78488, "Y3": 0.4648, "X4": 0.75489, "Y4": 0.4648, "page": 0, "Index": 126}, {"Word": "Health", "Confidence": 0.937, "X1": 0.206, "Y1": 0.4592, "X2": 0.26336, "Y2": 0.459, "X3": 0.26336, "Y3": 0.4738, "X4": 0.206, "Y4": 0.4728, "page": 0, "Index": 127}, {"Word": "Program.", "Confidence": 0.995, "X1": 0.26988, "Y1": 0.4602, "X2": 0.34941, "Y2": 0.46, "X3": 0.34941, "Y3": 0.4748, "X4": 0.26988, "Y4": 0.4738, "page": 0, "Index": 128}, {"Word": "We", "Confidence": 0.929, "X1": 0.36245, "Y1": 0.4612, "X2": 0.38592, "Y2": 0.461, "X3": 0.38462, "Y3": 0.4748, "X4": 0.36115, "Y4": 0.4748, "page": 0, "Index": 129}, {"Word": "have", "Confidence": 0.987, "X1": 0.39113, "Y1": 0.4612, "X2": 0.43155, "Y2": 0.461, "X3": 0.43025, "Y3": 0.4758, "X4": 0.38983, "Y4": 0.4748, "page": 0, "Index": 130}, {"Word": "always", "Confidence": 0.994, "X1": 0.43807, "Y1": 0.4622, "X2": 0.49674, "Y2": 0.462, "X3": 0.49544, "Y3": 0.4768, "X4": 0.43677, "Y4": 0.4758, "page": 0, "Index": 131}, {"Word": "experienced", "Confidence": 0.991, "X1": 0.50326, "Y1": 0.4632, "X2": 0.60756, "Y2": 0.463, "X3": 0.60626, "Y3": 0.4778, "X4": 0.50196, "Y4": 0.4768, "page": 0, "Index": 132}, {"Word": "excellent", "Confidence": 0.991, "X1": 0.61408, "Y1": 0.4642, "X2": 0.70143, "Y2": 0.464, "X3": 0.70013, "Y3": 0.4778, "X4": 0.61278, "Y4": 0.4778, "page": 0, "Index": 133}, {"Word": "from", "Confidence": 0.884, "X1": 0.2073, "Y1": 0.4732, "X2": 0.2425, "Y2": 0.473, "X3": 0.2425, "Y3": 0.4878, "X4": 0.2073, "Y4": 0.4868, "page": 0, "Index": 134}, {"Word": "these", "Confidence": 0.997, "X1": 0.25293, "Y1": 0.4742, "X2": 0.29987, "Y2": 0.474, "X3": 0.29987, "Y3": 0.4878, "X4": 0.25293, "Y4": 0.4878, "page": 0, "Index": 135}, {"Word": "cooperation", "Confidence": 0.994, "X1": 0.70795, "Y1": 0.4652, "X2": 0.81226, "Y2": 0.465, "X3": 0.81095, "Y3": 0.4788, "X4": 0.70665, "Y4": 0.4778, "page": 0, "Index": 136}, {"Word": "people", "Confidence": 0.995, "X1": 0.30639, "Y1": 0.4752, "X2": 0.36506, "Y2": 0.475, "X3": 0.36375, "Y3": 0.4888, "X4": 0.30769, "Y4": 0.4878, "page": 0, "Index": 137}, {"Word": "and", "Confidence": 0.998, "X1": 0.37288, "Y1": 0.4752, "X2": 0.40287, "Y2": 0.475, "X3": 0.40287, "Y3": 0.4888, "X4": 0.37288, "Y4": 0.4888, "page": 0, "Index": 138}, {"Word": "as", "Confidence": 0.998, "X1": 0.41069, "Y1": 0.4752, "X2": 0.43025, "Y2": 0.475, "X3": 0.43025, "Y3": 0.4898, "X4": 0.40939, "Y4": 0.4898, "page": 0, "Index": 139}, {"Word": "much", "Confidence": 0.988, "X1": 0.43677, "Y1": 0.4762, "X2": 0.47718, "Y2": 0.476, "X3": 0.47718, "Y3": 0.4898, "X4": 0.43677, "Y4": 0.4898, "page": 0, "Index": 140}, {"Word": "as", "Confidence": 0.998, "X1": 0.48501, "Y1": 0.4762, "X2": 0.50587, "Y2": 0.476, "X3": 0.50587, "Y3": 0.4898, "X4": 0.48501, "Y4": 0.4898, "page": 0, "Index": 141}, {"Word": "possible", "Confidence": 0.994, "X1": 0.51239, "Y1": 0.4772, "X2": 0.58801, "Y2": 0.477, "X3": 0.58801, "Y3": 0.4908, "X4": 0.51239, "Y4": 0.4898, "page": 0, "Index": 142}, {"Word": "we", "Confidence": 0.998, "X1": 0.59452, "Y1": 0.4772, "X2": 0.61799, "Y2": 0.477, "X3": 0.61669, "Y3": 0.4908, "X4": 0.59322, "Y4": 0.4908, "page": 0, "Index": 143}, {"Word": "try", "Confidence": 0.998, "X1": 0.62581, "Y1": 0.4782, "X2": 0.65319, "Y2": 0.478, "X3": 0.65189, "Y3": 0.4918, "X4": 0.62451, "Y4": 0.4918, "page": 0, "Index": 144}, {"Word": "to", "Confidence": 0.998, "X1": 0.66232, "Y1": 0.4782, "X2": 0.68188, "Y2": 0.478, "X3": 0.68057, "Y3": 0.4918, "X4": 0.66102, "Y4": 0.4918, "page": 0, "Index": 145}, {"Word": "promote", "Confidence": 0.996, "X1": 0.6897, "Y1": 0.4792, "X2": 0.75619, "Y2": 0.479, "X3": 0.75489, "Y3": 0.4928, "X4": 0.6884, "Y4": 0.4918, "page": 0, "Index": 146}, {"Word": "a", "Confidence": 0.998, "X1": 0.76402, "Y1": 0.4792, "X2": 0.77445, "Y2": 0.479, "X3": 0.77314, "Y3": 0.4928, "X4": 0.76271, "Y4": 0.4928, "page": 0, "Index": 147}, {"Word": "free", "Confidence": 0.994, "X1": 0.2073, "Y1": 0.4882, "X2": 0.24511, "Y2": 0.488, "X3": 0.24511, "Y3": 0.5018, "X4": 0.2073, "Y4": 0.5018, "page": 0, "Index": 148}, {"Word": "exchange", "Confidence": 0.996, "X1": 0.25033, "Y1": 0.4892, "X2": 0.32855, "Y2": 0.489, "X3": 0.32855, "Y3": 0.5028, "X4": 0.25033, "Y4": 0.5018, "page": 0, "Index": 149}, {"Word": "of", "Confidence": 0.998, "X1": 0.33377, "Y1": 0.4892, "X2": 0.35593, "Y2": 0.489, "X3": 0.35724, "Y3": 0.5028, "X4": 0.33377, "Y4": 0.5028, "page": 0, "Index": 150}, {"Word": "information", "Confidence": 0.992, "X1": 0.36375, "Y1": 0.4902, "X2": 0.46806, "Y2": 0.49, "X3": 0.46806, "Y3": 0.5048, "X4": 0.36506, "Y4": 0.5038, "page": 0, "Index": 151}, {"Word": "that", "Confidence": 0.991, "X1": 0.47458, "Y1": 0.4902, "X2": 0.51369, "Y2": 0.49, "X3": 0.51369, "Y3": 0.5048, "X4": 0.47458, "Y4": 0.5048, "page": 0, "Index": 152}, {"Word": "is", "Confidence": 0.998, "X1": 0.52151, "Y1": 0.4902, "X2": 0.54107, "Y2": 0.49, "X3": 0.54237, "Y3": 0.5048, "X4": 0.52151, "Y4": 0.5048, "page": 0, "Index": 153}, {"Word": "of", "Confidence": 0.992, "X1": 0.54759, "Y1": 0.4912, "X2": 0.57106, "Y2": 0.491, "X3": 0.57106, "Y3": 0.5058, "X4": 0.54759, "Y4": 0.5058, "page": 0, "Index": 154}, {"Word": "mutual", "Confidence": 0.991, "X1": 0.57497, "Y1": 0.4912, "X2": 0.63364, "Y2": 0.491, "X3": 0.63494, "Y3": 0.5058, "X4": 0.57497, "Y4": 0.5058, "page": 0, "Index": 155}, {"Word": "interest.", "Confidence": 0.993, "X1": 0.64276, "Y1": 0.4922, "X2": 0.72881, "Y2": 0.492, "X3": 0.72881, "Y3": 0.5068, "X4": 0.64276, "Y4": 0.5058, "page": 0, "Index": 156}, {"Word": "Would", "Confidence": 0.997, "X1": 0.74185, "Y1": 0.4932, "X2": 0.7914, "Y2": 0.493, "X3": 0.7914, "Y3": 0.5078, "X4": 0.74185, "Y4": 0.5068, "page": 0, "Index": 157}, {"Word": "it", "Confidence": 0.991, "X1": 0.2086, "Y1": 0.5012, "X2": 0.22555, "Y2": 0.501, "X3": 0.22555, "Y3": 0.5158, "X4": 0.2086, "Y4": 0.5158, "page": 0, "Index": 158}, {"Word": "therefore", "Confidence": 0.77, "X1": 0.23207, "Y1": 0.5032, "X2": 0.31812, "Y2": 0.503, "X3": 0.31812, "Y3": 0.5168, "X4": 0.23207, "Y4": 0.5158, "page": 0, "Index": 159}, {"Word": "be", "Confidence": 0.998, "X1": 0.32464, "Y1": 0.5032, "X2": 0.34681, "Y2": 0.503, "X3": 0.34681, "Y3": 0.5178, "X4": 0.32464, "Y4": 0.5178, "page": 0, "Index": 160}, {"Word": "asking", "Confidence": 0.997, "X1": 0.35332, "Y1": 0.5042, "X2": 0.41069, "Y2": 0.504, "X3": 0.41069, "Y3": 0.5188, "X4": 0.35332, "Y4": 0.5178, "page": 0, "Index": 161}, {"Word": "too", "Confidence": 0.998, "X1": 0.41982, "Y1": 0.5042, "X2": 0.4485, "Y2": 0.504, "X3": 0.4485, "Y3": 0.5188, "X4": 0.41982, "Y4": 0.5188, "page": 0, "Index": 162}, {"Word": "much", "Confidence": 0.991, "X1": 0.45372, "Y1": 0.5052, "X2": 0.49674, "Y2": 0.505, "X3": 0.49544, "Y3": 0.5198, "X4": 0.45372, "Y4": 0.5188, "page": 0, "Index": 163}, {"Word": "to", "Confidence": 0.998, "X1": 0.50326, "Y1": 0.5052, "X2": 0.52282, "Y2": 0.505, "X3": 0.52282, "Y3": 0.5198, "X4": 0.50196, "Y4": 0.5198, "page": 0, "Index": 164}, {"Word": "ask", "Confidence": 0.998, "X1": 0.52934, "Y1": 0.5052, "X2": 0.55932, "Y2": 0.505, "X3": 0.55932, "Y3": 0.5198, "X4": 0.52934, "Y4": 0.5198, "page": 0, "Index": 165}, {"Word": "you", "Confidence": 0.998, "X1": 0.56584, "Y1": 0.5062, "X2": 0.59583, "Y2": 0.506, "X3": 0.59583, "Y3": 0.5198, "X4": 0.56584, "Y4": 0.5198, "page": 0, "Index": 166}, {"Word": "to", "Confidence": 0.998, "X1": 0.60495, "Y1": 0.5062, "X2": 0.62451, "Y2": 0.506, "X3": 0.62451, "Y3": 0.5208, "X4": 0.60365, "Y4": 0.5208, "page": 0, "Index": 167}, {"Word": "consider", "Confidence": 0.995, "X1": 0.63103, "Y1": 0.5062, "X2": 0.70795, "Y2": 0.506, "X3": 0.70665, "Y3": 0.5208, "X4": 0.63103, "Y4": 0.5208, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.71708, "Y1": 0.5072, "X2": 0.74707, "Y2": 0.507, "X3": 0.74576, "Y3": 0.5208, "X4": 0.71578, "Y4": 0.5208, "page": 0, "Index": 169}, {"Word": "pos-", "Confidence": 0.991, "X1": 0.75228, "Y1": 0.5072, "X2": 0.794, "Y2": 0.507, "X3": 0.7927, "Y3": 0.5208, "X4": 0.75098, "Y4": 0.5208, "page": 0, "Index": 170}, {"Word": "sibility", "Confidence": 0.996, "X1": 0.2073, "Y1": 0.5172, "X2": 0.28162, "Y2": 0.517, "X3": 0.28162, "Y3": 0.5308, "X4": 0.2073, "Y4": 0.5298, "page": 0, "Index": 171}, {"Word": "of", "Confidence": 0.998, "X1": 0.28683, "Y1": 0.5172, "X2": 0.309, "Y2": 0.517, "X3": 0.309, "Y3": 0.5318, "X4": 0.28683, "Y4": 0.5318, "page": 0, "Index": 172}, {"Word": "having", "Confidence": 0.996, "X1": 0.31551, "Y1": 0.5182, "X2": 0.37419, "Y2": 0.518, "X3": 0.37419, "Y3": 0.5328, "X4": 0.31551, "Y4": 0.5318, "page": 0, "Index": 173}, {"Word": "a", "Confidence": 0.995, "X1": 0.3807, "Y1": 0.5182, "X2": 0.39244, "Y2": 0.518, "X3": 0.39113, "Y3": 0.5328, "X4": 0.3807, "Y4": 0.5328, "page": 0, "Index": 174}, {"Word": "modified", "Confidence": 0.995, "X1": 0.39765, "Y1": 0.5192, "X2": 0.47588, "Y2": 0.519, "X3": 0.47588, "Y3": 0.5338, "X4": 0.39635, "Y4": 0.5328, "page": 0, "Index": 175}, {"Word": "report", "Confidence": 0.997, "X1": 0.4837, "Y1": 0.5192, "X2": 0.54237, "Y2": 0.519, "X3": 0.54107, "Y3": 0.5348, "X4": 0.4824, "Y4": 0.5338, "page": 0, "Index": 176}, {"Word": "prepared", "Confidence": 0.996, "X1": 0.54759, "Y1": 0.5202, "X2": 0.62451, "Y2": 0.52, "X3": 0.62321, "Y3": 0.5348, "X4": 0.54628, "Y4": 0.5348, "page": 0, "Index": 177}, {"Word": "which", "Confidence": 0.994, "X1": 0.63103, "Y1": 0.5212, "X2": 0.68188, "Y2": 0.521, "X3": 0.68057, "Y3": 0.5348, "X4": 0.62842, "Y4": 0.5348, "page": 0, "Index": 178}, {"Word": "could", "Confidence": 0.997, "X1": 0.68709, "Y1": 0.5212, "X2": 0.73533, "Y2": 0.521, "X3": 0.73403, "Y3": 0.5348, "X4": 0.68579, "Y4": 0.5348, "page": 0, "Index": 179}, {"Word": "be", "Confidence": 0.998, "X1": 0.74446, "Y1": 0.5212, "X2": 0.76532, "Y2": 0.521, "X3": 0.76271, "Y3": 0.5348, "X4": 0.74185, "Y4": 0.5348, "page": 0, "Index": 180}, {"Word": "given", "Confidence": 0.997, "X1": 0.206, "Y1": 0.5312, "X2": 0.25424, "Y2": 0.531, "X3": 0.25163, "Y3": 0.5458, "X4": 0.20339, "Y4": 0.5458, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.93, "X1": 0.26076, "Y1": 0.5312, "X2": 0.28292, "Y2": 0.531, "X3": 0.28031, "Y3": 0.5458, "X4": 0.25945, "Y4": 0.5458, "page": 0, "Index": 182}, {"Word": "Messrs", "Confidence": 0.968, "X1": 0.28683, "Y1": 0.5322, "X2": 0.34681, "Y2": 0.532, "X3": 0.3455, "Y3": 0.5468, "X4": 0.28422, "Y4": 0.5458, "page": 0, "Index": 183}, {"Word": "Elliot", "Confidence": 0.996, "X1": 0.35332, "Y1": 0.5322, "X2": 0.41199, "Y2": 0.532, "X3": 0.41069, "Y3": 0.5468, "X4": 0.35072, "Y4": 0.5468, "page": 0, "Index": 184}, {"Word": "and", "Confidence": 0.998, "X1": 0.41982, "Y1": 0.5322, "X2": 0.45111, "Y2": 0.532, "X3": 0.4485, "Y3": 0.5478, "X4": 0.41721, "Y4": 0.5468, "page": 0, "Index": 185}, {"Word": "Zilkey?", "Confidence": 0.993, "X1": 0.45632, "Y1": 0.5332, "X2": 0.52542, "Y2": 0.533, "X3": 0.52412, "Y3": 0.5488, "X4": 0.45502, "Y4": 0.5478, "page": 0, "Index": 186}, {"Word": "1", "Confidence": 0.62, "X1": 0.53977, "Y1": 0.5332, "X2": 0.5515, "Y2": 0.533, "X3": 0.5502, "Y3": 0.5488, "X4": 0.53846, "Y4": 0.5488, "page": 0, "Index": 187}, {"Word": "am", "Confidence": 0.997, "X1": 0.55671, "Y1": 0.5342, "X2": 0.57757, "Y2": 0.534, "X3": 0.57757, "Y3": 0.5488, "X4": 0.55541, "Y4": 0.5488, "page": 0, "Index": 188}, {"Word": "sure", "Confidence": 0.99, "X1": 0.5854, "Y1": 0.5342, "X2": 0.62451, "Y2": 0.534, "X3": 0.62321, "Y3": 0.5498, "X4": 0.58409, "Y4": 0.5488, "page": 0, "Index": 189}, {"Word": "they", "Confidence": 0.988, "X1": 0.63233, "Y1": 0.5352, "X2": 0.67275, "Y2": 0.535, "X3": 0.67145, "Y3": 0.5498, "X4": 0.63233, "Y4": 0.5498, "page": 0, "Index": 190}, {"Word": "would", "Confidence": 0.995, "X1": 0.67666, "Y1": 0.5352, "X2": 0.72621, "Y2": 0.535, "X3": 0.72621, "Y3": 0.5508, "X4": 0.67536, "Y4": 0.5498, "page": 0, "Index": 191}, {"Word": "appre-", "Confidence": 0.997, "X1": 0.73403, "Y1": 0.5362, "X2": 0.7927, "Y2": 0.536, "X3": 0.7927, "Y3": 0.5518, "X4": 0.73272, "Y4": 0.5508, "page": 0, "Index": 192}, {"Word": "ciate", "Confidence": 0.997, "X1": 0.20469, "Y1": 0.5442, "X2": 0.25293, "Y2": 0.544, "X3": 0.25293, "Y3": 0.5598, "X4": 0.20469, "Y4": 0.5588, "page": 0, "Index": 193}, {"Word": "it", "Confidence": 0.994, "X1": 0.26076, "Y1": 0.5452, "X2": 0.28162, "Y2": 0.545, "X3": 0.28031, "Y3": 0.5598, "X4": 0.26076, "Y4": 0.5598, "page": 0, "Index": 194}, {"Word": "if", "Confidence": 0.998, "X1": 0.28814, "Y1": 0.5452, "X2": 0.30769, "Y2": 0.545, "X3": 0.30769, "Y3": 0.5598, "X4": 0.28683, "Y4": 0.5598, "page": 0, "Index": 195}, {"Word": "this", "Confidence": 0.991, "X1": 0.31682, "Y1": 0.5452, "X2": 0.35593, "Y2": 0.545, "X3": 0.35463, "Y3": 0.5608, "X4": 0.31682, "Y4": 0.5598, "page": 0, "Index": 196}, {"Word": "could", "Confidence": 0.997, "X1": 0.36115, "Y1": 0.5462, "X2": 0.41069, "Y2": 0.546, "X3": 0.40939, "Y3": 0.5608, "X4": 0.35984, "Y4": 0.5608, "page": 0, "Index": 197}, {"Word": "be", "Confidence": 0.998, "X1": 0.41721, "Y1": 0.5472, "X2": 0.43807, "Y2": 0.547, "X3": 0.43807, "Y3": 0.5618, "X4": 0.41721, "Y4": 0.5608, "page": 0, "Index": 198}, {"Word": "done.", "Confidence": 0.997, "X1": 0.44459, "Y1": 0.5482, "X2": 0.49413, "Y2": 0.548, "X3": 0.49413, "Y3": 0.5618, "X4": 0.44459, "Y4": 0.5618, "page": 0, "Index": 199}, {"Word": "With", "Confidence": 0.673, "X1": 0.2764, "Y1": 0.5742, "X2": 0.31682, "Y2": 0.574, "X3": 0.31682, "Y3": 0.5888, "X4": 0.2764, "Y4": 0.5888, "page": 0, "Index": 200}, {"Word": "best", "Confidence": 0.989, "X1": 0.32334, "Y1": 0.5752, "X2": 0.36506, "Y2": 0.575, "X3": 0.36375, "Y3": 0.5898, "X4": 0.32203, "Y4": 0.5888, "page": 0, "Index": 201}, {"Word": "regards,", "Confidence": 0.932, "X1": 0.37027, "Y1": 0.5762, "X2": 0.4485, "Y2": 0.576, "X3": 0.4472, "Y3": 0.5918, "X4": 0.37027, "Y4": 0.5898, "page": 0, "Index": 202}, {"Word": "Yours", "Confidence": 0.994, "X1": 0.6193, "Y1": 0.6342, "X2": 0.66884, "Y2": 0.634, "X3": 0.66884, "Y3": 0.6508, "X4": 0.6193, "Y4": 0.6498, "page": 0, "Index": 203}, {"Word": "sincerely,", "Confidence": 0.971, "X1": 0.67405, "Y1": 0.6352, "X2": 0.77184, "Y2": 0.635, "X3": 0.77053, "Y3": 0.6518, "X4": 0.67275, "Y4": 0.6508, "page": 0, "Index": 204}, {"Word": "Graine", "Confidence": 0.246, "X1": 0.61408, "Y1": 0.6582, "X2": 0.75489, "Y2": 0.658, "X3": 0.75359, "Y3": 0.7008, "X4": 0.61278, "Y4": 0.6978, "page": 0, "Index": 205}, {"Word": "ier:", "Confidence": 0.131, "X1": 0.31421, "Y1": 0.6972, "X2": 0.35463, "Y2": 0.697, "X3": 0.35332, "Y3": 0.7118, "X4": 0.3116, "Y4": 0.7098, "page": 0, "Index": 206}, {"Word": "1/", "Confidence": 0.908, "X1": 0.36375, "Y1": 0.6982, "X2": 0.38722, "Y2": 0.698, "X3": 0.38592, "Y3": 0.7138, "X4": 0.36115, "Y4": 0.7128, "page": 0, "Index": 207}, {"Word": "APR", "Confidence": 0.997, "X1": 0.39374, "Y1": 0.6982, "X2": 0.42503, "Y2": 0.698, "X3": 0.42373, "Y3": 0.7148, "X4": 0.39244, "Y4": 0.7138, "page": 0, "Index": 208}, {"Word": "197S", "Confidence": 0.396, "X1": 0.42894, "Y1": 0.6982, "X2": 0.46675, "Y2": 0.698, "X3": 0.46675, "Y3": 0.7158, "X4": 0.42894, "Y4": 0.7148, "page": 0, "Index": 209}, {"Word": "G.W.", "Confidence": 0.991, "X1": 0.6193, "Y1": 0.7062, "X2": 0.65841, "Y2": 0.706, "X3": 0.65841, "Y3": 0.7208, "X4": 0.6193, "Y4": 0.7198, "page": 0, "Index": 210}, {"Word": "Boswall", "Confidence": 0.658, "X1": 0.66232, "Y1": 0.7062, "X2": 0.73142, "Y2": 0.706, "X3": 0.73142, "Y3": 0.7218, "X4": 0.66232, "Y4": 0.7208, "page": 0, "Index": 211}, {"Word": "Research", "Confidence": 0.995, "X1": 0.61799, "Y1": 0.7212, "X2": 0.69492, "Y2": 0.721, "X3": 0.69361, "Y3": 0.7358, "X4": 0.61799, "Y4": 0.7348, "page": 0, "Index": 212}, {"Word": "---", "Confidence": 0.258, "X1": 0.52542, "Y1": 0.7392, "X2": 0.52542, "Y2": 0.739, "X3": 0.51499, "Y3": 0.7388, "X4": 0.51499, "Y4": 0.7028, "page": 0, "Index": 213}, {"Word": "Associate,", "Confidence": 0.951, "X1": 0.70013, "Y1": 0.7222, "X2": 0.79661, "Y2": 0.722, "X3": 0.79531, "Y3": 0.7388, "X4": 0.70013, "Y4": 0.7358, "page": 0, "Index": 214}, {"Word": "Agro", "Confidence": 0.985, "X1": 0.61799, "Y1": 0.7352, "X2": 0.65059, "Y2": 0.735, "X3": 0.64928, "Y3": 0.7508, "X4": 0.61799, "Y4": 0.7508, "page": 0, "Index": 215}, {"Word": "!ogy.", "Confidence": 0.656, "X1": 0.6545, "Y1": 0.7352, "X2": 0.70013, "Y2": 0.735, "X3": 0.69883, "Y3": 0.7518, "X4": 0.65319, "Y4": 0.7508, "page": 0, "Index": 216}, {"Word": "eca", "Confidence": 0.717, "X1": 0.31812, "Y1": 0.7502, "X2": 0.34159, "Y2": 0.75, "X3": 0.34159, "Y3": 0.7658, "X4": 0.31812, "Y4": 0.7648, "page": 0, "Index": 217}, {"Word": "by:", "Confidence": 0.438, "X1": 0.34681, "Y1": 0.7512, "X2": 0.36767, "Y2": 0.751, "X3": 0.36767, "Y3": 0.7668, "X4": 0.3455, "Y4": 0.7658, "page": 0, "Index": 218}, {"Word": "GWB/dc", "Confidence": 0.995, "X1": 0.19948, "Y1": 0.7742, "X2": 0.25684, "Y2": 0.774, "X3": 0.25684, "Y3": 0.7898, "X4": 0.19817, "Y4": 0.7878, "page": 0, "Index": 219}, {"Word": "-", "Confidence": 0.8, "X1": 0.52021, "Y1": 0.8172, "X2": 0.52021, "Y2": 0.817, "X3": 0.51239, "Y3": 0.8168, "X4": 0.51239, "Y4": 0.8128, "page": 0, "Index": 220}, {"Word": "-", "Confidence": 0.899, "X1": 0.90222, "Y1": 0.8322, "X2": 0.91656, "Y2": 0.832, "X3": 0.91656, "Y3": 0.8478, "X4": 0.90352, "Y4": 0.8478, "page": 0, "Index": 221}, {"Word": "-", "Confidence": 0.979, "X1": 0.897, "Y1": 0.8412, "X2": 0.91395, "Y2": 0.841, "X3": 0.91265, "Y3": 0.8578, "X4": 0.89439, "Y4": 0.8568, "page": 0, "Index": 222}, {"Word": "H3C", "Confidence": 0.816, "X1": 0.46415, "Y1": 0.8782, "X2": 0.49413, "Y2": 0.878, "X3": 0.49544, "Y3": 0.8938, "X4": 0.46545, "Y4": 0.8938, "page": 0, "Index": 223}, {"Word": "3L6", "Confidence": 0.993, "X1": 0.50326, "Y1": 0.8792, "X2": 0.53194, "Y2": 0.879, "X3": 0.53325, "Y3": 0.8938, "X4": 0.50326, "Y4": 0.8938, "page": 0, "Index": 224}, {"Word": "110079280", "Confidence": 0.848, "X1": 0.92438, "Y1": 0.9482, "X2": 0.92177, "Y2": 0.948, "X3": 0.88918, "Y3": 0.9478, "X4": 0.89048, "Y4": 0.8318, "page": 0, "Index": 225}]}	"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"
ffnf0063	1	{"lines_data": [{"Word": "REFERENCE", "Confidence": 0.991, "X1": 0.13477, "Y1": 0.1192, "X2": 0.24259, "Y2": 0.119, "X3": 0.24259, "Y3": 0.1348, "X4": 0.13477, "Y4": 0.1348, "page": 0}, {"Word": "1. W. E. Crouse, The Spray Addition of a Continuously Mixed", "Confidence": 0.964, "X1": 0.14825, "Y1": 0.1472, "X2": 0.83154, "Y2": 0.147, "X3": 0.83154, "Y3": 0.1618, "X4": 0.14825, "Y4": 0.1618, "page": 0}, {"Word": "Menthol/Water Dispersion Onto a Production Newport Blend,", "Confidence": 0.97771, "X1": 0.18733, "Y1": 0.1622, "X2": 0.84771, "Y2": 0.162, "X3": 0.84771, "Y3": 0.1758, "X4": 0.18733, "Y4": 0.1758, "page": 0}, {"Word": "Lorillard Research Report, Accession No. 1760, February 26,", "Confidence": 0.99513, "X1": 0.18868, "Y1": 0.1752, "X2": 0.86253, "Y2": 0.175, "X3": 0.86253, "Y3": 0.1908, "X4": 0.18868, "Y4": 0.1898, "page": 0}, {"Word": "1982.", "Confidence": 0.996, "X1": 0.19003, "Y1": 0.1902, "X2": 0.24933, "Y2": 0.19, "X3": 0.24933, "Y3": 0.2038, "X4": 0.19003, "Y4": 0.2038, "page": 0}, {"Word": "88770297", "Confidence": 0.991, "X1": 0.88544, "Y1": 0.8852, "X2": 0.8814, "Y2": 0.885, "X3": 0.85714, "Y3": 0.8838, "X4": 0.85984, "Y4": 0.7958, "page": 0}], "words_data": [{"Word": "REFERENCE", "Confidence": 0.991, "X1": 0.13612, "Y1": 0.1192, "X2": 0.23585, "Y2": 0.119, "X3": 0.23585, "Y3": 0.1348, "X4": 0.13477, "Y4": 0.1338, "page": 0, "Index": 0}, {"Word": "1.", "Confidence": 0.673, "X1": 0.14825, "Y1": 0.1492, "X2": 0.16846, "Y2": 0.149, "X3": 0.16846, "Y3": 0.1628, "X4": 0.14825, "Y4": 0.1628, "page": 0, "Index": 1}, {"Word": "W.", "Confidence": 0.998, "X1": 0.18868, "Y1": 0.1482, "X2": 0.21563, "Y2": 0.148, "X3": 0.21563, "Y3": 0.1628, "X4": 0.18868, "Y4": 0.1628, "page": 0, "Index": 2}, {"Word": "E.", "Confidence": 0.969, "X1": 0.22372, "Y1": 0.1482, "X2": 0.24933, "Y2": 0.148, "X3": 0.24933, "Y3": 0.1628, "X4": 0.22372, "Y4": 0.1628, "page": 0, "Index": 3}, {"Word": "Crouse,", "Confidence": 0.996, "X1": 0.25741, "Y1": 0.1482, "X2": 0.33962, "Y2": 0.148, "X3": 0.33962, "Y3": 0.1628, "X4": 0.25741, "Y4": 0.1628, "page": 0, "Index": 4}, {"Word": "The", "Confidence": 0.992, "X1": 0.34906, "Y1": 0.1482, "X2": 0.3841, "Y2": 0.148, "X3": 0.3841, "Y3": 0.1628, "X4": 0.3504, "Y4": 0.1628, "page": 0, "Index": 5}, {"Word": "Spray", "Confidence": 0.997, "X1": 0.39488, "Y1": 0.1482, "X2": 0.45013, "Y2": 0.148, "X3": 0.45148, "Y3": 0.1628, "X4": 0.39488, "Y4": 0.1628, "page": 0, "Index": 6}, {"Word": "Addition", "Confidence": 0.995, "X1": 0.46226, "Y1": 0.1482, "X2": 0.55391, "Y2": 0.148, "X3": 0.55391, "Y3": 0.1628, "X4": 0.46226, "Y4": 0.1628, "page": 0, "Index": 7}, {"Word": "of", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.1482, "X2": 0.58895, "Y2": 0.148, "X3": 0.58895, "Y3": 0.1628, "X4": 0.56469, "Y4": 0.1628, "page": 0, "Index": 8}, {"Word": "a", "Confidence": 0.998, "X1": 0.59973, "Y1": 0.1482, "X2": 0.61186, "Y2": 0.148, "X3": 0.61186, "Y3": 0.1628, "X4": 0.59973, "Y4": 0.1628, "page": 0, "Index": 9}, {"Word": "Continuously", "Confidence": 0.991, "X1": 0.62129, "Y1": 0.1482, "X2": 0.75876, "Y2": 0.148, "X3": 0.76011, "Y3": 0.1628, "X4": 0.62129, "Y4": 0.1628, "page": 0, "Index": 10}, {"Word": "Mixed", "Confidence": 0.997, "X1": 0.76954, "Y1": 0.1492, "X2": 0.82884, "Y2": 0.149, "X3": 0.82884, "Y3": 0.1628, "X4": 0.77089, "Y4": 0.1628, "page": 0, "Index": 11}, {"Word": "Menthol/Water", "Confidence": 0.949, "X1": 0.19003, "Y1": 0.1622, "X2": 0.33693, "Y2": 0.162, "X3": 0.33693, "Y3": 0.1758, "X4": 0.18868, "Y4": 0.1768, "page": 0, "Index": 12}, {"Word": "Dispersion", "Confidence": 0.991, "X1": 0.34906, "Y1": 0.1622, "X2": 0.46092, "Y2": 0.162, "X3": 0.46092, "Y3": 0.1758, "X4": 0.34771, "Y4": 0.1758, "page": 0, "Index": 13}, {"Word": "Onto", "Confidence": 0.991, "X1": 0.47305, "Y1": 0.1622, "X2": 0.51887, "Y2": 0.162, "X3": 0.51887, "Y3": 0.1758, "X4": 0.47305, "Y4": 0.1758, "page": 0, "Index": 14}, {"Word": "a", "Confidence": 0.994, "X1": 0.531, "Y1": 0.1622, "X2": 0.54178, "Y2": 0.162, "X3": 0.54178, "Y3": 0.1758, "X4": 0.531, "Y4": 0.1758, "page": 0, "Index": 15}, {"Word": "Production", "Confidence": 0.994, "X1": 0.55256, "Y1": 0.1622, "X2": 0.66712, "Y2": 0.162, "X3": 0.66846, "Y3": 0.1758, "X4": 0.55256, "Y4": 0.1758, "page": 0, "Index": 16}, {"Word": "Newport", "Confidence": 0.993, "X1": 0.67925, "Y1": 0.1622, "X2": 0.75876, "Y2": 0.162, "X3": 0.76011, "Y3": 0.1758, "X4": 0.67925, "Y4": 0.1758, "page": 0, "Index": 17}, {"Word": "Blend,", "Confidence": 0.932, "X1": 0.76954, "Y1": 0.1632, "X2": 0.84097, "Y2": 0.163, "X3": 0.84232, "Y3": 0.1768, "X4": 0.77089, "Y4": 0.1758, "page": 0, "Index": 18}, {"Word": "Lorillard", "Confidence": 0.991, "X1": 0.19003, "Y1": 0.1762, "X2": 0.2938, "Y2": 0.176, "X3": 0.29245, "Y3": 0.1908, "X4": 0.19003, "Y4": 0.1898, "page": 0, "Index": 19}, {"Word": "Research", "Confidence": 0.995, "X1": 0.30323, "Y1": 0.1762, "X2": 0.39488, "Y2": 0.176, "X3": 0.39353, "Y3": 0.1908, "X4": 0.30323, "Y4": 0.1908, "page": 0, "Index": 20}, {"Word": "Report,", "Confidence": 0.995, "X1": 0.40566, "Y1": 0.1762, "X2": 0.48787, "Y2": 0.176, "X3": 0.48652, "Y3": 0.1908, "X4": 0.40566, "Y4": 0.1908, "page": 0, "Index": 21}, {"Word": "Accession", "Confidence": 0.995, "X1": 0.49596, "Y1": 0.1762, "X2": 0.60108, "Y2": 0.176, "X3": 0.59973, "Y3": 0.1908, "X4": 0.49596, "Y4": 0.1908, "page": 0, "Index": 22}, {"Word": "No.", "Confidence": 0.998, "X1": 0.61051, "Y1": 0.1762, "X2": 0.64825, "Y2": 0.176, "X3": 0.6469, "Y3": 0.1908, "X4": 0.61051, "Y4": 0.1908, "page": 0, "Index": 23}, {"Word": "1760,", "Confidence": 0.994, "X1": 0.65768, "Y1": 0.1762, "X2": 0.71698, "Y2": 0.176, "X3": 0.71563, "Y3": 0.1908, "X4": 0.65768, "Y4": 0.1908, "page": 0, "Index": 24}, {"Word": "February", "Confidence": 0.995, "X1": 0.72507, "Y1": 0.1762, "X2": 0.81806, "Y2": 0.176, "X3": 0.81671, "Y3": 0.1908, "X4": 0.72507, "Y4": 0.1908, "page": 0, "Index": 25}, {"Word": "26,", "Confidence": 0.998, "X1": 0.83019, "Y1": 0.1762, "X2": 0.86388, "Y2": 0.176, "X3": 0.86388, "Y3": 0.1908, "X4": 0.83019, "Y4": 0.1908, "page": 0, "Index": 26}, {"Word": "1982.", "Confidence": 0.996, "X1": 0.19272, "Y1": 0.1912, "X2": 0.24798, "Y2": 0.191, "X3": 0.24798, "Y3": 0.2048, "X4": 0.19272, "Y4": 0.2038, "page": 0, "Index": 27}, {"Word": "88770297", "Confidence": 0.991, "X1": 0.88544, "Y1": 0.8812, "X2": 0.8814, "Y2": 0.881, "X3": 0.85714, "Y3": 0.8808, "X4": 0.86119, "Y4": 0.7968, "page": 0, "Index": 28}]}	"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"
ffnf0063	0	{"lines_data": [{"Word": "-", "Confidence": 0.924, "X1": 0.02561, "Y1": 0.0702, "X2": 0.02695, "Y2": 0.07, "X3": 0.00539, "Y3": 0.0668, "X4": 0.00404, "Y4": 0.0398, "page": 0}, {"Word": "Lonillard", "Confidence": 0.754, "X1": 0.4097, "Y1": 0.0912, "X2": 0.57278, "Y2": 0.091, "X3": 0.57412, "Y3": 0.1248, "X4": 0.4097, "Y4": 0.1268, "page": 0}, {"Word": "MEMORANDUM", "Confidence": 0.994, "X1": 0.40566, "Y1": 0.1382, "X2": 0.56604, "Y2": 0.138, "X3": 0.56604, "Y3": 0.1568, "X4": 0.40566, "Y4": 0.1578, "page": 0}, {"Word": "May 3, 1982", "Confidence": 0.742, "X1": 0.67925, "Y1": 0.1512, "X2": 0.80863, "Y2": 0.151, "X3": 0.80997, "Y3": 0.1648, "X4": 0.67925, "Y4": 0.1668, "page": 0}, {"Word": "TO:", "Confidence": 0.994, "X1": 0.13208, "Y1": 0.2082, "X2": 0.17116, "Y2": 0.208, "X3": 0.17116, "Y3": 0.2218, "X4": 0.13342, "Y4": 0.2218, "page": 0}, {"Word": "Dr. F. J. Schultz", "Confidence": 0.9895, "X1": 0.24663, "Y1": 0.2082, "X2": 0.4434, "Y2": 0.208, "X3": 0.4434, "Y3": 0.2238, "X4": 0.24663, "Y4": 0.2238, "page": 0}, {"Word": "FROM:", "Confidence": 0.994, "X1": 0.13208, "Y1": 0.2362, "X2": 0.19272, "Y2": 0.236, "X3": 0.19272, "Y3": 0.2508, "X4": 0.13208, "Y4": 0.2508, "page": 0}, {"Word": "W. E. Crouse", "Confidence": 0.89333, "X1": 0.24528, "Y1": 0.2372, "X2": 0.38544, "Y2": 0.237, "X3": 0.38544, "Y3": 0.2518, "X4": 0.24528, "Y4": 0.2508, "page": 0}, {"Word": "SUBJECT:", "Confidence": 0.991, "X1": 0.13073, "Y1": 0.2652, "X2": 0.22642, "Y2": 0.265, "X3": 0.22642, "Y3": 0.2798, "X4": 0.13073, "Y4": 0.2788, "page": 0}, {"Word": "Preparation of Newport 85mm Cigarettes Treated with", "Confidence": 0.99357, "X1": 0.24663, "Y1": 0.2652, "X2": 0.83423, "Y2": 0.265, "X3": 0.83423, "Y3": 0.2818, "X4": 0.24663, "Y4": 0.2808, "page": 0}, {"Word": "Synthetic Menthol", "Confidence": 0.987, "X1": 0.24798, "Y1": 0.2792, "X2": 0.44474, "Y2": 0.279, "X3": 0.44474, "Y3": 0.2928, "X4": 0.24798, "Y4": 0.2938, "page": 0}, {"Word": "As per your request, three 50 pound lots of a production Newport", "Confidence": 0.9895, "X1": 0.13342, "Y1": 0.3222, "X2": 0.86792, "Y2": 0.322, "X3": 0.86792, "Y3": 0.3368, "X4": 0.13342, "Y4": 0.3378, "page": 0}, {"Word": "blend were sprayed on April 26, 1982 in the Pilot Plant with", "Confidence": 0.99317, "X1": 0.13342, "Y1": 0.3372, "X2": 0.82345, "Y2": 0.337, "X3": 0.82345, "Y3": 0.3508, "X4": 0.13342, "Y4": 0.3508, "page": 0}, {"Word": "synthetic menthol (Haarmam and Reimer) in the following manner.", "Confidence": 0.97044, "X1": 0.13342, "Y1": 0.3522, "X2": 0.8558, "Y2": 0.352, "X3": 0.8558, "Y3": 0.3668, "X4": 0.13342, "Y4": 0.3658, "page": 0}, {"Word": "Reported", "Confidence": 0.996, "X1": 0.7345, "Y1": 0.3792, "X2": 0.83288, "Y2": 0.379, "X3": 0.83288, "Y3": 0.3928, "X4": 0.7345, "Y4": 0.3948, "page": 0}, {"Word": "Sample", "Confidence": 0.657, "X1": 0.13342, "Y1": 0.3942, "X2": 0.2062, "Y2": 0.394, "X3": 0.2062, "Y3": 0.4068, "X4": 0.13342, "Y4": 0.4068, "page": 0}, {"Word": "Target", "Confidence": 0.994, "X1": 0.54717, "Y1": 0.3932, "X2": 0.61725, "Y2": 0.393, "X3": 0.61725, "Y3": 0.4058, "X4": 0.54717, "Y4": 0.4058, "page": 0}, {"Word": "Concentration", "Confidence": 0.993, "X1": 0.71563, "Y1": 0.3942, "X2": 0.86792, "Y2": 0.394, "X3": 0.86658, "Y3": 0.4068, "X4": 0.71563, "Y4": 0.4058, "page": 0}, {"Word": "Number", "Confidence": 0.624, "X1": 0.13477, "Y1": 0.4082, "X2": 0.20755, "Y2": 0.408, "X3": 0.20755, "Y3": 0.4218, "X4": 0.13477, "Y4": 0.4208, "page": 0}, {"Word": "Application Mode", "Confidence": 0.9915, "X1": 0.28032, "Y1": 0.4072, "X2": 0.47035, "Y2": 0.407, "X3": 0.47035, "Y3": 0.4218, "X4": 0.28032, "Y4": 0.4228, "page": 0}, {"Word": "Concentration", "Confidence": 0.993, "X1": 0.50943, "Y1": 0.4082, "X2": 0.66307, "Y2": 0.408, "X3": 0.66307, "Y3": 0.4208, "X4": 0.50943, "Y4": 0.4208, "page": 0}, {"Word": "(n=5) 4/27/82", "Confidence": 0.974, "X1": 0.71833, "Y1": 0.4062, "X2": 0.86523, "Y2": 0.406, "X3": 0.86523, "Y3": 0.4208, "X4": 0.71833, "Y4": 0.4218, "page": 0}, {"Word": "0.25%", "Confidence": 0.769, "X1": 0.55795, "Y1": 0.4352, "X2": 0.6159, "Y2": 0.435, "X3": 0.6159, "Y3": 0.4478, "X4": 0.55795, "Y4": 0.4488, "page": 0}, {"Word": "1312", "Confidence": 0.989, "X1": 0.13342, "Y1": 0.4362, "X2": 0.18329, "Y2": 0.436, "X3": 0.18194, "Y3": 0.4498, "X4": 0.13342, "Y4": 0.4488, "page": 0}, {"Word": "Aqueous Dispersion", "Confidence": 0.807, "X1": 0.26954, "Y1": 0.4362, "X2": 0.47978, "Y2": 0.436, "X3": 0.47978, "Y3": 0.4488, "X4": 0.26954, "Y4": 0.4488, "page": 0}, {"Word": "0.22%", "Confidence": 0.803, "X1": 0.76146, "Y1": 0.4362, "X2": 0.81941, "Y2": 0.436, "X3": 0.81941, "Y3": 0.4488, "X4": 0.76146, "Y4": 0.4478, "page": 0}, {"Word": "1313", "Confidence": 0.989, "X1": 0.13208, "Y1": 0.4512, "X2": 0.18194, "Y2": 0.451, "X3": 0.18194, "Y3": 0.4638, "X4": 0.13208, "Y4": 0.4628, "page": 0}, {"Word": "Ethanolic Solution", "Confidence": 0.949, "X1": 0.26954, "Y1": 0.4502, "X2": 0.47844, "Y2": 0.45, "X3": 0.47844, "Y3": 0.4638, "X4": 0.26954, "Y4": 0.4638, "page": 0}, {"Word": "0.35%", "Confidence": 0.895, "X1": 0.5593, "Y1": 0.4502, "X2": 0.61456, "Y2": 0.45, "X3": 0.61456, "Y3": 0.4628, "X4": 0.5593, "Y4": 0.4638, "page": 0}, {"Word": "0.368", "Confidence": 0.627, "X1": 0.76415, "Y1": 0.4512, "X2": 0.81941, "Y2": 0.451, "X3": 0.81806, "Y3": 0.4638, "X4": 0.76415, "Y4": 0.4628, "page": 0}, {"Word": "1314", "Confidence": 0.991, "X1": 0.13747, "Y1": 0.4642, "X2": 0.18329, "Y2": 0.464, "X3": 0.18194, "Y3": 0.4768, "X4": 0.13747, "Y4": 0.4758, "page": 0}, {"Word": "0.35\u20ac", "Confidence": 0.361, "X1": 0.55795, "Y1": 0.4642, "X2": 0.61725, "Y2": 0.464, "X3": 0.61725, "Y3": 0.4768, "X4": 0.55795, "Y4": 0.4768, "page": 0}, {"Word": "0.33%", "Confidence": 0.653, "X1": 0.76415, "Y1": 0.4642, "X2": 0.81941, "Y2": 0.464, "X3": 0.81941, "Y3": 0.4778, "X4": 0.76415, "Y4": 0.4778, "page": 0}, {"Word": "Aqueous Dispersion", "Confidence": 0.993, "X1": 0.27089, "Y1": 0.4652, "X2": 0.47844, "Y2": 0.465, "X3": 0.47844, "Y3": 0.4788, "X4": 0.27089, "Y4": 0.4788, "page": 0}, {"Word": "The purpose of such an experiment was to further examine the", "Confidence": 0.989, "X1": 0.13477, "Y1": 0.4922, "X2": 0.8221, "Y2": 0.492, "X3": 0.8221, "Y3": 0.5068, "X4": 0.13477, "Y4": 0.5068, "page": 0}, {"Word": "organoleptic differences between aqueous and ethanol carrier", "Confidence": 0.99457, "X1": 0.13342, "Y1": 0.5072, "X2": 0.8221, "Y2": 0.507, "X3": 0.8221, "Y3": 0.5208, "X4": 0.13342, "Y4": 0.5218, "page": 0}, {"Word": "systems.", "Confidence": 0.994, "X1": 0.13612, "Y1": 0.5232, "X2": 0.22776, "Y2": 0.523, "X3": 0.22776, "Y3": 0.5358, "X4": 0.13612, "Y4": 0.5358, "page": 0}, {"Word": "The application technique has been described in a\"previous report", "Confidence": 0.95844, "X1": 0.13477, "Y1": 0.5502, "X2": 0.88005, "Y2": 0.55, "X3": 0.88005, "Y3": 0.5638, "X4": 0.13477, "Y4": 0.5638, "page": 0}, {"Word": "(1): Newport 85mm cigarettes were prepared on the Pilot Plant's", "Confidence": 0.9743, "X1": 0.13073, "Y1": 0.5632, "X2": 0.87197, "Y2": 0.563, "X3": 0.87197, "Y3": 0.5778, "X4": 0.13073, "Y4": 0.5788, "page": 0}, {"Word": "Mark VIII maker. One tray of each lot was packed in the plant", "Confidence": 0.98385, "X1": 0.13477, "Y1": 0.5772, "X2": 0.84501, "Y2": 0.577, "X3": 0.84501, "Y3": 0.5918, "X4": 0.13477, "Y4": 0.5928, "page": 0}, {"Word": "and the finished cartons of the product were placed in the", "Confidence": 0.99582, "X1": 0.13477, "Y1": 0.5912, "X2": 0.79784, "Y2": 0.591, "X3": 0.79784, "Y3": 0.6058, "X4": 0.13477, "Y4": 0.6058, "page": 0}, {"Word": "conditioning room on April 28, 1982. The cigarettes will be", "Confidence": 0.9911, "X1": 0.13342, "Y1": 0.6052, "X2": 0.82075, "Y2": 0.605, "X3": 0.82075, "Y3": 0.6198, "X4": 0.13342, "Y4": 0.6198, "page": 0}, {"Word": "allowed to condition for a minimum of two weeks before organo-", "Confidence": 0.99409, "X1": 0.13612, "Y1": 0.6202, "X2": 0.84367, "Y2": 0.62, "X3": 0.84367, "Y3": 0.6348, "X4": 0.13612, "Y4": 0.6338, "page": 0}, {"Word": "leptic evaluation by Product Development.", "Confidence": 0.9944, "X1": 0.13477, "Y1": 0.6332, "X2": 0.60377, "Y2": 0.633, "X3": 0.60377, "Y3": 0.6478, "X4": 0.13477, "Y4": 0.6478, "page": 0}, {"Word": "Should additional information be required, please advise.", "Confidence": 0.99471, "X1": 0.13477, "Y1": 0.6602, "X2": 0.78841, "Y2": 0.66, "X3": 0.78841, "Y3": 0.6778, "X4": 0.13477, "Y4": 0.6768, "page": 0}, {"Word": "W.E. Clase", "Confidence": 0.682, "X1": 0.60377, "Y1": 0.7122, "X2": 0.77493, "Y2": 0.712, "X3": 0.77358, "Y3": 0.7348, "X4": 0.60243, "Y4": 0.7328, "page": 0}, {"Word": "W. E. Crouse", "Confidence": 0.99733, "X1": 0.63747, "Y1": 0.7312, "X2": 0.77763, "Y2": 0.731, "X3": 0.77763, "Y3": 0.7458, "X4": 0.63747, "Y4": 0.7448, "page": 0}, {"Word": "/tb: 1", "Confidence": 0.967, "X1": 0.13477, "Y1": 0.7582, "X2": 0.19542, "Y2": 0.758, "X3": 0.19542, "Y3": 0.7728, "X4": 0.13477, "Y4": 0.7738, "page": 0}, {"Word": "Xc: Mr. W. Barnes", "Confidence": 0.996, "X1": 0.13612, "Y1": 0.7882, "X2": 0.34501, "Y2": 0.788, "X3": 0.34501, "Y3": 0.8018, "X4": 0.13612, "Y4": 0.8008, "page": 0}, {"Word": "Mr. J. H. Bell", "Confidence": 0.95725, "X1": 0.18733, "Y1": 0.8012, "X2": 0.3531, "Y2": 0.801, "X3": 0.3531, "Y3": 0.8148, "X4": 0.18733, "Y4": 0.8158, "page": 0}, {"Word": "Mr. A. B. Hudson", "Confidence": 0.931, "X1": 0.19137, "Y1": 0.8162, "X2": 0.38005, "Y2": 0.816, "X3": 0.38005, "Y3": 0.8288, "X4": 0.19137, "Y4": 0.8278, "page": 0}, {"Word": "Ms. M. S. Ireland", "Confidence": 0.98625, "X1": 0.19137, "Y1": 0.8302, "X2": 0.38949, "Y2": 0.83, "X3": 0.38949, "Y3": 0.8428, "X4": 0.19137, "Y4": 0.8428, "page": 0}, {"Word": "Dr. H. J. Minnemeyer", "Confidence": 0.98475, "X1": 0.19003, "Y1": 0.8452, "X2": 0.42588, "Y2": 0.845, "X3": 0.42588, "Y3": 0.8578, "X4": 0.19003, "Y4": 0.8578, "page": 0}, {"Word": "Mr. H. E. Smith", "Confidence": 0.9965, "X1": 0.18868, "Y1": 0.8582, "X2": 0.36658, "Y2": 0.858, "X3": 0.36658, "Y3": 0.8708, "X4": 0.18868, "Y4": 0.8708, "page": 0}, {"Word": "88770296", "Confidence": 0.994, "X1": 0.90431, "Y1": 0.8992, "X2": 0.89757, "Y2": 0.899, "X3": 0.87332, "Y3": 0.8978, "X4": 0.88005, "Y4": 0.8098, "page": 0}, {"Word": ".. .", "Confidence": 0.851, "X1": 0.94609, "Y1": 0.9212, "X2": 0.94474, "Y2": 0.921, "X3": 0.93127, "Y3": 0.9218, "X4": 0.93261, "Y4": 0.9018, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.924, "X1": 0.02561, "Y1": 0.0562, "X2": 0.02695, "Y2": 0.056, "X3": 0.00539, "Y3": 0.0568, "X4": 0.00404, "Y4": 0.0468, "page": 0, "Index": 0}, {"Word": "Lonillard", "Confidence": 0.754, "X1": 0.41914, "Y1": 0.0922, "X2": 0.5566, "Y2": 0.092, "X3": 0.55795, "Y3": 0.1258, "X4": 0.41779, "Y4": 0.1278, "page": 0, "Index": 1}, {"Word": "MEMORANDUM", "Confidence": 0.994, "X1": 0.40566, "Y1": 0.1392, "X2": 0.5566, "Y2": 0.139, "X3": 0.55526, "Y3": 0.1568, "X4": 0.40566, "Y4": 0.1568, "page": 0, "Index": 2}, {"Word": "May", "Confidence": 0.609, "X1": 0.68059, "Y1": 0.1522, "X2": 0.71563, "Y2": 0.152, "X3": 0.71563, "Y3": 0.1668, "X4": 0.68059, "Y4": 0.1668, "page": 0, "Index": 3}, {"Word": "3,", "Confidence": 0.628, "X1": 0.72776, "Y1": 0.1522, "X2": 0.75202, "Y2": 0.152, "X3": 0.75202, "Y3": 0.1658, "X4": 0.72776, "Y4": 0.1668, "page": 0, "Index": 4}, {"Word": "1982", "Confidence": 0.989, "X1": 0.76146, "Y1": 0.1512, "X2": 0.80863, "Y2": 0.151, "X3": 0.80863, "Y3": 0.1658, "X4": 0.76146, "Y4": 0.1658, "page": 0, "Index": 5}, {"Word": "TO:", "Confidence": 0.994, "X1": 0.13477, "Y1": 0.2082, "X2": 0.16981, "Y2": 0.208, "X3": 0.16981, "Y3": 0.2218, "X4": 0.13612, "Y4": 0.2218, "page": 0, "Index": 6}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.2092, "X2": 0.28437, "Y2": 0.209, "X3": 0.28437, "Y3": 0.2238, "X4": 0.24798, "Y4": 0.2238, "page": 0, "Index": 7}, {"Word": "F.", "Confidence": 0.998, "X1": 0.29111, "Y1": 0.2082, "X2": 0.31806, "Y2": 0.208, "X3": 0.31806, "Y3": 0.2238, "X4": 0.29111, "Y4": 0.2238, "page": 0, "Index": 8}, {"Word": "J.", "Confidence": 0.981, "X1": 0.3248, "Y1": 0.2082, "X2": 0.35175, "Y2": 0.208, "X3": 0.35175, "Y3": 0.2238, "X4": 0.3248, "Y4": 0.2238, "page": 0, "Index": 9}, {"Word": "Schultz", "Confidence": 0.981, "X1": 0.36119, "Y1": 0.2082, "X2": 0.44205, "Y2": 0.208, "X3": 0.44205, "Y3": 0.2248, "X4": 0.36119, "Y4": 0.2238, "page": 0, "Index": 10}, {"Word": "FROM:", "Confidence": 0.994, "X1": 0.13477, "Y1": 0.2372, "X2": 0.19407, "Y2": 0.237, "X3": 0.19407, "Y3": 0.2508, "X4": 0.13342, "Y4": 0.2508, "page": 0, "Index": 11}, {"Word": "W.", "Confidence": 0.725, "X1": 0.24798, "Y1": 0.2362, "X2": 0.27224, "Y2": 0.236, "X3": 0.27224, "Y3": 0.2518, "X4": 0.24798, "Y4": 0.2508, "page": 0, "Index": 12}, {"Word": "E.", "Confidence": 0.958, "X1": 0.28167, "Y1": 0.2372, "X2": 0.30728, "Y2": 0.237, "X3": 0.30593, "Y3": 0.2518, "X4": 0.28032, "Y4": 0.2518, "page": 0, "Index": 13}, {"Word": "Crouse", "Confidence": 0.997, "X1": 0.31536, "Y1": 0.2372, "X2": 0.38544, "Y2": 0.237, "X3": 0.38544, "Y3": 0.2518, "X4": 0.31536, "Y4": 0.2518, "page": 0, "Index": 14}, {"Word": "SUBJECT:", "Confidence": 0.991, "X1": 0.13477, "Y1": 0.2652, "X2": 0.22642, "Y2": 0.265, "X3": 0.22642, "Y3": 0.2798, "X4": 0.13342, "Y4": 0.2798, "page": 0, "Index": 15}, {"Word": "Preparation", "Confidence": 0.994, "X1": 0.24663, "Y1": 0.2652, "X2": 0.37332, "Y2": 0.265, "X3": 0.37332, "Y3": 0.2808, "X4": 0.24663, "Y4": 0.2788, "page": 0, "Index": 16}, {"Word": "of", "Confidence": 0.998, "X1": 0.38275, "Y1": 0.2652, "X2": 0.40836, "Y2": 0.265, "X3": 0.40836, "Y3": 0.2808, "X4": 0.38275, "Y4": 0.2808, "page": 0, "Index": 17}, {"Word": "Newport", "Confidence": 0.992, "X1": 0.41644, "Y1": 0.2652, "X2": 0.5, "Y2": 0.265, "X3": 0.5, "Y3": 0.2818, "X4": 0.41644, "Y4": 0.2808, "page": 0, "Index": 18}, {"Word": "85mm", "Confidence": 0.991, "X1": 0.50943, "Y1": 0.2652, "X2": 0.5566, "Y2": 0.265, "X3": 0.5566, "Y3": 0.2818, "X4": 0.50943, "Y4": 0.2818, "page": 0, "Index": 19}, {"Word": "Cigarettes", "Confidence": 0.994, "X1": 0.56604, "Y1": 0.2652, "X2": 0.68194, "Y2": 0.265, "X3": 0.68194, "Y3": 0.2818, "X4": 0.56604, "Y4": 0.2818, "page": 0, "Index": 20}, {"Word": "Treated", "Confidence": 0.996, "X1": 0.69272, "Y1": 0.2652, "X2": 0.77358, "Y2": 0.265, "X3": 0.77358, "Y3": 0.2818, "X4": 0.69272, "Y4": 0.2818, "page": 0, "Index": 21}, {"Word": "with", "Confidence": 0.99, "X1": 0.78302, "Y1": 0.2652, "X2": 0.83019, "Y2": 0.265, "X3": 0.83019, "Y3": 0.2808, "X4": 0.78302, "Y4": 0.2818, "page": 0, "Index": 22}, {"Word": "Synthetic", "Confidence": 0.993, "X1": 0.24933, "Y1": 0.2802, "X2": 0.3504, "Y2": 0.28, "X3": 0.3504, "Y3": 0.2938, "X4": 0.24933, "Y4": 0.2948, "page": 0, "Index": 23}, {"Word": "Menthol", "Confidence": 0.981, "X1": 0.35849, "Y1": 0.2802, "X2": 0.44205, "Y2": 0.28, "X3": 0.4407, "Y3": 0.2938, "X4": 0.35849, "Y4": 0.2938, "page": 0, "Index": 24}, {"Word": "As", "Confidence": 0.963, "X1": 0.13477, "Y1": 0.3242, "X2": 0.15768, "Y2": 0.324, "X3": 0.15768, "Y3": 0.3378, "X4": 0.13477, "Y4": 0.3378, "page": 0, "Index": 25}, {"Word": "per", "Confidence": 0.998, "X1": 0.16712, "Y1": 0.3232, "X2": 0.2035, "Y2": 0.323, "X3": 0.2035, "Y3": 0.3378, "X4": 0.16712, "Y4": 0.3378, "page": 0, "Index": 26}, {"Word": "your", "Confidence": 0.991, "X1": 0.21294, "Y1": 0.3232, "X2": 0.26011, "Y2": 0.323, "X3": 0.26011, "Y3": 0.3368, "X4": 0.21294, "Y4": 0.3378, "page": 0, "Index": 27}, {"Word": "request,", "Confidence": 0.993, "X1": 0.26954, "Y1": 0.3232, "X2": 0.36388, "Y2": 0.323, "X3": 0.36388, "Y3": 0.3368, "X4": 0.26954, "Y4": 0.3368, "page": 0, "Index": 28}, {"Word": "three", "Confidence": 0.997, "X1": 0.37197, "Y1": 0.3232, "X2": 0.43127, "Y2": 0.323, "X3": 0.42992, "Y3": 0.3368, "X4": 0.37197, "Y4": 0.3368, "page": 0, "Index": 29}, {"Word": "50", "Confidence": 0.998, "X1": 0.44205, "Y1": 0.3232, "X2": 0.46496, "Y2": 0.323, "X3": 0.46496, "Y3": 0.3368, "X4": 0.4407, "Y4": 0.3368, "page": 0, "Index": 30}, {"Word": "pound", "Confidence": 0.997, "X1": 0.47574, "Y1": 0.3232, "X2": 0.53369, "Y2": 0.323, "X3": 0.53369, "Y3": 0.3368, "X4": 0.47439, "Y4": 0.3368, "page": 0, "Index": 31}, {"Word": "lots", "Confidence": 0.991, "X1": 0.54582, "Y1": 0.3232, "X2": 0.5903, "Y2": 0.323, "X3": 0.5903, "Y3": 0.3378, "X4": 0.54582, "Y4": 0.3368, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.60108, "Y1": 0.3232, "X2": 0.62534, "Y2": 0.323, "X3": 0.62534, "Y3": 0.3378, "X4": 0.60108, "Y4": 0.3378, "page": 0, "Index": 33}, {"Word": "a", "Confidence": 0.958, "X1": 0.63612, "Y1": 0.3222, "X2": 0.64825, "Y2": 0.322, "X3": 0.6469, "Y3": 0.3378, "X4": 0.63612, "Y4": 0.3378, "page": 0, "Index": 34}, {"Word": "production", "Confidence": 0.994, "X1": 0.65768, "Y1": 0.3222, "X2": 0.77224, "Y2": 0.322, "X3": 0.77224, "Y3": 0.3378, "X4": 0.65633, "Y4": 0.3378, "page": 0, "Index": 35}, {"Word": "Newport", "Confidence": 0.996, "X1": 0.78302, "Y1": 0.3222, "X2": 0.86523, "Y2": 0.322, "X3": 0.86523, "Y3": 0.3378, "X4": 0.78302, "Y4": 0.3378, "page": 0, "Index": 36}, {"Word": "blend", "Confidence": 0.993, "X1": 0.13477, "Y1": 0.3382, "X2": 0.19003, "Y2": 0.338, "X3": 0.19137, "Y3": 0.3508, "X4": 0.13477, "Y4": 0.3508, "page": 0, "Index": 37}, {"Word": "were", "Confidence": 0.988, "X1": 0.20081, "Y1": 0.3382, "X2": 0.24663, "Y2": 0.338, "X3": 0.24798, "Y3": 0.3518, "X4": 0.20081, "Y4": 0.3508, "page": 0, "Index": 38}, {"Word": "sprayed", "Confidence": 0.996, "X1": 0.25876, "Y1": 0.3382, "X2": 0.33827, "Y2": 0.338, "X3": 0.33827, "Y3": 0.3518, "X4": 0.25876, "Y4": 0.3518, "page": 0, "Index": 39}, {"Word": "on", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.3382, "X2": 0.37197, "Y2": 0.338, "X3": 0.37197, "Y3": 0.3518, "X4": 0.34906, "Y4": 0.3518, "page": 0, "Index": 40}, {"Word": "April", "Confidence": 0.995, "X1": 0.3841, "Y1": 0.3372, "X2": 0.4407, "Y2": 0.337, "X3": 0.4407, "Y3": 0.3518, "X4": 0.3841, "Y4": 0.3518, "page": 0, "Index": 41}, {"Word": "26,", "Confidence": 0.997, "X1": 0.45418, "Y1": 0.3372, "X2": 0.48922, "Y2": 0.337, "X3": 0.48922, "Y3": 0.3518, "X4": 0.45418, "Y4": 0.3518, "page": 0, "Index": 42}, {"Word": "1982", "Confidence": 0.982, "X1": 0.5, "Y1": 0.3372, "X2": 0.54582, "Y2": 0.337, "X3": 0.54582, "Y3": 0.3518, "X4": 0.5, "Y4": 0.3518, "page": 0, "Index": 43}, {"Word": "in", "Confidence": 0.998, "X1": 0.5566, "Y1": 0.3372, "X2": 0.57817, "Y2": 0.337, "X3": 0.57817, "Y3": 0.3518, "X4": 0.5566, "Y4": 0.3518, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.3372, "X2": 0.62534, "Y2": 0.337, "X3": 0.62534, "Y3": 0.3518, "X4": 0.5903, "Y4": 0.3518, "page": 0, "Index": 45}, {"Word": "Pilot", "Confidence": 0.997, "X1": 0.63477, "Y1": 0.3372, "X2": 0.69272, "Y2": 0.337, "X3": 0.69272, "Y3": 0.3518, "X4": 0.63477, "Y4": 0.3518, "page": 0, "Index": 46}, {"Word": "Plant", "Confidence": 0.997, "X1": 0.7035, "Y1": 0.3372, "X2": 0.76146, "Y2": 0.337, "X3": 0.76146, "Y3": 0.3518, "X4": 0.7035, "Y4": 0.3518, "page": 0, "Index": 47}, {"Word": "with", "Confidence": 0.979, "X1": 0.77089, "Y1": 0.3372, "X2": 0.81941, "Y2": 0.337, "X3": 0.81941, "Y3": 0.3508, "X4": 0.77089, "Y4": 0.3518, "page": 0, "Index": 48}, {"Word": "synthetic", "Confidence": 0.994, "X1": 0.13477, "Y1": 0.3512, "X2": 0.2372, "Y2": 0.351, "X3": 0.2372, "Y3": 0.3658, "X4": 0.13477, "Y4": 0.3648, "page": 0, "Index": 49}, {"Word": "menthol", "Confidence": 0.954, "X1": 0.24528, "Y1": 0.3512, "X2": 0.32749, "Y2": 0.351, "X3": 0.32749, "Y3": 0.3658, "X4": 0.24528, "Y4": 0.3658, "page": 0, "Index": 50}, {"Word": "(Haarmam", "Confidence": 0.94, "X1": 0.34097, "Y1": 0.3512, "X2": 0.42992, "Y2": 0.351, "X3": 0.42992, "Y3": 0.3668, "X4": 0.34097, "Y4": 0.3658, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.4407, "Y1": 0.3522, "X2": 0.47709, "Y2": 0.352, "X3": 0.47709, "Y3": 0.3668, "X4": 0.4407, "Y4": 0.3668, "page": 0, "Index": 52}, {"Word": "Reimer)", "Confidence": 0.863, "X1": 0.48652, "Y1": 0.3522, "X2": 0.56873, "Y2": 0.352, "X3": 0.56873, "Y3": 0.3668, "X4": 0.48652, "Y4": 0.3668, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.998, "X1": 0.57817, "Y1": 0.3522, "X2": 0.60243, "Y2": 0.352, "X3": 0.60243, "Y3": 0.3668, "X4": 0.57817, "Y4": 0.3668, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.61456, "Y1": 0.3522, "X2": 0.64825, "Y2": 0.352, "X3": 0.64825, "Y3": 0.3668, "X4": 0.61456, "Y4": 0.3668, "page": 0, "Index": 55}, {"Word": "following", "Confidence": 0.994, "X1": 0.65903, "Y1": 0.3522, "X2": 0.76146, "Y2": 0.352, "X3": 0.76146, "Y3": 0.3668, "X4": 0.65903, "Y4": 0.3668, "page": 0, "Index": 56}, {"Word": "manner.", "Confidence": 0.995, "X1": 0.77089, "Y1": 0.3522, "X2": 0.85445, "Y2": 0.352, "X3": 0.85445, "Y3": 0.3668, "X4": 0.77089, "Y4": 0.3668, "page": 0, "Index": 57}, {"Word": "Reported", "Confidence": 0.996, "X1": 0.73854, "Y1": 0.3802, "X2": 0.82884, "Y2": 0.38, "X3": 0.82884, "Y3": 0.3938, "X4": 0.7372, "Y4": 0.3948, "page": 0, "Index": 58}, {"Word": "Sample", "Confidence": 0.657, "X1": 0.13612, "Y1": 0.3942, "X2": 0.20216, "Y2": 0.394, "X3": 0.20081, "Y3": 0.4078, "X4": 0.13477, "Y4": 0.4068, "page": 0, "Index": 59}, {"Word": "Target", "Confidence": 0.994, "X1": 0.54717, "Y1": 0.3942, "X2": 0.61186, "Y2": 0.394, "X3": 0.61186, "Y3": 0.4068, "X4": 0.54717, "Y4": 0.4058, "page": 0, "Index": 60}, {"Word": "Concentration", "Confidence": 0.993, "X1": 0.71698, "Y1": 0.3942, "X2": 0.86253, "Y2": 0.394, "X3": 0.86253, "Y3": 0.4078, "X4": 0.71563, "Y4": 0.4068, "page": 0, "Index": 61}, {"Word": "Number", "Confidence": 0.624, "X1": 0.13612, "Y1": 0.4082, "X2": 0.20216, "Y2": 0.408, "X3": 0.20216, "Y3": 0.4228, "X4": 0.13477, "Y4": 0.4208, "page": 0, "Index": 62}, {"Word": "Application", "Confidence": 0.993, "X1": 0.28302, "Y1": 0.4072, "X2": 0.40701, "Y2": 0.407, "X3": 0.40701, "Y3": 0.4218, "X4": 0.28167, "Y4": 0.4228, "page": 0, "Index": 63}, {"Word": "Mode", "Confidence": 0.99, "X1": 0.41779, "Y1": 0.4072, "X2": 0.46496, "Y2": 0.407, "X3": 0.46496, "Y3": 0.4228, "X4": 0.41644, "Y4": 0.4218, "page": 0, "Index": 64}, {"Word": "Concentration", "Confidence": 0.993, "X1": 0.51078, "Y1": 0.4082, "X2": 0.65903, "Y2": 0.408, "X3": 0.65903, "Y3": 0.4218, "X4": 0.51078, "Y4": 0.4208, "page": 0, "Index": 65}, {"Word": "(n=5)", "Confidence": 0.957, "X1": 0.71968, "Y1": 0.4072, "X2": 0.77493, "Y2": 0.407, "X3": 0.77493, "Y3": 0.4218, "X4": 0.71968, "Y4": 0.4218, "page": 0, "Index": 66}, {"Word": "4/27/82", "Confidence": 0.991, "X1": 0.78571, "Y1": 0.4072, "X2": 0.86388, "Y2": 0.407, "X3": 0.86388, "Y3": 0.4218, "X4": 0.78571, "Y4": 0.4218, "page": 0, "Index": 67}, {"Word": "1312", "Confidence": 0.989, "X1": 0.13612, "Y1": 0.4362, "X2": 0.18194, "Y2": 0.436, "X3": 0.18194, "Y3": 0.4498, "X4": 0.13477, "Y4": 0.4488, "page": 0, "Index": 68}, {"Word": "Aqueous", "Confidence": 0.62, "X1": 0.27089, "Y1": 0.4372, "X2": 0.34906, "Y2": 0.437, "X3": 0.34906, "Y3": 0.4498, "X4": 0.27089, "Y4": 0.4498, "page": 0, "Index": 69}, {"Word": "Dispersion", "Confidence": 0.994, "X1": 0.35984, "Y1": 0.4362, "X2": 0.47439, "Y2": 0.436, "X3": 0.47439, "Y3": 0.4498, "X4": 0.35984, "Y4": 0.4498, "page": 0, "Index": 70}, {"Word": "0.25%", "Confidence": 0.769, "X1": 0.5593, "Y1": 0.4362, "X2": 0.61321, "Y2": 0.436, "X3": 0.61456, "Y3": 0.4488, "X4": 0.5593, "Y4": 0.4488, "page": 0, "Index": 71}, {"Word": "0.22%", "Confidence": 0.803, "X1": 0.7628, "Y1": 0.4372, "X2": 0.81806, "Y2": 0.437, "X3": 0.81806, "Y3": 0.4498, "X4": 0.7628, "Y4": 0.4488, "page": 0, "Index": 72}, {"Word": "1313", "Confidence": 0.989, "X1": 0.13612, "Y1": 0.4512, "X2": 0.18059, "Y2": 0.451, "X3": 0.18059, "Y3": 0.4638, "X4": 0.13612, "Y4": 0.4628, "page": 0, "Index": 73}, {"Word": "Ethanolic", "Confidence": 0.992, "X1": 0.27224, "Y1": 0.4512, "X2": 0.37197, "Y2": 0.451, "X3": 0.37197, "Y3": 0.4648, "X4": 0.27224, "Y4": 0.4638, "page": 0, "Index": 74}, {"Word": "Solution", "Confidence": 0.906, "X1": 0.3841, "Y1": 0.4512, "X2": 0.47574, "Y2": 0.451, "X3": 0.47574, "Y3": 0.4648, "X4": 0.3841, "Y4": 0.4648, "page": 0, "Index": 75}, {"Word": "0.35%", "Confidence": 0.895, "X1": 0.5593, "Y1": 0.4512, "X2": 0.61321, "Y2": 0.451, "X3": 0.61321, "Y3": 0.4638, "X4": 0.5593, "Y4": 0.4638, "page": 0, "Index": 76}, {"Word": "0.368", "Confidence": 0.627, "X1": 0.76415, "Y1": 0.4522, "X2": 0.81671, "Y2": 0.452, "X3": 0.81671, "Y3": 0.4648, "X4": 0.76415, "Y4": 0.4628, "page": 0, "Index": 77}, {"Word": "1314", "Confidence": 0.991, "X1": 0.13747, "Y1": 0.4642, "X2": 0.18194, "Y2": 0.464, "X3": 0.18194, "Y3": 0.4768, "X4": 0.13747, "Y4": 0.4758, "page": 0, "Index": 78}, {"Word": "0.35\u20ac", "Confidence": 0.361, "X1": 0.5593, "Y1": 0.4652, "X2": 0.61321, "Y2": 0.465, "X3": 0.61321, "Y3": 0.4768, "X4": 0.5593, "Y4": 0.4768, "page": 0, "Index": 79}, {"Word": "Aqueous", "Confidence": 0.991, "X1": 0.27224, "Y1": 0.4652, "X2": 0.3504, "Y2": 0.465, "X3": 0.3504, "Y3": 0.4788, "X4": 0.27089, "Y4": 0.4798, "page": 0, "Index": 80}, {"Word": "Dispersion", "Confidence": 0.995, "X1": 0.36119, "Y1": 0.4662, "X2": 0.47574, "Y2": 0.466, "X3": 0.47709, "Y3": 0.4788, "X4": 0.36119, "Y4": 0.4788, "page": 0, "Index": 81}, {"Word": "0.33%", "Confidence": 0.653, "X1": 0.76415, "Y1": 0.4652, "X2": 0.81806, "Y2": 0.465, "X3": 0.81806, "Y3": 0.4788, "X4": 0.76415, "Y4": 0.4778, "page": 0, "Index": 82}, {"Word": "The", "Confidence": 0.977, "X1": 0.13612, "Y1": 0.4932, "X2": 0.16846, "Y2": 0.493, "X3": 0.16846, "Y3": 0.5078, "X4": 0.13612, "Y4": 0.5078, "page": 0, "Index": 83}, {"Word": "purpose", "Confidence": 0.994, "X1": 0.1779, "Y1": 0.4932, "X2": 0.25876, "Y2": 0.493, "X3": 0.25876, "Y3": 0.5068, "X4": 0.1779, "Y4": 0.5078, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.998, "X1": 0.26954, "Y1": 0.4932, "X2": 0.2938, "Y2": 0.493, "X3": 0.2938, "Y3": 0.5068, "X4": 0.26954, "Y4": 0.5068, "page": 0, "Index": 85}, {"Word": "such", "Confidence": 0.988, "X1": 0.30458, "Y1": 0.4932, "X2": 0.34906, "Y2": 0.493, "X3": 0.34906, "Y3": 0.5068, "X4": 0.30458, "Y4": 0.5068, "page": 0, "Index": 86}, {"Word": "an", "Confidence": 0.997, "X1": 0.36119, "Y1": 0.4932, "X2": 0.3841, "Y2": 0.493, "X3": 0.3841, "Y3": 0.5068, "X4": 0.36119, "Y4": 0.5068, "page": 0, "Index": 87}, {"Word": "experiment", "Confidence": 0.941, "X1": 0.39488, "Y1": 0.4932, "X2": 0.51078, "Y2": 0.493, "X3": 0.51078, "Y3": 0.5068, "X4": 0.39488, "Y4": 0.5068, "page": 0, "Index": 88}, {"Word": "was", "Confidence": 0.998, "X1": 0.52022, "Y1": 0.4932, "X2": 0.5566, "Y2": 0.493, "X3": 0.5566, "Y3": 0.5068, "X4": 0.52022, "Y4": 0.5068, "page": 0, "Index": 89}, {"Word": "to", "Confidence": 0.998, "X1": 0.56739, "Y1": 0.4932, "X2": 0.5903, "Y2": 0.493, "X3": 0.5903, "Y3": 0.5068, "X4": 0.56739, "Y4": 0.5068, "page": 0, "Index": 90}, {"Word": "further", "Confidence": 0.995, "X1": 0.60377, "Y1": 0.4922, "X2": 0.68194, "Y2": 0.492, "X3": 0.68194, "Y3": 0.5068, "X4": 0.60377, "Y4": 0.5068, "page": 0, "Index": 91}, {"Word": "examine", "Confidence": 0.995, "X1": 0.69272, "Y1": 0.4922, "X2": 0.77224, "Y2": 0.492, "X3": 0.77224, "Y3": 0.5068, "X4": 0.69272, "Y4": 0.5068, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.78437, "Y1": 0.4922, "X2": 0.81806, "Y2": 0.492, "X3": 0.81941, "Y3": 0.5068, "X4": 0.78437, "Y4": 0.5068, "page": 0, "Index": 93}, {"Word": "organoleptic", "Confidence": 0.991, "X1": 0.13477, "Y1": 0.5082, "X2": 0.27224, "Y2": 0.508, "X3": 0.27089, "Y3": 0.5218, "X4": 0.13342, "Y4": 0.5218, "page": 0, "Index": 94}, {"Word": "differences", "Confidence": 0.993, "X1": 0.28167, "Y1": 0.5072, "X2": 0.40701, "Y2": 0.507, "X3": 0.40701, "Y3": 0.5228, "X4": 0.28032, "Y4": 0.5228, "page": 0, "Index": 95}, {"Word": "between", "Confidence": 0.995, "X1": 0.41644, "Y1": 0.5072, "X2": 0.49865, "Y2": 0.507, "X3": 0.4973, "Y3": 0.5218, "X4": 0.41644, "Y4": 0.5228, "page": 0, "Index": 96}, {"Word": "aqueous", "Confidence": 0.994, "X1": 0.51078, "Y1": 0.5072, "X2": 0.59164, "Y2": 0.507, "X3": 0.5903, "Y3": 0.5218, "X4": 0.50943, "Y4": 0.5218, "page": 0, "Index": 97}, {"Word": "and", "Confidence": 0.998, "X1": 0.60243, "Y1": 0.5072, "X2": 0.63747, "Y2": 0.507, "X3": 0.63747, "Y3": 0.5218, "X4": 0.60108, "Y4": 0.5218, "page": 0, "Index": 98}, {"Word": "ethanol", "Confidence": 0.994, "X1": 0.6469, "Y1": 0.5072, "X2": 0.72776, "Y2": 0.507, "X3": 0.72642, "Y3": 0.5218, "X4": 0.6469, "Y4": 0.5218, "page": 0, "Index": 99}, {"Word": "carrier", "Confidence": 0.997, "X1": 0.73854, "Y1": 0.5082, "X2": 0.81941, "Y2": 0.508, "X3": 0.81806, "Y3": 0.5208, "X4": 0.7372, "Y4": 0.5218, "page": 0, "Index": 100}, {"Word": "systems.", "Confidence": 0.994, "X1": 0.13747, "Y1": 0.5242, "X2": 0.22642, "Y2": 0.524, "X3": 0.22507, "Y3": 0.5358, "X4": 0.13612, "Y4": 0.5358, "page": 0, "Index": 101}, {"Word": "The", "Confidence": 0.998, "X1": 0.13612, "Y1": 0.5512, "X2": 0.16846, "Y2": 0.551, "X3": 0.16846, "Y3": 0.5648, "X4": 0.13612, "Y4": 0.5648, "page": 0, "Index": 102}, {"Word": "application", "Confidence": 0.991, "X1": 0.18059, "Y1": 0.5502, "X2": 0.30458, "Y2": 0.55, "X3": 0.30458, "Y3": 0.5648, "X4": 0.18059, "Y4": 0.5648, "page": 0, "Index": 103}, {"Word": "technique", "Confidence": 0.993, "X1": 0.31671, "Y1": 0.5502, "X2": 0.41914, "Y2": 0.55, "X3": 0.41914, "Y3": 0.5638, "X4": 0.31671, "Y4": 0.5648, "page": 0, "Index": 104}, {"Word": "has", "Confidence": 0.998, "X1": 0.42857, "Y1": 0.5502, "X2": 0.46361, "Y2": 0.55, "X3": 0.46361, "Y3": 0.5638, "X4": 0.42857, "Y4": 0.5638, "page": 0, "Index": 105}, {"Word": "been", "Confidence": 0.988, "X1": 0.47574, "Y1": 0.5502, "X2": 0.52156, "Y2": 0.55, "X3": 0.52156, "Y3": 0.5638, "X4": 0.47574, "Y4": 0.5638, "page": 0, "Index": 106}, {"Word": "described", "Confidence": 0.994, "X1": 0.53235, "Y1": 0.5502, "X2": 0.63747, "Y2": 0.55, "X3": 0.63747, "Y3": 0.5638, "X4": 0.53235, "Y4": 0.5638, "page": 0, "Index": 107}, {"Word": "in", "Confidence": 0.998, "X1": 0.6496, "Y1": 0.5502, "X2": 0.66981, "Y2": 0.55, "X3": 0.66981, "Y3": 0.5638, "X4": 0.6496, "Y4": 0.5638, "page": 0, "Index": 108}, {"Word": "a\"previous", "Confidence": 0.669, "X1": 0.68194, "Y1": 0.5512, "X2": 0.7965, "Y2": 0.551, "X3": 0.7965, "Y3": 0.5638, "X4": 0.68194, "Y4": 0.5638, "page": 0, "Index": 109}, {"Word": "report", "Confidence": 0.997, "X1": 0.80593, "Y1": 0.5512, "X2": 0.87601, "Y2": 0.551, "X3": 0.87601, "Y3": 0.5638, "X4": 0.80593, "Y4": 0.5638, "page": 0, "Index": 110}, {"Word": "on", "Confidence": 0.998, "X1": 0.63747, "Y1": 0.5652, "X2": 0.66038, "Y2": 0.565, "X3": 0.65903, "Y3": 0.5778, "X4": 0.63747, "Y4": 0.5778, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.5652, "X2": 0.70485, "Y2": 0.565, "X3": 0.70485, "Y3": 0.5778, "X4": 0.67116, "Y4": 0.5778, "page": 0, "Index": 112}, {"Word": "Pilot", "Confidence": 0.997, "X1": 0.71698, "Y1": 0.5642, "X2": 0.77493, "Y2": 0.564, "X3": 0.77358, "Y3": 0.5778, "X4": 0.71698, "Y4": 0.5778, "page": 0, "Index": 113}, {"Word": "Plant's", "Confidence": 0.994, "X1": 0.78437, "Y1": 0.5642, "X2": 0.86523, "Y2": 0.564, "X3": 0.86388, "Y3": 0.5778, "X4": 0.78437, "Y4": 0.5778, "page": 0, "Index": 114}, {"Word": "(1):", "Confidence": 0.815, "X1": 0.13881, "Y1": 0.5642, "X2": 0.18194, "Y2": 0.564, "X3": 0.18059, "Y3": 0.5798, "X4": 0.13747, "Y4": 0.5798, "page": 0, "Index": 115}, {"Word": "Newport", "Confidence": 0.971, "X1": 0.2035, "Y1": 0.5652, "X2": 0.28302, "Y2": 0.565, "X3": 0.28167, "Y3": 0.5788, "X4": 0.20216, "Y4": 0.5798, "page": 0, "Index": 116}, {"Word": "85mm", "Confidence": 0.991, "X1": 0.29515, "Y1": 0.5652, "X2": 0.34097, "Y2": 0.565, "X3": 0.33962, "Y3": 0.5788, "X4": 0.2938, "Y4": 0.5788, "page": 0, "Index": 117}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.3504, "Y1": 0.5652, "X2": 0.46496, "Y2": 0.565, "X3": 0.46496, "Y3": 0.5788, "X4": 0.34906, "Y4": 0.5788, "page": 0, "Index": 118}, {"Word": "were", "Confidence": 0.99, "X1": 0.47574, "Y1": 0.5652, "X2": 0.52291, "Y2": 0.565, "X3": 0.52291, "Y3": 0.5788, "X4": 0.47439, "Y4": 0.5788, "page": 0, "Index": 119}, {"Word": "prepared", "Confidence": 0.995, "X1": 0.53369, "Y1": 0.5652, "X2": 0.62668, "Y2": 0.565, "X3": 0.62534, "Y3": 0.5788, "X4": 0.53235, "Y4": 0.5788, "page": 0, "Index": 120}, {"Word": "Mark", "Confidence": 0.986, "X1": 0.13477, "Y1": 0.5792, "X2": 0.17925, "Y2": 0.579, "X3": 0.17925, "Y3": 0.5918, "X4": 0.13477, "Y4": 0.5918, "page": 0, "Index": 121}, {"Word": "VIII", "Confidence": 0.853, "X1": 0.19003, "Y1": 0.5792, "X2": 0.2372, "Y2": 0.579, "X3": 0.2372, "Y3": 0.5928, "X4": 0.19003, "Y4": 0.5918, "page": 0, "Index": 122}, {"Word": "maker.", "Confidence": 0.997, "X1": 0.24798, "Y1": 0.5792, "X2": 0.31806, "Y2": 0.579, "X3": 0.31806, "Y3": 0.5928, "X4": 0.24663, "Y4": 0.5928, "page": 0, "Index": 123}, {"Word": "One", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.5792, "X2": 0.37332, "Y2": 0.579, "X3": 0.37197, "Y3": 0.5928, "X4": 0.33827, "Y4": 0.5928, "page": 0, "Index": 124}, {"Word": "tray", "Confidence": 0.989, "X1": 0.38544, "Y1": 0.5792, "X2": 0.42992, "Y2": 0.579, "X3": 0.42857, "Y3": 0.5928, "X4": 0.38544, "Y4": 0.5928, "page": 0, "Index": 125}, {"Word": "of", "Confidence": 0.998, "X1": 0.44205, "Y1": 0.5792, "X2": 0.46496, "Y2": 0.579, "X3": 0.46361, "Y3": 0.5928, "X4": 0.44205, "Y4": 0.5928, "page": 0, "Index": 126}, {"Word": "each", "Confidence": 0.985, "X1": 0.47574, "Y1": 0.5792, "X2": 0.52156, "Y2": 0.579, "X3": 0.52156, "Y3": 0.5928, "X4": 0.47574, "Y4": 0.5928, "page": 0, "Index": 127}, {"Word": "lot", "Confidence": 0.998, "X1": 0.53504, "Y1": 0.5792, "X2": 0.56873, "Y2": 0.579, "X3": 0.56873, "Y3": 0.5928, "X4": 0.53504, "Y4": 0.5928, "page": 0, "Index": 128}, {"Word": "was", "Confidence": 0.998, "X1": 0.57817, "Y1": 0.5792, "X2": 0.61456, "Y2": 0.579, "X3": 0.61456, "Y3": 0.5928, "X4": 0.57817, "Y4": 0.5928, "page": 0, "Index": 129}, {"Word": "packed", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.5792, "X2": 0.69272, "Y2": 0.579, "X3": 0.69272, "Y3": 0.5918, "X4": 0.62399, "Y4": 0.5928, "page": 0, "Index": 130}, {"Word": "in", "Confidence": 0.998, "X1": 0.7062, "Y1": 0.5782, "X2": 0.72642, "Y2": 0.578, "X3": 0.72642, "Y3": 0.5918, "X4": 0.70485, "Y4": 0.5918, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.998, "X1": 0.74124, "Y1": 0.5782, "X2": 0.77358, "Y2": 0.578, "X3": 0.77358, "Y3": 0.5918, "X4": 0.73989, "Y4": 0.5918, "page": 0, "Index": 132}, {"Word": "plant", "Confidence": 0.998, "X1": 0.78571, "Y1": 0.5782, "X2": 0.84367, "Y2": 0.578, "X3": 0.84232, "Y3": 0.5908, "X4": 0.78437, "Y4": 0.5918, "page": 0, "Index": 133}, {"Word": "and", "Confidence": 0.998, "X1": 0.13612, "Y1": 0.5922, "X2": 0.16846, "Y2": 0.592, "X3": 0.16846, "Y3": 0.6058, "X4": 0.13612, "Y4": 0.6058, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.18059, "Y1": 0.5922, "X2": 0.21429, "Y2": 0.592, "X3": 0.21429, "Y3": 0.6058, "X4": 0.18059, "Y4": 0.6058, "page": 0, "Index": 135}, {"Word": "finished", "Confidence": 0.996, "X1": 0.22642, "Y1": 0.5922, "X2": 0.31536, "Y2": 0.592, "X3": 0.31536, "Y3": 0.6058, "X4": 0.22642, "Y4": 0.6058, "page": 0, "Index": 136}, {"Word": "cartons", "Confidence": 0.997, "X1": 0.32615, "Y1": 0.5922, "X2": 0.40701, "Y2": 0.592, "X3": 0.40701, "Y3": 0.6058, "X4": 0.32749, "Y4": 0.6058, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.995, "X1": 0.41779, "Y1": 0.5922, "X2": 0.44205, "Y2": 0.592, "X3": 0.44205, "Y3": 0.6058, "X4": 0.41914, "Y4": 0.6058, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.45283, "Y1": 0.5922, "X2": 0.48652, "Y2": 0.592, "X3": 0.48652, "Y3": 0.6058, "X4": 0.45283, "Y4": 0.6058, "page": 0, "Index": 139}, {"Word": "product", "Confidence": 0.997, "X1": 0.49865, "Y1": 0.5932, "X2": 0.57951, "Y2": 0.593, "X3": 0.57817, "Y3": 0.6058, "X4": 0.49865, "Y4": 0.6058, "page": 0, "Index": 140}, {"Word": "were", "Confidence": 0.982, "X1": 0.5903, "Y1": 0.5932, "X2": 0.63747, "Y2": 0.593, "X3": 0.63612, "Y3": 0.6058, "X4": 0.5903, "Y4": 0.6058, "page": 0, "Index": 141}, {"Word": "placed", "Confidence": 0.997, "X1": 0.6469, "Y1": 0.5932, "X2": 0.71698, "Y2": 0.593, "X3": 0.71563, "Y3": 0.6058, "X4": 0.6469, "Y4": 0.6058, "page": 0, "Index": 142}, {"Word": "in", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.5932, "X2": 0.75067, "Y2": 0.593, "X3": 0.74933, "Y3": 0.6048, "X4": 0.72776, "Y4": 0.6058, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.5922, "X2": 0.7965, "Y2": 0.592, "X3": 0.79515, "Y3": 0.6048, "X4": 0.76146, "Y4": 0.6048, "page": 0, "Index": 144}, {"Word": "conditioning", "Confidence": 0.991, "X1": 0.13477, "Y1": 0.6062, "X2": 0.27224, "Y2": 0.606, "X3": 0.27089, "Y3": 0.6208, "X4": 0.13477, "Y4": 0.6198, "page": 0, "Index": 145}, {"Word": "room", "Confidence": 0.988, "X1": 0.28302, "Y1": 0.6062, "X2": 0.32749, "Y2": 0.606, "X3": 0.32749, "Y3": 0.6208, "X4": 0.28167, "Y4": 0.6208, "page": 0, "Index": 146}, {"Word": "on", "Confidence": 0.964, "X1": 0.33827, "Y1": 0.6062, "X2": 0.36253, "Y2": 0.606, "X3": 0.36253, "Y3": 0.6208, "X4": 0.33827, "Y4": 0.6208, "page": 0, "Index": 147}, {"Word": "April", "Confidence": 0.996, "X1": 0.37466, "Y1": 0.6062, "X2": 0.43127, "Y2": 0.606, "X3": 0.43127, "Y3": 0.6208, "X4": 0.37332, "Y4": 0.6208, "page": 0, "Index": 148}, {"Word": "28,", "Confidence": 0.998, "X1": 0.44474, "Y1": 0.6062, "X2": 0.47844, "Y2": 0.606, "X3": 0.47844, "Y3": 0.6208, "X4": 0.4434, "Y4": 0.6208, "page": 0, "Index": 149}, {"Word": "1982.", "Confidence": 0.997, "X1": 0.48922, "Y1": 0.6062, "X2": 0.54717, "Y2": 0.606, "X3": 0.54717, "Y3": 0.6208, "X4": 0.48787, "Y4": 0.6208, "page": 0, "Index": 150}, {"Word": "The", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.6062, "X2": 0.60377, "Y2": 0.606, "X3": 0.60243, "Y3": 0.6208, "X4": 0.56873, "Y4": 0.6208, "page": 0, "Index": 151}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.61456, "Y1": 0.6062, "X2": 0.72911, "Y2": 0.606, "X3": 0.72911, "Y3": 0.6198, "X4": 0.61321, "Y4": 0.6208, "page": 0, "Index": 152}, {"Word": "will", "Confidence": 0.988, "X1": 0.73854, "Y1": 0.6062, "X2": 0.78571, "Y2": 0.606, "X3": 0.78437, "Y3": 0.6198, "X4": 0.7372, "Y4": 0.6198, "page": 0, "Index": 153}, {"Word": "be", "Confidence": 0.997, "X1": 0.7965, "Y1": 0.6062, "X2": 0.82075, "Y2": 0.606, "X3": 0.81941, "Y3": 0.6198, "X4": 0.79515, "Y4": 0.6198, "page": 0, "Index": 154}, {"Word": "allowed", "Confidence": 0.994, "X1": 0.13747, "Y1": 0.6202, "X2": 0.21294, "Y2": 0.62, "X3": 0.21294, "Y3": 0.6348, "X4": 0.13612, "Y4": 0.6338, "page": 0, "Index": 155}, {"Word": "to", "Confidence": 0.998, "X1": 0.22507, "Y1": 0.6202, "X2": 0.24798, "Y2": 0.62, "X3": 0.24798, "Y3": 0.6348, "X4": 0.22507, "Y4": 0.6348, "page": 0, "Index": 156}, {"Word": "condition", "Confidence": 0.995, "X1": 0.25876, "Y1": 0.6202, "X2": 0.36253, "Y2": 0.62, "X3": 0.36253, "Y3": 0.6348, "X4": 0.25876, "Y4": 0.6348, "page": 0, "Index": 157}, {"Word": "for", "Confidence": 0.998, "X1": 0.37332, "Y1": 0.6202, "X2": 0.40836, "Y2": 0.62, "X3": 0.40701, "Y3": 0.6348, "X4": 0.37332, "Y4": 0.6348, "page": 0, "Index": 158}, {"Word": "a", "Confidence": 0.994, "X1": 0.41914, "Y1": 0.6202, "X2": 0.42992, "Y2": 0.62, "X3": 0.42992, "Y3": 0.6348, "X4": 0.41779, "Y4": 0.6348, "page": 0, "Index": 159}, {"Word": "minimum", "Confidence": 0.971, "X1": 0.43935, "Y1": 0.6202, "X2": 0.52291, "Y2": 0.62, "X3": 0.52156, "Y3": 0.6348, "X4": 0.43935, "Y4": 0.6348, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.53369, "Y1": 0.6202, "X2": 0.55795, "Y2": 0.62, "X3": 0.5566, "Y3": 0.6348, "X4": 0.53235, "Y4": 0.6348, "page": 0, "Index": 161}, {"Word": "two", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.6202, "X2": 0.60243, "Y2": 0.62, "X3": 0.60243, "Y3": 0.6348, "X4": 0.56739, "Y4": 0.6348, "page": 0, "Index": 162}, {"Word": "weeks", "Confidence": 0.997, "X1": 0.61186, "Y1": 0.6202, "X2": 0.67251, "Y2": 0.62, "X3": 0.67116, "Y3": 0.6348, "X4": 0.61186, "Y4": 0.6348, "page": 0, "Index": 163}, {"Word": "before", "Confidence": 0.997, "X1": 0.68194, "Y1": 0.6212, "X2": 0.75067, "Y2": 0.621, "X3": 0.75067, "Y3": 0.6348, "X4": 0.68059, "Y4": 0.6348, "page": 0, "Index": 164}, {"Word": "organo-", "Confidence": 0.995, "X1": 0.76011, "Y1": 0.6212, "X2": 0.84367, "Y2": 0.621, "X3": 0.84232, "Y3": 0.6348, "X4": 0.76011, "Y4": 0.6348, "page": 0, "Index": 165}, {"Word": "leptic", "Confidence": 0.992, "X1": 0.13612, "Y1": 0.6342, "X2": 0.2035, "Y2": 0.634, "X3": 0.2035, "Y3": 0.6488, "X4": 0.13612, "Y4": 0.6488, "page": 0, "Index": 166}, {"Word": "evaluation", "Confidence": 0.994, "X1": 0.21294, "Y1": 0.6342, "X2": 0.32884, "Y2": 0.634, "X3": 0.32884, "Y3": 0.6488, "X4": 0.21294, "Y4": 0.6488, "page": 0, "Index": 167}, {"Word": "by", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.6342, "X2": 0.36253, "Y2": 0.634, "X3": 0.36388, "Y3": 0.6488, "X4": 0.33827, "Y4": 0.6488, "page": 0, "Index": 168}, {"Word": "Product", "Confidence": 0.997, "X1": 0.37332, "Y1": 0.6342, "X2": 0.45553, "Y2": 0.634, "X3": 0.45553, "Y3": 0.6488, "X4": 0.37332, "Y4": 0.6488, "page": 0, "Index": 169}, {"Word": "Development.", "Confidence": 0.991, "X1": 0.46496, "Y1": 0.6332, "X2": 0.60377, "Y2": 0.633, "X3": 0.60377, "Y3": 0.6488, "X4": 0.46496, "Y4": 0.6488, "page": 0, "Index": 170}, {"Word": "Should", "Confidence": 0.997, "X1": 0.13612, "Y1": 0.6612, "X2": 0.2035, "Y2": 0.661, "X3": 0.2035, "Y3": 0.6768, "X4": 0.13612, "Y4": 0.6768, "page": 0, "Index": 171}, {"Word": "additional", "Confidence": 0.991, "X1": 0.21294, "Y1": 0.6612, "X2": 0.33019, "Y2": 0.661, "X3": 0.33019, "Y3": 0.6778, "X4": 0.21294, "Y4": 0.6768, "page": 0, "Index": 172}, {"Word": "information", "Confidence": 0.991, "X1": 0.33693, "Y1": 0.6612, "X2": 0.46631, "Y2": 0.661, "X3": 0.46631, "Y3": 0.6778, "X4": 0.33693, "Y4": 0.6778, "page": 0, "Index": 173}, {"Word": "be", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.6612, "X2": 0.50135, "Y2": 0.661, "X3": 0.50135, "Y3": 0.6778, "X4": 0.47439, "Y4": 0.6778, "page": 0, "Index": 174}, {"Word": "required,", "Confidence": 0.994, "X1": 0.50943, "Y1": 0.6612, "X2": 0.6186, "Y2": 0.661, "X3": 0.6186, "Y3": 0.6778, "X4": 0.50943, "Y4": 0.6778, "page": 0, "Index": 175}, {"Word": "please", "Confidence": 0.997, "X1": 0.62399, "Y1": 0.6612, "X2": 0.69542, "Y2": 0.661, "X3": 0.69542, "Y3": 0.6778, "X4": 0.62399, "Y4": 0.6778, "page": 0, "Index": 176}, {"Word": "advise.", "Confidence": 0.995, "X1": 0.7035, "Y1": 0.6612, "X2": 0.78706, "Y2": 0.661, "X3": 0.78706, "Y3": 0.6778, "X4": 0.7035, "Y4": 0.6778, "page": 0, "Index": 177}, {"Word": "W.E.", "Confidence": 0.888, "X1": 0.6159, "Y1": 0.7112, "X2": 0.67655, "Y2": 0.711, "X3": 0.67655, "Y3": 0.7338, "X4": 0.6159, "Y4": 0.7338, "page": 0, "Index": 178}, {"Word": "Clase", "Confidence": 0.476, "X1": 0.68194, "Y1": 0.7152, "X2": 0.76685, "Y2": 0.715, "X3": 0.76819, "Y3": 0.7358, "X4": 0.68194, "Y4": 0.7338, "page": 0, "Index": 179}, {"Word": "W.", "Confidence": 0.997, "X1": 0.63747, "Y1": 0.7312, "X2": 0.66173, "Y2": 0.731, "X3": 0.66173, "Y3": 0.7458, "X4": 0.63881, "Y4": 0.7448, "page": 0, "Index": 180}, {"Word": "E.", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.7312, "X2": 0.69542, "Y2": 0.731, "X3": 0.69542, "Y3": 0.7458, "X4": 0.67116, "Y4": 0.7458, "page": 0, "Index": 181}, {"Word": "Crouse", "Confidence": 0.997, "X1": 0.70485, "Y1": 0.7342, "X2": 0.77493, "Y2": 0.734, "X3": 0.77358, "Y3": 0.7458, "X4": 0.70485, "Y4": 0.7458, "page": 0, "Index": 182}, {"Word": "/tb:", "Confidence": 0.939, "X1": 0.13747, "Y1": 0.7592, "X2": 0.1779, "Y2": 0.759, "X3": 0.17655, "Y3": 0.7738, "X4": 0.13612, "Y4": 0.7738, "page": 0, "Index": 183}, {"Word": "1", "Confidence": 0.995, "X1": 0.18194, "Y1": 0.7592, "X2": 0.19272, "Y2": 0.759, "X3": 0.19272, "Y3": 0.7738, "X4": 0.18059, "Y4": 0.7738, "page": 0, "Index": 184}, {"Word": "Xc:", "Confidence": 0.991, "X1": 0.13612, "Y1": 0.7882, "X2": 0.17116, "Y2": 0.788, "X3": 0.17116, "Y3": 0.8018, "X4": 0.13612, "Y4": 0.8018, "page": 0, "Index": 185}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.19137, "Y1": 0.7882, "X2": 0.22776, "Y2": 0.788, "X3": 0.22776, "Y3": 0.8018, "X4": 0.19137, "Y4": 0.8018, "page": 0, "Index": 186}, {"Word": "W.", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.7882, "X2": 0.2628, "Y2": 0.788, "X3": 0.2628, "Y3": 0.8018, "X4": 0.2372, "Y4": 0.8018, "page": 0, "Index": 187}, {"Word": "Barnes", "Confidence": 0.997, "X1": 0.27089, "Y1": 0.7892, "X2": 0.33962, "Y2": 0.789, "X3": 0.34097, "Y3": 0.8018, "X4": 0.27224, "Y4": 0.8018, "page": 0, "Index": 188}, {"Word": "Mr.", "Confidence": 0.946, "X1": 0.19137, "Y1": 0.8022, "X2": 0.22776, "Y2": 0.802, "X3": 0.22642, "Y3": 0.8158, "X4": 0.19003, "Y4": 0.8138, "page": 0, "Index": 189}, {"Word": "J.", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.8022, "X2": 0.26146, "Y2": 0.802, "X3": 0.26146, "Y3": 0.8158, "X4": 0.2372, "Y4": 0.8158, "page": 0, "Index": 190}, {"Word": "H.", "Confidence": 0.998, "X1": 0.26954, "Y1": 0.8022, "X2": 0.29515, "Y2": 0.802, "X3": 0.29515, "Y3": 0.8158, "X4": 0.26954, "Y4": 0.8158, "page": 0, "Index": 191}, {"Word": "Bell", "Confidence": 0.887, "X1": 0.30593, "Y1": 0.8022, "X2": 0.35175, "Y2": 0.802, "X3": 0.35175, "Y3": 0.8138, "X4": 0.30593, "Y4": 0.8158, "page": 0, "Index": 192}, {"Word": "Mr.", "Confidence": 0.731, "X1": 0.19272, "Y1": 0.8162, "X2": 0.22776, "Y2": 0.816, "X3": 0.22642, "Y3": 0.8288, "X4": 0.19137, "Y4": 0.8288, "page": 0, "Index": 193}, {"Word": "A.", "Confidence": 0.998, "X1": 0.23854, "Y1": 0.8172, "X2": 0.26146, "Y2": 0.817, "X3": 0.26011, "Y3": 0.8288, "X4": 0.2372, "Y4": 0.8288, "page": 0, "Index": 194}, {"Word": "B.", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.8172, "X2": 0.29515, "Y2": 0.817, "X3": 0.2938, "Y3": 0.8288, "X4": 0.27089, "Y4": 0.8288, "page": 0, "Index": 195}, {"Word": "Hudson", "Confidence": 0.997, "X1": 0.30593, "Y1": 0.8172, "X2": 0.37332, "Y2": 0.817, "X3": 0.37332, "Y3": 0.8288, "X4": 0.30593, "Y4": 0.8288, "page": 0, "Index": 196}, {"Word": "Ms.", "Confidence": 0.958, "X1": 0.19272, "Y1": 0.8322, "X2": 0.22642, "Y2": 0.832, "X3": 0.22642, "Y3": 0.8428, "X4": 0.19272, "Y4": 0.8428, "page": 0, "Index": 197}, {"Word": "M.", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.8312, "X2": 0.26146, "Y2": 0.831, "X3": 0.26011, "Y3": 0.8438, "X4": 0.23585, "Y4": 0.8438, "page": 0, "Index": 198}, {"Word": "S.", "Confidence": 0.995, "X1": 0.27224, "Y1": 0.8312, "X2": 0.29515, "Y2": 0.831, "X3": 0.29515, "Y3": 0.8438, "X4": 0.27224, "Y4": 0.8438, "page": 0, "Index": 199}, {"Word": "Ireland", "Confidence": 0.994, "X1": 0.30728, "Y1": 0.8312, "X2": 0.38544, "Y2": 0.831, "X3": 0.38544, "Y3": 0.8428, "X4": 0.30728, "Y4": 0.8438, "page": 0, "Index": 200}, {"Word": "H.", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.8452, "X2": 0.26146, "Y2": 0.845, "X3": 0.26011, "Y3": 0.8578, "X4": 0.23585, "Y4": 0.8588, "page": 0, "Index": 201}, {"Word": "J.", "Confidence": 0.998, "X1": 0.27358, "Y1": 0.8452, "X2": 0.2965, "Y2": 0.845, "X3": 0.29515, "Y3": 0.8578, "X4": 0.27224, "Y4": 0.8578, "page": 0, "Index": 202}, {"Word": "Minnemeyer", "Confidence": 0.949, "X1": 0.30593, "Y1": 0.8462, "X2": 0.41914, "Y2": 0.846, "X3": 0.41914, "Y3": 0.8578, "X4": 0.30458, "Y4": 0.8578, "page": 0, "Index": 203}, {"Word": "Dr.", "Confidence": 0.994, "X1": 0.19272, "Y1": 0.8452, "X2": 0.22776, "Y2": 0.845, "X3": 0.22642, "Y3": 0.8588, "X4": 0.19137, "Y4": 0.8588, "page": 0, "Index": 204}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.19137, "Y1": 0.8582, "X2": 0.22776, "Y2": 0.858, "X3": 0.22642, "Y3": 0.8718, "X4": 0.19003, "Y4": 0.8718, "page": 0, "Index": 205}, {"Word": "H.", "Confidence": 0.992, "X1": 0.2372, "Y1": 0.8582, "X2": 0.26146, "Y2": 0.858, "X3": 0.26011, "Y3": 0.8718, "X4": 0.23585, "Y4": 0.8718, "page": 0, "Index": 206}, {"Word": "E.", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.8582, "X2": 0.2965, "Y2": 0.858, "X3": 0.29515, "Y3": 0.8718, "X4": 0.27089, "Y4": 0.8718, "page": 0, "Index": 207}, {"Word": "Smith", "Confidence": 0.998, "X1": 0.30593, "Y1": 0.8592, "X2": 0.36119, "Y2": 0.859, "X3": 0.36119, "Y3": 0.8708, "X4": 0.30458, "Y4": 0.8718, "page": 0, "Index": 208}, {"Word": "88770296", "Confidence": 0.994, "X1": 0.90431, "Y1": 0.8942, "X2": 0.89892, "Y2": 0.894, "X3": 0.87466, "Y3": 0.8928, "X4": 0.8814, "Y4": 0.8108, "page": 0, "Index": 209}, {"Word": "..", "Confidence": 0.711, "X1": 0.94609, "Y1": 0.9102, "X2": 0.94609, "Y2": 0.91, "X3": 0.93261, "Y3": 0.9098, "X4": 0.93261, "Y4": 0.8998, "page": 0, "Index": 210}, {"Word": ".", "Confidence": 0.991, "X1": 0.94609, "Y1": 0.9192, "X2": 0.94474, "Y2": 0.919, "X3": 0.93127, "Y3": 0.9178, "X4": 0.93261, "Y4": 0.9128, "page": 0, "Index": 211}]}	"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"
ffhk0014	0	{"lines_data": [{"Word": "R", "Confidence": 0.621, "X1": 0.51894, "Y1": 0.0852, "X2": 0.56692, "Y2": 0.085, "X3": 0.56566, "Y3": 0.1138, "X4": 0.51894, "Y4": 0.1138, "page": 0}, {"Word": "OFFICE OF THE GOVERNOR", "Confidence": 0.9945, "X1": 0.33965, "Y1": 0.1182, "X2": 0.61995, "Y2": 0.118, "X3": 0.61995, "Y3": 0.1368, "X4": 0.33965, "Y4": 0.1368, "page": 0}, {"Word": "INDIANAPOLIS, INDIANA 46204-2797", "Confidence": 0.75467, "X1": 0.34848, "Y1": 0.1382, "X2": 0.60985, "Y2": 0.138, "X3": 0.60985, "Y3": 0.1568, "X4": 0.34848, "Y4": 0.1578, "page": 0}, {"Word": "..", "Confidence": 0.929, "X1": 0.52146, "Y1": 0.1722, "X2": 0.54293, "Y2": 0.172, "X3": 0.54167, "Y3": 0.1848, "X4": 0.5202, "Y4": 0.1848, "page": 0}, {"Word": "FRANK OF", "Confidence": 0.4325, "X1": 0.11237, "Y1": 0.1812, "X2": 0.19192, "Y2": 0.181, "X3": 0.19192, "Y3": 0.1938, "X4": 0.11364, "Y4": 0.1958, "page": 0}, {"Word": "February 13, 1998", "Confidence": 0.994, "X1": 0.52904, "Y1": 0.1892, "X2": 0.70833, "Y2": 0.189, "X3": 0.70833, "Y3": 0.2078, "X4": 0.52904, "Y4": 0.2088, "page": 0}, {"Word": "Mr. Charles Guyan", "Confidence": 0.74767, "X1": 0.10859, "Y1": 0.2872, "X2": 0.30556, "Y2": 0.287, "X3": 0.30556, "Y3": 0.3058, "X4": 0.10859, "Y4": 0.3018, "page": 0}, {"Word": "Indiana Black Expo", "Confidence": 0.869, "X1": 0.09596, "Y1": 0.3042, "X2": 0.30429, "Y2": 0.304, "X3": 0.30429, "Y3": 0.3218, "X4": 0.09596, "Y4": 0.3208, "page": 0}, {"Word": "Economic Development Corporation", "Confidence": 0.85, "X1": 0.09975, "Y1": 0.3202, "X2": 0.46212, "Y2": 0.32, "X3": 0.46212, "Y3": 0.3378, "X4": 0.10101, "Y4": 0.3388, "page": 0}, {"Word": "$$+3.145 North Meridian Street.\"", "Confidence": 0.51075, "X1": 0.08965, "Y1": 0.3402, "X2": 0.41667, "Y2": 0.34, "X3": 0.41667, "Y3": 0.3578, "X4": 0.08965, "Y4": 0.3558, "page": 0}, {"Word": "Indianapolis. Indiana, 46208:", "Confidence": 0.66933, "X1": 0.09975, "Y1": 0.3582, "X2": 0.40404, "Y2": 0.358, "X3": 0.40404, "Y3": 0.3748, "X4": 0.09975, "Y4": 0.3728, "page": 0}, {"Word": "Dear charles", "Confidence": 0.4655, "X1": 0.0947, "Y1": 0.4092, "X2": 0.24369, "Y2": 0.409, "X3": 0.24369, "Y3": 0.4298, "X4": 0.0947, "Y4": 0.4318, "page": 0}, {"Word": "On behalf of the State of Indiana, I am writing to thank you for the great", "Confidence": 0.898, "X1": 0.10101, "Y1": 0.4492, "X2": 0.81944, "Y2": 0.449, "X3": 0.81944, "Y3": 0.4698, "X4": 0.10101, "Y4": 0.4678, "page": 0}, {"Word": "work you have-", "Confidence": 0.642, "X1": 0.10985, "Y1": 0.4642, "X2": 0.2803, "Y2": 0.464, "X3": 0.28157, "Y3": 0.4838, "X4": 0.10985, "Y4": 0.4908, "page": 0}, {"Word": "ave done in the Mapleton. Fall Creek neighborhood on", "Confidence": 0.89456, "X1": 0.23611, "Y1": 0.4682, "X2": 0.81944, "Y2": 0.468, "X3": 0.81944, "Y3": 0.4878, "X4": 0.23611, "Y4": 0.4888, "page": 0}, {"Word": "Birchwood and Fairfield: Avenues. I am very proud of the cooperative", "Confidence": 0.86055, "X1": 0.11111, "Y1": 0.4852, "X2": 0.81818, "Y2": 0.485, "X3": 0.81818, "Y3": 0.5078, "X4": 0.11111, "Y4": 0.5058, "page": 0}, {"Word": "effort between you and the Indiana State Fair. Commission (ISFC), who", "Confidence": 0.93136, "X1": 0.10606, "Y1": 0.5052, "X2": 0.81818, "Y2": 0.505, "X3": 0.81818, "Y3": 0.5258, "X4": 0.10606, "Y4": 0.5238, "page": 0}, {"Word": "made the residencescon", "Confidence": 0.70333, "X1": 0.11364, "Y1": 0.5262, "X2": 0.36364, "Y2": 0.526, "X3": 0.36364, "Y3": 0.5428, "X4": 0.11364, "Y4": 0.5388, "page": 0}, {"Word": "streets, available to you at no cost for", "Confidence": 0.90388, "X1": 0.4154, "Y1": 0.5242, "X2": 0.81566, "Y2": 0.524, "X3": 0.81566, "Y3": 0.5418, "X4": 0.4154, "Y4": 0.5438, "page": 0}, {"Word": "renovation.", "Confidence": 0.358, "X1": 0.11616, "Y1": 0.5412, "X2": 0.23485, "Y2": 0.541, "X3": 0.23485, "Y3": 0.5588, "X4": 0.11742, "Y4": 0.5588, "page": 0}, {"Word": "Thanks to your partnership, low- and moderate-income", "Confidence": 0.92214, "X1": 0.2399, "Y1": 0.5422, "X2": 0.81566, "Y2": 0.542, "X3": 0.81566, "Y3": 0.5598, "X4": 0.2399, "Y4": 0.5608, "page": 0}, {"Word": "families have. greater access to quality housing, and that area of the", "Confidence": 0.83058, "X1": 0.10732, "Y1": 0.5582, "X2": 0.81818, "Y2": 0.558, "X3": 0.81818, "Y3": 0.5798, "X4": 0.10732, "Y4": 0.5798, "page": 0}, {"Word": "hood is seeing improvements in its appearance.", "Confidence": 0.83071, "X1": 0.19571, "Y1": 0.5782, "X2": 0.65025, "Y2": 0.578, "X3": 0.64899, "Y3": 0.5978, "X4": 0.19571, "Y4": 0.5968, "page": 0}, {"Word": "ji ales appreciate indiana Black Expo's contributions to entertainment", "Confidence": 0.68489, "X1": 0.10606, "Y1": 0.6162, "X2": 0.81818, "Y2": 0.616, "X3": 0.81692, "Y3": 0.6358, "X4": 0.10606, "Y4": 0.6338, "page": 0}, {"Word": "and attractions for the Indiana State Fair. The work you are doing will", "Confidence": 0.821, "X1": 0.10606, "Y1": 0.6352, "X2": 0.81692, "Y2": 0.635, "X3": 0.81692, "Y3": 0.6558, "X4": 0.10606, "Y4": 0.6528, "page": 0}, {"Word": "go a long way toward bringing new audiences to the Fair and to all of", "Confidence": 0.8258, "X1": 0.10859, "Y1": 0.6532, "X2": 0.81818, "Y2": 0.653, "X3": 0.81818, "Y3": 0.6728, "X4": 0.10859, "Y4": 0.6718, "page": 0}, {"Word": "The wonthe partnership between.the IBEEDC and the ISFC has created", "Confidence": 0.7996, "X1": 0.10985, "Y1": 0.7082, "X2": 0.81566, "Y2": 0.708, "X3": 0.81566, "Y3": 0.7258, "X4": 0.10985, "Y4": 0.7258, "page": 0}, {"Word": "nothing in good things for both of -your organizations and, most", "Confidence": 0.84809, "X1": 0.10606, "Y1": 0.7272, "X2": 0.81692, "Y2": 0.727, "X3": 0.81692, "Y3": 0.7458, "X4": 0.10606, "Y4": 0.7448, "page": 0}, {"Word": "importantly,forall Hoosiers ., Thank you for all you have done.", "Confidence": 0.9395, "X1": 0.1048, "Y1": 0.7462, "X2": 0.71338, "Y2": 0.746, "X3": 0.71338, "Y3": 0.7638, "X4": 0.1048, "Y4": 0.7628, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.992, "X1": 0.50505, "Y1": 0.8012, "X2": 0.61237, "Y2": 0.801, "X3": 0.60985, "Y3": 0.8218, "X4": 0.50379, "Y4": 0.8168, "page": 0}, {"Word": "Frank O'Bannon", "Confidence": 0.9575, "X1": 0.48864, "Y1": 0.8952, "X2": 0.67929, "Y2": 0.895, "X3": 0.67929, "Y3": 0.9118, "X4": 0.48864, "Y4": 0.9078, "page": 0}, {"Word": "2070875537", "Confidence": 0.995, "X1": 0.92677, "Y1": 0.9152, "X2": 0.91793, "Y2": 0.915, "X3": 0.8952, "Y3": 0.9138, "X4": 0.90152, "Y4": 0.8108, "page": 0}], "words_data": [{"Word": "R", "Confidence": 0.621, "X1": 0.52652, "Y1": 0.0822, "X2": 0.55051, "Y2": 0.082, "X3": 0.54798, "Y3": 0.1138, "X4": 0.52525, "Y4": 0.1138, "page": 0, "Index": 0}, {"Word": "OFFICE", "Confidence": 0.997, "X1": 0.34091, "Y1": 0.1192, "X2": 0.41414, "Y2": 0.119, "X3": 0.41414, "Y3": 0.1368, "X4": 0.34217, "Y4": 0.1378, "page": 0, "Index": 1}, {"Word": "OF", "Confidence": 0.991, "X1": 0.42172, "Y1": 0.1192, "X2": 0.44949, "Y2": 0.119, "X3": 0.44949, "Y3": 0.1368, "X4": 0.42172, "Y4": 0.1368, "page": 0, "Index": 2}, {"Word": "THE", "Confidence": 0.994, "X1": 0.45455, "Y1": 0.1192, "X2": 0.49495, "Y2": 0.119, "X3": 0.49495, "Y3": 0.1368, "X4": 0.45455, "Y4": 0.1368, "page": 0, "Index": 3}, {"Word": "GOVERNOR", "Confidence": 0.996, "X1": 0.5, "Y1": 0.1202, "X2": 0.61364, "Y2": 0.12, "X3": 0.61364, "Y3": 0.1368, "X4": 0.5, "Y4": 0.1368, "page": 0, "Index": 4}, {"Word": "INDIANAPOLIS,", "Confidence": 0.673, "X1": 0.34975, "Y1": 0.1402, "X2": 0.4596, "Y2": 0.14, "X3": 0.4596, "Y3": 0.1578, "X4": 0.34975, "Y4": 0.1578, "page": 0, "Index": 5}, {"Word": "INDIANA", "Confidence": 0.991, "X1": 0.46465, "Y1": 0.1392, "X2": 0.52904, "Y2": 0.139, "X3": 0.52904, "Y3": 0.1578, "X4": 0.46338, "Y4": 0.1578, "page": 0, "Index": 6}, {"Word": "46204-2797", "Confidence": 0.6, "X1": 0.53409, "Y1": 0.1392, "X2": 0.60985, "Y2": 0.139, "X3": 0.60859, "Y3": 0.1578, "X4": 0.53283, "Y4": 0.1578, "page": 0, "Index": 7}, {"Word": "..", "Confidence": 0.929, "X1": 0.52146, "Y1": 0.1722, "X2": 0.53788, "Y2": 0.172, "X3": 0.53788, "Y3": 0.1848, "X4": 0.52146, "Y4": 0.1848, "page": 0, "Index": 8}, {"Word": "FRANK", "Confidence": 0.78, "X1": 0.11364, "Y1": 0.1832, "X2": 0.15657, "Y2": 0.183, "X3": 0.15909, "Y3": 0.1958, "X4": 0.1149, "Y4": 0.1968, "page": 0, "Index": 9}, {"Word": "OF", "Confidence": 0.085, "X1": 0.16162, "Y1": 0.1812, "X2": 0.18561, "Y2": 0.181, "X3": 0.18687, "Y3": 0.1948, "X4": 0.16288, "Y4": 0.1958, "page": 0, "Index": 10}, {"Word": "February", "Confidence": 0.995, "X1": 0.5303, "Y1": 0.1912, "X2": 0.61616, "Y2": 0.191, "X3": 0.61616, "Y3": 0.2088, "X4": 0.52904, "Y4": 0.2088, "page": 0, "Index": 11}, {"Word": "13,", "Confidence": 0.998, "X1": 0.62121, "Y1": 0.1902, "X2": 0.65404, "Y2": 0.19, "X3": 0.65404, "Y3": 0.2088, "X4": 0.61995, "Y4": 0.2088, "page": 0, "Index": 12}, {"Word": "1998", "Confidence": 0.989, "X1": 0.65783, "Y1": 0.1902, "X2": 0.70581, "Y2": 0.19, "X3": 0.70707, "Y3": 0.2088, "X4": 0.65783, "Y4": 0.2088, "page": 0, "Index": 13}, {"Word": "Mr.", "Confidence": 0.79, "X1": 0.11742, "Y1": 0.2852, "X2": 0.15152, "Y2": 0.285, "X3": 0.15278, "Y3": 0.3018, "X4": 0.11869, "Y4": 0.3018, "page": 0, "Index": 14}, {"Word": "Charles", "Confidence": 0.849, "X1": 0.1553, "Y1": 0.2862, "X2": 0.23232, "Y2": 0.286, "X3": 0.23232, "Y3": 0.3028, "X4": 0.15657, "Y4": 0.3018, "page": 0, "Index": 15}, {"Word": "Guyan", "Confidence": 0.604, "X1": 0.23864, "Y1": 0.2882, "X2": 0.30051, "Y2": 0.288, "X3": 0.30051, "Y3": 0.3058, "X4": 0.23864, "Y4": 0.3028, "page": 0, "Index": 16}, {"Word": "Indiana", "Confidence": 0.792, "X1": 0.1149, "Y1": 0.3042, "X2": 0.19066, "Y2": 0.304, "X3": 0.19066, "Y3": 0.3198, "X4": 0.11616, "Y4": 0.3208, "page": 0, "Index": 17}, {"Word": "Black", "Confidence": 0.824, "X1": 0.19571, "Y1": 0.3042, "X2": 0.25126, "Y2": 0.304, "X3": 0.25, "Y3": 0.3208, "X4": 0.19571, "Y4": 0.3198, "page": 0, "Index": 18}, {"Word": "Expo", "Confidence": 0.991, "X1": 0.25631, "Y1": 0.3052, "X2": 0.30429, "Y2": 0.305, "X3": 0.30303, "Y3": 0.3228, "X4": 0.25631, "Y4": 0.3218, "page": 0, "Index": 19}, {"Word": "Corporation", "Confidence": 0.993, "X1": 0.3447, "Y1": 0.3212, "X2": 0.45833, "Y2": 0.321, "X3": 0.45833, "Y3": 0.3378, "X4": 0.3447, "Y4": 0.3388, "page": 0, "Index": 20}, {"Word": "Economic", "Confidence": 0.925, "X1": 0.11742, "Y1": 0.3222, "X2": 0.21212, "Y2": 0.322, "X3": 0.21212, "Y3": 0.3388, "X4": 0.11742, "Y4": 0.3378, "page": 0, "Index": 21}, {"Word": "Development", "Confidence": 0.632, "X1": 0.21591, "Y1": 0.3212, "X2": 0.34091, "Y2": 0.321, "X3": 0.34091, "Y3": 0.3388, "X4": 0.21591, "Y4": 0.3388, "page": 0, "Index": 22}, {"Word": "$$+3.145", "Confidence": 0.087, "X1": 0.08965, "Y1": 0.3392, "X2": 0.16414, "Y2": 0.339, "X3": 0.16414, "Y3": 0.3558, "X4": 0.09091, "Y4": 0.3518, "page": 0, "Index": 23}, {"Word": "North", "Confidence": 0.662, "X1": 0.17298, "Y1": 0.3402, "X2": 0.22348, "Y2": 0.34, "X3": 0.22348, "Y3": 0.3578, "X4": 0.17424, "Y4": 0.3558, "page": 0, "Index": 24}, {"Word": "Meridian", "Confidence": 0.837, "X1": 0.23106, "Y1": 0.3402, "X2": 0.31313, "Y2": 0.34, "X3": 0.31439, "Y3": 0.3578, "X4": 0.23232, "Y4": 0.3578, "page": 0, "Index": 25}, {"Word": "Street.\"", "Confidence": 0.457, "X1": 0.32197, "Y1": 0.3402, "X2": 0.39773, "Y2": 0.34, "X3": 0.39899, "Y3": 0.3548, "X4": 0.32197, "Y4": 0.3578, "page": 0, "Index": 26}, {"Word": "Indianapolis.", "Confidence": 0.664, "X1": 0.11616, "Y1": 0.3582, "X2": 0.24116, "Y2": 0.358, "X3": 0.24116, "Y3": 0.3738, "X4": 0.11616, "Y4": 0.3728, "page": 0, "Index": 27}, {"Word": "Indiana,", "Confidence": 0.87, "X1": 0.24495, "Y1": 0.3582, "X2": 0.32702, "Y2": 0.358, "X3": 0.32702, "Y3": 0.3748, "X4": 0.24495, "Y4": 0.3738, "page": 0, "Index": 28}, {"Word": "46208:", "Confidence": 0.474, "X1": 0.33081, "Y1": 0.3592, "X2": 0.40404, "Y2": 0.359, "X3": 0.40404, "Y3": 0.3748, "X4": 0.33081, "Y4": 0.3748, "page": 0, "Index": 29}, {"Word": "Dear", "Confidence": 0.652, "X1": 0.11364, "Y1": 0.4102, "X2": 0.16414, "Y2": 0.41, "X3": 0.16414, "Y3": 0.4308, "X4": 0.11237, "Y4": 0.4318, "page": 0, "Index": 30}, {"Word": "charles", "Confidence": 0.279, "X1": 0.16919, "Y1": 0.4102, "X2": 0.24242, "Y2": 0.41, "X3": 0.24369, "Y3": 0.4308, "X4": 0.16919, "Y4": 0.4308, "page": 0, "Index": 31}, {"Word": "On", "Confidence": 0.636, "X1": 0.1149, "Y1": 0.4492, "X2": 0.14268, "Y2": 0.449, "X3": 0.14268, "Y3": 0.4658, "X4": 0.1149, "Y4": 0.4658, "page": 0, "Index": 32}, {"Word": "behalf", "Confidence": 0.437, "X1": 0.14773, "Y1": 0.4492, "X2": 0.2096, "Y2": 0.449, "X3": 0.2096, "Y3": 0.4668, "X4": 0.14773, "Y4": 0.4658, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.671, "X1": 0.21465, "Y1": 0.4492, "X2": 0.23359, "Y2": 0.449, "X3": 0.23359, "Y3": 0.4678, "X4": 0.21465, "Y4": 0.4668, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.77, "X1": 0.23864, "Y1": 0.4492, "X2": 0.27273, "Y2": 0.449, "X3": 0.27146, "Y3": 0.4678, "X4": 0.23864, "Y4": 0.4678, "page": 0, "Index": 35}, {"Word": "State", "Confidence": 0.981, "X1": 0.27652, "Y1": 0.4502, "X2": 0.32828, "Y2": 0.45, "X3": 0.32702, "Y3": 0.4688, "X4": 0.27652, "Y4": 0.4678, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.998, "X1": 0.33207, "Y1": 0.4502, "X2": 0.35101, "Y2": 0.45, "X3": 0.35101, "Y3": 0.4688, "X4": 0.33207, "Y4": 0.4688, "page": 0, "Index": 37}, {"Word": "Indiana,", "Confidence": 0.964, "X1": 0.35606, "Y1": 0.4502, "X2": 0.43687, "Y2": 0.45, "X3": 0.43687, "Y3": 0.4698, "X4": 0.35606, "Y4": 0.4688, "page": 0, "Index": 38}, {"Word": "I", "Confidence": 0.933, "X1": 0.44192, "Y1": 0.4502, "X2": 0.45202, "Y2": 0.45, "X3": 0.45076, "Y3": 0.4698, "X4": 0.44192, "Y4": 0.4698, "page": 0, "Index": 39}, {"Word": "am", "Confidence": 0.997, "X1": 0.45581, "Y1": 0.4502, "X2": 0.48106, "Y2": 0.45, "X3": 0.48106, "Y3": 0.4698, "X4": 0.45581, "Y4": 0.4698, "page": 0, "Index": 40}, {"Word": "writing", "Confidence": 0.995, "X1": 0.49242, "Y1": 0.4502, "X2": 0.56061, "Y2": 0.45, "X3": 0.56061, "Y3": 0.4698, "X4": 0.49242, "Y4": 0.4698, "page": 0, "Index": 41}, {"Word": "to", "Confidence": 0.998, "X1": 0.56566, "Y1": 0.4502, "X2": 0.58586, "Y2": 0.45, "X3": 0.58586, "Y3": 0.4698, "X4": 0.56566, "Y4": 0.4698, "page": 0, "Index": 42}, {"Word": "thank", "Confidence": 0.997, "X1": 0.59091, "Y1": 0.4502, "X2": 0.64899, "Y2": 0.45, "X3": 0.64899, "Y3": 0.4698, "X4": 0.59091, "Y4": 0.4698, "page": 0, "Index": 43}, {"Word": "you", "Confidence": 0.998, "X1": 0.65404, "Y1": 0.4502, "X2": 0.69066, "Y2": 0.45, "X3": 0.69066, "Y3": 0.4698, "X4": 0.65404, "Y4": 0.4698, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.69571, "Y1": 0.4502, "X2": 0.72475, "Y2": 0.45, "X3": 0.72348, "Y3": 0.4698, "X4": 0.69571, "Y4": 0.4698, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.7298, "Y1": 0.4502, "X2": 0.76136, "Y2": 0.45, "X3": 0.7601, "Y3": 0.4698, "X4": 0.72854, "Y4": 0.4698, "page": 0, "Index": 46}, {"Word": "great", "Confidence": 0.997, "X1": 0.76515, "Y1": 0.4502, "X2": 0.82071, "Y2": 0.45, "X3": 0.81944, "Y3": 0.4688, "X4": 0.76515, "Y4": 0.4698, "page": 0, "Index": 47}, {"Word": "you", "Confidence": 0.654, "X1": 0.17172, "Y1": 0.4692, "X2": 0.2096, "Y2": 0.469, "X3": 0.21086, "Y3": 0.4878, "X4": 0.17298, "Y4": 0.4888, "page": 0, "Index": 48}, {"Word": "have-", "Confidence": 0.524, "X1": 0.22222, "Y1": 0.4652, "X2": 0.2803, "Y2": 0.465, "X3": 0.28157, "Y3": 0.4848, "X4": 0.22348, "Y4": 0.4868, "page": 0, "Index": 49}, {"Word": "neighborhood", "Confidence": 0.991, "X1": 0.64394, "Y1": 0.4702, "X2": 0.77778, "Y2": 0.47, "X3": 0.77778, "Y3": 0.4878, "X4": 0.64394, "Y4": 0.4888, "page": 0, "Index": 50}, {"Word": "on", "Confidence": 0.998, "X1": 0.7904, "Y1": 0.4702, "X2": 0.81566, "Y2": 0.47, "X3": 0.81566, "Y3": 0.4878, "X4": 0.7904, "Y4": 0.4878, "page": 0, "Index": 51}, {"Word": "work", "Confidence": 0.748, "X1": 0.11237, "Y1": 0.4712, "X2": 0.16288, "Y2": 0.471, "X3": 0.16288, "Y3": 0.4888, "X4": 0.11364, "Y4": 0.4908, "page": 0, "Index": 52}, {"Word": "ave", "Confidence": 0.647, "X1": 0.23737, "Y1": 0.4712, "X2": 0.2702, "Y2": 0.471, "X3": 0.27146, "Y3": 0.4888, "X4": 0.23864, "Y4": 0.4888, "page": 0, "Index": 53}, {"Word": "done", "Confidence": 0.882, "X1": 0.28157, "Y1": 0.4702, "X2": 0.33081, "Y2": 0.47, "X3": 0.33207, "Y3": 0.4888, "X4": 0.28283, "Y4": 0.4888, "page": 0, "Index": 54}, {"Word": "in", "Confidence": 0.849, "X1": 0.34217, "Y1": 0.4702, "X2": 0.36364, "Y2": 0.47, "X3": 0.36364, "Y3": 0.4888, "X4": 0.34343, "Y4": 0.4888, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.905, "X1": 0.37626, "Y1": 0.4702, "X2": 0.40909, "Y2": 0.47, "X3": 0.41035, "Y3": 0.4888, "X4": 0.37753, "Y4": 0.4888, "page": 0, "Index": 56}, {"Word": "Mapleton.", "Confidence": 0.854, "X1": 0.42045, "Y1": 0.4692, "X2": 0.52146, "Y2": 0.469, "X3": 0.52146, "Y3": 0.4888, "X4": 0.42172, "Y4": 0.4888, "page": 0, "Index": 57}, {"Word": "Fall", "Confidence": 0.97, "X1": 0.52652, "Y1": 0.4692, "X2": 0.56818, "Y2": 0.469, "X3": 0.56944, "Y3": 0.4888, "X4": 0.52652, "Y4": 0.4888, "page": 0, "Index": 58}, {"Word": "Creek", "Confidence": 0.955, "X1": 0.57576, "Y1": 0.4692, "X2": 0.63258, "Y2": 0.469, "X3": 0.63258, "Y3": 0.4888, "X4": 0.57576, "Y4": 0.4888, "page": 0, "Index": 59}, {"Word": "Birchwood", "Confidence": 0.645, "X1": 0.11237, "Y1": 0.4862, "X2": 0.21591, "Y2": 0.486, "X3": 0.21591, "Y3": 0.5058, "X4": 0.11364, "Y4": 0.5038, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.826, "X1": 0.22475, "Y1": 0.4872, "X2": 0.26136, "Y2": 0.487, "X3": 0.26136, "Y3": 0.5058, "X4": 0.22475, "Y4": 0.5058, "page": 0, "Index": 61}, {"Word": "Fairfield:", "Confidence": 0.628, "X1": 0.2702, "Y1": 0.4882, "X2": 0.3548, "Y2": 0.488, "X3": 0.3548, "Y3": 0.5068, "X4": 0.27146, "Y4": 0.5058, "page": 0, "Index": 62}, {"Word": "Avenues.", "Confidence": 0.771, "X1": 0.35859, "Y1": 0.4892, "X2": 0.45328, "Y2": 0.489, "X3": 0.45328, "Y3": 0.5078, "X4": 0.35859, "Y4": 0.5068, "page": 0, "Index": 63}, {"Word": "I", "Confidence": 0.621, "X1": 0.46465, "Y1": 0.4892, "X2": 0.47475, "Y2": 0.489, "X3": 0.47475, "Y3": 0.5078, "X4": 0.46465, "Y4": 0.5078, "page": 0, "Index": 64}, {"Word": "am", "Confidence": 0.998, "X1": 0.4798, "Y1": 0.4892, "X2": 0.50631, "Y2": 0.489, "X3": 0.50505, "Y3": 0.5078, "X4": 0.4798, "Y4": 0.5078, "page": 0, "Index": 65}, {"Word": "very", "Confidence": 0.991, "X1": 0.52146, "Y1": 0.4892, "X2": 0.56439, "Y2": 0.489, "X3": 0.56439, "Y3": 0.5068, "X4": 0.52146, "Y4": 0.5078, "page": 0, "Index": 66}, {"Word": "proud", "Confidence": 0.997, "X1": 0.56944, "Y1": 0.4892, "X2": 0.63005, "Y2": 0.489, "X3": 0.62879, "Y3": 0.5068, "X4": 0.56944, "Y4": 0.5068, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.998, "X1": 0.63763, "Y1": 0.4882, "X2": 0.66035, "Y2": 0.488, "X3": 0.66035, "Y3": 0.5058, "X4": 0.63763, "Y4": 0.5068, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.6654, "Y1": 0.4882, "X2": 0.70076, "Y2": 0.488, "X3": 0.69949, "Y3": 0.5058, "X4": 0.6654, "Y4": 0.5058, "page": 0, "Index": 69}, {"Word": "cooperative", "Confidence": 0.993, "X1": 0.70581, "Y1": 0.4862, "X2": 0.81818, "Y2": 0.486, "X3": 0.81692, "Y3": 0.5038, "X4": 0.70455, "Y4": 0.5058, "page": 0, "Index": 70}, {"Word": "effort", "Confidence": 1, "X1": 0.11237, "Y1": 0.5062, "X2": 0.16667, "Y2": 0.506, "X3": 0.16793, "Y3": 0.5218, "X4": 0.11364, "Y4": 0.5208, "page": 0, "Index": 71}, {"Word": "between", "Confidence": 1, "X1": 0.17045, "Y1": 0.5062, "X2": 0.25, "Y2": 0.506, "X3": 0.25126, "Y3": 0.5238, "X4": 0.17172, "Y4": 0.5218, "page": 0, "Index": 72}, {"Word": "you", "Confidence": 0.622, "X1": 0.25884, "Y1": 0.5062, "X2": 0.29167, "Y2": 0.506, "X3": 0.29293, "Y3": 0.5238, "X4": 0.2601, "Y4": 0.5238, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.999, "X1": 0.30303, "Y1": 0.5062, "X2": 0.33838, "Y2": 0.506, "X3": 0.33838, "Y3": 0.5248, "X4": 0.30303, "Y4": 0.5238, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 1, "X1": 0.34722, "Y1": 0.5062, "X2": 0.38005, "Y2": 0.506, "X3": 0.38131, "Y3": 0.5248, "X4": 0.34848, "Y4": 0.5248, "page": 0, "Index": 75}, {"Word": "Indiana", "Confidence": 0.99, "X1": 0.3851, "Y1": 0.5062, "X2": 0.46086, "Y2": 0.506, "X3": 0.46086, "Y3": 0.5258, "X4": 0.3851, "Y4": 0.5248, "page": 0, "Index": 76}, {"Word": "State", "Confidence": 1, "X1": 0.46717, "Y1": 0.5062, "X2": 0.52146, "Y2": 0.506, "X3": 0.52146, "Y3": 0.5258, "X4": 0.46717, "Y4": 0.5258, "page": 0, "Index": 77}, {"Word": "Fair.", "Confidence": 1, "X1": 0.52778, "Y1": 0.5062, "X2": 0.56944, "Y2": 0.506, "X3": 0.56944, "Y3": 0.5258, "X4": 0.52778, "Y4": 0.5258, "page": 0, "Index": 78}, {"Word": "Commission", "Confidence": 0.998, "X1": 0.57449, "Y1": 0.5062, "X2": 0.69192, "Y2": 0.506, "X3": 0.69066, "Y3": 0.5248, "X4": 0.57323, "Y4": 0.5258, "page": 0, "Index": 79}, {"Word": "(ISFC),", "Confidence": 0.636, "X1": 0.70202, "Y1": 0.5062, "X2": 0.7702, "Y2": 0.506, "X3": 0.76894, "Y3": 0.5238, "X4": 0.70076, "Y4": 0.5248, "page": 0, "Index": 80}, {"Word": "who", "Confidence": 1, "X1": 0.77525, "Y1": 0.5052, "X2": 0.81692, "Y2": 0.505, "X3": 0.81439, "Y3": 0.5228, "X4": 0.77399, "Y4": 0.5238, "page": 0, "Index": 81}, {"Word": "made", "Confidence": 0.51, "X1": 0.1149, "Y1": 0.5242, "X2": 0.1654, "Y2": 0.524, "X3": 0.1654, "Y3": 0.5398, "X4": 0.1149, "Y4": 0.5398, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.991, "X1": 0.17551, "Y1": 0.5242, "X2": 0.20707, "Y2": 0.524, "X3": 0.20707, "Y3": 0.5408, "X4": 0.17551, "Y4": 0.5408, "page": 0, "Index": 83}, {"Word": "residencescon", "Confidence": 0.609, "X1": 0.21843, "Y1": 0.5272, "X2": 0.35227, "Y2": 0.527, "X3": 0.35227, "Y3": 0.5428, "X4": 0.21843, "Y4": 0.5408, "page": 0, "Index": 84}, {"Word": "streets,", "Confidence": 0.653, "X1": 0.42677, "Y1": 0.5252, "X2": 0.49621, "Y2": 0.525, "X3": 0.49621, "Y3": 0.5428, "X4": 0.42551, "Y4": 0.5438, "page": 0, "Index": 85}, {"Word": "available", "Confidence": 0.602, "X1": 0.50126, "Y1": 0.5242, "X2": 0.58838, "Y2": 0.524, "X3": 0.58838, "Y3": 0.5418, "X4": 0.5, "Y4": 0.5428, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.59596, "Y1": 0.5242, "X2": 0.61869, "Y2": 0.524, "X3": 0.61742, "Y3": 0.5418, "X4": 0.59596, "Y4": 0.5418, "page": 0, "Index": 87}, {"Word": "you", "Confidence": 0.998, "X1": 0.625, "Y1": 0.5242, "X2": 0.66162, "Y2": 0.524, "X3": 0.66162, "Y3": 0.5418, "X4": 0.62374, "Y4": 0.5418, "page": 0, "Index": 88}, {"Word": "at", "Confidence": 0.998, "X1": 0.67172, "Y1": 0.5242, "X2": 0.69571, "Y2": 0.524, "X3": 0.69571, "Y3": 0.5418, "X4": 0.67172, "Y4": 0.5418, "page": 0, "Index": 89}, {"Word": "no", "Confidence": 0.998, "X1": 0.70076, "Y1": 0.5242, "X2": 0.72854, "Y2": 0.524, "X3": 0.72854, "Y3": 0.5418, "X4": 0.70076, "Y4": 0.5418, "page": 0, "Index": 90}, {"Word": "cost", "Confidence": 0.986, "X1": 0.73611, "Y1": 0.5252, "X2": 0.78157, "Y2": 0.525, "X3": 0.78157, "Y3": 0.5418, "X4": 0.73611, "Y4": 0.5418, "page": 0, "Index": 91}, {"Word": "for", "Confidence": 0.998, "X1": 0.78662, "Y1": 0.5252, "X2": 0.81692, "Y2": 0.525, "X3": 0.81692, "Y3": 0.5418, "X4": 0.78662, "Y4": 0.5418, "page": 0, "Index": 92}, {"Word": "renovation.", "Confidence": 0.358, "X1": 0.11742, "Y1": 0.5422, "X2": 0.22727, "Y2": 0.542, "X3": 0.22727, "Y3": 0.5588, "X4": 0.11869, "Y4": 0.5598, "page": 0, "Index": 93}, {"Word": "Thanks", "Confidence": 0.902, "X1": 0.24621, "Y1": 0.5442, "X2": 0.31944, "Y2": 0.544, "X3": 0.31818, "Y3": 0.5608, "X4": 0.24495, "Y4": 0.5598, "page": 0, "Index": 94}, {"Word": "to", "Confidence": 0.998, "X1": 0.32955, "Y1": 0.5442, "X2": 0.34975, "Y2": 0.544, "X3": 0.34848, "Y3": 0.5608, "X4": 0.32828, "Y4": 0.5608, "page": 0, "Index": 95}, {"Word": "your", "Confidence": 0.701, "X1": 0.35985, "Y1": 0.5432, "X2": 0.40657, "Y2": 0.543, "X3": 0.40657, "Y3": 0.5608, "X4": 0.35859, "Y4": 0.5608, "page": 0, "Index": 96}, {"Word": "partnership,", "Confidence": 0.882, "X1": 0.41793, "Y1": 0.5432, "X2": 0.5404, "Y2": 0.543, "X3": 0.5404, "Y3": 0.5608, "X4": 0.41667, "Y4": 0.5608, "page": 0, "Index": 97}, {"Word": "low-", "Confidence": 0.981, "X1": 0.54672, "Y1": 0.5432, "X2": 0.59343, "Y2": 0.543, "X3": 0.59217, "Y3": 0.5608, "X4": 0.54672, "Y4": 0.5608, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.59848, "Y1": 0.5432, "X2": 0.63636, "Y2": 0.543, "X3": 0.6351, "Y3": 0.5608, "X4": 0.59848, "Y4": 0.5608, "page": 0, "Index": 99}, {"Word": "moderate-income", "Confidence": 0.993, "X1": 0.64773, "Y1": 0.5432, "X2": 0.81566, "Y2": 0.543, "X3": 0.81566, "Y3": 0.5588, "X4": 0.64773, "Y4": 0.5608, "page": 0, "Index": 100}, {"Word": "families", "Confidence": 0.123, "X1": 0.10732, "Y1": 0.5602, "X2": 0.18939, "Y2": 0.56, "X3": 0.18939, "Y3": 0.5778, "X4": 0.10859, "Y4": 0.5768, "page": 0, "Index": 101}, {"Word": "area", "Confidence": 0.991, "X1": 0.70076, "Y1": 0.5602, "X2": 0.74621, "Y2": 0.56, "X3": 0.74621, "Y3": 0.5778, "X4": 0.70076, "Y4": 0.5788, "page": 0, "Index": 102}, {"Word": "of", "Confidence": 0.998, "X1": 0.75379, "Y1": 0.5592, "X2": 0.77778, "Y2": 0.559, "X3": 0.77778, "Y3": 0.5778, "X4": 0.75253, "Y4": 0.5778, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.998, "X1": 0.78283, "Y1": 0.5582, "X2": 0.81692, "Y2": 0.558, "X3": 0.81566, "Y3": 0.5768, "X4": 0.78283, "Y4": 0.5768, "page": 0, "Index": 104}, {"Word": "have.", "Confidence": 0.075, "X1": 0.19697, "Y1": 0.5612, "X2": 0.24874, "Y2": 0.561, "X3": 0.24874, "Y3": 0.5788, "X4": 0.19823, "Y4": 0.5788, "page": 0, "Index": 105}, {"Word": "greater", "Confidence": 0.991, "X1": 0.25253, "Y1": 0.5622, "X2": 0.32323, "Y2": 0.562, "X3": 0.32449, "Y3": 0.5798, "X4": 0.25379, "Y4": 0.5788, "page": 0, "Index": 106}, {"Word": "access", "Confidence": 0.995, "X1": 0.33081, "Y1": 0.5622, "X2": 0.39646, "Y2": 0.562, "X3": 0.39646, "Y3": 0.5808, "X4": 0.33081, "Y4": 0.5798, "page": 0, "Index": 107}, {"Word": "to", "Confidence": 0.968, "X1": 0.40278, "Y1": 0.5622, "X2": 0.42424, "Y2": 0.562, "X3": 0.42424, "Y3": 0.5808, "X4": 0.40404, "Y4": 0.5808, "page": 0, "Index": 108}, {"Word": "quality", "Confidence": 0.844, "X1": 0.43308, "Y1": 0.5622, "X2": 0.50379, "Y2": 0.562, "X3": 0.50379, "Y3": 0.5808, "X4": 0.43308, "Y4": 0.5808, "page": 0, "Index": 109}, {"Word": "housing,", "Confidence": 0.995, "X1": 0.50884, "Y1": 0.5622, "X2": 0.59848, "Y2": 0.562, "X3": 0.59848, "Y3": 0.5798, "X4": 0.50884, "Y4": 0.5808, "page": 0, "Index": 110}, {"Word": "and", "Confidence": 0.998, "X1": 0.60354, "Y1": 0.5612, "X2": 0.64141, "Y2": 0.561, "X3": 0.64141, "Y3": 0.5798, "X4": 0.60227, "Y4": 0.5798, "page": 0, "Index": 111}, {"Word": "that", "Confidence": 0.991, "X1": 0.65152, "Y1": 0.5602, "X2": 0.69571, "Y2": 0.56, "X3": 0.69571, "Y3": 0.5788, "X4": 0.65025, "Y4": 0.5798, "page": 0, "Index": 112}, {"Word": "hood", "Confidence": 0.85, "X1": 0.19697, "Y1": 0.5782, "X2": 0.24242, "Y2": 0.578, "X3": 0.24116, "Y3": 0.5968, "X4": 0.19571, "Y4": 0.5958, "page": 0, "Index": 113}, {"Word": "is", "Confidence": 0.159, "X1": 0.25, "Y1": 0.5782, "X2": 0.26641, "Y2": 0.578, "X3": 0.26515, "Y3": 0.5968, "X4": 0.24874, "Y4": 0.5968, "page": 0, "Index": 114}, {"Word": "seeing", "Confidence": 0.838, "X1": 0.2702, "Y1": 0.5802, "X2": 0.33207, "Y2": 0.58, "X3": 0.33207, "Y3": 0.5978, "X4": 0.2702, "Y4": 0.5968, "page": 0, "Index": 115}, {"Word": "improvements", "Confidence": 0.991, "X1": 0.33712, "Y1": 0.5812, "X2": 0.47222, "Y2": 0.581, "X3": 0.47222, "Y3": 0.5978, "X4": 0.33712, "Y4": 0.5978, "page": 0, "Index": 116}, {"Word": "in", "Confidence": 0.998, "X1": 0.47727, "Y1": 0.5812, "X2": 0.49747, "Y2": 0.581, "X3": 0.49621, "Y3": 0.5978, "X4": 0.47601, "Y4": 0.5978, "page": 0, "Index": 117}, {"Word": "its", "Confidence": 0.998, "X1": 0.50126, "Y1": 0.5812, "X2": 0.52652, "Y2": 0.581, "X3": 0.52525, "Y3": 0.5978, "X4": 0.50126, "Y4": 0.5978, "page": 0, "Index": 118}, {"Word": "appearance.", "Confidence": 0.981, "X1": 0.5303, "Y1": 0.5802, "X2": 0.65025, "Y2": 0.58, "X3": 0.65025, "Y3": 0.5958, "X4": 0.5303, "Y4": 0.5978, "page": 0, "Index": 119}, {"Word": "ji", "Confidence": 0.018, "X1": 0.10732, "Y1": 0.6162, "X2": 0.12374, "Y2": 0.616, "X3": 0.12247, "Y3": 0.6318, "X4": 0.10606, "Y4": 0.6318, "page": 0, "Index": 120}, {"Word": "ales", "Confidence": 0.508, "X1": 0.12879, "Y1": 0.6162, "X2": 0.17045, "Y2": 0.616, "X3": 0.16919, "Y3": 0.6328, "X4": 0.12753, "Y4": 0.6318, "page": 0, "Index": 121}, {"Word": "appreciate", "Confidence": 0.115, "X1": 0.17677, "Y1": 0.6162, "X2": 0.2803, "Y2": 0.616, "X3": 0.27904, "Y3": 0.6348, "X4": 0.17551, "Y4": 0.6328, "page": 0, "Index": 122}, {"Word": "indiana", "Confidence": 0.666, "X1": 0.28914, "Y1": 0.6162, "X2": 0.36237, "Y2": 0.616, "X3": 0.36111, "Y3": 0.6358, "X4": 0.28914, "Y4": 0.6348, "page": 0, "Index": 123}, {"Word": "Black", "Confidence": 0.97, "X1": 0.37121, "Y1": 0.6162, "X2": 0.42551, "Y2": 0.616, "X3": 0.42551, "Y3": 0.6358, "X4": 0.37121, "Y4": 0.6358, "page": 0, "Index": 124}, {"Word": "Expo's", "Confidence": 0.971, "X1": 0.43687, "Y1": 0.6162, "X2": 0.50253, "Y2": 0.616, "X3": 0.50253, "Y3": 0.6358, "X4": 0.43687, "Y4": 0.6358, "page": 0, "Index": 125}, {"Word": "contributions", "Confidence": 0.925, "X1": 0.50758, "Y1": 0.6172, "X2": 0.64015, "Y2": 0.617, "X3": 0.64015, "Y3": 0.6358, "X4": 0.50758, "Y4": 0.6358, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.64646, "Y1": 0.6172, "X2": 0.66793, "Y2": 0.617, "X3": 0.66793, "Y3": 0.6358, "X4": 0.64773, "Y4": 0.6358, "page": 0, "Index": 127}, {"Word": "entertainment", "Confidence": 0.993, "X1": 0.67424, "Y1": 0.6172, "X2": 0.81818, "Y2": 0.617, "X3": 0.81818, "Y3": 0.6338, "X4": 0.67551, "Y4": 0.6358, "page": 0, "Index": 128}, {"Word": "and", "Confidence": 0.054, "X1": 0.11237, "Y1": 0.6342, "X2": 0.15025, "Y2": 0.634, "X3": 0.14899, "Y3": 0.6498, "X4": 0.11111, "Y4": 0.6488, "page": 0, "Index": 129}, {"Word": "attractions", "Confidence": 0.689, "X1": 0.1553, "Y1": 0.6352, "X2": 0.26136, "Y2": 0.635, "X3": 0.2601, "Y3": 0.6528, "X4": 0.15404, "Y4": 0.6498, "page": 0, "Index": 130}, {"Word": "for", "Confidence": 0.991, "X1": 0.26515, "Y1": 0.6352, "X2": 0.29672, "Y2": 0.635, "X3": 0.29545, "Y3": 0.6528, "X4": 0.26389, "Y4": 0.6528, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.991, "X1": 0.30177, "Y1": 0.6362, "X2": 0.33333, "Y2": 0.636, "X3": 0.33333, "Y3": 0.6538, "X4": 0.30051, "Y4": 0.6528, "page": 0, "Index": 132}, {"Word": "Indiana", "Confidence": 0.621, "X1": 0.33838, "Y1": 0.6362, "X2": 0.41414, "Y2": 0.636, "X3": 0.41288, "Y3": 0.6548, "X4": 0.33712, "Y4": 0.6538, "page": 0, "Index": 133}, {"Word": "State", "Confidence": 0.995, "X1": 0.42045, "Y1": 0.6362, "X2": 0.47222, "Y2": 0.636, "X3": 0.47222, "Y3": 0.6548, "X4": 0.41919, "Y4": 0.6548, "page": 0, "Index": 134}, {"Word": "Fair.", "Confidence": 0.429, "X1": 0.47727, "Y1": 0.6362, "X2": 0.52904, "Y2": 0.636, "X3": 0.52904, "Y3": 0.6548, "X4": 0.47601, "Y4": 0.6548, "page": 0, "Index": 135}, {"Word": "The", "Confidence": 0.929, "X1": 0.53788, "Y1": 0.6362, "X2": 0.57702, "Y2": 0.636, "X3": 0.57576, "Y3": 0.6548, "X4": 0.53788, "Y4": 0.6548, "page": 0, "Index": 136}, {"Word": "work", "Confidence": 0.989, "X1": 0.58207, "Y1": 0.6362, "X2": 0.62879, "Y2": 0.636, "X3": 0.62879, "Y3": 0.6548, "X4": 0.58081, "Y4": 0.6548, "page": 0, "Index": 137}, {"Word": "you", "Confidence": 0.998, "X1": 0.6351, "Y1": 0.6362, "X2": 0.67045, "Y2": 0.636, "X3": 0.67045, "Y3": 0.6548, "X4": 0.6351, "Y4": 0.6548, "page": 0, "Index": 138}, {"Word": "are", "Confidence": 0.998, "X1": 0.67803, "Y1": 0.6362, "X2": 0.71338, "Y2": 0.636, "X3": 0.71212, "Y3": 0.6538, "X4": 0.67803, "Y4": 0.6548, "page": 0, "Index": 139}, {"Word": "doing", "Confidence": 0.998, "X1": 0.71717, "Y1": 0.6362, "X2": 0.77399, "Y2": 0.636, "X3": 0.77399, "Y3": 0.6528, "X4": 0.71717, "Y4": 0.6538, "page": 0, "Index": 140}, {"Word": "will", "Confidence": 0.991, "X1": 0.77778, "Y1": 0.6352, "X2": 0.81692, "Y2": 0.635, "X3": 0.81692, "Y3": 0.6528, "X4": 0.77778, "Y4": 0.6528, "page": 0, "Index": 141}, {"Word": "go", "Confidence": 0.971, "X1": 0.10985, "Y1": 0.6532, "X2": 0.13384, "Y2": 0.653, "X3": 0.13384, "Y3": 0.6708, "X4": 0.10985, "Y4": 0.6698, "page": 0, "Index": 142}, {"Word": "a", "Confidence": 0.007, "X1": 0.14015, "Y1": 0.6542, "X2": 0.15278, "Y2": 0.654, "X3": 0.15278, "Y3": 0.6708, "X4": 0.14015, "Y4": 0.6708, "page": 0, "Index": 143}, {"Word": "long", "Confidence": 0.061, "X1": 0.16288, "Y1": 0.6542, "X2": 0.20455, "Y2": 0.654, "X3": 0.20455, "Y3": 0.6718, "X4": 0.16288, "Y4": 0.6708, "page": 0, "Index": 144}, {"Word": "way", "Confidence": 0.615, "X1": 0.21338, "Y1": 0.6542, "X2": 0.25126, "Y2": 0.654, "X3": 0.25126, "Y3": 0.6718, "X4": 0.21338, "Y4": 0.6718, "page": 0, "Index": 145}, {"Word": "toward", "Confidence": 0.996, "X1": 0.25758, "Y1": 0.6552, "X2": 0.32449, "Y2": 0.655, "X3": 0.32449, "Y3": 0.6728, "X4": 0.25758, "Y4": 0.6718, "page": 0, "Index": 146}, {"Word": "bringing", "Confidence": 0.905, "X1": 0.33207, "Y1": 0.6552, "X2": 0.41288, "Y2": 0.655, "X3": 0.41288, "Y3": 0.6728, "X4": 0.33207, "Y4": 0.6728, "page": 0, "Index": 147}, {"Word": "new", "Confidence": 0.955, "X1": 0.42045, "Y1": 0.6552, "X2": 0.45581, "Y2": 0.655, "X3": 0.45581, "Y3": 0.6728, "X4": 0.42045, "Y4": 0.6728, "page": 0, "Index": 148}, {"Word": "audiences", "Confidence": 0.993, "X1": 0.46843, "Y1": 0.6552, "X2": 0.56566, "Y2": 0.655, "X3": 0.56566, "Y3": 0.6728, "X4": 0.46717, "Y4": 0.6728, "page": 0, "Index": 149}, {"Word": "to", "Confidence": 0.956, "X1": 0.57197, "Y1": 0.6552, "X2": 0.5947, "Y2": 0.655, "X3": 0.59343, "Y3": 0.6728, "X4": 0.57197, "Y4": 0.6728, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.983, "X1": 0.59975, "Y1": 0.6552, "X2": 0.63384, "Y2": 0.655, "X3": 0.63384, "Y3": 0.6728, "X4": 0.59975, "Y4": 0.6728, "page": 0, "Index": 151}, {"Word": "Fair", "Confidence": 0.955, "X1": 0.64015, "Y1": 0.6552, "X2": 0.68308, "Y2": 0.655, "X3": 0.68182, "Y3": 0.6718, "X4": 0.64015, "Y4": 0.6728, "page": 0, "Index": 152}, {"Word": "and", "Confidence": 0.998, "X1": 0.68687, "Y1": 0.6542, "X2": 0.72475, "Y2": 0.654, "X3": 0.72475, "Y3": 0.6718, "X4": 0.68687, "Y4": 0.6718, "page": 0, "Index": 153}, {"Word": "to", "Confidence": 0.998, "X1": 0.73232, "Y1": 0.6542, "X2": 0.75505, "Y2": 0.654, "X3": 0.75379, "Y3": 0.6718, "X4": 0.73232, "Y4": 0.6718, "page": 0, "Index": 154}, {"Word": "all", "Confidence": 0.998, "X1": 0.76136, "Y1": 0.6542, "X2": 0.78914, "Y2": 0.654, "X3": 0.78788, "Y3": 0.6708, "X4": 0.7601, "Y4": 0.6718, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.996, "X1": 0.79293, "Y1": 0.6532, "X2": 0.81818, "Y2": 0.653, "X3": 0.81692, "Y3": 0.6708, "X4": 0.79293, "Y4": 0.6708, "page": 0, "Index": 156}, {"Word": "The", "Confidence": 0.603, "X1": 0.11111, "Y1": 0.7082, "X2": 0.1452, "Y2": 0.708, "X3": 0.1452, "Y3": 0.7248, "X4": 0.11111, "Y4": 0.7248, "page": 0, "Index": 157}, {"Word": "wonthe", "Confidence": 0.034, "X1": 0.15278, "Y1": 0.7082, "X2": 0.22727, "Y2": 0.708, "X3": 0.22601, "Y3": 0.7258, "X4": 0.15152, "Y4": 0.7248, "page": 0, "Index": 158}, {"Word": "partnership", "Confidence": 0.675, "X1": 0.23232, "Y1": 0.7082, "X2": 0.34596, "Y2": 0.708, "X3": 0.34596, "Y3": 0.7258, "X4": 0.23106, "Y4": 0.7258, "page": 0, "Index": 159}, {"Word": "between.the", "Confidence": 0.849, "X1": 0.35227, "Y1": 0.7082, "X2": 0.47096, "Y2": 0.708, "X3": 0.4697, "Y3": 0.7268, "X4": 0.35227, "Y4": 0.7258, "page": 0, "Index": 160}, {"Word": "IBEEDC", "Confidence": 0.854, "X1": 0.47475, "Y1": 0.7082, "X2": 0.55303, "Y2": 0.708, "X3": 0.55303, "Y3": 0.7268, "X4": 0.47475, "Y4": 0.7268, "page": 0, "Index": 161}, {"Word": "and", "Confidence": 0.998, "X1": 0.56061, "Y1": 0.7082, "X2": 0.60101, "Y2": 0.708, "X3": 0.59975, "Y3": 0.7268, "X4": 0.56061, "Y4": 0.7268, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.998, "X1": 0.60606, "Y1": 0.7082, "X2": 0.63889, "Y2": 0.708, "X3": 0.63889, "Y3": 0.7268, "X4": 0.6048, "Y4": 0.7268, "page": 0, "Index": 163}, {"Word": "ISFC", "Confidence": 0.991, "X1": 0.64394, "Y1": 0.7082, "X2": 0.68939, "Y2": 0.708, "X3": 0.68939, "Y3": 0.7268, "X4": 0.64394, "Y4": 0.7268, "page": 0, "Index": 164}, {"Word": "has", "Confidence": 0.998, "X1": 0.69697, "Y1": 0.7082, "X2": 0.73611, "Y2": 0.708, "X3": 0.73485, "Y3": 0.7268, "X4": 0.69697, "Y4": 0.7268, "page": 0, "Index": 165}, {"Word": "created", "Confidence": 0.996, "X1": 0.7399, "Y1": 0.7082, "X2": 0.81187, "Y2": 0.708, "X3": 0.81187, "Y3": 0.7268, "X4": 0.7399, "Y4": 0.7268, "page": 0, "Index": 166}, {"Word": "nothing", "Confidence": 0.626, "X1": 0.10732, "Y1": 0.7272, "X2": 0.18434, "Y2": 0.727, "X3": 0.18561, "Y3": 0.7448, "X4": 0.10859, "Y4": 0.7448, "page": 0, "Index": 167}, {"Word": "in", "Confidence": 0.236, "X1": 0.19444, "Y1": 0.7272, "X2": 0.21338, "Y2": 0.727, "X3": 0.21465, "Y3": 0.7458, "X4": 0.19444, "Y4": 0.7448, "page": 0, "Index": 168}, {"Word": "good", "Confidence": 0.902, "X1": 0.24242, "Y1": 0.7272, "X2": 0.28914, "Y2": 0.727, "X3": 0.2904, "Y3": 0.7458, "X4": 0.24242, "Y4": 0.7458, "page": 0, "Index": 169}, {"Word": "things", "Confidence": 0.955, "X1": 0.30051, "Y1": 0.7272, "X2": 0.3649, "Y2": 0.727, "X3": 0.36616, "Y3": 0.7458, "X4": 0.30177, "Y4": 0.7458, "page": 0, "Index": 170}, {"Word": "for", "Confidence": 0.79, "X1": 0.375, "Y1": 0.7272, "X2": 0.4053, "Y2": 0.727, "X3": 0.40657, "Y3": 0.7458, "X4": 0.37626, "Y4": 0.7458, "page": 0, "Index": 171}, {"Word": "both", "Confidence": 0.983, "X1": 0.41667, "Y1": 0.7272, "X2": 0.4596, "Y2": 0.727, "X3": 0.46086, "Y3": 0.7458, "X4": 0.41793, "Y4": 0.7458, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.991, "X1": 0.47475, "Y1": 0.7272, "X2": 0.49116, "Y2": 0.727, "X3": 0.49116, "Y3": 0.7458, "X4": 0.47475, "Y4": 0.7458, "page": 0, "Index": 173}, {"Word": "-your", "Confidence": 0.906, "X1": 0.49621, "Y1": 0.7272, "X2": 0.55303, "Y2": 0.727, "X3": 0.55303, "Y3": 0.7458, "X4": 0.49621, "Y4": 0.7458, "page": 0, "Index": 174}, {"Word": "organizations", "Confidence": 0.963, "X1": 0.56187, "Y1": 0.7282, "X2": 0.69318, "Y2": 0.728, "X3": 0.69318, "Y3": 0.7468, "X4": 0.56313, "Y4": 0.7458, "page": 0, "Index": 175}, {"Word": "and,", "Confidence": 0.989, "X1": 0.70455, "Y1": 0.7292, "X2": 0.75505, "Y2": 0.729, "X3": 0.75505, "Y3": 0.7468, "X4": 0.70455, "Y4": 0.7468, "page": 0, "Index": 176}, {"Word": "most", "Confidence": 0.988, "X1": 0.76136, "Y1": 0.7292, "X2": 0.81566, "Y2": 0.729, "X3": 0.81566, "Y3": 0.7468, "X4": 0.76136, "Y4": 0.7468, "page": 0, "Index": 177}, {"Word": "importantly,forall", "Confidence": 0.583, "X1": 0.10859, "Y1": 0.7462, "X2": 0.28914, "Y2": 0.746, "X3": 0.28914, "Y3": 0.7638, "X4": 0.10859, "Y4": 0.7628, "page": 0, "Index": 178}, {"Word": "Hoosiers", "Confidence": 0.997, "X1": 0.29293, "Y1": 0.7462, "X2": 0.37247, "Y2": 0.746, "X3": 0.37247, "Y3": 0.7638, "X4": 0.29293, "Y4": 0.7638, "page": 0, "Index": 179}, {"Word": ".,", "Confidence": 0.815, "X1": 0.37626, "Y1": 0.7462, "X2": 0.39015, "Y2": 0.746, "X3": 0.39015, "Y3": 0.7638, "X4": 0.37626, "Y4": 0.7638, "page": 0, "Index": 180}, {"Word": "Thank", "Confidence": 1, "X1": 0.39394, "Y1": 0.7462, "X2": 0.45581, "Y2": 0.746, "X3": 0.45581, "Y3": 0.7638, "X4": 0.39394, "Y4": 0.7638, "page": 0, "Index": 181}, {"Word": "you", "Confidence": 1, "X1": 0.46086, "Y1": 0.7462, "X2": 0.49621, "Y2": 0.746, "X3": 0.49621, "Y3": 0.7638, "X4": 0.46086, "Y4": 0.7638, "page": 0, "Index": 182}, {"Word": "for", "Confidence": 1, "X1": 0.50253, "Y1": 0.7462, "X2": 0.52904, "Y2": 0.746, "X3": 0.5303, "Y3": 0.7638, "X4": 0.50253, "Y4": 0.7638, "page": 0, "Index": 183}, {"Word": "all", "Confidence": 1, "X1": 0.53409, "Y1": 0.7462, "X2": 0.55808, "Y2": 0.746, "X3": 0.55808, "Y3": 0.7638, "X4": 0.53409, "Y4": 0.7638, "page": 0, "Index": 184}, {"Word": "you", "Confidence": 1, "X1": 0.56313, "Y1": 0.7472, "X2": 0.59848, "Y2": 0.747, "X3": 0.59848, "Y3": 0.7638, "X4": 0.56313, "Y4": 0.7638, "page": 0, "Index": 185}, {"Word": "have", "Confidence": 1, "X1": 0.60354, "Y1": 0.7472, "X2": 0.64899, "Y2": 0.747, "X3": 0.64899, "Y3": 0.7638, "X4": 0.60354, "Y4": 0.7638, "page": 0, "Index": 186}, {"Word": "done.", "Confidence": 1, "X1": 0.65404, "Y1": 0.7472, "X2": 0.71338, "Y2": 0.747, "X3": 0.71338, "Y3": 0.7628, "X4": 0.65404, "Y4": 0.7638, "page": 0, "Index": 187}, {"Word": "Sincerely,", "Confidence": 0.992, "X1": 0.51641, "Y1": 0.8032, "X2": 0.61111, "Y2": 0.803, "X3": 0.61111, "Y3": 0.8218, "X4": 0.51515, "Y4": 0.8178, "page": 0, "Index": 188}, {"Word": "Frank", "Confidence": 0.936, "X1": 0.51515, "Y1": 0.8952, "X2": 0.57197, "Y2": 0.895, "X3": 0.57197, "Y3": 0.9108, "X4": 0.51641, "Y4": 0.9088, "page": 0, "Index": 189}, {"Word": "O'Bannon", "Confidence": 0.979, "X1": 0.57828, "Y1": 0.8962, "X2": 0.67298, "Y2": 0.896, "X3": 0.67298, "Y3": 0.9118, "X4": 0.57955, "Y4": 0.9108, "page": 0, "Index": 190}, {"Word": "2070875537", "Confidence": 0.995, "X1": 0.92677, "Y1": 0.9152, "X2": 0.91793, "Y2": 0.915, "X3": 0.8952, "Y3": 0.9128, "X4": 0.90152, "Y4": 0.8128, "page": 0, "Index": 191}]}	"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"
ffpn0053	0	{"lines_data": [{"Word": "R. J. REYNOLDS TOBACCO COMPANY", "Confidence": 0.9944, "X1": 0.20755, "Y1": 0.1232, "X2": 0.81671, "Y2": 0.123, "X3": 0.81671, "Y3": 0.1468, "X4": 0.20755, "Y4": 0.1478, "page": 0}, {"Word": "WINSTON-SALEM. NORTH CAROLINA", "Confidence": 0.88567, "X1": 0.33154, "Y1": 0.1592, "X2": 0.69946, "Y2": 0.159, "X3": 0.69946, "Y3": 0.1758, "X4": 0.33154, "Y4": 0.1758, "page": 0}, {"Word": "June 30, 1967.", "Confidence": 0.99, "X1": 0.38275, "Y1": 0.1952, "X2": 0.55121, "Y2": 0.195, "X3": 0.55121, "Y3": 0.2138, "X4": 0.38275, "Y4": 0.2148, "page": 0}, {"Word": "H. H. RANM", "Confidence": 0.81733, "X1": 0.08491, "Y1": 0.2142, "X2": 0.16307, "Y2": 0.214, "X3": 0.16442, "Y3": 0.2218, "X4": 0.08491, "Y4": 0.2228, "page": 0}, {"Word": "WICE PRESSGENT", "Confidence": 0.473, "X1": 0.10243, "Y1": 0.2252, "X2": 0.19677, "Y2": 0.225, "X3": 0.19677, "Y3": 0.2318, "X4": 0.10243, "Y4": 0.2328, "page": 0}, {"Word": "Mr. W. T. Hoyt,", "Confidence": 0.9975, "X1": 0.17925, "Y1": 0.3002, "X2": 0.35849, "Y2": 0.3, "X3": 0.35714, "Y3": 0.3188, "X4": 0.17925, "Y4": 0.3178, "page": 0}, {"Word": "Executive Director,", "Confidence": 0.9785, "X1": 0.18059, "Y1": 0.3202, "X2": 0.40836, "Y2": 0.32, "X3": 0.40701, "Y3": 0.3348, "X4": 0.18059, "Y4": 0.3338, "page": 0}, {"Word": "The Council for Tobacco Research -", "Confidence": 0.98267, "X1": 0.17925, "Y1": 0.3362, "X2": 0.5903, "Y2": 0.336, "X3": 0.5903, "Y3": 0.3528, "X4": 0.17925, "Y4": 0.3518, "page": 0}, {"Word": "U. S. A. ,", "Confidence": 0.98625, "X1": 0.21429, "Y1": 0.3552, "X2": 0.32749, "Y2": 0.355, "X3": 0.32749, "Y3": 0.3698, "X4": 0.21429, "Y4": 0.3688, "page": 0}, {"Word": "633 Third Avenue,", "Confidence": 0.995, "X1": 0.17925, "Y1": 0.3712, "X2": 0.38679, "Y2": 0.371, "X3": 0.38679, "Y3": 0.3858, "X4": 0.1779, "Y4": 0.3848, "page": 0}, {"Word": "New York, New York 10017.", "Confidence": 0.99, "X1": 0.1752, "Y1": 0.3872, "X2": 0.47844, "Y2": 0.387, "X3": 0.47844, "Y3": 0.4038, "X4": 0.1752, "Y4": 0.4028, "page": 0}, {"Word": "Dear Tom:", "Confidence": 0.99, "X1": 0.1779, "Y1": 0.4402, "X2": 0.28571, "Y2": 0.44, "X3": 0.28571, "Y3": 0.4548, "X4": 0.1779, "Y4": 0.4538, "page": 0}, {"Word": "In the absence of Mr. Gray I have your letter to him", "Confidence": 0.99467, "X1": 0.23585, "Y1": 0.4752, "X2": 0.85984, "Y2": 0.475, "X3": 0.85984, "Y3": 0.4918, "X4": 0.23585, "Y4": 0.4898, "page": 0}, {"Word": "dated June 28, 1967. As requested our check for $34,000", "Confidence": 0.9952, "X1": 0.17655, "Y1": 0.4902, "X2": 0.84636, "Y2": 0.49, "X3": 0.84636, "Y3": 0.5088, "X4": 0.17655, "Y4": 0.5068, "page": 0}, {"Word": "is enclosed for our share of the amount needed to", "Confidence": 0.9945, "X1": 0.18059, "Y1": 0.5102, "X2": 0.7655, "Y2": 0.51, "X3": 0.7655, "Y3": 0.5258, "X4": 0.18059, "Y4": 0.5248, "page": 0}, {"Word": "replenish the Special Project Fund.", "Confidence": 0.9946, "X1": 0.17655, "Y1": 0.5252, "X2": 0.59164, "Y2": 0.525, "X3": 0.59164, "Y3": 0.5418, "X4": 0.17655, "Y4": 0.5418, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.941, "X1": 0.39218, "Y1": 0.5612, "X2": 0.51078, "Y2": 0.561, "X3": 0.51078, "Y3": 0.5788, "X4": 0.39084, "Y4": 0.5758, "page": 0}, {"Word": "H. H. Ramm,", "Confidence": 0.95767, "X1": 0.38949, "Y1": 0.6102, "X2": 0.52426, "Y2": 0.61, "X3": 0.52426, "Y3": 0.6278, "X4": 0.38949, "Y4": 0.6268, "page": 0}, {"Word": "HHR: W", "Confidence": 0.9755, "X1": 0.17655, "Y1": 0.6282, "X2": 0.24259, "Y2": 0.628, "X3": 0.24259, "Y3": 0.6438, "X4": 0.17655, "Y4": 0.6428, "page": 0}, {"Word": "Vice President and General Counsel.", "Confidence": 0.984, "X1": 0.38949, "Y1": 0.6272, "X2": 0.80863, "Y2": 0.627, "X3": 0.80863, "Y3": 0.6458, "X4": 0.38949, "Y4": 0.6448, "page": 0}, {"Word": "Enclosure", "Confidence": 0.636, "X1": 0.1752, "Y1": 0.6442, "X2": 0.27493, "Y2": 0.644, "X3": 0.27493, "Y3": 0.6598, "X4": 0.1752, "Y4": 0.6598, "page": 0}, {"Word": "CTR SP-FILES 026413", "Confidence": 0.99567, "X1": 0.51617, "Y1": 0.9622, "X2": 0.92453, "Y2": 0.962, "X3": 0.92453, "Y3": 0.9898, "X4": 0.51617, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "TOBACCO", "Confidence": 0.997, "X1": 0.4717, "Y1": 0.1232, "X2": 0.62803, "Y2": 0.123, "X3": 0.62668, "Y3": 0.1478, "X4": 0.4717, "Y4": 0.1488, "page": 0, "Index": 0}, {"Word": "COMPANY", "Confidence": 0.995, "X1": 0.64825, "Y1": 0.1242, "X2": 0.80997, "Y2": 0.124, "X3": 0.80997, "Y3": 0.1478, "X4": 0.6469, "Y4": 0.1478, "page": 0, "Index": 1}, {"Word": "R.", "Confidence": 0.995, "X1": 0.20889, "Y1": 0.1242, "X2": 0.2345, "Y2": 0.124, "X3": 0.2345, "Y3": 0.1488, "X4": 0.20889, "Y4": 0.1488, "page": 0, "Index": 2}, {"Word": "J.", "Confidence": 0.991, "X1": 0.24124, "Y1": 0.1242, "X2": 0.2628, "Y2": 0.124, "X3": 0.2628, "Y3": 0.1488, "X4": 0.24124, "Y4": 0.1488, "page": 0, "Index": 3}, {"Word": "REYNOLDS", "Confidence": 0.994, "X1": 0.26954, "Y1": 0.1232, "X2": 0.45148, "Y2": 0.123, "X3": 0.45148, "Y3": 0.1488, "X4": 0.26954, "Y4": 0.1488, "page": 0, "Index": 4}, {"Word": "WINSTON-SALEM.", "Confidence": 0.667, "X1": 0.33154, "Y1": 0.1592, "X2": 0.51213, "Y2": 0.159, "X3": 0.51213, "Y3": 0.1768, "X4": 0.33154, "Y4": 0.1768, "page": 0, "Index": 5}, {"Word": "NORTH", "Confidence": 0.997, "X1": 0.51617, "Y1": 0.1592, "X2": 0.58491, "Y2": 0.159, "X3": 0.58491, "Y3": 0.1768, "X4": 0.51617, "Y4": 0.1768, "page": 0, "Index": 6}, {"Word": "CAROLINA", "Confidence": 0.993, "X1": 0.59164, "Y1": 0.1602, "X2": 0.69407, "Y2": 0.16, "X3": 0.69272, "Y3": 0.1758, "X4": 0.5903, "Y4": 0.1768, "page": 0, "Index": 7}, {"Word": "June", "Confidence": 0.979, "X1": 0.3841, "Y1": 0.1962, "X2": 0.43531, "Y2": 0.196, "X3": 0.43396, "Y3": 0.2148, "X4": 0.38275, "Y4": 0.2148, "page": 0, "Index": 8}, {"Word": "30,", "Confidence": 0.998, "X1": 0.4434, "Y1": 0.1962, "X2": 0.48383, "Y2": 0.196, "X3": 0.48383, "Y3": 0.2148, "X4": 0.44205, "Y4": 0.2148, "page": 0, "Index": 9}, {"Word": "1967.", "Confidence": 0.993, "X1": 0.48922, "Y1": 0.1962, "X2": 0.55121, "Y2": 0.196, "X3": 0.55121, "Y3": 0.2148, "X4": 0.48922, "Y4": 0.2148, "page": 0, "Index": 10}, {"Word": "H.", "Confidence": 0.781, "X1": 0.08491, "Y1": 0.2152, "X2": 0.10108, "Y2": 0.215, "X3": 0.10108, "Y3": 0.2228, "X4": 0.08491, "Y4": 0.2228, "page": 0, "Index": 11}, {"Word": "H.", "Confidence": 0.749, "X1": 0.10647, "Y1": 0.2152, "X2": 0.12264, "Y2": 0.215, "X3": 0.12264, "Y3": 0.2228, "X4": 0.10782, "Y4": 0.2228, "page": 0, "Index": 12}, {"Word": "RANM", "Confidence": 0.922, "X1": 0.12803, "Y1": 0.2142, "X2": 0.15903, "Y2": 0.214, "X3": 0.15903, "Y3": 0.2218, "X4": 0.12803, "Y4": 0.2228, "page": 0, "Index": 13}, {"Word": "WICE", "Confidence": 0.677, "X1": 0.10377, "Y1": 0.2262, "X2": 0.12803, "Y2": 0.226, "X3": 0.12668, "Y3": 0.2328, "X4": 0.10377, "Y4": 0.2328, "page": 0, "Index": 14}, {"Word": "PRESSGENT", "Confidence": 0.269, "X1": 0.13208, "Y1": 0.2262, "X2": 0.19407, "Y2": 0.226, "X3": 0.19272, "Y3": 0.2328, "X4": 0.13208, "Y4": 0.2328, "page": 0, "Index": 15}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.17925, "Y1": 0.3012, "X2": 0.21833, "Y2": 0.301, "X3": 0.21833, "Y3": 0.3178, "X4": 0.17925, "Y4": 0.3178, "page": 0, "Index": 16}, {"Word": "W.", "Confidence": 0.998, "X1": 0.22507, "Y1": 0.3002, "X2": 0.25472, "Y2": 0.3, "X3": 0.25606, "Y3": 0.3178, "X4": 0.22507, "Y4": 0.3178, "page": 0, "Index": 17}, {"Word": "T.", "Confidence": 0.998, "X1": 0.2628, "Y1": 0.3002, "X2": 0.29111, "Y2": 0.3, "X3": 0.29111, "Y3": 0.3188, "X4": 0.26415, "Y4": 0.3178, "page": 0, "Index": 18}, {"Word": "Hoyt,", "Confidence": 0.996, "X1": 0.2965, "Y1": 0.3022, "X2": 0.35714, "Y2": 0.302, "X3": 0.35849, "Y3": 0.3198, "X4": 0.2965, "Y4": 0.3188, "page": 0, "Index": 19}, {"Word": "Executive", "Confidence": 0.963, "X1": 0.18059, "Y1": 0.3192, "X2": 0.28706, "Y2": 0.319, "X3": 0.28706, "Y3": 0.3348, "X4": 0.18059, "Y4": 0.3338, "page": 0, "Index": 20}, {"Word": "Director,", "Confidence": 0.994, "X1": 0.2965, "Y1": 0.3222, "X2": 0.40701, "Y2": 0.322, "X3": 0.40701, "Y3": 0.3358, "X4": 0.2965, "Y4": 0.3348, "page": 0, "Index": 21}, {"Word": "The", "Confidence": 0.995, "X1": 0.18059, "Y1": 0.3362, "X2": 0.21563, "Y2": 0.336, "X3": 0.21563, "Y3": 0.3518, "X4": 0.18194, "Y4": 0.3518, "page": 0, "Index": 22}, {"Word": "Council", "Confidence": 0.958, "X1": 0.22372, "Y1": 0.3362, "X2": 0.31132, "Y2": 0.336, "X3": 0.31267, "Y3": 0.3528, "X4": 0.22507, "Y4": 0.3518, "page": 0, "Index": 23}, {"Word": "for", "Confidence": 0.998, "X1": 0.32075, "Y1": 0.3362, "X2": 0.35849, "Y2": 0.336, "X3": 0.35984, "Y3": 0.3528, "X4": 0.3221, "Y4": 0.3528, "page": 0, "Index": 24}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.36927, "Y1": 0.3362, "X2": 0.45418, "Y2": 0.336, "X3": 0.45418, "Y3": 0.3528, "X4": 0.37062, "Y4": 0.3528, "page": 0, "Index": 25}, {"Word": "Research", "Confidence": 0.996, "X1": 0.46361, "Y1": 0.3362, "X2": 0.5593, "Y2": 0.336, "X3": 0.56065, "Y3": 0.3538, "X4": 0.46361, "Y4": 0.3538, "page": 0, "Index": 26}, {"Word": "-", "Confidence": 0.955, "X1": 0.57278, "Y1": 0.3362, "X2": 0.58625, "Y2": 0.336, "X3": 0.58625, "Y3": 0.3538, "X4": 0.57412, "Y4": 0.3538, "page": 0, "Index": 27}, {"Word": "U.", "Confidence": 0.996, "X1": 0.21563, "Y1": 0.3552, "X2": 0.24124, "Y2": 0.355, "X3": 0.23989, "Y3": 0.3688, "X4": 0.21563, "Y4": 0.3688, "page": 0, "Index": 28}, {"Word": "S.", "Confidence": 0.996, "X1": 0.25067, "Y1": 0.3552, "X2": 0.27763, "Y2": 0.355, "X3": 0.27628, "Y3": 0.3698, "X4": 0.24933, "Y4": 0.3688, "page": 0, "Index": 29}, {"Word": "A.", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.3562, "X2": 0.30997, "Y2": 0.356, "X3": 0.30863, "Y3": 0.3708, "X4": 0.28571, "Y4": 0.3698, "page": 0, "Index": 30}, {"Word": ",", "Confidence": 0.955, "X1": 0.31402, "Y1": 0.3562, "X2": 0.3248, "Y2": 0.356, "X3": 0.32345, "Y3": 0.3708, "X4": 0.31267, "Y4": 0.3708, "page": 0, "Index": 31}, {"Word": "633", "Confidence": 0.994, "X1": 0.17925, "Y1": 0.3712, "X2": 0.21294, "Y2": 0.371, "X3": 0.21294, "Y3": 0.3858, "X4": 0.17925, "Y4": 0.3858, "page": 0, "Index": 32}, {"Word": "Third", "Confidence": 0.997, "X1": 0.22642, "Y1": 0.3722, "X2": 0.28706, "Y2": 0.372, "X3": 0.28571, "Y3": 0.3858, "X4": 0.22642, "Y4": 0.3858, "page": 0, "Index": 33}, {"Word": "Avenue,", "Confidence": 0.994, "X1": 0.2965, "Y1": 0.3722, "X2": 0.38544, "Y2": 0.372, "X3": 0.3841, "Y3": 0.3858, "X4": 0.2965, "Y4": 0.3858, "page": 0, "Index": 34}, {"Word": "New", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.3882, "X2": 0.21429, "Y2": 0.388, "X3": 0.21429, "Y3": 0.4028, "X4": 0.17655, "Y4": 0.4028, "page": 0, "Index": 35}, {"Word": "York,", "Confidence": 0.997, "X1": 0.22642, "Y1": 0.3882, "X2": 0.28841, "Y2": 0.388, "X3": 0.28706, "Y3": 0.4028, "X4": 0.22507, "Y4": 0.4028, "page": 0, "Index": 36}, {"Word": "New", "Confidence": 0.998, "X1": 0.2965, "Y1": 0.3882, "X2": 0.33423, "Y2": 0.388, "X3": 0.33288, "Y3": 0.4028, "X4": 0.2965, "Y4": 0.4028, "page": 0, "Index": 37}, {"Word": "York", "Confidence": 0.991, "X1": 0.34501, "Y1": 0.3882, "X2": 0.39353, "Y2": 0.388, "X3": 0.39218, "Y3": 0.4028, "X4": 0.34501, "Y4": 0.4028, "page": 0, "Index": 38}, {"Word": "10017.", "Confidence": 0.966, "X1": 0.40566, "Y1": 0.3882, "X2": 0.47844, "Y2": 0.388, "X3": 0.47844, "Y3": 0.4038, "X4": 0.40566, "Y4": 0.4028, "page": 0, "Index": 39}, {"Word": "Dear", "Confidence": 0.992, "X1": 0.17925, "Y1": 0.4412, "X2": 0.22507, "Y2": 0.441, "X3": 0.22507, "Y3": 0.4548, "X4": 0.1779, "Y4": 0.4548, "page": 0, "Index": 40}, {"Word": "Tom:", "Confidence": 0.988, "X1": 0.23854, "Y1": 0.4412, "X2": 0.28706, "Y2": 0.441, "X3": 0.28706, "Y3": 0.4558, "X4": 0.23854, "Y4": 0.4558, "page": 0, "Index": 41}, {"Word": "In", "Confidence": 0.997, "X1": 0.23854, "Y1": 0.4752, "X2": 0.26146, "Y2": 0.475, "X3": 0.26011, "Y3": 0.4888, "X4": 0.2372, "Y4": 0.4888, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.4752, "X2": 0.30997, "Y2": 0.475, "X3": 0.30997, "Y3": 0.4898, "X4": 0.27089, "Y4": 0.4898, "page": 0, "Index": 43}, {"Word": "absence", "Confidence": 0.996, "X1": 0.31941, "Y1": 0.4752, "X2": 0.40431, "Y2": 0.475, "X3": 0.40296, "Y3": 0.4908, "X4": 0.31941, "Y4": 0.4898, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.41509, "Y1": 0.4752, "X2": 0.4407, "Y2": 0.475, "X3": 0.43935, "Y3": 0.4908, "X4": 0.41375, "Y4": 0.4908, "page": 0, "Index": 45}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.44879, "Y1": 0.4752, "X2": 0.48922, "Y2": 0.475, "X3": 0.48922, "Y3": 0.4918, "X4": 0.44744, "Y4": 0.4908, "page": 0, "Index": 46}, {"Word": "Gray", "Confidence": 0.987, "X1": 0.4973, "Y1": 0.4752, "X2": 0.54717, "Y2": 0.475, "X3": 0.54582, "Y3": 0.4918, "X4": 0.49596, "Y4": 0.4918, "page": 0, "Index": 47}, {"Word": "I", "Confidence": 0.997, "X1": 0.55795, "Y1": 0.4752, "X2": 0.57143, "Y2": 0.475, "X3": 0.57008, "Y3": 0.4918, "X4": 0.5566, "Y4": 0.4918, "page": 0, "Index": 48}, {"Word": "have", "Confidence": 0.989, "X1": 0.58086, "Y1": 0.4752, "X2": 0.63208, "Y2": 0.475, "X3": 0.63073, "Y3": 0.4918, "X4": 0.57951, "Y4": 0.4918, "page": 0, "Index": 49}, {"Word": "your", "Confidence": 0.989, "X1": 0.64151, "Y1": 0.4752, "X2": 0.69137, "Y2": 0.475, "X3": 0.69003, "Y3": 0.4928, "X4": 0.64016, "Y4": 0.4918, "page": 0, "Index": 50}, {"Word": "letter", "Confidence": 0.991, "X1": 0.70216, "Y1": 0.4752, "X2": 0.77358, "Y2": 0.475, "X3": 0.77358, "Y3": 0.4928, "X4": 0.70081, "Y4": 0.4928, "page": 0, "Index": 51}, {"Word": "to", "Confidence": 0.998, "X1": 0.78437, "Y1": 0.4752, "X2": 0.80997, "Y2": 0.475, "X3": 0.80863, "Y3": 0.4928, "X4": 0.78437, "Y4": 0.4928, "page": 0, "Index": 52}, {"Word": "him", "Confidence": 0.998, "X1": 0.81671, "Y1": 0.4752, "X2": 0.8558, "Y2": 0.475, "X3": 0.85445, "Y3": 0.4928, "X4": 0.81671, "Y4": 0.4928, "page": 0, "Index": 53}, {"Word": "dated", "Confidence": 0.993, "X1": 0.1779, "Y1": 0.4902, "X2": 0.23854, "Y2": 0.49, "X3": 0.23854, "Y3": 0.5068, "X4": 0.1779, "Y4": 0.5058, "page": 0, "Index": 54}, {"Word": "June", "Confidence": 0.988, "X1": 0.24798, "Y1": 0.4912, "X2": 0.29784, "Y2": 0.491, "X3": 0.29784, "Y3": 0.5078, "X4": 0.24798, "Y4": 0.5068, "page": 0, "Index": 55}, {"Word": "28,", "Confidence": 0.998, "X1": 0.30863, "Y1": 0.4912, "X2": 0.34771, "Y2": 0.491, "X3": 0.34636, "Y3": 0.5078, "X4": 0.30728, "Y4": 0.5078, "page": 0, "Index": 56}, {"Word": "1967.", "Confidence": 0.998, "X1": 0.3558, "Y1": 0.4922, "X2": 0.41914, "Y2": 0.492, "X3": 0.41914, "Y3": 0.5088, "X4": 0.35445, "Y4": 0.5078, "page": 0, "Index": 57}, {"Word": "As", "Confidence": 0.997, "X1": 0.43801, "Y1": 0.4922, "X2": 0.46496, "Y2": 0.492, "X3": 0.46496, "Y3": 0.5088, "X4": 0.43801, "Y4": 0.5088, "page": 0, "Index": 58}, {"Word": "requested", "Confidence": 0.994, "X1": 0.47305, "Y1": 0.4922, "X2": 0.58356, "Y2": 0.492, "X3": 0.58221, "Y3": 0.5088, "X4": 0.47305, "Y4": 0.5088, "page": 0, "Index": 59}, {"Word": "our", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.4922, "X2": 0.63208, "Y2": 0.492, "X3": 0.63208, "Y3": 0.5088, "X4": 0.59164, "Y4": 0.5088, "page": 0, "Index": 60}, {"Word": "check", "Confidence": 0.997, "X1": 0.64016, "Y1": 0.4922, "X2": 0.70081, "Y2": 0.492, "X3": 0.70081, "Y3": 0.5098, "X4": 0.64016, "Y4": 0.5088, "page": 0, "Index": 61}, {"Word": "for", "Confidence": 0.998, "X1": 0.71294, "Y1": 0.4912, "X2": 0.75067, "Y2": 0.491, "X3": 0.74933, "Y3": 0.5098, "X4": 0.71159, "Y4": 0.5098, "page": 0, "Index": 62}, {"Word": "$34,000", "Confidence": 0.991, "X1": 0.76146, "Y1": 0.4912, "X2": 0.84636, "Y2": 0.491, "X3": 0.84636, "Y3": 0.5088, "X4": 0.76011, "Y4": 0.5098, "page": 0, "Index": 63}, {"Word": "is", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.5092, "X2": 0.20216, "Y2": 0.509, "X3": 0.20216, "Y3": 0.5238, "X4": 0.18194, "Y4": 0.5238, "page": 0, "Index": 64}, {"Word": "enclosed", "Confidence": 0.995, "X1": 0.21159, "Y1": 0.5092, "X2": 0.30728, "Y2": 0.509, "X3": 0.30728, "Y3": 0.5248, "X4": 0.21024, "Y4": 0.5238, "page": 0, "Index": 65}, {"Word": "for", "Confidence": 0.998, "X1": 0.32075, "Y1": 0.5092, "X2": 0.35714, "Y2": 0.509, "X3": 0.3558, "Y3": 0.5258, "X4": 0.31941, "Y4": 0.5248, "page": 0, "Index": 66}, {"Word": "our", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.5092, "X2": 0.40296, "Y2": 0.509, "X3": 0.40296, "Y3": 0.5258, "X4": 0.36523, "Y4": 0.5258, "page": 0, "Index": 67}, {"Word": "share", "Confidence": 0.997, "X1": 0.41509, "Y1": 0.5102, "X2": 0.47439, "Y2": 0.51, "X3": 0.47439, "Y3": 0.5258, "X4": 0.41375, "Y4": 0.5258, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.48652, "Y1": 0.5102, "X2": 0.51078, "Y2": 0.51, "X3": 0.51078, "Y3": 0.5258, "X4": 0.48518, "Y4": 0.5258, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.5102, "X2": 0.5593, "Y2": 0.51, "X3": 0.55795, "Y3": 0.5258, "X4": 0.52156, "Y4": 0.5258, "page": 0, "Index": 70}, {"Word": "amount", "Confidence": 0.997, "X1": 0.56873, "Y1": 0.5102, "X2": 0.64286, "Y2": 0.51, "X3": 0.64151, "Y3": 0.5258, "X4": 0.56873, "Y4": 0.5258, "page": 0, "Index": 71}, {"Word": "needed", "Confidence": 0.996, "X1": 0.65229, "Y1": 0.5102, "X2": 0.72507, "Y2": 0.51, "X3": 0.72372, "Y3": 0.5258, "X4": 0.65094, "Y4": 0.5258, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.97, "X1": 0.73585, "Y1": 0.5112, "X2": 0.76146, "Y2": 0.511, "X3": 0.76011, "Y3": 0.5258, "X4": 0.7345, "Y4": 0.5258, "page": 0, "Index": 73}, {"Word": "replenish", "Confidence": 0.993, "X1": 0.1779, "Y1": 0.5252, "X2": 0.28437, "Y2": 0.525, "X3": 0.28302, "Y3": 0.5428, "X4": 0.17655, "Y4": 0.5418, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.2965, "Y1": 0.5262, "X2": 0.33288, "Y2": 0.526, "X3": 0.33154, "Y3": 0.5428, "X4": 0.2965, "Y4": 0.5428, "page": 0, "Index": 75}, {"Word": "Special", "Confidence": 0.994, "X1": 0.34367, "Y1": 0.5262, "X2": 0.42992, "Y2": 0.526, "X3": 0.42857, "Y3": 0.5428, "X4": 0.34232, "Y4": 0.5428, "page": 0, "Index": 76}, {"Word": "Project", "Confidence": 0.995, "X1": 0.43666, "Y1": 0.5262, "X2": 0.52291, "Y2": 0.526, "X3": 0.52291, "Y3": 0.5428, "X4": 0.43666, "Y4": 0.5428, "page": 0, "Index": 77}, {"Word": "Fund.", "Confidence": 0.993, "X1": 0.531, "Y1": 0.5262, "X2": 0.59164, "Y2": 0.526, "X3": 0.59164, "Y3": 0.5418, "X4": 0.531, "Y4": 0.5428, "page": 0, "Index": 78}, {"Word": "Sincerely,", "Confidence": 0.941, "X1": 0.39218, "Y1": 0.5622, "X2": 0.51078, "Y2": 0.562, "X3": 0.50943, "Y3": 0.5788, "X4": 0.39218, "Y4": 0.5768, "page": 0, "Index": 79}, {"Word": "H.", "Confidence": 0.993, "X1": 0.39084, "Y1": 0.6102, "X2": 0.41914, "Y2": 0.61, "X3": 0.41914, "Y3": 0.6278, "X4": 0.39084, "Y4": 0.6278, "page": 0, "Index": 80}, {"Word": "H.", "Confidence": 0.998, "X1": 0.42588, "Y1": 0.6102, "X2": 0.45418, "Y2": 0.61, "X3": 0.45418, "Y3": 0.6278, "X4": 0.42588, "Y4": 0.6278, "page": 0, "Index": 81}, {"Word": "Ramm,", "Confidence": 0.882, "X1": 0.46092, "Y1": 0.6122, "X2": 0.52426, "Y2": 0.612, "X3": 0.52561, "Y3": 0.6278, "X4": 0.46092, "Y4": 0.6278, "page": 0, "Index": 82}, {"Word": "HHR:", "Confidence": 0.955, "X1": 0.17655, "Y1": 0.6282, "X2": 0.21833, "Y2": 0.628, "X3": 0.21833, "Y3": 0.6438, "X4": 0.17655, "Y4": 0.6438, "page": 0, "Index": 83}, {"Word": "W", "Confidence": 0.996, "X1": 0.22237, "Y1": 0.6282, "X2": 0.23585, "Y2": 0.628, "X3": 0.23585, "Y3": 0.6448, "X4": 0.22237, "Y4": 0.6438, "page": 0, "Index": 84}, {"Word": "Vice", "Confidence": 0.989, "X1": 0.39084, "Y1": 0.6282, "X2": 0.43801, "Y2": 0.628, "X3": 0.43801, "Y3": 0.6448, "X4": 0.39084, "Y4": 0.6448, "page": 0, "Index": 85}, {"Word": "President", "Confidence": 0.995, "X1": 0.44609, "Y1": 0.6282, "X2": 0.5593, "Y2": 0.628, "X3": 0.5593, "Y3": 0.6448, "X4": 0.44609, "Y4": 0.6448, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.6282, "X2": 0.60647, "Y2": 0.628, "X3": 0.60647, "Y3": 0.6448, "X4": 0.56873, "Y4": 0.6448, "page": 0, "Index": 87}, {"Word": "General", "Confidence": 0.981, "X1": 0.61456, "Y1": 0.6282, "X2": 0.70081, "Y2": 0.628, "X3": 0.70081, "Y3": 0.6458, "X4": 0.61456, "Y4": 0.6448, "page": 0, "Index": 88}, {"Word": "Counsel.", "Confidence": 0.957, "X1": 0.70889, "Y1": 0.6282, "X2": 0.80863, "Y2": 0.628, "X3": 0.80863, "Y3": 0.6458, "X4": 0.70889, "Y4": 0.6458, "page": 0, "Index": 89}, {"Word": "Enclosure", "Confidence": 0.636, "X1": 0.17655, "Y1": 0.6452, "X2": 0.27358, "Y2": 0.645, "X3": 0.27224, "Y3": 0.6598, "X4": 0.17655, "Y4": 0.6608, "page": 0, "Index": 90}, {"Word": "CTR", "Confidence": 0.997, "X1": 0.51752, "Y1": 0.9632, "X2": 0.57817, "Y2": 0.963, "X3": 0.57682, "Y3": 0.9908, "X4": 0.51752, "Y4": 0.9918, "page": 0, "Index": 91}, {"Word": "SP-FILES", "Confidence": 0.996, "X1": 0.59569, "Y1": 0.9632, "X2": 0.76819, "Y2": 0.963, "X3": 0.76819, "Y3": 0.9908, "X4": 0.59569, "Y4": 0.9908, "page": 0, "Index": 92}, {"Word": "026413", "Confidence": 0.994, "X1": 0.78571, "Y1": 0.9632, "X2": 0.91779, "Y2": 0.963, "X3": 0.91779, "Y3": 0.9908, "X4": 0.78571, "Y4": 0.9908, "page": 0, "Index": 93}]}	"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"
ffcl0128	3	{"lines_data": [{"Word": "-", "Confidence": 0.752, "X1": 0.01047, "Y1": 0.1782, "X2": 0.01047, "Y2": 0.178, "X3": 0.02094, "Y3": 0.1778, "X4": 0.02094, "Y4": 0.1948, "page": 0}, {"Word": "Tube Slitters", "Confidence": 0.9915, "X1": 0.09817, "Y1": 0.1832, "X2": 0.20812, "Y2": 0.183, "X3": 0.20812, "Y3": 0.1998, "X4": 0.09817, "Y4": 0.1998, "page": 0}, {"Word": "Scope Design Work:", "Confidence": 0.99733, "X1": 0.09817, "Y1": 0.2182, "X2": 0.26702, "Y2": 0.218, "X3": 0.26702, "Y3": 0.2348, "X4": 0.09817, "Y4": 0.2368, "page": 0}, {"Word": "Re-design Slitter for diameter and length changes and possibly design fabricate linkup to", "Confidence": 0.99623, "X1": 0.10079, "Y1": 0.2542, "X2": 0.76832, "Y2": 0.254, "X3": 0.76832, "Y3": 0.2708, "X4": 0.09948, "Y4": 0.2698, "page": 0}, {"Word": "winders. This would be necessary if the cut length capbility of the winders could not be", "Confidence": 0.9915, "X1": 0.10079, "Y1": 0.2712, "X2": 0.76571, "Y2": 0.271, "X3": 0.76571, "Y3": 0.2878, "X4": 0.10079, "Y4": 0.2878, "page": 0}, {"Word": "improved.", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.2882, "X2": 0.18063, "Y2": 0.288, "X3": 0.18063, "Y3": 0.3038, "X4": 0.09817, "Y4": 0.3028, "page": 0}, {"Word": "To Be determined", "Confidence": 0.99667, "X1": 0.37958, "Y1": 0.3212, "X2": 0.52225, "Y2": 0.321, "X3": 0.52225, "Y3": 0.3378, "X4": 0.37958, "Y4": 0.3378, "page": 0}, {"Word": "Equipment Requirement:", "Confidence": 0.9915, "X1": 0.09948, "Y1": 0.3212, "X2": 0.31021, "Y2": 0.321, "X3": 0.31021, "Y3": 0.3388, "X4": 0.09948, "Y4": 0.3388, "page": 0}, {"Word": "Engineering requirement:", "Confidence": 0.9815, "X1": 0.09817, "Y1": 0.3562, "X2": 0.31283, "Y2": 0.356, "X3": 0.31283, "Y3": 0.3728, "X4": 0.09817, "Y4": 0.3718, "page": 0}, {"Word": "External Design Support : 1 Design Engr.", "Confidence": 0.99471, "X1": 0.37827, "Y1": 0.3562, "X2": 0.7199, "Y2": 0.356, "X3": 0.7199, "Y3": 0.3738, "X4": 0.37827, "Y4": 0.3728, "page": 0}, {"Word": "1 Designer", "Confidence": 0.9945, "X1": 0.6034, "Y1": 0.3732, "X2": 0.6911, "Y2": 0.373, "X3": 0.6911, "Y3": 0.3888, "X4": 0.6034, "Y4": 0.3888, "page": 0}, {"Word": "E.E. Design support", "Confidence": 0.92367, "X1": 0.60471, "Y1": 0.3902, "X2": 0.7644, "Y2": 0.39, "X3": 0.7644, "Y3": 0.4068, "X4": 0.60471, "Y4": 0.4058, "page": 0}, {"Word": "Estimated start date:", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.4072, "X2": 0.27356, "Y2": 0.407, "X3": 0.27356, "Y3": 0.4228, "X4": 0.09948, "Y4": 0.4228, "page": 0}, {"Word": "2/93", "Confidence": 0.987, "X1": 0.38089, "Y1": 0.4072, "X2": 0.41885, "Y2": 0.407, "X3": 0.41885, "Y3": 0.4218, "X4": 0.37958, "Y4": 0.4218, "page": 0}, {"Word": "Current Speed Estimate: 4000 cartridges/min.", "Confidence": 0.9928, "X1": 0.10079, "Y1": 0.4412, "X2": 0.48429, "Y2": 0.441, "X3": 0.48429, "Y3": 0.4578, "X4": 0.10079, "Y4": 0.4578, "page": 0}, {"Word": "2020346599", "Confidence": 0.995, "X1": 0.80236, "Y1": 0.8532, "X2": 0.80759, "Y2": 0.853, "X3": 0.7801, "Y3": 0.8538, "X4": 0.77356, "Y4": 0.7238, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.752, "X1": 0.01047, "Y1": 0.1842, "X2": 0.01047, "Y2": 0.184, "X3": 0.02094, "Y3": 0.1838, "X4": 0.02094, "Y4": 0.1888, "page": 0, "Index": 0}, {"Word": "Tube", "Confidence": 0.988, "X1": 0.10079, "Y1": 0.1842, "X2": 0.14005, "Y2": 0.184, "X3": 0.14005, "Y3": 0.2008, "X4": 0.10079, "Y4": 0.2008, "page": 0, "Index": 1}, {"Word": "Slitters", "Confidence": 0.995, "X1": 0.14529, "Y1": 0.1842, "X2": 0.20942, "Y2": 0.184, "X3": 0.20942, "Y3": 0.2008, "X4": 0.14398, "Y4": 0.2008, "page": 0, "Index": 2}, {"Word": "Scope", "Confidence": 0.997, "X1": 0.09817, "Y1": 0.2202, "X2": 0.14529, "Y2": 0.22, "X3": 0.14529, "Y3": 0.2358, "X4": 0.09817, "Y4": 0.2358, "page": 0, "Index": 3}, {"Word": "Design", "Confidence": 0.997, "X1": 0.15052, "Y1": 0.2192, "X2": 0.2055, "Y2": 0.219, "X3": 0.2055, "Y3": 0.2358, "X4": 0.14921, "Y4": 0.2358, "page": 0, "Index": 4}, {"Word": "Work:", "Confidence": 0.998, "X1": 0.21073, "Y1": 0.2182, "X2": 0.26702, "Y2": 0.218, "X3": 0.26571, "Y3": 0.2358, "X4": 0.20942, "Y4": 0.2358, "page": 0, "Index": 5}, {"Word": "Re-design", "Confidence": 0.993, "X1": 0.10209, "Y1": 0.2542, "X2": 0.17539, "Y2": 0.254, "X3": 0.17539, "Y3": 0.2698, "X4": 0.10079, "Y4": 0.2698, "page": 0, "Index": 6}, {"Word": "Slitter", "Confidence": 0.996, "X1": 0.17932, "Y1": 0.2542, "X2": 0.22513, "Y2": 0.254, "X3": 0.22513, "Y3": 0.2708, "X4": 0.17932, "Y4": 0.2698, "page": 0, "Index": 7}, {"Word": "for", "Confidence": 0.998, "X1": 0.23037, "Y1": 0.2542, "X2": 0.25262, "Y2": 0.254, "X3": 0.25262, "Y3": 0.2708, "X4": 0.22906, "Y4": 0.2708, "page": 0, "Index": 8}, {"Word": "diameter", "Confidence": 0.995, "X1": 0.25654, "Y1": 0.2542, "X2": 0.3233, "Y2": 0.254, "X3": 0.3233, "Y3": 0.2708, "X4": 0.25654, "Y4": 0.2708, "page": 0, "Index": 9}, {"Word": "and", "Confidence": 0.998, "X1": 0.32853, "Y1": 0.2542, "X2": 0.3534, "Y2": 0.254, "X3": 0.3534, "Y3": 0.2708, "X4": 0.32723, "Y4": 0.2708, "page": 0, "Index": 10}, {"Word": "length", "Confidence": 0.996, "X1": 0.35864, "Y1": 0.2542, "X2": 0.40576, "Y2": 0.254, "X3": 0.40445, "Y3": 0.2708, "X4": 0.35733, "Y4": 0.2708, "page": 0, "Index": 11}, {"Word": "changes", "Confidence": 0.996, "X1": 0.40969, "Y1": 0.2542, "X2": 0.4712, "Y2": 0.254, "X3": 0.4712, "Y3": 0.2708, "X4": 0.40969, "Y4": 0.2708, "page": 0, "Index": 12}, {"Word": "and", "Confidence": 0.998, "X1": 0.47513, "Y1": 0.2542, "X2": 0.50393, "Y2": 0.254, "X3": 0.50393, "Y3": 0.2708, "X4": 0.47513, "Y4": 0.2708, "page": 0, "Index": 13}, {"Word": "possibly", "Confidence": 0.995, "X1": 0.50785, "Y1": 0.2542, "X2": 0.57068, "Y2": 0.254, "X3": 0.57068, "Y3": 0.2708, "X4": 0.50785, "Y4": 0.2708, "page": 0, "Index": 14}, {"Word": "design", "Confidence": 0.996, "X1": 0.57461, "Y1": 0.2542, "X2": 0.62304, "Y2": 0.254, "X3": 0.62435, "Y3": 0.2708, "X4": 0.57461, "Y4": 0.2708, "page": 0, "Index": 15}, {"Word": "fabricate", "Confidence": 0.995, "X1": 0.62827, "Y1": 0.2542, "X2": 0.69241, "Y2": 0.254, "X3": 0.69241, "Y3": 0.2718, "X4": 0.62827, "Y4": 0.2708, "page": 0, "Index": 16}, {"Word": "linkup", "Confidence": 0.997, "X1": 0.69634, "Y1": 0.2542, "X2": 0.74476, "Y2": 0.254, "X3": 0.74476, "Y3": 0.2718, "X4": 0.69634, "Y4": 0.2718, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.998, "X1": 0.74869, "Y1": 0.2542, "X2": 0.76832, "Y2": 0.254, "X3": 0.76832, "Y3": 0.2718, "X4": 0.75, "Y4": 0.2718, "page": 0, "Index": 18}, {"Word": "winders.", "Confidence": 0.993, "X1": 0.10209, "Y1": 0.2722, "X2": 0.17016, "Y2": 0.272, "X3": 0.16885, "Y3": 0.2878, "X4": 0.10079, "Y4": 0.2868, "page": 0, "Index": 19}, {"Word": "This", "Confidence": 0.992, "X1": 0.17408, "Y1": 0.2722, "X2": 0.20681, "Y2": 0.272, "X3": 0.2055, "Y3": 0.2878, "X4": 0.17277, "Y4": 0.2878, "page": 0, "Index": 20}, {"Word": "would", "Confidence": 0.997, "X1": 0.21073, "Y1": 0.2722, "X2": 0.25916, "Y2": 0.272, "X3": 0.25785, "Y3": 0.2878, "X4": 0.21073, "Y4": 0.2878, "page": 0, "Index": 21}, {"Word": "be", "Confidence": 0.997, "X1": 0.26309, "Y1": 0.2722, "X2": 0.2801, "Y2": 0.272, "X3": 0.2801, "Y3": 0.2878, "X4": 0.26178, "Y4": 0.2878, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.998, "X1": 0.57592, "Y1": 0.2712, "X2": 0.59948, "Y2": 0.271, "X3": 0.59948, "Y3": 0.2878, "X4": 0.57592, "Y4": 0.2888, "page": 0, "Index": 23}, {"Word": "winders", "Confidence": 0.996, "X1": 0.6034, "Y1": 0.2712, "X2": 0.6623, "Y2": 0.271, "X3": 0.6623, "Y3": 0.2878, "X4": 0.6034, "Y4": 0.2878, "page": 0, "Index": 24}, {"Word": "could", "Confidence": 0.943, "X1": 0.66754, "Y1": 0.2712, "X2": 0.71073, "Y2": 0.271, "X3": 0.70942, "Y3": 0.2878, "X4": 0.66623, "Y4": 0.2878, "page": 0, "Index": 25}, {"Word": "not", "Confidence": 0.998, "X1": 0.71466, "Y1": 0.2712, "X2": 0.73953, "Y2": 0.271, "X3": 0.73822, "Y3": 0.2878, "X4": 0.71466, "Y4": 0.2878, "page": 0, "Index": 26}, {"Word": "be", "Confidence": 0.981, "X1": 0.74346, "Y1": 0.2712, "X2": 0.7644, "Y2": 0.271, "X3": 0.7644, "Y3": 0.2868, "X4": 0.74346, "Y4": 0.2878, "page": 0, "Index": 27}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.28403, "Y1": 0.2712, "X2": 0.35733, "Y2": 0.271, "X3": 0.35733, "Y3": 0.2888, "X4": 0.28403, "Y4": 0.2878, "page": 0, "Index": 28}, {"Word": "if", "Confidence": 0.997, "X1": 0.36257, "Y1": 0.2712, "X2": 0.37565, "Y2": 0.271, "X3": 0.37435, "Y3": 0.2888, "X4": 0.36126, "Y4": 0.2888, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.994, "X1": 0.37958, "Y1": 0.2712, "X2": 0.40314, "Y2": 0.271, "X3": 0.40183, "Y3": 0.2888, "X4": 0.37827, "Y4": 0.2888, "page": 0, "Index": 30}, {"Word": "cut", "Confidence": 0.998, "X1": 0.40707, "Y1": 0.2712, "X2": 0.42932, "Y2": 0.271, "X3": 0.42932, "Y3": 0.2888, "X4": 0.40576, "Y4": 0.2888, "page": 0, "Index": 31}, {"Word": "length", "Confidence": 0.993, "X1": 0.43455, "Y1": 0.2712, "X2": 0.48168, "Y2": 0.271, "X3": 0.48037, "Y3": 0.2888, "X4": 0.43325, "Y4": 0.2888, "page": 0, "Index": 32}, {"Word": "capbility", "Confidence": 0.994, "X1": 0.4856, "Y1": 0.2712, "X2": 0.55236, "Y2": 0.271, "X3": 0.55105, "Y3": 0.2888, "X4": 0.4856, "Y4": 0.2888, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.998, "X1": 0.55628, "Y1": 0.2712, "X2": 0.57199, "Y2": 0.271, "X3": 0.57199, "Y3": 0.2888, "X4": 0.55628, "Y4": 0.2888, "page": 0, "Index": 34}, {"Word": "improved.", "Confidence": 0.994, "X1": 0.09948, "Y1": 0.2892, "X2": 0.18063, "Y2": 0.289, "X3": 0.18063, "Y3": 0.3038, "X4": 0.09948, "Y4": 0.3028, "page": 0, "Index": 35}, {"Word": "Requirement:", "Confidence": 0.992, "X1": 0.19372, "Y1": 0.3222, "X2": 0.31021, "Y2": 0.322, "X3": 0.31021, "Y3": 0.3378, "X4": 0.19372, "Y4": 0.3388, "page": 0, "Index": 36}, {"Word": "To", "Confidence": 0.998, "X1": 0.38089, "Y1": 0.3212, "X2": 0.40052, "Y2": 0.321, "X3": 0.40052, "Y3": 0.3378, "X4": 0.38089, "Y4": 0.3378, "page": 0, "Index": 37}, {"Word": "Be", "Confidence": 0.998, "X1": 0.40576, "Y1": 0.3212, "X2": 0.4267, "Y2": 0.321, "X3": 0.4267, "Y3": 0.3378, "X4": 0.40576, "Y4": 0.3378, "page": 0, "Index": 38}, {"Word": "Equipment", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.3222, "X2": 0.18848, "Y2": 0.322, "X3": 0.18848, "Y3": 0.3388, "X4": 0.09948, "Y4": 0.3388, "page": 0, "Index": 39}, {"Word": "determined", "Confidence": 0.994, "X1": 0.43063, "Y1": 0.3222, "X2": 0.51963, "Y2": 0.322, "X3": 0.51832, "Y3": 0.3388, "X4": 0.43063, "Y4": 0.3378, "page": 0, "Index": 40}, {"Word": "Engineering", "Confidence": 0.971, "X1": 0.09948, "Y1": 0.3572, "X2": 0.19764, "Y2": 0.357, "X3": 0.19764, "Y3": 0.3728, "X4": 0.09948, "Y4": 0.3728, "page": 0, "Index": 41}, {"Word": "requirement:", "Confidence": 0.992, "X1": 0.20288, "Y1": 0.3572, "X2": 0.31414, "Y2": 0.357, "X3": 0.31283, "Y3": 0.3728, "X4": 0.20157, "Y4": 0.3728, "page": 0, "Index": 42}, {"Word": "External", "Confidence": 0.991, "X1": 0.37958, "Y1": 0.3562, "X2": 0.44241, "Y2": 0.356, "X3": 0.44241, "Y3": 0.3738, "X4": 0.37958, "Y4": 0.3728, "page": 0, "Index": 43}, {"Word": "Design", "Confidence": 0.996, "X1": 0.44764, "Y1": 0.3562, "X2": 0.50131, "Y2": 0.356, "X3": 0.50131, "Y3": 0.3738, "X4": 0.44634, "Y4": 0.3738, "page": 0, "Index": 44}, {"Word": "Support", "Confidence": 0.997, "X1": 0.50654, "Y1": 0.3562, "X2": 0.56675, "Y2": 0.356, "X3": 0.56545, "Y3": 0.3738, "X4": 0.50524, "Y4": 0.3738, "page": 0, "Index": 45}, {"Word": ":", "Confidence": 0.998, "X1": 0.57068, "Y1": 0.3562, "X2": 0.58377, "Y2": 0.356, "X3": 0.58377, "Y3": 0.3738, "X4": 0.57068, "Y4": 0.3738, "page": 0, "Index": 46}, {"Word": "1", "Confidence": 0.991, "X1": 0.6034, "Y1": 0.3562, "X2": 0.61257, "Y2": 0.356, "X3": 0.61257, "Y3": 0.3738, "X4": 0.6034, "Y4": 0.3738, "page": 0, "Index": 47}, {"Word": "Design", "Confidence": 0.996, "X1": 0.6178, "Y1": 0.3562, "X2": 0.67016, "Y2": 0.356, "X3": 0.67016, "Y3": 0.3738, "X4": 0.61649, "Y4": 0.3738, "page": 0, "Index": 48}, {"Word": "Engr.", "Confidence": 0.994, "X1": 0.67539, "Y1": 0.3562, "X2": 0.7199, "Y2": 0.356, "X3": 0.7199, "Y3": 0.3738, "X4": 0.67408, "Y4": 0.3738, "page": 0, "Index": 49}, {"Word": "1", "Confidence": 0.993, "X1": 0.60602, "Y1": 0.3742, "X2": 0.61257, "Y2": 0.374, "X3": 0.61126, "Y3": 0.3898, "X4": 0.60471, "Y4": 0.3898, "page": 0, "Index": 50}, {"Word": "Designer", "Confidence": 0.996, "X1": 0.61649, "Y1": 0.3742, "X2": 0.6911, "Y2": 0.374, "X3": 0.68979, "Y3": 0.3888, "X4": 0.61518, "Y4": 0.3898, "page": 0, "Index": 51}, {"Word": "E.E.", "Confidence": 0.779, "X1": 0.60602, "Y1": 0.3902, "X2": 0.64005, "Y2": 0.39, "X3": 0.64005, "Y3": 0.4068, "X4": 0.60602, "Y4": 0.4068, "page": 0, "Index": 52}, {"Word": "Design", "Confidence": 0.996, "X1": 0.64398, "Y1": 0.3902, "X2": 0.69895, "Y2": 0.39, "X3": 0.69895, "Y3": 0.4068, "X4": 0.64398, "Y4": 0.4068, "page": 0, "Index": 53}, {"Word": "support", "Confidence": 0.996, "X1": 0.70288, "Y1": 0.3912, "X2": 0.7644, "Y2": 0.391, "X3": 0.7644, "Y3": 0.4078, "X4": 0.70288, "Y4": 0.4068, "page": 0, "Index": 54}, {"Word": "Estimated", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.4072, "X2": 0.18063, "Y2": 0.407, "X3": 0.18063, "Y3": 0.4228, "X4": 0.10079, "Y4": 0.4228, "page": 0, "Index": 55}, {"Word": "start", "Confidence": 0.997, "X1": 0.18455, "Y1": 0.4082, "X2": 0.22382, "Y2": 0.408, "X3": 0.22382, "Y3": 0.4228, "X4": 0.18455, "Y4": 0.4228, "page": 0, "Index": 56}, {"Word": "date:", "Confidence": 0.997, "X1": 0.22775, "Y1": 0.4082, "X2": 0.27487, "Y2": 0.408, "X3": 0.27356, "Y3": 0.4238, "X4": 0.22775, "Y4": 0.4228, "page": 0, "Index": 57}, {"Word": "2/93", "Confidence": 0.987, "X1": 0.38089, "Y1": 0.4072, "X2": 0.41754, "Y2": 0.407, "X3": 0.41754, "Y3": 0.4208, "X4": 0.3822, "Y4": 0.4218, "page": 0, "Index": 58}, {"Word": "Current", "Confidence": 0.995, "X1": 0.10209, "Y1": 0.4422, "X2": 0.16492, "Y2": 0.442, "X3": 0.16361, "Y3": 0.4578, "X4": 0.10079, "Y4": 0.4578, "page": 0, "Index": 59}, {"Word": "cartridges/min.", "Confidence": 0.991, "X1": 0.36518, "Y1": 0.4412, "X2": 0.48429, "Y2": 0.441, "X3": 0.48429, "Y3": 0.4578, "X4": 0.36518, "Y4": 0.4588, "page": 0, "Index": 60}, {"Word": "Speed", "Confidence": 0.997, "X1": 0.16885, "Y1": 0.4422, "X2": 0.21859, "Y2": 0.442, "X3": 0.21728, "Y3": 0.4588, "X4": 0.16885, "Y4": 0.4578, "page": 0, "Index": 61}, {"Word": "Estimate:", "Confidence": 0.995, "X1": 0.22251, "Y1": 0.4422, "X2": 0.30759, "Y2": 0.442, "X3": 0.30759, "Y3": 0.4588, "X4": 0.22251, "Y4": 0.4588, "page": 0, "Index": 62}, {"Word": "4000", "Confidence": 0.986, "X1": 0.3233, "Y1": 0.4422, "X2": 0.36126, "Y2": 0.442, "X3": 0.36126, "Y3": 0.4588, "X4": 0.3233, "Y4": 0.4588, "page": 0, "Index": 63}, {"Word": "2020346599", "Confidence": 0.995, "X1": 0.80236, "Y1": 0.8492, "X2": 0.8089, "Y2": 0.849, "X3": 0.7801, "Y3": 0.8488, "X4": 0.77356, "Y4": 0.7268, "page": 0, "Index": 64}]}	"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"
ffcl0128	2	{"lines_data": [{"Word": "Winder Design Requirements General", "Confidence": 0.97775, "X1": 0.09817, "Y1": 0.1632, "X2": 0.4123, "Y2": 0.163, "X3": 0.4123, "Y3": 0.1808, "X4": 0.09817, "Y4": 0.1808, "page": 0}, {"Word": "The maximum Speed of the Winders is approximately 80 meters per minute. Design", "Confidence": 0.99623, "X1": 0.10079, "Y1": 0.2002, "X2": 0.74084, "Y2": 0.2, "X3": 0.74084, "Y3": 0.2188, "X4": 0.10079, "Y4": 0.2168, "page": 0}, {"Word": "work would be required to increase the design speed to reduce the man power", "Confidence": 0.99686, "X1": 0.10079, "Y1": 0.2182, "X2": 0.68455, "Y2": 0.218, "X3": 0.68455, "Y3": 0.2338, "X4": 0.10079, "Y4": 0.2338, "page": 0}, {"Word": "requirements and numbers of machines.", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.2342, "X2": 0.39921, "Y2": 0.234, "X3": 0.39921, "Y3": 0.2508, "X4": 0.09948, "Y4": 0.2518, "page": 0}, {"Word": "Speed/Efficiency Improvements", "Confidence": 0.9865, "X1": 0.09948, "Y1": 0.2682, "X2": 0.35995, "Y2": 0.268, "X3": 0.35995, "Y3": 0.2848, "X4": 0.09948, "Y4": 0.2848, "page": 0}, {"Word": "1.", "Confidence": 0.991, "X1": 0.10209, "Y1": 0.3032, "X2": 0.11649, "Y2": 0.303, "X3": 0.11649, "Y3": 0.3178, "X4": 0.10079, "Y4": 0.3188, "page": 0}, {"Word": "Automatic splicing will need to be incorporated to handle up to 8 bobbins", "Confidence": 0.98785, "X1": 0.15576, "Y1": 0.3032, "X2": 0.71204, "Y2": 0.303, "X3": 0.71204, "Y3": 0.3188, "X4": 0.15576, "Y4": 0.3188, "page": 0}, {"Word": "2.", "Confidence": 0.822, "X1": 0.09948, "Y1": 0.3212, "X2": 0.11518, "Y2": 0.321, "X3": 0.11518, "Y3": 0.3348, "X4": 0.09948, "Y4": 0.3348, "page": 0}, {"Word": "Splice detection and rejection will need to be incorporated into the machines.", "Confidence": 0.96933, "X1": 0.15576, "Y1": 0.3192, "X2": 0.7356, "Y2": 0.319, "X3": 0.7356, "Y3": 0.3348, "X4": 0.15576, "Y4": 0.3348, "page": 0}, {"Word": "3.", "Confidence": 0.825, "X1": 0.10079, "Y1": 0.3362, "X2": 0.11649, "Y2": 0.336, "X3": 0.11649, "Y3": 0.3508, "X4": 0.10079, "Y4": 0.3518, "page": 0}, {"Word": "Web Tensioning systems would need to be improved and could be incorporated", "Confidence": 0.99508, "X1": 0.15576, "Y1": 0.3362, "X2": 0.75524, "Y2": 0.336, "X3": 0.75524, "Y3": 0.3518, "X4": 0.15576, "Y4": 0.3518, "page": 0}, {"Word": "into the Automatic Splicing system.", "Confidence": 0.9958, "X1": 0.15445, "Y1": 0.3542, "X2": 0.42539, "Y2": 0.354, "X3": 0.42408, "Y3": 0.3698, "X4": 0.15445, "Y4": 0.3688, "page": 0}, {"Word": "4.", "Confidence": 0.997, "X1": 0.09948, "Y1": 0.3712, "X2": 0.11649, "Y2": 0.371, "X3": 0.11649, "Y3": 0.3858, "X4": 0.10079, "Y4": 0.3858, "page": 0}, {"Word": "Improvements to the final cut length capability will save material and improve the", "Confidence": 0.99431, "X1": 0.15445, "Y1": 0.3692, "X2": 0.77618, "Y2": 0.369, "X3": 0.77618, "Y3": 0.3858, "X4": 0.15445, "Y4": 0.3858, "page": 0}, {"Word": "manufacturing operation.", "Confidence": 0.992, "X1": 0.15445, "Y1": 0.3872, "X2": 0.34686, "Y2": 0.387, "X3": 0.34686, "Y3": 0.4028, "X4": 0.15445, "Y4": 0.4028, "page": 0}, {"Word": "5.", "Confidence": 0.994, "X1": 0.10079, "Y1": 0.4042, "X2": 0.1178, "Y2": 0.404, "X3": 0.1178, "Y3": 0.4188, "X4": 0.10079, "Y4": 0.4188, "page": 0}, {"Word": "Highering Stone personnel to set up, train, and operate the winders will enhance", "Confidence": 0.99262, "X1": 0.15576, "Y1": 0.4022, "X2": 0.76047, "Y2": 0.402, "X3": 0.76047, "Y3": 0.4198, "X4": 0.15576, "Y4": 0.4208, "page": 0}, {"Word": "the manufacturing process.", "Confidence": 0.98867, "X1": 0.15707, "Y1": 0.4222, "X2": 0.35995, "Y2": 0.422, "X3": 0.35995, "Y3": 0.4358, "X4": 0.15707, "Y4": 0.4358, "page": 0}, {"Word": "Winder(Outer Tube)/(Spacer Tube)", "Confidence": 0.983, "X1": 0.10209, "Y1": 0.4532, "X2": 0.39136, "Y2": 0.453, "X3": 0.39136, "Y3": 0.4708, "X4": 0.10209, "Y4": 0.4698, "page": 0}, {"Word": "Current Beta Specification - 8.6mm O.D. x 79mm LG. (2) up", "Confidence": 0.96436, "X1": 0.09948, "Y1": 0.4882, "X2": 0.58639, "Y2": 0.488, "X3": 0.58639, "Y3": 0.5048, "X4": 0.09948, "Y4": 0.5058, "page": 0}, {"Word": "8.2", "Confidence": 0.99, "X1": 0.32723, "Y1": 0.5082, "X2": 0.36649, "Y2": 0.508, "X3": 0.36649, "Y3": 0.5218, "X4": 0.32853, "Y4": 0.5208, "page": 0}, {"Word": "+0102 LAX RUP", "Confidence": 0.41067, "X1": 0.43717, "Y1": 0.5082, "X2": 0.63351, "Y2": 0.508, "X3": 0.63351, "Y3": 0.5268, "X4": 0.43717, "Y4": 0.5258, "page": 0}, {"Word": "Scope Design Work:", "Confidence": 0.99567, "X1": 0.09817, "Y1": 0.5222, "X2": 0.26702, "Y2": 0.522, "X3": 0.26702, "Y3": 0.5378, "X4": 0.09817, "Y4": 0.5398, "page": 0}, {"Word": "Redesign Winder for diameter and length changes", "Confidence": 0.99529, "X1": 0.09817, "Y1": 0.5572, "X2": 0.47775, "Y2": 0.557, "X3": 0.47775, "Y3": 0.5738, "X4": 0.09817, "Y4": 0.5738, "page": 0}, {"Word": "Redesign HCF-80B for diameter length changes", "Confidence": 0.99517, "X1": 0.09948, "Y1": 0.5732, "X2": 0.46597, "Y2": 0.573, "X3": 0.46597, "Y3": 0.5898, "X4": 0.09948, "Y4": 0.5898, "page": 0}, {"Word": "Equipment Requirement:", "Confidence": 0.9915, "X1": 0.09817, "Y1": 0.6062, "X2": 0.31152, "Y2": 0.606, "X3": 0.31152, "Y3": 0.6238, "X4": 0.09817, "Y4": 0.6238, "page": 0}, {"Word": "(8) New Winders", "Confidence": 0.994, "X1": 0.37958, "Y1": 0.6072, "X2": 0.51309, "Y2": 0.607, "X3": 0.51309, "Y3": 0.6218, "X4": 0.37958, "Y4": 0.6228, "page": 0}, {"Word": "(4) Redesigned Existing Winders:", "Confidence": 0.97875, "X1": 0.38089, "Y1": 0.6242, "X2": 0.6322, "Y2": 0.624, "X3": 0.6322, "Y3": 0.6398, "X4": 0.38089, "Y4": 0.6388, "page": 0}, {"Word": "(4) Redesign and Build Existing Winders:", "Confidence": 0.9775, "X1": 0.3822, "Y1": 0.6392, "X2": 0.69372, "Y2": 0.639, "X3": 0.69372, "Y3": 0.6558, "X4": 0.3822, "Y4": 0.6558, "page": 0}, {"Word": "(12) Additional HCF-80B Trayfillers:", "Confidence": 0.9725, "X1": 0.38089, "Y1": 0.6562, "X2": 0.66361, "Y2": 0.656, "X3": 0.66361, "Y3": 0.6718, "X4": 0.38089, "Y4": 0.6728, "page": 0}, {"Word": "I ME", "Confidence": 0.814, "X1": 0.38089, "Y1": 0.6742, "X2": 0.4267, "Y2": 0.674, "X3": 0.4267, "Y3": 0.6878, "X4": 0.38089, "Y4": 0.6888, "page": 0}, {"Word": "Engineering requirement:", "Confidence": 0.992, "X1": 0.09948, "Y1": 0.6732, "X2": 0.31283, "Y2": 0.673, "X3": 0.31283, "Y3": 0.6908, "X4": 0.09948, "Y4": 0.6908, "page": 0}, {"Word": "1 EE", "Confidence": 0.601, "X1": 0.37958, "Y1": 0.6912, "X2": 0.42277, "Y2": 0.691, "X3": 0.42147, "Y3": 0.7048, "X4": 0.37958, "Y4": 0.7038, "page": 0}, {"Word": "External Design Support : 2 Design Engr.", "Confidence": 0.99486, "X1": 0.37958, "Y1": 0.7062, "X2": 0.7212, "Y2": 0.706, "X3": 0.7212, "Y3": 0.7228, "X4": 0.37958, "Y4": 0.7228, "page": 0}, {"Word": "1 Designer", "Confidence": 0.9685, "X1": 0.60471, "Y1": 0.7242, "X2": 0.68979, "Y2": 0.724, "X3": 0.68979, "Y3": 0.7378, "X4": 0.60471, "Y4": 0.7368, "page": 0}, {"Word": "E.E. Design supporti", "Confidence": 0.957, "X1": 0.6034, "Y1": 0.7412, "X2": 0.76571, "Y2": 0.741, "X3": 0.76571, "Y3": 0.7558, "X4": 0.6034, "Y4": 0.7538, "page": 0}, {"Word": "Estimated start date:", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.7562, "X2": 0.27487, "Y2": 0.756, "X3": 0.27487, "Y3": 0.7728, "X4": 0.09948, "Y4": 0.7728, "page": 0}, {"Word": "11/92", "Confidence": 0.994, "X1": 0.38089, "Y1": 0.7562, "X2": 0.42801, "Y2": 0.756, "X3": 0.4267, "Y3": 0.7708, "X4": 0.38089, "Y4": 0.7708, "page": 0}, {"Word": "Current Speed Estimate:", "Confidence": 0.99433, "X1": 0.10079, "Y1": 0.7892, "X2": 0.30759, "Y2": 0.789, "X3": 0.30759, "Y3": 0.8058, "X4": 0.10079, "Y4": 0.8058, "page": 0}, {"Word": "80m/min.", "Confidence": 0.97, "X1": 0.32068, "Y1": 0.7892, "X2": 0.40052, "Y2": 0.789, "X3": 0.40052, "Y3": 0.8048, "X4": 0.32068, "Y4": 0.8038, "page": 0}, {"Word": "Outer Tube - 2200 cartridges/min/machine", "Confidence": 0.9914, "X1": 0.32592, "Y1": 0.8062, "X2": 0.64791, "Y2": 0.806, "X3": 0.64791, "Y3": 0.8218, "X4": 0.32592, "Y4": 0.8218, "page": 0}, {"Word": "36.5mm finished length", "Confidence": 0.996, "X1": 0.43455, "Y1": 0.8232, "X2": 0.61649, "Y2": 0.823, "X3": 0.61649, "Y3": 0.8378, "X4": 0.43455, "Y4": 0.8368, "page": 0}, {"Word": "Spacer Tube - 9000 cartridges/min/machine", "Confidence": 0.9906, "X1": 0.3233, "Y1": 0.8382, "X2": 0.65707, "Y2": 0.838, "X3": 0.65707, "Y3": 0.8548, "X4": 0.3233, "Y4": 0.8548, "page": 0}, {"Word": "8.5mm finished length", "Confidence": 0.99433, "X1": 0.43455, "Y1": 0.8552, "X2": 0.60733, "Y2": 0.855, "X3": 0.60733, "Y3": 0.8688, "X4": 0.43455, "Y4": 0.8688, "page": 0}, {"Word": "2020346598", "Confidence": 0.991, "X1": 0.80366, "Y1": 0.9092, "X2": 0.80105, "Y2": 0.909, "X3": 0.77487, "Y3": 0.9088, "X4": 0.77618, "Y4": 0.7798, "page": 0}, {"Word": "-", "Confidence": 0.619, "X1": 0.02618, "Y1": 0.9242, "X2": 0.02487, "Y2": 0.924, "X3": 0.01047, "Y3": 0.9228, "X4": 0.01178, "Y4": 0.9018, "page": 0}], "words_data": [{"Word": "Winder", "Confidence": 0.997, "X1": 0.09948, "Y1": 0.1642, "X2": 0.15969, "Y2": 0.164, "X3": 0.15838, "Y3": 0.1808, "X4": 0.09948, "Y4": 0.1808, "page": 0, "Index": 0}, {"Word": "Design", "Confidence": 0.994, "X1": 0.16361, "Y1": 0.1642, "X2": 0.2199, "Y2": 0.164, "X3": 0.2199, "Y3": 0.1808, "X4": 0.16361, "Y4": 0.1808, "page": 0, "Index": 1}, {"Word": "Requirements", "Confidence": 0.939, "X1": 0.22513, "Y1": 0.1642, "X2": 0.3377, "Y2": 0.164, "X3": 0.33639, "Y3": 0.1808, "X4": 0.22382, "Y4": 0.1808, "page": 0, "Index": 2}, {"Word": "General", "Confidence": 0.981, "X1": 0.34162, "Y1": 0.1642, "X2": 0.41361, "Y2": 0.164, "X3": 0.4123, "Y3": 0.1808, "X4": 0.34162, "Y4": 0.1808, "page": 0, "Index": 3}, {"Word": "The", "Confidence": 0.996, "X1": 0.10209, "Y1": 0.2012, "X2": 0.12696, "Y2": 0.201, "X3": 0.12696, "Y3": 0.2168, "X4": 0.10209, "Y4": 0.2168, "page": 0, "Index": 4}, {"Word": "maximum", "Confidence": 0.995, "X1": 0.13089, "Y1": 0.2012, "X2": 0.20812, "Y2": 0.201, "X3": 0.20812, "Y3": 0.2168, "X4": 0.13089, "Y4": 0.2168, "page": 0, "Index": 5}, {"Word": "Speed", "Confidence": 0.997, "X1": 0.21204, "Y1": 0.2012, "X2": 0.25916, "Y2": 0.201, "X3": 0.25916, "Y3": 0.2168, "X4": 0.21335, "Y4": 0.2168, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.26309, "Y1": 0.2012, "X2": 0.2788, "Y2": 0.201, "X3": 0.2801, "Y3": 0.2168, "X4": 0.26309, "Y4": 0.2168, "page": 0, "Index": 7}, {"Word": "the", "Confidence": 0.998, "X1": 0.28403, "Y1": 0.2012, "X2": 0.30759, "Y2": 0.201, "X3": 0.30759, "Y3": 0.2178, "X4": 0.28403, "Y4": 0.2168, "page": 0, "Index": 8}, {"Word": "Winders", "Confidence": 0.996, "X1": 0.31152, "Y1": 0.2012, "X2": 0.37435, "Y2": 0.201, "X3": 0.37435, "Y3": 0.2178, "X4": 0.31152, "Y4": 0.2178, "page": 0, "Index": 9}, {"Word": "is", "Confidence": 0.998, "X1": 0.37827, "Y1": 0.2012, "X2": 0.39136, "Y2": 0.201, "X3": 0.39267, "Y3": 0.2178, "X4": 0.37827, "Y4": 0.2178, "page": 0, "Index": 10}, {"Word": "approximately", "Confidence": 0.993, "X1": 0.3966, "Y1": 0.2012, "X2": 0.50524, "Y2": 0.201, "X3": 0.50654, "Y3": 0.2178, "X4": 0.3966, "Y4": 0.2178, "page": 0, "Index": 11}, {"Word": "80", "Confidence": 0.997, "X1": 0.51047, "Y1": 0.2012, "X2": 0.52749, "Y2": 0.201, "X3": 0.5288, "Y3": 0.2178, "X4": 0.51047, "Y4": 0.2178, "page": 0, "Index": 12}, {"Word": "meters", "Confidence": 0.996, "X1": 0.53272, "Y1": 0.2012, "X2": 0.58246, "Y2": 0.201, "X3": 0.58377, "Y3": 0.2188, "X4": 0.53272, "Y4": 0.2178, "page": 0, "Index": 13}, {"Word": "per", "Confidence": 0.998, "X1": 0.5877, "Y1": 0.2012, "X2": 0.61126, "Y2": 0.201, "X3": 0.61126, "Y3": 0.2188, "X4": 0.5877, "Y4": 0.2188, "page": 0, "Index": 14}, {"Word": "minute.", "Confidence": 0.992, "X1": 0.61518, "Y1": 0.2012, "X2": 0.6767, "Y2": 0.201, "X3": 0.6767, "Y3": 0.2188, "X4": 0.61649, "Y4": 0.2188, "page": 0, "Index": 15}, {"Word": "Design", "Confidence": 0.997, "X1": 0.68063, "Y1": 0.2012, "X2": 0.73822, "Y2": 0.201, "X3": 0.73822, "Y3": 0.2188, "X4": 0.68194, "Y4": 0.2188, "page": 0, "Index": 16}, {"Word": "work", "Confidence": 0.992, "X1": 0.10079, "Y1": 0.2192, "X2": 0.13743, "Y2": 0.219, "X3": 0.13874, "Y3": 0.2328, "X4": 0.10209, "Y4": 0.2328, "page": 0, "Index": 17}, {"Word": "would", "Confidence": 0.998, "X1": 0.14136, "Y1": 0.2192, "X2": 0.18848, "Y2": 0.219, "X3": 0.18848, "Y3": 0.2338, "X4": 0.14267, "Y4": 0.2328, "page": 0, "Index": 18}, {"Word": "be", "Confidence": 0.998, "X1": 0.19241, "Y1": 0.2192, "X2": 0.21073, "Y2": 0.219, "X3": 0.21073, "Y3": 0.2338, "X4": 0.19241, "Y4": 0.2338, "page": 0, "Index": 19}, {"Word": "required", "Confidence": 0.995, "X1": 0.21466, "Y1": 0.2182, "X2": 0.2788, "Y2": 0.218, "X3": 0.2788, "Y3": 0.2338, "X4": 0.21466, "Y4": 0.2338, "page": 0, "Index": 20}, {"Word": "to", "Confidence": 0.998, "X1": 0.28272, "Y1": 0.2182, "X2": 0.29712, "Y2": 0.218, "X3": 0.29712, "Y3": 0.2338, "X4": 0.28272, "Y4": 0.2338, "page": 0, "Index": 21}, {"Word": "increase", "Confidence": 0.995, "X1": 0.30105, "Y1": 0.2182, "X2": 0.36257, "Y2": 0.218, "X3": 0.36257, "Y3": 0.2348, "X4": 0.30236, "Y4": 0.2338, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.998, "X1": 0.3678, "Y1": 0.2182, "X2": 0.39005, "Y2": 0.218, "X3": 0.39005, "Y3": 0.2348, "X4": 0.3678, "Y4": 0.2348, "page": 0, "Index": 23}, {"Word": "design", "Confidence": 0.997, "X1": 0.39398, "Y1": 0.2182, "X2": 0.44372, "Y2": 0.218, "X3": 0.44372, "Y3": 0.2348, "X4": 0.39398, "Y4": 0.2348, "page": 0, "Index": 24}, {"Word": "speed", "Confidence": 0.997, "X1": 0.44764, "Y1": 0.2182, "X2": 0.49084, "Y2": 0.218, "X3": 0.49084, "Y3": 0.2348, "X4": 0.44764, "Y4": 0.2348, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.49607, "Y1": 0.2182, "X2": 0.51047, "Y2": 0.218, "X3": 0.51047, "Y3": 0.2348, "X4": 0.49476, "Y4": 0.2348, "page": 0, "Index": 26}, {"Word": "reduce", "Confidence": 0.997, "X1": 0.5144, "Y1": 0.2182, "X2": 0.56545, "Y2": 0.218, "X3": 0.56545, "Y3": 0.2348, "X4": 0.5144, "Y4": 0.2348, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.56937, "Y1": 0.2182, "X2": 0.59293, "Y2": 0.218, "X3": 0.59162, "Y3": 0.2348, "X4": 0.56937, "Y4": 0.2348, "page": 0, "Index": 28}, {"Word": "man", "Confidence": 0.998, "X1": 0.59686, "Y1": 0.2182, "X2": 0.63089, "Y2": 0.218, "X3": 0.63089, "Y3": 0.2348, "X4": 0.59686, "Y4": 0.2348, "page": 0, "Index": 29}, {"Word": "power", "Confidence": 0.997, "X1": 0.63482, "Y1": 0.2192, "X2": 0.68455, "Y2": 0.219, "X3": 0.68455, "Y3": 0.2348, "X4": 0.63482, "Y4": 0.2348, "page": 0, "Index": 30}, {"Word": "requirements", "Confidence": 0.991, "X1": 0.10079, "Y1": 0.2352, "X2": 0.19764, "Y2": 0.235, "X3": 0.19764, "Y3": 0.2508, "X4": 0.10079, "Y4": 0.2528, "page": 0, "Index": 31}, {"Word": "and", "Confidence": 0.998, "X1": 0.20157, "Y1": 0.2352, "X2": 0.22906, "Y2": 0.235, "X3": 0.22906, "Y3": 0.2508, "X4": 0.20157, "Y4": 0.2508, "page": 0, "Index": 32}, {"Word": "numbers", "Confidence": 0.996, "X1": 0.23298, "Y1": 0.2352, "X2": 0.29843, "Y2": 0.235, "X3": 0.29843, "Y3": 0.2508, "X4": 0.23298, "Y4": 0.2508, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.998, "X1": 0.30236, "Y1": 0.2352, "X2": 0.31806, "Y2": 0.235, "X3": 0.31675, "Y3": 0.2508, "X4": 0.30236, "Y4": 0.2508, "page": 0, "Index": 34}, {"Word": "machines.", "Confidence": 0.992, "X1": 0.32199, "Y1": 0.2352, "X2": 0.39921, "Y2": 0.235, "X3": 0.39921, "Y3": 0.2508, "X4": 0.32068, "Y4": 0.2508, "page": 0, "Index": 35}, {"Word": "Speed/Efficiency", "Confidence": 0.981, "X1": 0.10079, "Y1": 0.2692, "X2": 0.23298, "Y2": 0.269, "X3": 0.23298, "Y3": 0.2848, "X4": 0.10079, "Y4": 0.2858, "page": 0, "Index": 36}, {"Word": "Improvements", "Confidence": 0.992, "X1": 0.23691, "Y1": 0.2692, "X2": 0.35995, "Y2": 0.269, "X3": 0.35864, "Y3": 0.2848, "X4": 0.23691, "Y4": 0.2848, "page": 0, "Index": 37}, {"Word": "1.", "Confidence": 0.991, "X1": 0.10079, "Y1": 0.3032, "X2": 0.11649, "Y2": 0.303, "X3": 0.1178, "Y3": 0.3178, "X4": 0.10209, "Y4": 0.3188, "page": 0, "Index": 38}, {"Word": "Automatic", "Confidence": 0.993, "X1": 0.15707, "Y1": 0.3032, "X2": 0.2356, "Y2": 0.303, "X3": 0.23429, "Y3": 0.3188, "X4": 0.15707, "Y4": 0.3188, "page": 0, "Index": 39}, {"Word": "splicing", "Confidence": 0.996, "X1": 0.23953, "Y1": 0.3032, "X2": 0.29974, "Y2": 0.303, "X3": 0.29843, "Y3": 0.3188, "X4": 0.23822, "Y4": 0.3188, "page": 0, "Index": 40}, {"Word": "will", "Confidence": 0.991, "X1": 0.30366, "Y1": 0.3032, "X2": 0.33246, "Y2": 0.303, "X3": 0.33246, "Y3": 0.3188, "X4": 0.30366, "Y4": 0.3188, "page": 0, "Index": 41}, {"Word": "need", "Confidence": 0.989, "X1": 0.3377, "Y1": 0.3032, "X2": 0.37173, "Y2": 0.303, "X3": 0.37173, "Y3": 0.3188, "X4": 0.33639, "Y4": 0.3188, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.998, "X1": 0.37696, "Y1": 0.3032, "X2": 0.39136, "Y2": 0.303, "X3": 0.39136, "Y3": 0.3188, "X4": 0.37565, "Y4": 0.3188, "page": 0, "Index": 43}, {"Word": "be", "Confidence": 0.998, "X1": 0.39529, "Y1": 0.3032, "X2": 0.41361, "Y2": 0.303, "X3": 0.41361, "Y3": 0.3188, "X4": 0.39529, "Y4": 0.3188, "page": 0, "Index": 44}, {"Word": "incorporated", "Confidence": 0.992, "X1": 0.41885, "Y1": 0.3032, "X2": 0.51309, "Y2": 0.303, "X3": 0.51309, "Y3": 0.3198, "X4": 0.41754, "Y4": 0.3188, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.998, "X1": 0.51702, "Y1": 0.3032, "X2": 0.53141, "Y2": 0.303, "X3": 0.53141, "Y3": 0.3198, "X4": 0.51702, "Y4": 0.3198, "page": 0, "Index": 46}, {"Word": "handle", "Confidence": 0.996, "X1": 0.53534, "Y1": 0.3032, "X2": 0.5877, "Y2": 0.303, "X3": 0.58639, "Y3": 0.3198, "X4": 0.53534, "Y4": 0.3198, "page": 0, "Index": 47}, {"Word": "up", "Confidence": 0.998, "X1": 0.59162, "Y1": 0.3032, "X2": 0.60995, "Y2": 0.303, "X3": 0.60864, "Y3": 0.3198, "X4": 0.59162, "Y4": 0.3198, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.998, "X1": 0.61387, "Y1": 0.3032, "X2": 0.62958, "Y2": 0.303, "X3": 0.62827, "Y3": 0.3198, "X4": 0.61387, "Y4": 0.3198, "page": 0, "Index": 49}, {"Word": "8", "Confidence": 0.901, "X1": 0.63351, "Y1": 0.3032, "X2": 0.64398, "Y2": 0.303, "X3": 0.64267, "Y3": 0.3198, "X4": 0.63351, "Y4": 0.3198, "page": 0, "Index": 50}, {"Word": "bobbins", "Confidence": 0.994, "X1": 0.64791, "Y1": 0.3032, "X2": 0.71204, "Y2": 0.303, "X3": 0.71204, "Y3": 0.3198, "X4": 0.6466, "Y4": 0.3198, "page": 0, "Index": 51}, {"Word": "2.", "Confidence": 0.822, "X1": 0.10079, "Y1": 0.3212, "X2": 0.11387, "Y2": 0.321, "X3": 0.11387, "Y3": 0.3348, "X4": 0.10079, "Y4": 0.3348, "page": 0, "Index": 52}, {"Word": "Splice", "Confidence": 0.994, "X1": 0.15707, "Y1": 0.3202, "X2": 0.20288, "Y2": 0.32, "X3": 0.20288, "Y3": 0.3358, "X4": 0.15707, "Y4": 0.3358, "page": 0, "Index": 53}, {"Word": "detection", "Confidence": 0.994, "X1": 0.20681, "Y1": 0.3202, "X2": 0.27618, "Y2": 0.32, "X3": 0.27749, "Y3": 0.3358, "X4": 0.20681, "Y4": 0.3358, "page": 0, "Index": 54}, {"Word": "and", "Confidence": 0.998, "X1": 0.2801, "Y1": 0.3202, "X2": 0.30759, "Y2": 0.32, "X3": 0.30759, "Y3": 0.3358, "X4": 0.28141, "Y4": 0.3358, "page": 0, "Index": 55}, {"Word": "rejection", "Confidence": 0.995, "X1": 0.31152, "Y1": 0.3202, "X2": 0.37827, "Y2": 0.32, "X3": 0.37827, "Y3": 0.3358, "X4": 0.31152, "Y4": 0.3358, "page": 0, "Index": 56}, {"Word": "will", "Confidence": 0.989, "X1": 0.3822, "Y1": 0.3202, "X2": 0.41099, "Y2": 0.32, "X3": 0.4123, "Y3": 0.3358, "X4": 0.3822, "Y4": 0.3358, "page": 0, "Index": 57}, {"Word": "need", "Confidence": 0.988, "X1": 0.41492, "Y1": 0.3202, "X2": 0.45026, "Y2": 0.32, "X3": 0.45157, "Y3": 0.3358, "X4": 0.41623, "Y4": 0.3358, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.998, "X1": 0.4555, "Y1": 0.3202, "X2": 0.4712, "Y2": 0.32, "X3": 0.4712, "Y3": 0.3358, "X4": 0.4555, "Y4": 0.3358, "page": 0, "Index": 59}, {"Word": "be", "Confidence": 0.998, "X1": 0.47513, "Y1": 0.3202, "X2": 0.49215, "Y2": 0.32, "X3": 0.49215, "Y3": 0.3358, "X4": 0.47513, "Y4": 0.3358, "page": 0, "Index": 60}, {"Word": "incorporated", "Confidence": 0.991, "X1": 0.49607, "Y1": 0.3202, "X2": 0.59162, "Y2": 0.32, "X3": 0.59293, "Y3": 0.3348, "X4": 0.49607, "Y4": 0.3358, "page": 0, "Index": 61}, {"Word": "into", "Confidence": 0.988, "X1": 0.59555, "Y1": 0.3202, "X2": 0.62696, "Y2": 0.32, "X3": 0.62696, "Y3": 0.3348, "X4": 0.59686, "Y4": 0.3348, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.63089, "Y1": 0.3202, "X2": 0.65314, "Y2": 0.32, "X3": 0.65314, "Y3": 0.3348, "X4": 0.63089, "Y4": 0.3348, "page": 0, "Index": 63}, {"Word": "machines.", "Confidence": 0.701, "X1": 0.65707, "Y1": 0.3212, "X2": 0.7356, "Y2": 0.321, "X3": 0.7356, "Y3": 0.3348, "X4": 0.65707, "Y4": 0.3348, "page": 0, "Index": 64}, {"Word": "3.", "Confidence": 0.825, "X1": 0.10079, "Y1": 0.3362, "X2": 0.11518, "Y2": 0.336, "X3": 0.11649, "Y3": 0.3498, "X4": 0.10079, "Y4": 0.3508, "page": 0, "Index": 65}, {"Word": "Web", "Confidence": 0.992, "X1": 0.15707, "Y1": 0.3372, "X2": 0.1911, "Y2": 0.337, "X3": 0.1911, "Y3": 0.3528, "X4": 0.15576, "Y4": 0.3528, "page": 0, "Index": 66}, {"Word": "Tensioning", "Confidence": 0.994, "X1": 0.19634, "Y1": 0.3372, "X2": 0.2801, "Y2": 0.337, "X3": 0.2801, "Y3": 0.3528, "X4": 0.19503, "Y4": 0.3528, "page": 0, "Index": 67}, {"Word": "systems", "Confidence": 0.995, "X1": 0.28403, "Y1": 0.3372, "X2": 0.34424, "Y2": 0.337, "X3": 0.34424, "Y3": 0.3528, "X4": 0.28403, "Y4": 0.3528, "page": 0, "Index": 68}, {"Word": "would", "Confidence": 0.998, "X1": 0.34817, "Y1": 0.3372, "X2": 0.39529, "Y2": 0.337, "X3": 0.39529, "Y3": 0.3528, "X4": 0.34817, "Y4": 0.3528, "page": 0, "Index": 69}, {"Word": "need", "Confidence": 0.987, "X1": 0.39921, "Y1": 0.3372, "X2": 0.43455, "Y2": 0.337, "X3": 0.43455, "Y3": 0.3528, "X4": 0.39921, "Y4": 0.3528, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.998, "X1": 0.43848, "Y1": 0.3372, "X2": 0.45419, "Y2": 0.337, "X3": 0.45288, "Y3": 0.3528, "X4": 0.43848, "Y4": 0.3528, "page": 0, "Index": 71}, {"Word": "be", "Confidence": 0.997, "X1": 0.45812, "Y1": 0.3372, "X2": 0.47644, "Y2": 0.337, "X3": 0.47644, "Y3": 0.3528, "X4": 0.45681, "Y4": 0.3528, "page": 0, "Index": 72}, {"Word": "improved", "Confidence": 0.995, "X1": 0.48168, "Y1": 0.3372, "X2": 0.55366, "Y2": 0.337, "X3": 0.55366, "Y3": 0.3528, "X4": 0.48037, "Y4": 0.3528, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.998, "X1": 0.55759, "Y1": 0.3372, "X2": 0.58508, "Y2": 0.337, "X3": 0.58508, "Y3": 0.3528, "X4": 0.55759, "Y4": 0.3528, "page": 0, "Index": 74}, {"Word": "could", "Confidence": 0.997, "X1": 0.58901, "Y1": 0.3372, "X2": 0.63089, "Y2": 0.337, "X3": 0.63089, "Y3": 0.3528, "X4": 0.58901, "Y4": 0.3528, "page": 0, "Index": 75}, {"Word": "be", "Confidence": 0.998, "X1": 0.63482, "Y1": 0.3372, "X2": 0.65314, "Y2": 0.337, "X3": 0.65314, "Y3": 0.3528, "X4": 0.63482, "Y4": 0.3528, "page": 0, "Index": 76}, {"Word": "incorporated", "Confidence": 0.992, "X1": 0.65707, "Y1": 0.3362, "X2": 0.75524, "Y2": 0.336, "X3": 0.75524, "Y3": 0.3528, "X4": 0.65707, "Y4": 0.3528, "page": 0, "Index": 77}, {"Word": "into", "Confidence": 0.998, "X1": 0.15576, "Y1": 0.3542, "X2": 0.18455, "Y2": 0.354, "X3": 0.18325, "Y3": 0.3698, "X4": 0.15445, "Y4": 0.3698, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.998, "X1": 0.18848, "Y1": 0.3542, "X2": 0.21466, "Y2": 0.354, "X3": 0.21335, "Y3": 0.3698, "X4": 0.18717, "Y4": 0.3698, "page": 0, "Index": 79}, {"Word": "Automatic", "Confidence": 0.995, "X1": 0.21859, "Y1": 0.3542, "X2": 0.29712, "Y2": 0.354, "X3": 0.29581, "Y3": 0.3698, "X4": 0.21728, "Y4": 0.3698, "page": 0, "Index": 80}, {"Word": "Splicing", "Confidence": 0.996, "X1": 0.30105, "Y1": 0.3552, "X2": 0.36387, "Y2": 0.355, "X3": 0.36257, "Y3": 0.3698, "X4": 0.29974, "Y4": 0.3698, "page": 0, "Index": 81}, {"Word": "system.", "Confidence": 0.992, "X1": 0.3678, "Y1": 0.3562, "X2": 0.42539, "Y2": 0.356, "X3": 0.42539, "Y3": 0.3698, "X4": 0.3678, "Y4": 0.3698, "page": 0, "Index": 82}, {"Word": "4.", "Confidence": 0.997, "X1": 0.10079, "Y1": 0.3712, "X2": 0.11649, "Y2": 0.371, "X3": 0.11649, "Y3": 0.3858, "X4": 0.10079, "Y4": 0.3858, "page": 0, "Index": 83}, {"Word": "Improvements", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.3702, "X2": 0.26309, "Y2": 0.37, "X3": 0.26309, "Y3": 0.3858, "X4": 0.15576, "Y4": 0.3858, "page": 0, "Index": 84}, {"Word": "to", "Confidence": 0.998, "X1": 0.26702, "Y1": 0.3702, "X2": 0.28272, "Y2": 0.37, "X3": 0.28272, "Y3": 0.3858, "X4": 0.26702, "Y4": 0.3858, "page": 0, "Index": 85}, {"Word": "the", "Confidence": 0.998, "X1": 0.28796, "Y1": 0.3702, "X2": 0.31152, "Y2": 0.37, "X3": 0.31152, "Y3": 0.3868, "X4": 0.28665, "Y4": 0.3858, "page": 0, "Index": 86}, {"Word": "final", "Confidence": 0.995, "X1": 0.31545, "Y1": 0.3702, "X2": 0.34948, "Y2": 0.37, "X3": 0.34948, "Y3": 0.3868, "X4": 0.31545, "Y4": 0.3868, "page": 0, "Index": 87}, {"Word": "cut", "Confidence": 0.998, "X1": 0.3534, "Y1": 0.3702, "X2": 0.37696, "Y2": 0.37, "X3": 0.37565, "Y3": 0.3868, "X4": 0.3534, "Y4": 0.3868, "page": 0, "Index": 88}, {"Word": "length", "Confidence": 0.993, "X1": 0.38089, "Y1": 0.3702, "X2": 0.42801, "Y2": 0.37, "X3": 0.4267, "Y3": 0.3868, "X4": 0.38089, "Y4": 0.3868, "page": 0, "Index": 89}, {"Word": "capability", "Confidence": 0.994, "X1": 0.43194, "Y1": 0.3702, "X2": 0.50654, "Y2": 0.37, "X3": 0.50654, "Y3": 0.3868, "X4": 0.43194, "Y4": 0.3868, "page": 0, "Index": 90}, {"Word": "will", "Confidence": 0.988, "X1": 0.51178, "Y1": 0.3702, "X2": 0.54058, "Y2": 0.37, "X3": 0.54058, "Y3": 0.3868, "X4": 0.51047, "Y4": 0.3868, "page": 0, "Index": 91}, {"Word": "save", "Confidence": 0.988, "X1": 0.54581, "Y1": 0.3702, "X2": 0.57984, "Y2": 0.37, "X3": 0.57853, "Y3": 0.3868, "X4": 0.5445, "Y4": 0.3868, "page": 0, "Index": 92}, {"Word": "material", "Confidence": 0.994, "X1": 0.58377, "Y1": 0.3702, "X2": 0.64529, "Y2": 0.37, "X3": 0.64529, "Y3": 0.3868, "X4": 0.58246, "Y4": 0.3868, "page": 0, "Index": 93}, {"Word": "and", "Confidence": 0.998, "X1": 0.65052, "Y1": 0.3702, "X2": 0.6767, "Y2": 0.37, "X3": 0.6767, "Y3": 0.3868, "X4": 0.64921, "Y4": 0.3868, "page": 0, "Index": 94}, {"Word": "improve", "Confidence": 0.996, "X1": 0.68063, "Y1": 0.3702, "X2": 0.74346, "Y2": 0.37, "X3": 0.74346, "Y3": 0.3868, "X4": 0.68063, "Y4": 0.3868, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.995, "X1": 0.74738, "Y1": 0.3702, "X2": 0.77618, "Y2": 0.37, "X3": 0.77487, "Y3": 0.3868, "X4": 0.74738, "Y4": 0.3868, "page": 0, "Index": 96}, {"Word": "manufacturing", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.3872, "X2": 0.26571, "Y2": 0.387, "X3": 0.26571, "Y3": 0.4028, "X4": 0.15576, "Y4": 0.4028, "page": 0, "Index": 97}, {"Word": "operation.", "Confidence": 0.993, "X1": 0.26963, "Y1": 0.3882, "X2": 0.34817, "Y2": 0.388, "X3": 0.34817, "Y3": 0.4028, "X4": 0.26963, "Y4": 0.4028, "page": 0, "Index": 98}, {"Word": "5.", "Confidence": 0.994, "X1": 0.10079, "Y1": 0.4042, "X2": 0.1178, "Y2": 0.404, "X3": 0.1178, "Y3": 0.4188, "X4": 0.10079, "Y4": 0.4188, "page": 0, "Index": 99}, {"Word": "Highering", "Confidence": 0.993, "X1": 0.15707, "Y1": 0.4052, "X2": 0.23168, "Y2": 0.405, "X3": 0.23168, "Y3": 0.4208, "X4": 0.15576, "Y4": 0.4198, "page": 0, "Index": 100}, {"Word": "Stone", "Confidence": 0.997, "X1": 0.2356, "Y1": 0.4052, "X2": 0.2788, "Y2": 0.405, "X3": 0.2788, "Y3": 0.4208, "X4": 0.2356, "Y4": 0.4208, "page": 0, "Index": 101}, {"Word": "personnel", "Confidence": 0.994, "X1": 0.28272, "Y1": 0.4052, "X2": 0.35602, "Y2": 0.405, "X3": 0.35602, "Y3": 0.4208, "X4": 0.28272, "Y4": 0.4208, "page": 0, "Index": 102}, {"Word": "to", "Confidence": 0.998, "X1": 0.35995, "Y1": 0.4052, "X2": 0.37435, "Y2": 0.405, "X3": 0.37435, "Y3": 0.4218, "X4": 0.35995, "Y4": 0.4208, "page": 0, "Index": 103}, {"Word": "set", "Confidence": 0.998, "X1": 0.37958, "Y1": 0.4052, "X2": 0.40183, "Y2": 0.405, "X3": 0.40052, "Y3": 0.4218, "X4": 0.37827, "Y4": 0.4218, "page": 0, "Index": 104}, {"Word": "up,", "Confidence": 0.958, "X1": 0.40576, "Y1": 0.4052, "X2": 0.42932, "Y2": 0.405, "X3": 0.42801, "Y3": 0.4218, "X4": 0.40576, "Y4": 0.4218, "page": 0, "Index": 105}, {"Word": "train,", "Confidence": 0.996, "X1": 0.43325, "Y1": 0.4042, "X2": 0.47382, "Y2": 0.404, "X3": 0.47251, "Y3": 0.4218, "X4": 0.43194, "Y4": 0.4218, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.998, "X1": 0.47775, "Y1": 0.4042, "X2": 0.50524, "Y2": 0.404, "X3": 0.50393, "Y3": 0.4218, "X4": 0.47644, "Y4": 0.4218, "page": 0, "Index": 107}, {"Word": "operate", "Confidence": 0.996, "X1": 0.50916, "Y1": 0.4042, "X2": 0.56414, "Y2": 0.404, "X3": 0.56414, "Y3": 0.4208, "X4": 0.50785, "Y4": 0.4218, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.56937, "Y1": 0.4042, "X2": 0.59293, "Y2": 0.404, "X3": 0.59162, "Y3": 0.4208, "X4": 0.56806, "Y4": 0.4208, "page": 0, "Index": 109}, {"Word": "winders", "Confidence": 0.996, "X1": 0.59817, "Y1": 0.4042, "X2": 0.65707, "Y2": 0.404, "X3": 0.65576, "Y3": 0.4208, "X4": 0.59686, "Y4": 0.4208, "page": 0, "Index": 110}, {"Word": "will", "Confidence": 0.987, "X1": 0.6623, "Y1": 0.4032, "X2": 0.6911, "Y2": 0.403, "X3": 0.68979, "Y3": 0.4198, "X4": 0.66099, "Y4": 0.4208, "page": 0, "Index": 111}, {"Word": "enhance", "Confidence": 0.995, "X1": 0.69503, "Y1": 0.4032, "X2": 0.76047, "Y2": 0.403, "X3": 0.75916, "Y3": 0.4188, "X4": 0.69372, "Y4": 0.4198, "page": 0, "Index": 112}, {"Word": "the", "Confidence": 0.998, "X1": 0.15838, "Y1": 0.4222, "X2": 0.17932, "Y2": 0.422, "X3": 0.17801, "Y3": 0.4358, "X4": 0.15707, "Y4": 0.4358, "page": 0, "Index": 113}, {"Word": "manufacturing", "Confidence": 0.993, "X1": 0.18325, "Y1": 0.4222, "X2": 0.29319, "Y2": 0.422, "X3": 0.29319, "Y3": 0.4368, "X4": 0.18194, "Y4": 0.4358, "page": 0, "Index": 114}, {"Word": "process.", "Confidence": 0.975, "X1": 0.29712, "Y1": 0.4222, "X2": 0.35995, "Y2": 0.422, "X3": 0.35864, "Y3": 0.4368, "X4": 0.29712, "Y4": 0.4368, "page": 0, "Index": 115}, {"Word": "Winder(Outer", "Confidence": 0.992, "X1": 0.1034, "Y1": 0.4542, "X2": 0.21728, "Y2": 0.454, "X3": 0.21597, "Y3": 0.4708, "X4": 0.10209, "Y4": 0.4698, "page": 0, "Index": 116}, {"Word": "Tube)/(Spacer", "Confidence": 0.959, "X1": 0.2212, "Y1": 0.4532, "X2": 0.33508, "Y2": 0.453, "X3": 0.33377, "Y3": 0.4708, "X4": 0.2199, "Y4": 0.4708, "page": 0, "Index": 117}, {"Word": "Tube)", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.4532, "X2": 0.39005, "Y2": 0.453, "X3": 0.38874, "Y3": 0.4708, "X4": 0.33901, "Y4": 0.4708, "page": 0, "Index": 118}, {"Word": "Current", "Confidence": 0.994, "X1": 0.10079, "Y1": 0.4882, "X2": 0.16492, "Y2": 0.488, "X3": 0.16361, "Y3": 0.5058, "X4": 0.10079, "Y4": 0.5058, "page": 0, "Index": 119}, {"Word": "Beta", "Confidence": 0.988, "X1": 0.16885, "Y1": 0.4882, "X2": 0.2055, "Y2": 0.488, "X3": 0.2055, "Y3": 0.5058, "X4": 0.16885, "Y4": 0.5058, "page": 0, "Index": 120}, {"Word": "Specification", "Confidence": 0.991, "X1": 0.21073, "Y1": 0.4882, "X2": 0.31414, "Y2": 0.488, "X3": 0.31283, "Y3": 0.5048, "X4": 0.20942, "Y4": 0.5058, "page": 0, "Index": 121}, {"Word": "-", "Confidence": 0.995, "X1": 0.31806, "Y1": 0.4882, "X2": 0.32592, "Y2": 0.488, "X3": 0.32461, "Y3": 0.5048, "X4": 0.31806, "Y4": 0.5048, "page": 0, "Index": 122}, {"Word": "8.6mm", "Confidence": 0.996, "X1": 0.32984, "Y1": 0.4882, "X2": 0.38089, "Y2": 0.488, "X3": 0.37958, "Y3": 0.5048, "X4": 0.32984, "Y4": 0.5048, "page": 0, "Index": 123}, {"Word": "O.D.", "Confidence": 0.982, "X1": 0.38743, "Y1": 0.4882, "X2": 0.42801, "Y2": 0.488, "X3": 0.4267, "Y3": 0.5048, "X4": 0.38613, "Y4": 0.5048, "page": 0, "Index": 124}, {"Word": "x", "Confidence": 0.684, "X1": 0.43325, "Y1": 0.4882, "X2": 0.44372, "Y2": 0.488, "X3": 0.44241, "Y3": 0.5048, "X4": 0.43194, "Y4": 0.5048, "page": 0, "Index": 125}, {"Word": "79mm", "Confidence": 0.985, "X1": 0.44764, "Y1": 0.4882, "X2": 0.49476, "Y2": 0.488, "X3": 0.49215, "Y3": 0.5048, "X4": 0.44634, "Y4": 0.5048, "page": 0, "Index": 126}, {"Word": "LG.", "Confidence": 0.998, "X1": 0.5, "Y1": 0.4892, "X2": 0.53141, "Y2": 0.489, "X3": 0.5301, "Y3": 0.5048, "X4": 0.49869, "Y4": 0.5048, "page": 0, "Index": 127}, {"Word": "(2)", "Confidence": 0.998, "X1": 0.53534, "Y1": 0.4892, "X2": 0.55759, "Y2": 0.489, "X3": 0.55628, "Y3": 0.5048, "X4": 0.53403, "Y4": 0.5048, "page": 0, "Index": 128}, {"Word": "up", "Confidence": 0.997, "X1": 0.56152, "Y1": 0.4892, "X2": 0.58508, "Y2": 0.489, "X3": 0.58377, "Y3": 0.5048, "X4": 0.56021, "Y4": 0.5048, "page": 0, "Index": 129}, {"Word": "8.2", "Confidence": 0.99, "X1": 0.33246, "Y1": 0.5082, "X2": 0.36649, "Y2": 0.508, "X3": 0.36518, "Y3": 0.5218, "X4": 0.33115, "Y4": 0.5208, "page": 0, "Index": 130}, {"Word": "+0102", "Confidence": 0.231, "X1": 0.43848, "Y1": 0.5092, "X2": 0.51309, "Y2": 0.509, "X3": 0.51309, "Y3": 0.5268, "X4": 0.43848, "Y4": 0.5268, "page": 0, "Index": 131}, {"Word": "LAX", "Confidence": 0.597, "X1": 0.51832, "Y1": 0.5092, "X2": 0.56806, "Y2": 0.509, "X3": 0.56806, "Y3": 0.5268, "X4": 0.51832, "Y4": 0.5268, "page": 0, "Index": 132}, {"Word": "RUP", "Confidence": 0.404, "X1": 0.57853, "Y1": 0.5092, "X2": 0.63482, "Y2": 0.509, "X3": 0.63482, "Y3": 0.5278, "X4": 0.57723, "Y4": 0.5268, "page": 0, "Index": 133}, {"Word": "Scope", "Confidence": 0.993, "X1": 0.09948, "Y1": 0.5232, "X2": 0.14529, "Y2": 0.523, "X3": 0.14398, "Y3": 0.5398, "X4": 0.09817, "Y4": 0.5388, "page": 0, "Index": 134}, {"Word": "Design", "Confidence": 0.997, "X1": 0.14921, "Y1": 0.5222, "X2": 0.20681, "Y2": 0.522, "X3": 0.2055, "Y3": 0.5398, "X4": 0.14791, "Y4": 0.5398, "page": 0, "Index": 135}, {"Word": "Work:", "Confidence": 0.997, "X1": 0.21073, "Y1": 0.5222, "X2": 0.26702, "Y2": 0.522, "X3": 0.26702, "Y3": 0.5388, "X4": 0.21073, "Y4": 0.5398, "page": 0, "Index": 136}, {"Word": "Redesign", "Confidence": 0.994, "X1": 0.09948, "Y1": 0.5582, "X2": 0.17016, "Y2": 0.558, "X3": 0.16885, "Y3": 0.5738, "X4": 0.09817, "Y4": 0.5738, "page": 0, "Index": 137}, {"Word": "Winder", "Confidence": 0.991, "X1": 0.17408, "Y1": 0.5582, "X2": 0.23037, "Y2": 0.558, "X3": 0.22906, "Y3": 0.5738, "X4": 0.17277, "Y4": 0.5738, "page": 0, "Index": 138}, {"Word": "for", "Confidence": 0.998, "X1": 0.23429, "Y1": 0.5582, "X2": 0.25785, "Y2": 0.558, "X3": 0.25654, "Y3": 0.5738, "X4": 0.23298, "Y4": 0.5738, "page": 0, "Index": 139}, {"Word": "diameter", "Confidence": 0.993, "X1": 0.26178, "Y1": 0.5582, "X2": 0.32723, "Y2": 0.558, "X3": 0.32592, "Y3": 0.5738, "X4": 0.26047, "Y4": 0.5738, "page": 0, "Index": 140}, {"Word": "and", "Confidence": 0.998, "X1": 0.33115, "Y1": 0.5582, "X2": 0.35864, "Y2": 0.558, "X3": 0.35864, "Y3": 0.5738, "X4": 0.33115, "Y4": 0.5738, "page": 0, "Index": 141}, {"Word": "length", "Confidence": 0.996, "X1": 0.36257, "Y1": 0.5582, "X2": 0.40838, "Y2": 0.558, "X3": 0.40838, "Y3": 0.5738, "X4": 0.36257, "Y4": 0.5738, "page": 0, "Index": 142}, {"Word": "changes", "Confidence": 0.997, "X1": 0.41361, "Y1": 0.5572, "X2": 0.47775, "Y2": 0.557, "X3": 0.47644, "Y3": 0.5748, "X4": 0.4123, "Y4": 0.5738, "page": 0, "Index": 143}, {"Word": "Redesign", "Confidence": 0.992, "X1": 0.10079, "Y1": 0.5742, "X2": 0.16885, "Y2": 0.574, "X3": 0.16754, "Y3": 0.5898, "X4": 0.09948, "Y4": 0.5898, "page": 0, "Index": 144}, {"Word": "HCF-80B", "Confidence": 0.994, "X1": 0.17277, "Y1": 0.5742, "X2": 0.24738, "Y2": 0.574, "X3": 0.24738, "Y3": 0.5898, "X4": 0.17277, "Y4": 0.5898, "page": 0, "Index": 145}, {"Word": "for", "Confidence": 0.998, "X1": 0.25262, "Y1": 0.5742, "X2": 0.27487, "Y2": 0.574, "X3": 0.27487, "Y3": 0.5898, "X4": 0.25262, "Y4": 0.5898, "page": 0, "Index": 146}, {"Word": "diameter", "Confidence": 0.995, "X1": 0.2788, "Y1": 0.5742, "X2": 0.34424, "Y2": 0.574, "X3": 0.34424, "Y3": 0.5898, "X4": 0.2788, "Y4": 0.5898, "page": 0, "Index": 147}, {"Word": "length", "Confidence": 0.996, "X1": 0.34817, "Y1": 0.5742, "X2": 0.3966, "Y2": 0.574, "X3": 0.3966, "Y3": 0.5898, "X4": 0.34948, "Y4": 0.5898, "page": 0, "Index": 148}, {"Word": "changes", "Confidence": 0.996, "X1": 0.40052, "Y1": 0.5742, "X2": 0.46597, "Y2": 0.574, "X3": 0.46597, "Y3": 0.5908, "X4": 0.40052, "Y4": 0.5898, "page": 0, "Index": 149}, {"Word": "Equipment", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.6072, "X2": 0.18979, "Y2": 0.607, "X3": 0.18979, "Y3": 0.6238, "X4": 0.09817, "Y4": 0.6248, "page": 0, "Index": 150}, {"Word": "Requirement:", "Confidence": 0.992, "X1": 0.19372, "Y1": 0.6072, "X2": 0.31152, "Y2": 0.607, "X3": 0.31152, "Y3": 0.6238, "X4": 0.19372, "Y4": 0.6238, "page": 0, "Index": 151}, {"Word": "(8)", "Confidence": 0.99, "X1": 0.3822, "Y1": 0.6082, "X2": 0.40183, "Y2": 0.608, "X3": 0.40052, "Y3": 0.6228, "X4": 0.38089, "Y4": 0.6238, "page": 0, "Index": 152}, {"Word": "New", "Confidence": 0.998, "X1": 0.40576, "Y1": 0.6072, "X2": 0.43979, "Y2": 0.607, "X3": 0.43979, "Y3": 0.6228, "X4": 0.40445, "Y4": 0.6228, "page": 0, "Index": 153}, {"Word": "Winders", "Confidence": 0.994, "X1": 0.44634, "Y1": 0.6082, "X2": 0.51309, "Y2": 0.608, "X3": 0.51178, "Y3": 0.6218, "X4": 0.44503, "Y4": 0.6228, "page": 0, "Index": 154}, {"Word": "(4)", "Confidence": 0.998, "X1": 0.38089, "Y1": 0.6242, "X2": 0.40052, "Y2": 0.624, "X3": 0.40052, "Y3": 0.6398, "X4": 0.3822, "Y4": 0.6398, "page": 0, "Index": 155}, {"Word": "Redesigned", "Confidence": 0.991, "X1": 0.40445, "Y1": 0.6242, "X2": 0.49346, "Y2": 0.624, "X3": 0.49476, "Y3": 0.6398, "X4": 0.40445, "Y4": 0.6398, "page": 0, "Index": 156}, {"Word": "Existing", "Confidence": 0.996, "X1": 0.49738, "Y1": 0.6242, "X2": 0.56021, "Y2": 0.624, "X3": 0.56152, "Y3": 0.6398, "X4": 0.49869, "Y4": 0.6398, "page": 0, "Index": 157}, {"Word": "Winders:", "Confidence": 0.93, "X1": 0.56545, "Y1": 0.6242, "X2": 0.6322, "Y2": 0.624, "X3": 0.63351, "Y3": 0.6398, "X4": 0.56545, "Y4": 0.6398, "page": 0, "Index": 158}, {"Word": "(4)", "Confidence": 0.991, "X1": 0.3822, "Y1": 0.6402, "X2": 0.40052, "Y2": 0.64, "X3": 0.40052, "Y3": 0.6558, "X4": 0.3822, "Y4": 0.6568, "page": 0, "Index": 159}, {"Word": "Redesign", "Confidence": 0.995, "X1": 0.40445, "Y1": 0.6412, "X2": 0.47644, "Y2": 0.641, "X3": 0.47644, "Y3": 0.6558, "X4": 0.40445, "Y4": 0.6558, "page": 0, "Index": 160}, {"Word": "and", "Confidence": 0.998, "X1": 0.48037, "Y1": 0.6412, "X2": 0.50785, "Y2": 0.641, "X3": 0.50785, "Y3": 0.6558, "X4": 0.48037, "Y4": 0.6558, "page": 0, "Index": 161}, {"Word": "Build", "Confidence": 0.998, "X1": 0.51178, "Y1": 0.6412, "X2": 0.55366, "Y2": 0.641, "X3": 0.55366, "Y3": 0.6558, "X4": 0.51178, "Y4": 0.6558, "page": 0, "Index": 162}, {"Word": "Existing", "Confidence": 0.996, "X1": 0.55759, "Y1": 0.6402, "X2": 0.62173, "Y2": 0.64, "X3": 0.62173, "Y3": 0.6558, "X4": 0.55759, "Y4": 0.6558, "page": 0, "Index": 163}, {"Word": "Winders:", "Confidence": 0.887, "X1": 0.62565, "Y1": 0.6402, "X2": 0.69503, "Y2": 0.64, "X3": 0.69503, "Y3": 0.6558, "X4": 0.62565, "Y4": 0.6558, "page": 0, "Index": 164}, {"Word": "(12)", "Confidence": 0.983, "X1": 0.3822, "Y1": 0.6572, "X2": 0.4123, "Y2": 0.657, "X3": 0.41099, "Y3": 0.6728, "X4": 0.3822, "Y4": 0.6728, "page": 0, "Index": 165}, {"Word": "Additional", "Confidence": 0.994, "X1": 0.41623, "Y1": 0.6572, "X2": 0.49476, "Y2": 0.657, "X3": 0.49476, "Y3": 0.6718, "X4": 0.41623, "Y4": 0.6728, "page": 0, "Index": 166}, {"Word": "HCF-80B", "Confidence": 0.955, "X1": 0.49869, "Y1": 0.6562, "X2": 0.57461, "Y2": 0.656, "X3": 0.57461, "Y3": 0.6718, "X4": 0.49869, "Y4": 0.6718, "page": 0, "Index": 167}, {"Word": "Trayfillers:", "Confidence": 0.958, "X1": 0.57984, "Y1": 0.6562, "X2": 0.66361, "Y2": 0.656, "X3": 0.66361, "Y3": 0.6728, "X4": 0.57853, "Y4": 0.6718, "page": 0, "Index": 168}, {"Word": "ME", "Confidence": 0.998, "X1": 0.39398, "Y1": 0.6742, "X2": 0.42277, "Y2": 0.674, "X3": 0.42277, "Y3": 0.6878, "X4": 0.39398, "Y4": 0.6888, "page": 0, "Index": 169}, {"Word": "Engineering", "Confidence": 0.991, "X1": 0.10209, "Y1": 0.6742, "X2": 0.19634, "Y2": 0.674, "X3": 0.19634, "Y3": 0.6918, "X4": 0.10079, "Y4": 0.6918, "page": 0, "Index": 170}, {"Word": "requirement:", "Confidence": 0.993, "X1": 0.20157, "Y1": 0.6742, "X2": 0.31283, "Y2": 0.674, "X3": 0.31283, "Y3": 0.6908, "X4": 0.20026, "Y4": 0.6918, "page": 0, "Index": 171}, {"Word": "I", "Confidence": 0.63, "X1": 0.38089, "Y1": 0.6752, "X2": 0.39005, "Y2": 0.675, "X3": 0.39005, "Y3": 0.6888, "X4": 0.3822, "Y4": 0.6888, "page": 0, "Index": 172}, {"Word": "1", "Confidence": 0.206, "X1": 0.3822, "Y1": 0.6912, "X2": 0.39005, "Y2": 0.691, "X3": 0.39005, "Y3": 0.7048, "X4": 0.38089, "Y4": 0.7038, "page": 0, "Index": 173}, {"Word": "EE", "Confidence": 0.996, "X1": 0.39398, "Y1": 0.6912, "X2": 0.41754, "Y2": 0.691, "X3": 0.41754, "Y3": 0.7048, "X4": 0.39398, "Y4": 0.7048, "page": 0, "Index": 174}, {"Word": "External", "Confidence": 0.991, "X1": 0.37958, "Y1": 0.7082, "X2": 0.44241, "Y2": 0.708, "X3": 0.44241, "Y3": 0.7228, "X4": 0.37958, "Y4": 0.7228, "page": 0, "Index": 175}, {"Word": "Design", "Confidence": 0.994, "X1": 0.44634, "Y1": 0.7082, "X2": 0.5, "Y2": 0.708, "X3": 0.5, "Y3": 0.7238, "X4": 0.44634, "Y4": 0.7228, "page": 0, "Index": 176}, {"Word": "Support", "Confidence": 0.997, "X1": 0.50524, "Y1": 0.7082, "X2": 0.56414, "Y2": 0.708, "X3": 0.56414, "Y3": 0.7238, "X4": 0.50393, "Y4": 0.7238, "page": 0, "Index": 177}, {"Word": ":", "Confidence": 0.998, "X1": 0.56937, "Y1": 0.7082, "X2": 0.58115, "Y2": 0.708, "X3": 0.57984, "Y3": 0.7238, "X4": 0.56806, "Y4": 0.7238, "page": 0, "Index": 178}, {"Word": "2", "Confidence": 0.995, "X1": 0.6034, "Y1": 0.7072, "X2": 0.61257, "Y2": 0.707, "X3": 0.61126, "Y3": 0.7238, "X4": 0.6034, "Y4": 0.7238, "page": 0, "Index": 179}, {"Word": "Design", "Confidence": 0.994, "X1": 0.61649, "Y1": 0.7072, "X2": 0.67016, "Y2": 0.707, "X3": 0.67016, "Y3": 0.7238, "X4": 0.61518, "Y4": 0.7238, "page": 0, "Index": 180}, {"Word": "Engr.", "Confidence": 0.995, "X1": 0.67408, "Y1": 0.7072, "X2": 0.7212, "Y2": 0.707, "X3": 0.7199, "Y3": 0.7238, "X4": 0.67408, "Y4": 0.7238, "page": 0, "Index": 181}, {"Word": "1", "Confidence": 0.941, "X1": 0.60602, "Y1": 0.7242, "X2": 0.61257, "Y2": 0.724, "X3": 0.61257, "Y3": 0.7378, "X4": 0.60471, "Y4": 0.7378, "page": 0, "Index": 182}, {"Word": "Designer", "Confidence": 0.996, "X1": 0.61649, "Y1": 0.7252, "X2": 0.68979, "Y2": 0.725, "X3": 0.68848, "Y3": 0.7388, "X4": 0.61518, "Y4": 0.7378, "page": 0, "Index": 183}, {"Word": "E.E.", "Confidence": 0.991, "X1": 0.6034, "Y1": 0.7402, "X2": 0.64005, "Y2": 0.74, "X3": 0.64005, "Y3": 0.7548, "X4": 0.6034, "Y4": 0.7548, "page": 0, "Index": 184}, {"Word": "Design", "Confidence": 0.995, "X1": 0.64398, "Y1": 0.7402, "X2": 0.69895, "Y2": 0.74, "X3": 0.69764, "Y3": 0.7558, "X4": 0.64398, "Y4": 0.7548, "page": 0, "Index": 185}, {"Word": "supporti", "Confidence": 0.885, "X1": 0.70288, "Y1": 0.7422, "X2": 0.76702, "Y2": 0.742, "X3": 0.76702, "Y3": 0.7558, "X4": 0.70157, "Y4": 0.7558, "page": 0, "Index": 186}, {"Word": "Estimated", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.7572, "X2": 0.18063, "Y2": 0.757, "X3": 0.18063, "Y3": 0.7738, "X4": 0.09948, "Y4": 0.7728, "page": 0, "Index": 187}, {"Word": "start", "Confidence": 0.997, "X1": 0.18455, "Y1": 0.7562, "X2": 0.22382, "Y2": 0.756, "X3": 0.22513, "Y3": 0.7738, "X4": 0.18455, "Y4": 0.7738, "page": 0, "Index": 188}, {"Word": "date:", "Confidence": 0.997, "X1": 0.22906, "Y1": 0.7562, "X2": 0.27487, "Y2": 0.756, "X3": 0.27618, "Y3": 0.7738, "X4": 0.22906, "Y4": 0.7738, "page": 0, "Index": 189}, {"Word": "11/92", "Confidence": 0.994, "X1": 0.3822, "Y1": 0.7562, "X2": 0.4267, "Y2": 0.756, "X3": 0.4267, "Y3": 0.7708, "X4": 0.3822, "Y4": 0.7708, "page": 0, "Index": 190}, {"Word": "Current", "Confidence": 0.994, "X1": 0.10079, "Y1": 0.7902, "X2": 0.16492, "Y2": 0.79, "X3": 0.16492, "Y3": 0.8068, "X4": 0.10079, "Y4": 0.8068, "page": 0, "Index": 191}, {"Word": "Speed", "Confidence": 0.997, "X1": 0.16885, "Y1": 0.7902, "X2": 0.21859, "Y2": 0.79, "X3": 0.21859, "Y3": 0.8068, "X4": 0.16885, "Y4": 0.8068, "page": 0, "Index": 192}, {"Word": "Estimate:", "Confidence": 0.992, "X1": 0.22251, "Y1": 0.7902, "X2": 0.30628, "Y2": 0.79, "X3": 0.30759, "Y3": 0.8058, "X4": 0.22251, "Y4": 0.8068, "page": 0, "Index": 193}, {"Word": "80m/min.", "Confidence": 0.97, "X1": 0.3233, "Y1": 0.7912, "X2": 0.40052, "Y2": 0.791, "X3": 0.39921, "Y3": 0.8048, "X4": 0.3233, "Y4": 0.8048, "page": 0, "Index": 194}, {"Word": "Outer", "Confidence": 0.994, "X1": 0.32592, "Y1": 0.8072, "X2": 0.3678, "Y2": 0.807, "X3": 0.3678, "Y3": 0.8228, "X4": 0.32592, "Y4": 0.8228, "page": 0, "Index": 195}, {"Word": "Tube", "Confidence": 0.99, "X1": 0.37173, "Y1": 0.8072, "X2": 0.40969, "Y2": 0.807, "X3": 0.40969, "Y3": 0.8228, "X4": 0.37173, "Y4": 0.8228, "page": 0, "Index": 196}, {"Word": "-", "Confidence": 0.995, "X1": 0.41361, "Y1": 0.8072, "X2": 0.42147, "Y2": 0.807, "X3": 0.42016, "Y3": 0.8228, "X4": 0.41361, "Y4": 0.8228, "page": 0, "Index": 197}, {"Word": "2200", "Confidence": 0.987, "X1": 0.42539, "Y1": 0.8072, "X2": 0.46335, "Y2": 0.807, "X3": 0.46204, "Y3": 0.8228, "X4": 0.42408, "Y4": 0.8228, "page": 0, "Index": 198}, {"Word": "cartridges/min/machine", "Confidence": 0.991, "X1": 0.46728, "Y1": 0.8082, "X2": 0.64791, "Y2": 0.808, "X3": 0.64791, "Y3": 0.8228, "X4": 0.46597, "Y4": 0.8228, "page": 0, "Index": 199}, {"Word": "36.5mm", "Confidence": 0.997, "X1": 0.43586, "Y1": 0.8242, "X2": 0.49346, "Y2": 0.824, "X3": 0.49346, "Y3": 0.8378, "X4": 0.43586, "Y4": 0.8378, "page": 0, "Index": 200}, {"Word": "finished", "Confidence": 0.996, "X1": 0.50131, "Y1": 0.8242, "X2": 0.56152, "Y2": 0.824, "X3": 0.56152, "Y3": 0.8378, "X4": 0.50131, "Y4": 0.8378, "page": 0, "Index": 201}, {"Word": "length", "Confidence": 0.995, "X1": 0.56545, "Y1": 0.8242, "X2": 0.61649, "Y2": 0.824, "X3": 0.61649, "Y3": 0.8388, "X4": 0.56545, "Y4": 0.8378, "page": 0, "Index": 202}, {"Word": "Spacer", "Confidence": 0.995, "X1": 0.32461, "Y1": 0.8392, "X2": 0.37696, "Y2": 0.839, "X3": 0.37696, "Y3": 0.8548, "X4": 0.32461, "Y4": 0.8558, "page": 0, "Index": 203}, {"Word": "Tube", "Confidence": 0.988, "X1": 0.38089, "Y1": 0.8392, "X2": 0.41885, "Y2": 0.839, "X3": 0.41754, "Y3": 0.8548, "X4": 0.38089, "Y4": 0.8548, "page": 0, "Index": 204}, {"Word": "-", "Confidence": 0.995, "X1": 0.42277, "Y1": 0.8392, "X2": 0.42932, "Y2": 0.839, "X3": 0.42801, "Y3": 0.8548, "X4": 0.42147, "Y4": 0.8548, "page": 0, "Index": 205}, {"Word": "9000", "Confidence": 0.987, "X1": 0.43325, "Y1": 0.8392, "X2": 0.4712, "Y2": 0.839, "X3": 0.4712, "Y3": 0.8538, "X4": 0.43194, "Y4": 0.8548, "page": 0, "Index": 206}, {"Word": "cartridges/min/machine", "Confidence": 0.988, "X1": 0.47513, "Y1": 0.8402, "X2": 0.65576, "Y2": 0.84, "X3": 0.65445, "Y3": 0.8538, "X4": 0.47513, "Y4": 0.8538, "page": 0, "Index": 207}, {"Word": "8.5mm", "Confidence": 0.993, "X1": 0.43586, "Y1": 0.8552, "X2": 0.4856, "Y2": 0.855, "X3": 0.48429, "Y3": 0.8698, "X4": 0.43586, "Y4": 0.8698, "page": 0, "Index": 208}, {"Word": "finished", "Confidence": 0.996, "X1": 0.49215, "Y1": 0.8552, "X2": 0.55366, "Y2": 0.855, "X3": 0.55236, "Y3": 0.8698, "X4": 0.49084, "Y4": 0.8698, "page": 0, "Index": 209}, {"Word": "length", "Confidence": 0.994, "X1": 0.55759, "Y1": 0.8562, "X2": 0.60864, "Y2": 0.856, "X3": 0.60733, "Y3": 0.8698, "X4": 0.55628, "Y4": 0.8698, "page": 0, "Index": 210}, {"Word": "2020346598", "Confidence": 0.991, "X1": 0.80366, "Y1": 0.9042, "X2": 0.80105, "Y2": 0.904, "X3": 0.77487, "Y3": 0.9048, "X4": 0.77618, "Y4": 0.7808, "page": 0, "Index": 211}, {"Word": "-", "Confidence": 0.619, "X1": 0.02618, "Y1": 0.9152, "X2": 0.02487, "Y2": 0.915, "X3": 0.01047, "Y3": 0.9148, "X4": 0.01178, "Y4": 0.9068, "page": 0, "Index": 212}]}	"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"
ffcl0128	0	{"lines_data": [{"Word": "KDF -2", "Confidence": 0.9625, "X1": 0.14529, "Y1": 0.2002, "X2": 0.20157, "Y2": 0.2, "X3": 0.20157, "Y3": 0.2118, "X4": 0.14529, "Y4": 0.2128, "page": 0}, {"Word": "Winder Spacer", "Confidence": 0.9965, "X1": 0.47382, "Y1": 0.2012, "X2": 0.57199, "Y2": 0.201, "X3": 0.57199, "Y3": 0.2148, "X4": 0.47382, "Y4": 0.2138, "page": 0}, {"Word": "Winder Outer", "Confidence": 0.997, "X1": 0.68848, "Y1": 0.2022, "X2": 0.7788, "Y2": 0.202, "X3": 0.77749, "Y3": 0.2148, "X4": 0.68848, "Y4": 0.2138, "page": 0}, {"Word": "(Small Diameter)", "Confidence": 0.9925, "X1": 0.11387, "Y1": 0.2152, "X2": 0.23037, "Y2": 0.215, "X3": 0.23037, "Y3": 0.2278, "X4": 0.11387, "Y4": 0.2278, "page": 0}, {"Word": "4 Required", "Confidence": 0.987, "X1": 0.48691, "Y1": 0.2152, "X2": 0.56283, "Y2": 0.215, "X3": 0.56283, "Y3": 0.2288, "X4": 0.48691, "Y4": 0.2278, "page": 0}, {"Word": "12 Required", "Confidence": 0.9935, "X1": 0.68979, "Y1": 0.2162, "X2": 0.77356, "Y2": 0.216, "X3": 0.77225, "Y3": 0.2288, "X4": 0.68979, "Y4": 0.2268, "page": 0}, {"Word": "6 up - 72", "Confidence": 0.9965, "X1": 0.14005, "Y1": 0.2352, "X2": 0.20288, "Y2": 0.235, "X3": 0.20419, "Y3": 0.2488, "X4": 0.14005, "Y4": 0.2498, "page": 0}, {"Word": "12 up - 102", "Confidence": 0.99575, "X1": 0.48168, "Y1": 0.2352, "X2": 0.56152, "Y2": 0.235, "X3": 0.56283, "Y3": 0.2488, "X4": 0.48298, "Y4": 0.2488, "page": 0}, {"Word": "2 up - 60.", "Confidence": 0.792, "X1": 0.70026, "Y1": 0.2362, "X2": 0.7644, "Y2": 0.236, "X3": 0.7644, "Y3": 0.2498, "X4": 0.70026, "Y4": 0.2498, "page": 0}, {"Word": "Slitter", "Confidence": 0.995, "X1": 0.50262, "Y1": 0.3072, "X2": 0.5445, "Y2": 0.307, "X3": 0.54319, "Y3": 0.3188, "X4": 0.50262, "Y4": 0.3188, "page": 0}, {"Word": "Slitter", "Confidence": 0.969, "X1": 0.71204, "Y1": 0.3082, "X2": 0.75393, "Y2": 0.308, "X3": 0.75262, "Y3": 0.3188, "X4": 0.71073, "Y4": 0.3178, "page": 0}, {"Word": "DAPTC", "Confidence": 0.996, "X1": 0.14529, "Y1": 0.4032, "X2": 0.20288, "Y2": 0.403, "X3": 0.20288, "Y3": 0.4148, "X4": 0.14529, "Y4": 0.4158, "page": 0}, {"Word": "Tube - Cut", "Confidence": 0.98067, "X1": 0.38874, "Y1": 0.3962, "X2": 0.46335, "Y2": 0.396, "X3": 0.46335, "Y3": 0.4088, "X4": 0.38874, "Y4": 0.4088, "page": 0}, {"Word": "Assembly", "Confidence": 0.968, "X1": 0.61257, "Y1": 0.3982, "X2": 0.68063, "Y2": 0.398, "X3": 0.68063, "Y3": 0.4098, "X4": 0.61257, "Y4": 0.4098, "page": 0}, {"Word": "Form", "Confidence": 0.988, "X1": 0.40445, "Y1": 0.4112, "X2": 0.44634, "Y2": 0.411, "X3": 0.44503, "Y3": 0.4218, "X4": 0.40445, "Y4": 0.4218, "page": 0}, {"Word": "Machine", "Confidence": 0.991, "X1": 0.6178, "Y1": 0.4102, "X2": 0.67932, "Y2": 0.41, "X3": 0.67801, "Y3": 0.4228, "X4": 0.6178, "Y4": 0.4218, "page": 0}, {"Word": "4 up - 112", "Confidence": 0.99675, "X1": 0.13613, "Y1": 0.4302, "X2": 0.20812, "Y2": 0.43, "X3": 0.20812, "Y3": 0.4438, "X4": 0.13613, "Y4": 0.4428, "page": 0}, {"Word": "2 up - 56", "Confidence": 0.99625, "X1": 0.38743, "Y1": 0.4302, "X2": 0.4555, "Y2": 0.43, "X3": 0.4555, "Y3": 0.4438, "X4": 0.38743, "Y4": 0.4428, "page": 0}, {"Word": "2 up - 60", "Confidence": 0.9805, "X1": 0.61518, "Y1": 0.4292, "X2": 0.67932, "Y2": 0.429, "X3": 0.67932, "Y3": 0.4428, "X4": 0.61518, "Y4": 0.4448, "page": 0}, {"Word": "(125 m/min)", "Confidence": 0.9495, "X1": 0.13089, "Y1": 0.4522, "X2": 0.21335, "Y2": 0.452, "X3": 0.21335, "Y3": 0.4668, "X4": 0.13089, "Y4": 0.4658, "page": 0}, {"Word": "(4000 $/min)", "Confidence": 0.7285, "X1": 0.37827, "Y1": 0.4512, "X2": 0.46859, "Y2": 0.451, "X3": 0.46859, "Y3": 0.4668, "X4": 0.37827, "Y4": 0.4678, "page": 0}, {"Word": "(4000 min)", "Confidence": 0.9545, "X1": 0.6034, "Y1": 0.4502, "X2": 0.69241, "Y2": 0.45, "X3": 0.69372, "Y3": 0.4658, "X4": 0.6034, "Y4": 0.4668, "page": 0}, {"Word": "24000 c/m", "Confidence": 0.8865, "X1": 0.12173, "Y1": 0.4682, "X2": 0.24607, "Y2": 0.468, "X3": 0.24607, "Y3": 0.4838, "X4": 0.12173, "Y4": 0.4838, "page": 0}, {"Word": "KDF - 2", "Confidence": 0.99633, "X1": 0.14398, "Y1": 0.5262, "X2": 0.20288, "Y2": 0.526, "X3": 0.20288, "Y3": 0.5378, "X4": 0.14398, "Y4": 0.5388, "page": 0}, {"Word": "Max - S", "Confidence": 0.945, "X1": 0.61911, "Y1": 0.5262, "X2": 0.67539, "Y2": 0.526, "X3": 0.67539, "Y3": 0.5388, "X4": 0.61911, "Y4": 0.5398, "page": 0}, {"Word": "(Large Diameter)", "Confidence": 0.9825, "X1": 0.11649, "Y1": 0.5402, "X2": 0.23037, "Y2": 0.54, "X3": 0.23037, "Y3": 0.5528, "X4": 0.11649, "Y4": 0.5528, "page": 0}, {"Word": "Tipper", "Confidence": 0.995, "X1": 0.62435, "Y1": 0.5402, "X2": 0.67408, "Y2": 0.54, "X3": 0.67408, "Y3": 0.5538, "X4": 0.62435, "Y4": 0.5538, "page": 0}, {"Word": "12 up - 102", "Confidence": 0.99075, "X1": 0.13613, "Y1": 0.5602, "X2": 0.21204, "Y2": 0.56, "X3": 0.21204, "Y3": 0.5728, "X4": 0.13613, "Y4": 0.5728, "page": 0}, {"Word": "2 up - 77.", "Confidence": 0.798, "X1": 0.61387, "Y1": 0.5592, "X2": 0.68063, "Y2": 0.559, "X3": 0.68063, "Y3": 0.5728, "X4": 0.61387, "Y4": 0.5738, "page": 0}, {"Word": "(4000 g/min)", "Confidence": 0.722, "X1": 0.6034, "Y1": 0.5792, "X2": 0.69241, "Y2": 0.579, "X3": 0.69241, "Y3": 0.5948, "X4": 0.6034, "Y4": 0.5948, "page": 0}, {"Word": "- Test Fixture For Calendering/Compressing Plug Position", "Confidence": 0.98214, "X1": 0.02094, "Y1": 0.6352, "X2": 0.40445, "Y2": 0.635, "X3": 0.40445, "Y3": 0.6508, "X4": 0.02094, "Y4": 0.6498, "page": 0}, {"Word": "- Test Fixture For Chamfering Plugs Using Rolling Action", "Confidence": 0.97244, "X1": 0.02356, "Y1": 0.6572, "X2": 0.40707, "Y2": 0.657, "X3": 0.40707, "Y3": 0.6718, "X4": 0.02356, "Y4": 0.6718, "page": 0}, {"Word": "-Test Cutting of Tubes in Hoppers, Spacer & Outer", "Confidence": 0.949, "X1": 0.02487, "Y1": 0.6782, "X2": 0.36387, "Y2": 0.678, "X3": 0.36387, "Y3": 0.6938, "X4": 0.02487, "Y4": 0.6928, "page": 0}, {"Word": "- Test Fixtures For Assembly of Tubular Components", "Confidence": 0.9865, "X1": 0.02094, "Y1": 0.7002, "X2": 0.37565, "Y2": 0.7, "X3": 0.37565, "Y3": 0.7148, "X4": 0.02094, "Y4": 0.7148, "page": 0}, {"Word": "2020346596", "Confidence": 0.995, "X1": 0.81675, "Y1": 0.8522, "X2": 0.82199, "Y2": 0.852, "X3": 0.7945, "Y3": 0.8518, "X4": 0.78927, "Y4": 0.7218, "page": 0}, {"Word": "September 30, 1992", "Confidence": 0.99233, "X1": 0.68979, "Y1": 0.9522, "X2": 0.82723, "Y2": 0.952, "X3": 0.82723, "Y3": 0.9678, "X4": 0.68979, "Y4": 0.9688, "page": 0}], "words_data": [{"Word": "KDF", "Confidence": 0.998, "X1": 0.1466, "Y1": 0.2012, "X2": 0.1767, "Y2": 0.201, "X3": 0.1767, "Y3": 0.2128, "X4": 0.1466, "Y4": 0.2128, "page": 0, "Index": 0}, {"Word": "-2", "Confidence": 0.927, "X1": 0.17932, "Y1": 0.2012, "X2": 0.19895, "Y2": 0.201, "X3": 0.19895, "Y3": 0.2128, "X4": 0.18063, "Y4": 0.2128, "page": 0, "Index": 1}, {"Word": "Winder", "Confidence": 0.997, "X1": 0.47513, "Y1": 0.2022, "X2": 0.52225, "Y2": 0.202, "X3": 0.52094, "Y3": 0.2148, "X4": 0.47382, "Y4": 0.2138, "page": 0, "Index": 2}, {"Word": "Spacer", "Confidence": 0.996, "X1": 0.52487, "Y1": 0.2022, "X2": 0.57199, "Y2": 0.202, "X3": 0.5733, "Y3": 0.2148, "X4": 0.52487, "Y4": 0.2148, "page": 0, "Index": 3}, {"Word": "Winder", "Confidence": 0.997, "X1": 0.68848, "Y1": 0.2022, "X2": 0.73429, "Y2": 0.202, "X3": 0.73429, "Y3": 0.2148, "X4": 0.68848, "Y4": 0.2138, "page": 0, "Index": 4}, {"Word": "Outer", "Confidence": 0.997, "X1": 0.73822, "Y1": 0.2022, "X2": 0.7788, "Y2": 0.202, "X3": 0.7788, "Y3": 0.2158, "X4": 0.73822, "Y4": 0.2148, "page": 0, "Index": 5}, {"Word": "(Small", "Confidence": 0.991, "X1": 0.11518, "Y1": 0.2152, "X2": 0.15707, "Y2": 0.215, "X3": 0.15707, "Y3": 0.2278, "X4": 0.11518, "Y4": 0.2278, "page": 0, "Index": 6}, {"Word": "4", "Confidence": 0.981, "X1": 0.48822, "Y1": 0.2152, "X2": 0.49346, "Y2": 0.215, "X3": 0.49346, "Y3": 0.2278, "X4": 0.48691, "Y4": 0.2278, "page": 0, "Index": 7}, {"Word": "12", "Confidence": 0.996, "X1": 0.6911, "Y1": 0.2152, "X2": 0.7055, "Y2": 0.215, "X3": 0.7055, "Y3": 0.2278, "X4": 0.6911, "Y4": 0.2278, "page": 0, "Index": 8}, {"Word": "Diameter)", "Confidence": 0.994, "X1": 0.16099, "Y1": 0.2152, "X2": 0.23037, "Y2": 0.215, "X3": 0.23037, "Y3": 0.2288, "X4": 0.16099, "Y4": 0.2278, "page": 0, "Index": 9}, {"Word": "Required", "Confidence": 0.993, "X1": 0.49738, "Y1": 0.2152, "X2": 0.56021, "Y2": 0.215, "X3": 0.56021, "Y3": 0.2288, "X4": 0.49607, "Y4": 0.2278, "page": 0, "Index": 10}, {"Word": "Required", "Confidence": 0.991, "X1": 0.70942, "Y1": 0.2172, "X2": 0.77356, "Y2": 0.217, "X3": 0.77225, "Y3": 0.2298, "X4": 0.70942, "Y4": 0.2278, "page": 0, "Index": 11}, {"Word": "6", "Confidence": 0.995, "X1": 0.14136, "Y1": 0.2362, "X2": 0.14921, "Y2": 0.236, "X3": 0.14921, "Y3": 0.2498, "X4": 0.14136, "Y4": 0.2498, "page": 0, "Index": 12}, {"Word": "up", "Confidence": 0.998, "X1": 0.15183, "Y1": 0.2362, "X2": 0.17016, "Y2": 0.236, "X3": 0.17016, "Y3": 0.2498, "X4": 0.15314, "Y4": 0.2498, "page": 0, "Index": 13}, {"Word": "-", "Confidence": 0.995, "X1": 0.17408, "Y1": 0.2362, "X2": 0.18063, "Y2": 0.236, "X3": 0.18063, "Y3": 0.2498, "X4": 0.17408, "Y4": 0.2498, "page": 0, "Index": 14}, {"Word": "72", "Confidence": 0.998, "X1": 0.18455, "Y1": 0.2362, "X2": 0.20288, "Y2": 0.236, "X3": 0.20288, "Y3": 0.2498, "X4": 0.18455, "Y4": 0.2498, "page": 0, "Index": 15}, {"Word": "12", "Confidence": 0.997, "X1": 0.48429, "Y1": 0.2372, "X2": 0.5, "Y2": 0.237, "X3": 0.5, "Y3": 0.2498, "X4": 0.48429, "Y4": 0.2498, "page": 0, "Index": 16}, {"Word": "up", "Confidence": 0.998, "X1": 0.50262, "Y1": 0.2372, "X2": 0.52094, "Y2": 0.237, "X3": 0.52094, "Y3": 0.2498, "X4": 0.50262, "Y4": 0.2498, "page": 0, "Index": 17}, {"Word": "-", "Confidence": 0.995, "X1": 0.52356, "Y1": 0.2372, "X2": 0.53141, "Y2": 0.237, "X3": 0.5301, "Y3": 0.2498, "X4": 0.52356, "Y4": 0.2498, "page": 0, "Index": 18}, {"Word": "102", "Confidence": 0.993, "X1": 0.53403, "Y1": 0.2362, "X2": 0.56152, "Y2": 0.236, "X3": 0.56152, "Y3": 0.2488, "X4": 0.53403, "Y4": 0.2498, "page": 0, "Index": 19}, {"Word": "2", "Confidence": 0.996, "X1": 0.70157, "Y1": 0.2372, "X2": 0.70812, "Y2": 0.237, "X3": 0.70942, "Y3": 0.2498, "X4": 0.70157, "Y4": 0.2498, "page": 0, "Index": 20}, {"Word": "up", "Confidence": 0.648, "X1": 0.71204, "Y1": 0.2362, "X2": 0.72775, "Y2": 0.236, "X3": 0.72906, "Y3": 0.2498, "X4": 0.71204, "Y4": 0.2498, "page": 0, "Index": 21}, {"Word": "-", "Confidence": 0.902, "X1": 0.73168, "Y1": 0.2362, "X2": 0.73822, "Y2": 0.236, "X3": 0.73822, "Y3": 0.2498, "X4": 0.73298, "Y4": 0.2498, "page": 0, "Index": 22}, {"Word": "60.", "Confidence": 0.622, "X1": 0.74084, "Y1": 0.2362, "X2": 0.7644, "Y2": 0.236, "X3": 0.7644, "Y3": 0.2498, "X4": 0.74215, "Y4": 0.2498, "page": 0, "Index": 23}, {"Word": "Slitter", "Confidence": 0.995, "X1": 0.50262, "Y1": 0.3072, "X2": 0.5445, "Y2": 0.307, "X3": 0.5445, "Y3": 0.3188, "X4": 0.50262, "Y4": 0.3188, "page": 0, "Index": 24}, {"Word": "Slitter", "Confidence": 0.969, "X1": 0.71204, "Y1": 0.3082, "X2": 0.75393, "Y2": 0.308, "X3": 0.75393, "Y3": 0.3188, "X4": 0.71073, "Y4": 0.3178, "page": 0, "Index": 25}, {"Word": "DAPTC", "Confidence": 0.996, "X1": 0.14529, "Y1": 0.4032, "X2": 0.19764, "Y2": 0.403, "X3": 0.19634, "Y3": 0.4158, "X4": 0.14529, "Y4": 0.4158, "page": 0, "Index": 26}, {"Word": "Tube", "Confidence": 0.95, "X1": 0.39005, "Y1": 0.3972, "X2": 0.42147, "Y2": 0.397, "X3": 0.42277, "Y3": 0.4098, "X4": 0.39005, "Y4": 0.4098, "page": 0, "Index": 27}, {"Word": "-", "Confidence": 0.994, "X1": 0.42539, "Y1": 0.3972, "X2": 0.43063, "Y2": 0.397, "X3": 0.43063, "Y3": 0.4098, "X4": 0.42539, "Y4": 0.4098, "page": 0, "Index": 28}, {"Word": "Cut", "Confidence": 0.998, "X1": 0.43455, "Y1": 0.3972, "X2": 0.46335, "Y2": 0.397, "X3": 0.46466, "Y3": 0.4098, "X4": 0.43455, "Y4": 0.4098, "page": 0, "Index": 29}, {"Word": "Assembly", "Confidence": 0.968, "X1": 0.61649, "Y1": 0.3982, "X2": 0.68194, "Y2": 0.398, "X3": 0.68194, "Y3": 0.4108, "X4": 0.61518, "Y4": 0.4108, "page": 0, "Index": 30}, {"Word": "Form", "Confidence": 0.988, "X1": 0.40576, "Y1": 0.4112, "X2": 0.43717, "Y2": 0.411, "X3": 0.43717, "Y3": 0.4218, "X4": 0.40576, "Y4": 0.4218, "page": 0, "Index": 31}, {"Word": "Machine", "Confidence": 0.991, "X1": 0.61911, "Y1": 0.4112, "X2": 0.67801, "Y2": 0.411, "X3": 0.6767, "Y3": 0.4228, "X4": 0.61911, "Y4": 0.4228, "page": 0, "Index": 32}, {"Word": "4", "Confidence": 0.996, "X1": 0.13874, "Y1": 0.4312, "X2": 0.1466, "Y2": 0.431, "X3": 0.14529, "Y3": 0.4438, "X4": 0.13743, "Y4": 0.4438, "page": 0, "Index": 33}, {"Word": "up", "Confidence": 0.998, "X1": 0.14921, "Y1": 0.4312, "X2": 0.16623, "Y2": 0.431, "X3": 0.16623, "Y3": 0.4438, "X4": 0.14921, "Y4": 0.4438, "page": 0, "Index": 34}, {"Word": "-", "Confidence": 0.995, "X1": 0.17016, "Y1": 0.4312, "X2": 0.17801, "Y2": 0.431, "X3": 0.1767, "Y3": 0.4438, "X4": 0.16885, "Y4": 0.4438, "page": 0, "Index": 35}, {"Word": "112", "Confidence": 0.998, "X1": 0.18063, "Y1": 0.4312, "X2": 0.20681, "Y2": 0.431, "X3": 0.20681, "Y3": 0.4438, "X4": 0.18063, "Y4": 0.4438, "page": 0, "Index": 36}, {"Word": "2", "Confidence": 0.995, "X1": 0.39398, "Y1": 0.4312, "X2": 0.40052, "Y2": 0.431, "X3": 0.40052, "Y3": 0.4438, "X4": 0.39398, "Y4": 0.4438, "page": 0, "Index": 37}, {"Word": "up", "Confidence": 0.998, "X1": 0.40445, "Y1": 0.4312, "X2": 0.42277, "Y2": 0.431, "X3": 0.42147, "Y3": 0.4438, "X4": 0.40445, "Y4": 0.4438, "page": 0, "Index": 38}, {"Word": "-", "Confidence": 0.994, "X1": 0.42539, "Y1": 0.4312, "X2": 0.43325, "Y2": 0.431, "X3": 0.43194, "Y3": 0.4448, "X4": 0.42539, "Y4": 0.4438, "page": 0, "Index": 39}, {"Word": "56", "Confidence": 0.998, "X1": 0.43586, "Y1": 0.4312, "X2": 0.45419, "Y2": 0.431, "X3": 0.45419, "Y3": 0.4448, "X4": 0.43586, "Y4": 0.4448, "page": 0, "Index": 40}, {"Word": "2", "Confidence": 0.995, "X1": 0.61649, "Y1": 0.4312, "X2": 0.62435, "Y2": 0.431, "X3": 0.62565, "Y3": 0.4448, "X4": 0.61649, "Y4": 0.4448, "page": 0, "Index": 41}, {"Word": "up", "Confidence": 0.934, "X1": 0.62827, "Y1": 0.4312, "X2": 0.64529, "Y2": 0.431, "X3": 0.64529, "Y3": 0.4448, "X4": 0.62827, "Y4": 0.4448, "page": 0, "Index": 42}, {"Word": "-", "Confidence": 0.995, "X1": 0.64921, "Y1": 0.4312, "X2": 0.65445, "Y2": 0.431, "X3": 0.65445, "Y3": 0.4448, "X4": 0.64921, "Y4": 0.4448, "page": 0, "Index": 43}, {"Word": "60", "Confidence": 0.998, "X1": 0.65838, "Y1": 0.4302, "X2": 0.67932, "Y2": 0.43, "X3": 0.67932, "Y3": 0.4438, "X4": 0.65838, "Y4": 0.4438, "page": 0, "Index": 44}, {"Word": "(125", "Confidence": 0.991, "X1": 0.1322, "Y1": 0.4522, "X2": 0.16099, "Y2": 0.452, "X3": 0.15969, "Y3": 0.4668, "X4": 0.13089, "Y4": 0.4668, "page": 0, "Index": 45}, {"Word": "m/min)", "Confidence": 0.908, "X1": 0.16492, "Y1": 0.4532, "X2": 0.21335, "Y2": 0.453, "X3": 0.21204, "Y3": 0.4668, "X4": 0.16361, "Y4": 0.4668, "page": 0, "Index": 46}, {"Word": "(4000", "Confidence": 0.992, "X1": 0.37958, "Y1": 0.4522, "X2": 0.41361, "Y2": 0.452, "X3": 0.41361, "Y3": 0.4678, "X4": 0.37827, "Y4": 0.4688, "page": 0, "Index": 47}, {"Word": "$/min)", "Confidence": 0.465, "X1": 0.41885, "Y1": 0.4512, "X2": 0.46859, "Y2": 0.451, "X3": 0.46859, "Y3": 0.4678, "X4": 0.41754, "Y4": 0.4678, "page": 0, "Index": 48}, {"Word": "(4000", "Confidence": 0.95, "X1": 0.6034, "Y1": 0.4512, "X2": 0.64267, "Y2": 0.451, "X3": 0.64267, "Y3": 0.4658, "X4": 0.6034, "Y4": 0.4668, "page": 0, "Index": 49}, {"Word": "min)", "Confidence": 0.959, "X1": 0.66099, "Y1": 0.4502, "X2": 0.69241, "Y2": 0.45, "X3": 0.69241, "Y3": 0.4658, "X4": 0.6623, "Y4": 0.4658, "page": 0, "Index": 50}, {"Word": "24000", "Confidence": 0.86, "X1": 0.12565, "Y1": 0.4692, "X2": 0.19764, "Y2": 0.469, "X3": 0.19764, "Y3": 0.4848, "X4": 0.12565, "Y4": 0.4848, "page": 0, "Index": 51}, {"Word": "c/m", "Confidence": 0.913, "X1": 0.20157, "Y1": 0.4692, "X2": 0.24346, "Y2": 0.469, "X3": 0.24346, "Y3": 0.4848, "X4": 0.20157, "Y4": 0.4848, "page": 0, "Index": 52}, {"Word": "KDF", "Confidence": 0.998, "X1": 0.14529, "Y1": 0.5272, "X2": 0.1767, "Y2": 0.527, "X3": 0.1767, "Y3": 0.5388, "X4": 0.14398, "Y4": 0.5388, "page": 0, "Index": 53}, {"Word": "-", "Confidence": 0.995, "X1": 0.18063, "Y1": 0.5262, "X2": 0.18717, "Y2": 0.526, "X3": 0.18717, "Y3": 0.5388, "X4": 0.18063, "Y4": 0.5388, "page": 0, "Index": 54}, {"Word": "2", "Confidence": 0.996, "X1": 0.18979, "Y1": 0.5262, "X2": 0.19895, "Y2": 0.526, "X3": 0.19895, "Y3": 0.5388, "X4": 0.18979, "Y4": 0.5388, "page": 0, "Index": 55}, {"Word": "Max", "Confidence": 0.998, "X1": 0.62042, "Y1": 0.5262, "X2": 0.65052, "Y2": 0.526, "X3": 0.65052, "Y3": 0.5398, "X4": 0.62042, "Y4": 0.5398, "page": 0, "Index": 56}, {"Word": "-", "Confidence": 0.848, "X1": 0.65445, "Y1": 0.5262, "X2": 0.65969, "Y2": 0.526, "X3": 0.65969, "Y3": 0.5398, "X4": 0.65445, "Y4": 0.5398, "page": 0, "Index": 57}, {"Word": "S", "Confidence": 0.989, "X1": 0.66361, "Y1": 0.5262, "X2": 0.67408, "Y2": 0.526, "X3": 0.67408, "Y3": 0.5398, "X4": 0.66361, "Y4": 0.5398, "page": 0, "Index": 58}, {"Word": "(Large", "Confidence": 0.996, "X1": 0.11649, "Y1": 0.5412, "X2": 0.15838, "Y2": 0.541, "X3": 0.15707, "Y3": 0.5528, "X4": 0.11649, "Y4": 0.5538, "page": 0, "Index": 59}, {"Word": "Diameter)", "Confidence": 0.969, "X1": 0.16099, "Y1": 0.5412, "X2": 0.23037, "Y2": 0.541, "X3": 0.23037, "Y3": 0.5538, "X4": 0.16099, "Y4": 0.5528, "page": 0, "Index": 60}, {"Word": "Tipper", "Confidence": 0.995, "X1": 0.62565, "Y1": 0.5412, "X2": 0.67147, "Y2": 0.541, "X3": 0.67147, "Y3": 0.5548, "X4": 0.62565, "Y4": 0.5548, "page": 0, "Index": 61}, {"Word": "12", "Confidence": 0.998, "X1": 0.13743, "Y1": 0.5612, "X2": 0.15052, "Y2": 0.561, "X3": 0.15052, "Y3": 0.5728, "X4": 0.13743, "Y4": 0.5728, "page": 0, "Index": 62}, {"Word": "up", "Confidence": 0.998, "X1": 0.15445, "Y1": 0.5612, "X2": 0.17147, "Y2": 0.561, "X3": 0.17147, "Y3": 0.5738, "X4": 0.15445, "Y4": 0.5728, "page": 0, "Index": 63}, {"Word": "-", "Confidence": 0.969, "X1": 0.17539, "Y1": 0.5612, "X2": 0.18194, "Y2": 0.561, "X3": 0.18063, "Y3": 0.5738, "X4": 0.17539, "Y4": 0.5738, "page": 0, "Index": 64}, {"Word": "102", "Confidence": 0.998, "X1": 0.18455, "Y1": 0.5612, "X2": 0.21073, "Y2": 0.561, "X3": 0.20942, "Y3": 0.5728, "X4": 0.18455, "Y4": 0.5738, "page": 0, "Index": 65}, {"Word": "2", "Confidence": 0.995, "X1": 0.61649, "Y1": 0.5602, "X2": 0.62435, "Y2": 0.56, "X3": 0.62435, "Y3": 0.5738, "X4": 0.61649, "Y4": 0.5738, "page": 0, "Index": 66}, {"Word": "up", "Confidence": 0.955, "X1": 0.62827, "Y1": 0.5602, "X2": 0.64529, "Y2": 0.56, "X3": 0.64529, "Y3": 0.5738, "X4": 0.62827, "Y4": 0.5738, "page": 0, "Index": 67}, {"Word": "-", "Confidence": 0.995, "X1": 0.64921, "Y1": 0.5602, "X2": 0.65576, "Y2": 0.56, "X3": 0.65576, "Y3": 0.5738, "X4": 0.64791, "Y4": 0.5738, "page": 0, "Index": 68}, {"Word": "77.", "Confidence": 0.247, "X1": 0.65969, "Y1": 0.5592, "X2": 0.68063, "Y2": 0.559, "X3": 0.68063, "Y3": 0.5738, "X4": 0.65969, "Y4": 0.5738, "page": 0, "Index": 69}, {"Word": "(4000", "Confidence": 0.997, "X1": 0.6034, "Y1": 0.5792, "X2": 0.63874, "Y2": 0.579, "X3": 0.63874, "Y3": 0.5958, "X4": 0.6034, "Y4": 0.5958, "page": 0, "Index": 70}, {"Word": "g/min)", "Confidence": 0.447, "X1": 0.64267, "Y1": 0.5802, "X2": 0.69241, "Y2": 0.58, "X3": 0.69241, "Y3": 0.5958, "X4": 0.64267, "Y4": 0.5958, "page": 0, "Index": 71}, {"Word": "-", "Confidence": 0.926, "X1": 0.02225, "Y1": 0.6352, "X2": 0.02749, "Y2": 0.635, "X3": 0.02749, "Y3": 0.6498, "X4": 0.02225, "Y4": 0.6498, "page": 0, "Index": 72}, {"Word": "Test", "Confidence": 0.987, "X1": 0.03141, "Y1": 0.6362, "X2": 0.0589, "Y2": 0.636, "X3": 0.0589, "Y3": 0.6498, "X4": 0.03141, "Y4": 0.6498, "page": 0, "Index": 73}, {"Word": "Fixture", "Confidence": 0.995, "X1": 0.06283, "Y1": 0.6362, "X2": 0.10864, "Y2": 0.636, "X3": 0.10864, "Y3": 0.6508, "X4": 0.06283, "Y4": 0.6508, "page": 0, "Index": 74}, {"Word": "For", "Confidence": 0.998, "X1": 0.11257, "Y1": 0.6362, "X2": 0.13613, "Y2": 0.636, "X3": 0.13613, "Y3": 0.6508, "X4": 0.11257, "Y4": 0.6508, "page": 0, "Index": 75}, {"Word": "Calendering/Compressing", "Confidence": 0.982, "X1": 0.14005, "Y1": 0.6362, "X2": 0.31021, "Y2": 0.636, "X3": 0.31021, "Y3": 0.6518, "X4": 0.14005, "Y4": 0.6508, "page": 0, "Index": 76}, {"Word": "Plug", "Confidence": 0.991, "X1": 0.31414, "Y1": 0.6362, "X2": 0.34424, "Y2": 0.636, "X3": 0.34424, "Y3": 0.6518, "X4": 0.31414, "Y4": 0.6518, "page": 0, "Index": 77}, {"Word": "Position", "Confidence": 0.996, "X1": 0.34817, "Y1": 0.6362, "X2": 0.40445, "Y2": 0.636, "X3": 0.40445, "Y3": 0.6518, "X4": 0.34817, "Y4": 0.6518, "page": 0, "Index": 78}, {"Word": "-", "Confidence": 0.852, "X1": 0.02487, "Y1": 0.6572, "X2": 0.0288, "Y2": 0.657, "X3": 0.02749, "Y3": 0.6718, "X4": 0.02356, "Y4": 0.6718, "page": 0, "Index": 79}, {"Word": "Test", "Confidence": 0.986, "X1": 0.03272, "Y1": 0.6572, "X2": 0.0589, "Y2": 0.657, "X3": 0.05759, "Y3": 0.6718, "X4": 0.03141, "Y4": 0.6718, "page": 0, "Index": 80}, {"Word": "Fixture", "Confidence": 0.955, "X1": 0.06283, "Y1": 0.6572, "X2": 0.10995, "Y2": 0.657, "X3": 0.10864, "Y3": 0.6718, "X4": 0.06152, "Y4": 0.6718, "page": 0, "Index": 81}, {"Word": "For", "Confidence": 0.995, "X1": 0.11387, "Y1": 0.6572, "X2": 0.13613, "Y2": 0.657, "X3": 0.13482, "Y3": 0.6718, "X4": 0.11257, "Y4": 0.6718, "page": 0, "Index": 82}, {"Word": "Chamfering", "Confidence": 0.992, "X1": 0.14005, "Y1": 0.6572, "X2": 0.21859, "Y2": 0.657, "X3": 0.21728, "Y3": 0.6718, "X4": 0.13874, "Y4": 0.6718, "page": 0, "Index": 83}, {"Word": "Plugs", "Confidence": 0.997, "X1": 0.22251, "Y1": 0.6572, "X2": 0.25916, "Y2": 0.657, "X3": 0.25916, "Y3": 0.6718, "X4": 0.2212, "Y4": 0.6718, "page": 0, "Index": 84}, {"Word": "Using", "Confidence": 0.997, "X1": 0.26309, "Y1": 0.6572, "X2": 0.30236, "Y2": 0.657, "X3": 0.30105, "Y3": 0.6728, "X4": 0.26309, "Y4": 0.6718, "page": 0, "Index": 85}, {"Word": "Rolling", "Confidence": 0.981, "X1": 0.30628, "Y1": 0.6572, "X2": 0.35471, "Y2": 0.657, "X3": 0.35471, "Y3": 0.6728, "X4": 0.30497, "Y4": 0.6728, "page": 0, "Index": 86}, {"Word": "Action", "Confidence": 0.997, "X1": 0.35864, "Y1": 0.6572, "X2": 0.40707, "Y2": 0.657, "X3": 0.40576, "Y3": 0.6728, "X4": 0.35864, "Y4": 0.6728, "page": 0, "Index": 87}, {"Word": "-Test", "Confidence": 0.623, "X1": 0.02618, "Y1": 0.6782, "X2": 0.0589, "Y2": 0.678, "X3": 0.0589, "Y3": 0.6938, "X4": 0.02487, "Y4": 0.6938, "page": 0, "Index": 88}, {"Word": "Cutting", "Confidence": 0.976, "X1": 0.06283, "Y1": 0.6792, "X2": 0.11126, "Y2": 0.679, "X3": 0.10995, "Y3": 0.6938, "X4": 0.06283, "Y4": 0.6938, "page": 0, "Index": 89}, {"Word": "of", "Confidence": 0.998, "X1": 0.11518, "Y1": 0.6792, "X2": 0.13089, "Y2": 0.679, "X3": 0.13089, "Y3": 0.6938, "X4": 0.11387, "Y4": 0.6938, "page": 0, "Index": 90}, {"Word": "Tubes", "Confidence": 0.993, "X1": 0.13482, "Y1": 0.6792, "X2": 0.17277, "Y2": 0.679, "X3": 0.17277, "Y3": 0.6938, "X4": 0.13482, "Y4": 0.6938, "page": 0, "Index": 91}, {"Word": "in", "Confidence": 0.998, "X1": 0.1767, "Y1": 0.6792, "X2": 0.18848, "Y2": 0.679, "X3": 0.18848, "Y3": 0.6938, "X4": 0.1767, "Y4": 0.6938, "page": 0, "Index": 92}, {"Word": "Hoppers,", "Confidence": 0.993, "X1": 0.19372, "Y1": 0.6792, "X2": 0.25262, "Y2": 0.679, "X3": 0.25262, "Y3": 0.6938, "X4": 0.19241, "Y4": 0.6938, "page": 0, "Index": 93}, {"Word": "Spacer", "Confidence": 0.996, "X1": 0.25654, "Y1": 0.6792, "X2": 0.30105, "Y2": 0.679, "X3": 0.30105, "Y3": 0.6938, "X4": 0.25654, "Y4": 0.6938, "page": 0, "Index": 94}, {"Word": "&", "Confidence": 0.967, "X1": 0.30497, "Y1": 0.6792, "X2": 0.31675, "Y2": 0.679, "X3": 0.31675, "Y3": 0.6938, "X4": 0.30497, "Y4": 0.6938, "page": 0, "Index": 95}, {"Word": "Outer", "Confidence": 0.997, "X1": 0.32068, "Y1": 0.6792, "X2": 0.36387, "Y2": 0.679, "X3": 0.36387, "Y3": 0.6938, "X4": 0.32068, "Y4": 0.6938, "page": 0, "Index": 96}, {"Word": "-", "Confidence": 0.941, "X1": 0.02356, "Y1": 0.7012, "X2": 0.02749, "Y2": 0.701, "X3": 0.02618, "Y3": 0.7148, "X4": 0.02225, "Y4": 0.7148, "page": 0, "Index": 97}, {"Word": "Test", "Confidence": 0.986, "X1": 0.03141, "Y1": 0.7012, "X2": 0.06021, "Y2": 0.701, "X3": 0.0589, "Y3": 0.7148, "X4": 0.0301, "Y4": 0.7148, "page": 0, "Index": 98}, {"Word": "Fixtures", "Confidence": 0.991, "X1": 0.06283, "Y1": 0.7002, "X2": 0.11649, "Y2": 0.7, "X3": 0.11518, "Y3": 0.7148, "X4": 0.06152, "Y4": 0.7148, "page": 0, "Index": 99}, {"Word": "For", "Confidence": 0.998, "X1": 0.12042, "Y1": 0.7002, "X2": 0.14398, "Y2": 0.7, "X3": 0.14267, "Y3": 0.7148, "X4": 0.11911, "Y4": 0.7148, "page": 0, "Index": 100}, {"Word": "Assembly", "Confidence": 0.994, "X1": 0.14791, "Y1": 0.7002, "X2": 0.21204, "Y2": 0.7, "X3": 0.21073, "Y3": 0.7148, "X4": 0.1466, "Y4": 0.7148, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.21597, "Y1": 0.7002, "X2": 0.23168, "Y2": 0.7, "X3": 0.23037, "Y3": 0.7148, "X4": 0.21466, "Y4": 0.7148, "page": 0, "Index": 102}, {"Word": "Tubular", "Confidence": 0.992, "X1": 0.2356, "Y1": 0.7012, "X2": 0.28534, "Y2": 0.701, "X3": 0.28534, "Y3": 0.7148, "X4": 0.23429, "Y4": 0.7148, "page": 0, "Index": 103}, {"Word": "Components", "Confidence": 0.992, "X1": 0.28927, "Y1": 0.7012, "X2": 0.37565, "Y2": 0.701, "X3": 0.37435, "Y3": 0.7158, "X4": 0.28796, "Y4": 0.7148, "page": 0, "Index": 104}, {"Word": "2020346596", "Confidence": 0.995, "X1": 0.81675, "Y1": 0.8472, "X2": 0.82199, "Y2": 0.847, "X3": 0.79581, "Y3": 0.8488, "X4": 0.78927, "Y4": 0.7248, "page": 0, "Index": 105}, {"Word": "30,", "Confidence": 0.996, "X1": 0.76571, "Y1": 0.9532, "X2": 0.78665, "Y2": 0.953, "X3": 0.78665, "Y3": 0.9678, "X4": 0.76571, "Y4": 0.9688, "page": 0, "Index": 106}, {"Word": "1992", "Confidence": 0.988, "X1": 0.79058, "Y1": 0.9532, "X2": 0.82461, "Y2": 0.953, "X3": 0.82592, "Y3": 0.9678, "X4": 0.79058, "Y4": 0.9678, "page": 0, "Index": 107}, {"Word": "September", "Confidence": 0.993, "X1": 0.69241, "Y1": 0.9542, "X2": 0.76178, "Y2": 0.954, "X3": 0.76178, "Y3": 0.9688, "X4": 0.6911, "Y4": 0.9688, "page": 0, "Index": 108}]}	"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"
ffcl0128	6	{"lines_data": [{"Word": "Max-S Tipper", "Confidence": 0.9925, "X1": 0.09686, "Y1": 0.1632, "X2": 0.21728, "Y2": 0.163, "X3": 0.21597, "Y3": 0.1818, "X4": 0.09686, "Y4": 0.1808, "page": 0}, {"Word": "Scope Design Work:", "Confidence": 0.99367, "X1": 0.09686, "Y1": 0.1992, "X2": 0.26571, "Y2": 0.199, "X3": 0.26571, "Y3": 0.2168, "X4": 0.09686, "Y4": 0.2178, "page": 0}, {"Word": "Existing Max-S machinery would be used to handle the final tipping operation to the", "Confidence": 0.99507, "X1": 0.09686, "Y1": 0.2362, "X2": 0.73691, "Y2": 0.236, "X3": 0.73691, "Y3": 0.2528, "X4": 0.09686, "Y4": 0.2518, "page": 0}, {"Word": "Cartridge Assembly. The two up component would be fed into the Max-S and tipped", "Confidence": 0.99479, "X1": 0.09686, "Y1": 0.2532, "X2": 0.74346, "Y2": 0.253, "X3": 0.74346, "Y3": 0.2688, "X4": 0.09686, "Y4": 0.2688, "page": 0}, {"Word": "The Tipper would use some of the hopper systems developed on the Dual Hopper Max-S", "Confidence": 0.9954, "X1": 0.09948, "Y1": 0.2692, "X2": 0.76832, "Y2": 0.269, "X3": 0.76832, "Y3": 0.2858, "X4": 0.09948, "Y4": 0.2858, "page": 0}, {"Word": "developed for the Lark product. This will require that the Max-S' procured for the Beta", "Confidence": 0.99367, "X1": 0.09948, "Y1": 0.2862, "X2": 0.76178, "Y2": 0.286, "X3": 0.76178, "Y3": 0.3028, "X4": 0.09948, "Y4": 0.3028, "page": 0}, {"Word": "program be compatable with the design of the Dual Hopper Modifications.", "Confidence": 0.99482, "X1": 0.09817, "Y1": 0.3022, "X2": 0.66099, "Y2": 0.302, "X3": 0.66099, "Y3": 0.3198, "X4": 0.09817, "Y4": 0.3208, "page": 0}, {"Word": "1)", "Confidence": 0.994, "X1": 0.10209, "Y1": 0.3372, "X2": 0.11649, "Y2": 0.337, "X3": 0.11518, "Y3": 0.3528, "X4": 0.10209, "Y4": 0.3528, "page": 0}, {"Word": "Redesign of the 12 up hopper on the Dual Hopper System may be necessary", "Confidence": 0.99586, "X1": 0.15445, "Y1": 0.3362, "X2": 0.72513, "Y2": 0.336, "X3": 0.72513, "Y3": 0.3538, "X4": 0.15445, "Y4": 0.3528, "page": 0}, {"Word": "2)", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.3522, "X2": 0.11649, "Y2": 0.352, "X3": 0.11649, "Y3": 0.3688, "X4": 0.09817, "Y4": 0.3678, "page": 0}, {"Word": "A new hopper to cut, grade and convey the thick walled Cartridge Assemblies:", "Confidence": 0.992, "X1": 0.15314, "Y1": 0.3532, "X2": 0.74476, "Y2": 0.353, "X3": 0.74476, "Y3": 0.3688, "X4": 0.15314, "Y4": 0.3698, "page": 0}, {"Word": "will need to be developed.", "Confidence": 0.9946, "X1": 0.15445, "Y1": 0.3702, "X2": 0.35209, "Y2": 0.37, "X3": 0.35209, "Y3": 0.3858, "X4": 0.15445, "Y4": 0.3858, "page": 0}, {"Word": "3)", "Confidence": 0.997, "X1": 0.09817, "Y1": 0.3872, "X2": 0.1178, "Y2": 0.387, "X3": 0.11649, "Y3": 0.4028, "X4": 0.09817, "Y4": 0.4018, "page": 0}, {"Word": "The machine will have 2 different hoppers that will tax the operators ability to", "Confidence": 0.98764, "X1": 0.15445, "Y1": 0.3862, "X2": 0.74476, "Y2": 0.386, "X3": 0.74476, "Y3": 0.4028, "X4": 0.15445, "Y4": 0.4018, "page": 0}, {"Word": "keep up with the tray feed systems. Therefore, it may be necessary to develop", "Confidence": 0.99379, "X1": 0.15576, "Y1": 0.4032, "X2": 0.74346, "Y2": 0.403, "X3": 0.74346, "Y3": 0.4208, "X4": 0.15576, "Y4": 0.4208, "page": 0}, {"Word": "mass flow tray systems that can be automatically supplied.", "Confidence": 0.99278, "X1": 0.15445, "Y1": 0.4202, "X2": 0.59424, "Y2": 0.42, "X3": 0.59424, "Y3": 0.4358, "X4": 0.15445, "Y4": 0.4358, "page": 0}, {"Word": "4)", "Confidence": 0.998, "X1": 0.10079, "Y1": 0.4392, "X2": 0.11911, "Y2": 0.439, "X3": 0.1178, "Y3": 0.4508, "X4": 0.09948, "Y4": 0.4508, "page": 0}, {"Word": "Electrical control systems will need to be devised to detect and control the", "Confidence": 0.99492, "X1": 0.15576, "Y1": 0.4362, "X2": 0.71073, "Y2": 0.436, "X3": 0.71073, "Y3": 0.4518, "X4": 0.15576, "Y4": 0.4518, "page": 0}, {"Word": "assembly of various components and Vision Inspection Systems will need to be", "Confidence": 0.99425, "X1": 0.15445, "Y1": 0.4532, "X2": 0.75393, "Y2": 0.453, "X3": 0.75393, "Y3": 0.4688, "X4": 0.15445, "Y4": 0.4688, "page": 0}, {"Word": "adapted to inspect the finished assemblies before they exit the machine. The", "Confidence": 0.99467, "X1": 0.15576, "Y1": 0.4702, "X2": 0.73168, "Y2": 0.47, "X3": 0.73168, "Y3": 0.4848, "X4": 0.15576, "Y4": 0.4868, "page": 0}, {"Word": "Vision Systems currently being developed for cigarettes and plugs may be", "Confidence": 0.99064, "X1": 0.15576, "Y1": 0.4862, "X2": 0.71466, "Y2": 0.486, "X3": 0.71466, "Y3": 0.5028, "X4": 0.15576, "Y4": 0.5028, "page": 0}, {"Word": "adaptable.", "Confidence": 0.992, "X1": 0.15445, "Y1": 0.5032, "X2": 0.23429, "Y2": 0.503, "X3": 0.23429, "Y3": 0.5178, "X4": 0.15445, "Y4": 0.5188, "page": 0}, {"Word": "Equipment Requirement:", "Confidence": 0.992, "X1": 0.09686, "Y1": 0.5352, "X2": 0.3089, "Y2": 0.535, "X3": 0.3089, "Y3": 0.5528, "X4": 0.09686, "Y4": 0.5528, "page": 0}, {"Word": "(7) Max-S Tippers", "Confidence": 0.99567, "X1": 0.37696, "Y1": 0.5362, "X2": 0.52094, "Y2": 0.536, "X3": 0.52094, "Y3": 0.5528, "X4": 0.37696, "Y4": 0.5518, "page": 0}, {"Word": "(7) HCF-80B", "Confidence": 0.997, "X1": 0.37696, "Y1": 0.5532, "X2": 0.48168, "Y2": 0.553, "X3": 0.48168, "Y3": 0.5678, "X4": 0.37827, "Y4": 0.5688, "page": 0}, {"Word": "(7) Mass Flow Tray Feed Systems", "Confidence": 0.983, "X1": 0.37696, "Y1": 0.5702, "X2": 0.64005, "Y2": 0.57, "X3": 0.64005, "Y3": 0.5858, "X4": 0.37696, "Y4": 0.5848, "page": 0}, {"Word": "Engineering requirement:", "Confidence": 0.9915, "X1": 0.09686, "Y1": 0.5862, "X2": 0.31021, "Y2": 0.586, "X3": 0.31152, "Y3": 0.6028, "X4": 0.09686, "Y4": 0.6038, "page": 0}, {"Word": "1 ME", "Confidence": 0.7295, "X1": 0.37958, "Y1": 0.5852, "X2": 0.42277, "Y2": 0.585, "X3": 0.42277, "Y3": 0.5988, "X4": 0.37958, "Y4": 0.5988, "page": 0}, {"Word": "I Mech Designer", "Confidence": 0.738, "X1": 0.37827, "Y1": 0.6042, "X2": 0.51178, "Y2": 0.604, "X3": 0.51047, "Y3": 0.6198, "X4": 0.37827, "Y4": 0.6188, "page": 0}, {"Word": "I EE", "Confidence": 0.686, "X1": 0.37958, "Y1": 0.6212, "X2": 0.42016, "Y2": 0.621, "X3": 0.42016, "Y3": 0.6348, "X4": 0.37958, "Y4": 0.6338, "page": 0}, {"Word": "External Design Support :", "Confidence": 0.99525, "X1": 0.37435, "Y1": 0.6372, "X2": 0.58115, "Y2": 0.637, "X3": 0.58115, "Y3": 0.6528, "X4": 0.37435, "Y4": 0.6528, "page": 0}, {"Word": "1 Design Engrs", "Confidence": 0.88533, "X1": 0.59031, "Y1": 0.6362, "X2": 0.71728, "Y2": 0.636, "X3": 0.71728, "Y3": 0.6538, "X4": 0.58901, "Y4": 0.6518, "page": 0}, {"Word": "EE Design Support", "Confidence": 0.95133, "X1": 0.59686, "Y1": 0.6542, "X2": 0.75131, "Y2": 0.654, "X3": 0.75131, "Y3": 0.6698, "X4": 0.59686, "Y4": 0.6688, "page": 0}, {"Word": "Estimated start date:", "Confidence": 0.99467, "X1": 0.09686, "Y1": 0.6872, "X2": 0.27225, "Y2": 0.687, "X3": 0.27094, "Y3": 0.7028, "X4": 0.09686, "Y4": 0.7028, "page": 0}, {"Word": "11/92", "Confidence": 0.997, "X1": 0.37696, "Y1": 0.6872, "X2": 0.4267, "Y2": 0.687, "X3": 0.42539, "Y3": 0.7018, "X4": 0.37696, "Y4": 0.7018, "page": 0}, {"Word": "Current Speed Estimate: 4000 cartridges/min. @ 65% eff", "Confidence": 0.99237, "X1": 0.09817, "Y1": 0.7192, "X2": 0.57068, "Y2": 0.719, "X3": 0.57068, "Y3": 0.7358, "X4": 0.09817, "Y4": 0.7368, "page": 0}, {"Word": "B. Kees. 9/30/92", "Confidence": 0.88667, "X1": 0.09817, "Y1": 0.7712, "X2": 0.18848, "Y2": 0.771, "X3": 0.18848, "Y3": 0.7828, "X4": 0.09817, "Y4": 0.7828, "page": 0}, {"Word": "2020346602", "Confidence": 0.991, "X1": 0.7945, "Y1": 0.8492, "X2": 0.80105, "Y2": 0.849, "X3": 0.77356, "Y3": 0.8498, "X4": 0.76702, "Y4": 0.7208, "page": 0}], "words_data": [{"Word": "Max-S", "Confidence": 0.994, "X1": 0.09686, "Y1": 0.1632, "X2": 0.15183, "Y2": 0.163, "X3": 0.15052, "Y3": 0.1808, "X4": 0.09686, "Y4": 0.1808, "page": 0, "Index": 0}, {"Word": "Tipper", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.1642, "X2": 0.21597, "Y2": 0.164, "X3": 0.21597, "Y3": 0.1818, "X4": 0.15576, "Y4": 0.1808, "page": 0, "Index": 1}, {"Word": "Scope", "Confidence": 0.994, "X1": 0.09686, "Y1": 0.2002, "X2": 0.14398, "Y2": 0.2, "X3": 0.14398, "Y3": 0.2178, "X4": 0.09686, "Y4": 0.2178, "page": 0, "Index": 2}, {"Word": "Design", "Confidence": 0.994, "X1": 0.14791, "Y1": 0.2002, "X2": 0.20419, "Y2": 0.2, "X3": 0.20419, "Y3": 0.2178, "X4": 0.14791, "Y4": 0.2178, "page": 0, "Index": 3}, {"Word": "Work:", "Confidence": 0.993, "X1": 0.20812, "Y1": 0.2002, "X2": 0.26571, "Y2": 0.2, "X3": 0.26571, "Y3": 0.2168, "X4": 0.20812, "Y4": 0.2178, "page": 0, "Index": 4}, {"Word": "Existing", "Confidence": 0.99, "X1": 0.09817, "Y1": 0.2362, "X2": 0.15969, "Y2": 0.236, "X3": 0.15969, "Y3": 0.2528, "X4": 0.09817, "Y4": 0.2528, "page": 0, "Index": 5}, {"Word": "Max-S", "Confidence": 0.997, "X1": 0.16361, "Y1": 0.2362, "X2": 0.21597, "Y2": 0.236, "X3": 0.21466, "Y3": 0.2528, "X4": 0.16361, "Y4": 0.2528, "page": 0, "Index": 6}, {"Word": "machinery", "Confidence": 0.995, "X1": 0.2199, "Y1": 0.2372, "X2": 0.29974, "Y2": 0.237, "X3": 0.29843, "Y3": 0.2528, "X4": 0.2199, "Y4": 0.2528, "page": 0, "Index": 7}, {"Word": "would", "Confidence": 0.995, "X1": 0.30366, "Y1": 0.2372, "X2": 0.35079, "Y2": 0.237, "X3": 0.34948, "Y3": 0.2528, "X4": 0.30366, "Y4": 0.2528, "page": 0, "Index": 8}, {"Word": "be", "Confidence": 0.997, "X1": 0.35471, "Y1": 0.2372, "X2": 0.37173, "Y2": 0.237, "X3": 0.37173, "Y3": 0.2528, "X4": 0.35471, "Y4": 0.2528, "page": 0, "Index": 9}, {"Word": "used", "Confidence": 0.988, "X1": 0.37565, "Y1": 0.2372, "X2": 0.41099, "Y2": 0.237, "X3": 0.41099, "Y3": 0.2528, "X4": 0.37565, "Y4": 0.2528, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.41623, "Y1": 0.2372, "X2": 0.42932, "Y2": 0.237, "X3": 0.42932, "Y3": 0.2528, "X4": 0.41492, "Y4": 0.2528, "page": 0, "Index": 11}, {"Word": "handle", "Confidence": 0.994, "X1": 0.43455, "Y1": 0.2372, "X2": 0.4856, "Y2": 0.237, "X3": 0.48429, "Y3": 0.2538, "X4": 0.43325, "Y4": 0.2528, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.998, "X1": 0.48953, "Y1": 0.2372, "X2": 0.51178, "Y2": 0.237, "X3": 0.51178, "Y3": 0.2538, "X4": 0.48953, "Y4": 0.2538, "page": 0, "Index": 13}, {"Word": "final", "Confidence": 0.997, "X1": 0.51702, "Y1": 0.2372, "X2": 0.55236, "Y2": 0.237, "X3": 0.55105, "Y3": 0.2538, "X4": 0.51571, "Y4": 0.2538, "page": 0, "Index": 14}, {"Word": "tipping", "Confidence": 0.995, "X1": 0.55628, "Y1": 0.2372, "X2": 0.60995, "Y2": 0.237, "X3": 0.60995, "Y3": 0.2538, "X4": 0.55628, "Y4": 0.2538, "page": 0, "Index": 15}, {"Word": "operation", "Confidence": 0.995, "X1": 0.61518, "Y1": 0.2372, "X2": 0.68586, "Y2": 0.237, "X3": 0.68455, "Y3": 0.2528, "X4": 0.61387, "Y4": 0.2538, "page": 0, "Index": 16}, {"Word": "to", "Confidence": 0.998, "X1": 0.68979, "Y1": 0.2372, "X2": 0.70419, "Y2": 0.237, "X3": 0.70288, "Y3": 0.2528, "X4": 0.68848, "Y4": 0.2528, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.994, "X1": 0.70812, "Y1": 0.2372, "X2": 0.73691, "Y2": 0.237, "X3": 0.7356, "Y3": 0.2528, "X4": 0.70812, "Y4": 0.2528, "page": 0, "Index": 18}, {"Word": "Cartridge", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.2542, "X2": 0.16885, "Y2": 0.254, "X3": 0.16885, "Y3": 0.2698, "X4": 0.09817, "Y4": 0.2698, "page": 0, "Index": 19}, {"Word": "Assembly.", "Confidence": 0.991, "X1": 0.17277, "Y1": 0.2542, "X2": 0.25916, "Y2": 0.254, "X3": 0.25916, "Y3": 0.2698, "X4": 0.17277, "Y4": 0.2698, "page": 0, "Index": 20}, {"Word": "The", "Confidence": 0.998, "X1": 0.26309, "Y1": 0.2542, "X2": 0.29188, "Y2": 0.254, "X3": 0.29058, "Y3": 0.2698, "X4": 0.26309, "Y4": 0.2698, "page": 0, "Index": 21}, {"Word": "two", "Confidence": 0.996, "X1": 0.29581, "Y1": 0.2542, "X2": 0.3233, "Y2": 0.254, "X3": 0.3233, "Y3": 0.2698, "X4": 0.29581, "Y4": 0.2698, "page": 0, "Index": 22}, {"Word": "up", "Confidence": 0.997, "X1": 0.32723, "Y1": 0.2542, "X2": 0.34686, "Y2": 0.254, "X3": 0.34686, "Y3": 0.2698, "X4": 0.32723, "Y4": 0.2698, "page": 0, "Index": 23}, {"Word": "component", "Confidence": 0.991, "X1": 0.35209, "Y1": 0.2542, "X2": 0.43586, "Y2": 0.254, "X3": 0.43586, "Y3": 0.2698, "X4": 0.35079, "Y4": 0.2698, "page": 0, "Index": 24}, {"Word": "would", "Confidence": 0.997, "X1": 0.43979, "Y1": 0.2542, "X2": 0.48691, "Y2": 0.254, "X3": 0.4856, "Y3": 0.2698, "X4": 0.43979, "Y4": 0.2698, "page": 0, "Index": 25}, {"Word": "be", "Confidence": 0.997, "X1": 0.49084, "Y1": 0.2542, "X2": 0.50916, "Y2": 0.254, "X3": 0.50916, "Y3": 0.2698, "X4": 0.49084, "Y4": 0.2698, "page": 0, "Index": 26}, {"Word": "fed", "Confidence": 0.998, "X1": 0.51309, "Y1": 0.2542, "X2": 0.53665, "Y2": 0.254, "X3": 0.53665, "Y3": 0.2698, "X4": 0.51309, "Y4": 0.2698, "page": 0, "Index": 27}, {"Word": "into", "Confidence": 0.987, "X1": 0.54188, "Y1": 0.2542, "X2": 0.57068, "Y2": 0.254, "X3": 0.57068, "Y3": 0.2698, "X4": 0.54058, "Y4": 0.2698, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.991, "X1": 0.57461, "Y1": 0.2542, "X2": 0.59948, "Y2": 0.254, "X3": 0.59817, "Y3": 0.2698, "X4": 0.57461, "Y4": 0.2698, "page": 0, "Index": 29}, {"Word": "Max-S", "Confidence": 0.997, "X1": 0.6034, "Y1": 0.2532, "X2": 0.65576, "Y2": 0.253, "X3": 0.65445, "Y3": 0.2698, "X4": 0.60209, "Y4": 0.2698, "page": 0, "Index": 30}, {"Word": "and", "Confidence": 0.998, "X1": 0.65969, "Y1": 0.2532, "X2": 0.68586, "Y2": 0.253, "X3": 0.68586, "Y3": 0.2698, "X4": 0.65838, "Y4": 0.2698, "page": 0, "Index": 31}, {"Word": "tipped", "Confidence": 0.995, "X1": 0.6911, "Y1": 0.2532, "X2": 0.74215, "Y2": 0.253, "X3": 0.74084, "Y3": 0.2698, "X4": 0.68979, "Y4": 0.2698, "page": 0, "Index": 32}, {"Word": "The", "Confidence": 0.991, "X1": 0.10079, "Y1": 0.2702, "X2": 0.12827, "Y2": 0.27, "X3": 0.12827, "Y3": 0.2858, "X4": 0.10209, "Y4": 0.2858, "page": 0, "Index": 33}, {"Word": "Tipper", "Confidence": 0.997, "X1": 0.1322, "Y1": 0.2702, "X2": 0.18063, "Y2": 0.27, "X3": 0.18194, "Y3": 0.2858, "X4": 0.1322, "Y4": 0.2858, "page": 0, "Index": 34}, {"Word": "would", "Confidence": 0.998, "X1": 0.18455, "Y1": 0.2702, "X2": 0.23298, "Y2": 0.27, "X3": 0.23298, "Y3": 0.2868, "X4": 0.18586, "Y4": 0.2858, "page": 0, "Index": 35}, {"Word": "use", "Confidence": 0.998, "X1": 0.23691, "Y1": 0.2702, "X2": 0.26178, "Y2": 0.27, "X3": 0.26309, "Y3": 0.2868, "X4": 0.23691, "Y4": 0.2868, "page": 0, "Index": 36}, {"Word": "some", "Confidence": 0.991, "X1": 0.26702, "Y1": 0.2712, "X2": 0.30628, "Y2": 0.271, "X3": 0.30628, "Y3": 0.2868, "X4": 0.26702, "Y4": 0.2868, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.31021, "Y1": 0.2712, "X2": 0.32723, "Y2": 0.271, "X3": 0.32723, "Y3": 0.2868, "X4": 0.31021, "Y4": 0.2868, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.33115, "Y1": 0.2702, "X2": 0.3534, "Y2": 0.27, "X3": 0.3534, "Y3": 0.2868, "X4": 0.33115, "Y4": 0.2868, "page": 0, "Index": 39}, {"Word": "hopper", "Confidence": 0.996, "X1": 0.35733, "Y1": 0.2702, "X2": 0.41099, "Y2": 0.27, "X3": 0.41099, "Y3": 0.2868, "X4": 0.35733, "Y4": 0.2868, "page": 0, "Index": 40}, {"Word": "systems", "Confidence": 0.991, "X1": 0.41492, "Y1": 0.2702, "X2": 0.47513, "Y2": 0.27, "X3": 0.47513, "Y3": 0.2868, "X4": 0.41492, "Y4": 0.2868, "page": 0, "Index": 41}, {"Word": "developed", "Confidence": 0.994, "X1": 0.47906, "Y1": 0.2702, "X2": 0.55628, "Y2": 0.27, "X3": 0.55628, "Y3": 0.2868, "X4": 0.47906, "Y4": 0.2868, "page": 0, "Index": 42}, {"Word": "on", "Confidence": 0.998, "X1": 0.56152, "Y1": 0.2702, "X2": 0.58115, "Y2": 0.27, "X3": 0.57984, "Y3": 0.2868, "X4": 0.56021, "Y4": 0.2868, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.998, "X1": 0.58508, "Y1": 0.2702, "X2": 0.60733, "Y2": 0.27, "X3": 0.60602, "Y3": 0.2868, "X4": 0.58377, "Y4": 0.2868, "page": 0, "Index": 44}, {"Word": "Dual", "Confidence": 0.991, "X1": 0.61126, "Y1": 0.2702, "X2": 0.64791, "Y2": 0.27, "X3": 0.6466, "Y3": 0.2858, "X4": 0.61126, "Y4": 0.2868, "page": 0, "Index": 45}, {"Word": "Hopper", "Confidence": 0.997, "X1": 0.65183, "Y1": 0.2692, "X2": 0.70942, "Y2": 0.269, "X3": 0.70942, "Y3": 0.2858, "X4": 0.65183, "Y4": 0.2858, "page": 0, "Index": 46}, {"Word": "Max-S", "Confidence": 0.995, "X1": 0.71335, "Y1": 0.2692, "X2": 0.76702, "Y2": 0.269, "X3": 0.76571, "Y3": 0.2858, "X4": 0.71335, "Y4": 0.2858, "page": 0, "Index": 47}, {"Word": "developed", "Confidence": 0.994, "X1": 0.10079, "Y1": 0.2872, "X2": 0.17539, "Y2": 0.287, "X3": 0.17408, "Y3": 0.3028, "X4": 0.09948, "Y4": 0.3028, "page": 0, "Index": 48}, {"Word": "for", "Confidence": 0.998, "X1": 0.17932, "Y1": 0.2872, "X2": 0.20157, "Y2": 0.287, "X3": 0.20157, "Y3": 0.3028, "X4": 0.17801, "Y4": 0.3028, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.20681, "Y1": 0.2872, "X2": 0.22906, "Y2": 0.287, "X3": 0.22775, "Y3": 0.3028, "X4": 0.2055, "Y4": 0.3028, "page": 0, "Index": 50}, {"Word": "Lark", "Confidence": 0.991, "X1": 0.23298, "Y1": 0.2872, "X2": 0.26963, "Y2": 0.287, "X3": 0.26832, "Y3": 0.3028, "X4": 0.23168, "Y4": 0.3028, "page": 0, "Index": 51}, {"Word": "product.", "Confidence": 0.993, "X1": 0.27356, "Y1": 0.2872, "X2": 0.34162, "Y2": 0.287, "X3": 0.34031, "Y3": 0.3028, "X4": 0.27356, "Y4": 0.3028, "page": 0, "Index": 52}, {"Word": "This", "Confidence": 0.993, "X1": 0.34686, "Y1": 0.2872, "X2": 0.37827, "Y2": 0.287, "X3": 0.37696, "Y3": 0.3028, "X4": 0.34555, "Y4": 0.3028, "page": 0, "Index": 53}, {"Word": "will", "Confidence": 0.988, "X1": 0.38351, "Y1": 0.2872, "X2": 0.4123, "Y2": 0.287, "X3": 0.41099, "Y3": 0.3028, "X4": 0.3822, "Y4": 0.3028, "page": 0, "Index": 54}, {"Word": "require", "Confidence": 0.994, "X1": 0.41623, "Y1": 0.2872, "X2": 0.4699, "Y2": 0.287, "X3": 0.46859, "Y3": 0.3028, "X4": 0.41492, "Y4": 0.3028, "page": 0, "Index": 55}, {"Word": "that", "Confidence": 0.991, "X1": 0.47513, "Y1": 0.2872, "X2": 0.50262, "Y2": 0.287, "X3": 0.50131, "Y3": 0.3028, "X4": 0.47382, "Y4": 0.3028, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.994, "X1": 0.50785, "Y1": 0.2872, "X2": 0.53141, "Y2": 0.287, "X3": 0.5301, "Y3": 0.3028, "X4": 0.50524, "Y4": 0.3028, "page": 0, "Index": 57}, {"Word": "Max-S'", "Confidence": 0.993, "X1": 0.53534, "Y1": 0.2872, "X2": 0.59031, "Y2": 0.287, "X3": 0.58901, "Y3": 0.3028, "X4": 0.53403, "Y4": 0.3028, "page": 0, "Index": 58}, {"Word": "procured", "Confidence": 0.995, "X1": 0.59424, "Y1": 0.2872, "X2": 0.66099, "Y2": 0.287, "X3": 0.65969, "Y3": 0.3028, "X4": 0.59293, "Y4": 0.3028, "page": 0, "Index": 59}, {"Word": "for", "Confidence": 0.998, "X1": 0.66492, "Y1": 0.2872, "X2": 0.68848, "Y2": 0.287, "X3": 0.68586, "Y3": 0.3028, "X4": 0.66361, "Y4": 0.3028, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.69241, "Y1": 0.2872, "X2": 0.71597, "Y2": 0.287, "X3": 0.71466, "Y3": 0.3028, "X4": 0.6911, "Y4": 0.3028, "page": 0, "Index": 61}, {"Word": "Beta", "Confidence": 0.987, "X1": 0.7212, "Y1": 0.2872, "X2": 0.75916, "Y2": 0.287, "X3": 0.75785, "Y3": 0.3028, "X4": 0.71859, "Y4": 0.3028, "page": 0, "Index": 62}, {"Word": "program", "Confidence": 0.992, "X1": 0.09948, "Y1": 0.3052, "X2": 0.15969, "Y2": 0.305, "X3": 0.15969, "Y3": 0.3208, "X4": 0.09948, "Y4": 0.3208, "page": 0, "Index": 63}, {"Word": "be", "Confidence": 0.998, "X1": 0.16361, "Y1": 0.3042, "X2": 0.18194, "Y2": 0.304, "X3": 0.18194, "Y3": 0.3208, "X4": 0.16361, "Y4": 0.3208, "page": 0, "Index": 64}, {"Word": "compatable", "Confidence": 0.994, "X1": 0.18586, "Y1": 0.3042, "X2": 0.27487, "Y2": 0.304, "X3": 0.27487, "Y3": 0.3208, "X4": 0.18586, "Y4": 0.3208, "page": 0, "Index": 65}, {"Word": "with", "Confidence": 0.993, "X1": 0.2788, "Y1": 0.3032, "X2": 0.31152, "Y2": 0.303, "X3": 0.31152, "Y3": 0.3208, "X4": 0.2788, "Y4": 0.3208, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.998, "X1": 0.31545, "Y1": 0.3032, "X2": 0.33901, "Y2": 0.303, "X3": 0.33901, "Y3": 0.3208, "X4": 0.31545, "Y4": 0.3208, "page": 0, "Index": 67}, {"Word": "design", "Confidence": 0.996, "X1": 0.34293, "Y1": 0.3032, "X2": 0.39267, "Y2": 0.303, "X3": 0.39267, "Y3": 0.3198, "X4": 0.34293, "Y4": 0.3208, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.3966, "Y1": 0.3032, "X2": 0.41361, "Y2": 0.303, "X3": 0.4123, "Y3": 0.3198, "X4": 0.3966, "Y4": 0.3198, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.998, "X1": 0.41754, "Y1": 0.3032, "X2": 0.4411, "Y2": 0.303, "X3": 0.43979, "Y3": 0.3198, "X4": 0.41754, "Y4": 0.3198, "page": 0, "Index": 70}, {"Word": "Dual", "Confidence": 0.991, "X1": 0.44503, "Y1": 0.3032, "X2": 0.48168, "Y2": 0.303, "X3": 0.48037, "Y3": 0.3198, "X4": 0.44503, "Y4": 0.3198, "page": 0, "Index": 71}, {"Word": "Hopper", "Confidence": 0.994, "X1": 0.4856, "Y1": 0.3032, "X2": 0.54188, "Y2": 0.303, "X3": 0.54188, "Y3": 0.3198, "X4": 0.4856, "Y4": 0.3198, "page": 0, "Index": 72}, {"Word": "Modifications.", "Confidence": 0.991, "X1": 0.54712, "Y1": 0.3032, "X2": 0.66099, "Y2": 0.303, "X3": 0.65969, "Y3": 0.3198, "X4": 0.54581, "Y4": 0.3198, "page": 0, "Index": 73}, {"Word": "1)", "Confidence": 0.994, "X1": 0.10209, "Y1": 0.3372, "X2": 0.11649, "Y2": 0.337, "X3": 0.11649, "Y3": 0.3528, "X4": 0.10209, "Y4": 0.3528, "page": 0, "Index": 74}, {"Word": "Redesign", "Confidence": 0.993, "X1": 0.15445, "Y1": 0.3362, "X2": 0.22251, "Y2": 0.336, "X3": 0.22251, "Y3": 0.3538, "X4": 0.15576, "Y4": 0.3538, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.998, "X1": 0.22644, "Y1": 0.3362, "X2": 0.24215, "Y2": 0.336, "X3": 0.24346, "Y3": 0.3538, "X4": 0.22644, "Y4": 0.3538, "page": 0, "Index": 76}, {"Word": "the", "Confidence": 0.998, "X1": 0.24738, "Y1": 0.3362, "X2": 0.27225, "Y2": 0.336, "X3": 0.27225, "Y3": 0.3538, "X4": 0.24738, "Y4": 0.3538, "page": 0, "Index": 77}, {"Word": "12", "Confidence": 0.998, "X1": 0.27618, "Y1": 0.3362, "X2": 0.2945, "Y2": 0.336, "X3": 0.2945, "Y3": 0.3538, "X4": 0.27618, "Y4": 0.3538, "page": 0, "Index": 78}, {"Word": "up", "Confidence": 0.998, "X1": 0.29843, "Y1": 0.3362, "X2": 0.31545, "Y2": 0.336, "X3": 0.31545, "Y3": 0.3538, "X4": 0.29843, "Y4": 0.3538, "page": 0, "Index": 79}, {"Word": "hopper", "Confidence": 0.993, "X1": 0.32068, "Y1": 0.3362, "X2": 0.37435, "Y2": 0.336, "X3": 0.37435, "Y3": 0.3538, "X4": 0.32068, "Y4": 0.3538, "page": 0, "Index": 80}, {"Word": "on", "Confidence": 0.998, "X1": 0.37958, "Y1": 0.3362, "X2": 0.39791, "Y2": 0.336, "X3": 0.39791, "Y3": 0.3538, "X4": 0.37827, "Y4": 0.3538, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.998, "X1": 0.40314, "Y1": 0.3362, "X2": 0.42408, "Y2": 0.336, "X3": 0.42408, "Y3": 0.3538, "X4": 0.40183, "Y4": 0.3538, "page": 0, "Index": 82}, {"Word": "Dual", "Confidence": 0.988, "X1": 0.42932, "Y1": 0.3362, "X2": 0.46597, "Y2": 0.336, "X3": 0.46466, "Y3": 0.3538, "X4": 0.42801, "Y4": 0.3538, "page": 0, "Index": 83}, {"Word": "Hopper", "Confidence": 0.994, "X1": 0.4699, "Y1": 0.3372, "X2": 0.52749, "Y2": 0.337, "X3": 0.52618, "Y3": 0.3528, "X4": 0.4699, "Y4": 0.3538, "page": 0, "Index": 84}, {"Word": "System", "Confidence": 0.995, "X1": 0.53141, "Y1": 0.3372, "X2": 0.58508, "Y2": 0.337, "X3": 0.58508, "Y3": 0.3528, "X4": 0.53141, "Y4": 0.3528, "page": 0, "Index": 85}, {"Word": "may", "Confidence": 0.998, "X1": 0.59031, "Y1": 0.3372, "X2": 0.62435, "Y2": 0.337, "X3": 0.62304, "Y3": 0.3528, "X4": 0.58901, "Y4": 0.3528, "page": 0, "Index": 86}, {"Word": "be", "Confidence": 0.998, "X1": 0.62827, "Y1": 0.3372, "X2": 0.64529, "Y2": 0.337, "X3": 0.64398, "Y3": 0.3528, "X4": 0.62696, "Y4": 0.3528, "page": 0, "Index": 87}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.64921, "Y1": 0.3382, "X2": 0.72644, "Y2": 0.338, "X3": 0.72382, "Y3": 0.3528, "X4": 0.64791, "Y4": 0.3528, "page": 0, "Index": 88}, {"Word": "2)", "Confidence": 0.995, "X1": 0.09817, "Y1": 0.3522, "X2": 0.11649, "Y2": 0.352, "X3": 0.11518, "Y3": 0.3688, "X4": 0.09817, "Y4": 0.3678, "page": 0, "Index": 89}, {"Word": "A", "Confidence": 0.995, "X1": 0.15576, "Y1": 0.3552, "X2": 0.16623, "Y2": 0.355, "X3": 0.16623, "Y3": 0.3698, "X4": 0.15576, "Y4": 0.3698, "page": 0, "Index": 90}, {"Word": "new", "Confidence": 0.998, "X1": 0.17016, "Y1": 0.3542, "X2": 0.20157, "Y2": 0.354, "X3": 0.20157, "Y3": 0.3698, "X4": 0.17016, "Y4": 0.3698, "page": 0, "Index": 91}, {"Word": "hopper", "Confidence": 0.997, "X1": 0.20681, "Y1": 0.3542, "X2": 0.26047, "Y2": 0.354, "X3": 0.26047, "Y3": 0.3698, "X4": 0.20681, "Y4": 0.3698, "page": 0, "Index": 92}, {"Word": "to", "Confidence": 0.998, "X1": 0.2644, "Y1": 0.3542, "X2": 0.2788, "Y2": 0.354, "X3": 0.2788, "Y3": 0.3698, "X4": 0.2644, "Y4": 0.3698, "page": 0, "Index": 93}, {"Word": "cut,", "Confidence": 0.982, "X1": 0.28272, "Y1": 0.3542, "X2": 0.31152, "Y2": 0.354, "X3": 0.31152, "Y3": 0.3698, "X4": 0.28272, "Y4": 0.3698, "page": 0, "Index": 94}, {"Word": "grade", "Confidence": 0.997, "X1": 0.31545, "Y1": 0.3542, "X2": 0.35733, "Y2": 0.354, "X3": 0.35733, "Y3": 0.3698, "X4": 0.31545, "Y4": 0.3698, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.36126, "Y1": 0.3542, "X2": 0.38874, "Y2": 0.354, "X3": 0.38874, "Y3": 0.3698, "X4": 0.36126, "Y4": 0.3698, "page": 0, "Index": 96}, {"Word": "convey", "Confidence": 0.997, "X1": 0.39267, "Y1": 0.3542, "X2": 0.44764, "Y2": 0.354, "X3": 0.44764, "Y3": 0.3698, "X4": 0.39267, "Y4": 0.3698, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.998, "X1": 0.45288, "Y1": 0.3542, "X2": 0.47382, "Y2": 0.354, "X3": 0.47382, "Y3": 0.3698, "X4": 0.45157, "Y4": 0.3698, "page": 0, "Index": 98}, {"Word": "thick", "Confidence": 0.997, "X1": 0.47906, "Y1": 0.3542, "X2": 0.51832, "Y2": 0.354, "X3": 0.51832, "Y3": 0.3698, "X4": 0.47775, "Y4": 0.3698, "page": 0, "Index": 99}, {"Word": "walled", "Confidence": 0.997, "X1": 0.52225, "Y1": 0.3542, "X2": 0.57199, "Y2": 0.354, "X3": 0.57199, "Y3": 0.3698, "X4": 0.52225, "Y4": 0.3698, "page": 0, "Index": 100}, {"Word": "Cartridge", "Confidence": 0.994, "X1": 0.57592, "Y1": 0.3542, "X2": 0.64791, "Y2": 0.354, "X3": 0.64791, "Y3": 0.3698, "X4": 0.57592, "Y4": 0.3698, "page": 0, "Index": 101}, {"Word": "Assemblies:", "Confidence": 0.948, "X1": 0.65314, "Y1": 0.3532, "X2": 0.74476, "Y2": 0.353, "X3": 0.74476, "Y3": 0.3688, "X4": 0.65183, "Y4": 0.3698, "page": 0, "Index": 102}, {"Word": "will", "Confidence": 0.993, "X1": 0.15576, "Y1": 0.3702, "X2": 0.18325, "Y2": 0.37, "X3": 0.18325, "Y3": 0.3858, "X4": 0.15576, "Y4": 0.3858, "page": 0, "Index": 103}, {"Word": "need", "Confidence": 0.991, "X1": 0.18717, "Y1": 0.3702, "X2": 0.22251, "Y2": 0.37, "X3": 0.22251, "Y3": 0.3858, "X4": 0.18717, "Y4": 0.3858, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.998, "X1": 0.22644, "Y1": 0.3702, "X2": 0.24215, "Y2": 0.37, "X3": 0.24084, "Y3": 0.3858, "X4": 0.22644, "Y4": 0.3858, "page": 0, "Index": 105}, {"Word": "be", "Confidence": 0.998, "X1": 0.24607, "Y1": 0.3712, "X2": 0.2644, "Y2": 0.371, "X3": 0.2644, "Y3": 0.3858, "X4": 0.24476, "Y4": 0.3858, "page": 0, "Index": 106}, {"Word": "developed.", "Confidence": 0.993, "X1": 0.26832, "Y1": 0.3712, "X2": 0.35209, "Y2": 0.371, "X3": 0.35209, "Y3": 0.3858, "X4": 0.26832, "Y4": 0.3858, "page": 0, "Index": 107}, {"Word": "3)", "Confidence": 0.997, "X1": 0.09948, "Y1": 0.3872, "X2": 0.1178, "Y2": 0.387, "X3": 0.11649, "Y3": 0.4028, "X4": 0.09817, "Y4": 0.4018, "page": 0, "Index": 108}, {"Word": "The", "Confidence": 0.995, "X1": 0.15707, "Y1": 0.3872, "X2": 0.18325, "Y2": 0.387, "X3": 0.18325, "Y3": 0.4028, "X4": 0.15707, "Y4": 0.4028, "page": 0, "Index": 109}, {"Word": "machine", "Confidence": 0.997, "X1": 0.18717, "Y1": 0.3872, "X2": 0.25131, "Y2": 0.387, "X3": 0.25131, "Y3": 0.4028, "X4": 0.18717, "Y4": 0.4028, "page": 0, "Index": 110}, {"Word": "will", "Confidence": 0.989, "X1": 0.25524, "Y1": 0.3872, "X2": 0.28534, "Y2": 0.387, "X3": 0.28403, "Y3": 0.4028, "X4": 0.25524, "Y4": 0.4028, "page": 0, "Index": 111}, {"Word": "have", "Confidence": 0.987, "X1": 0.28927, "Y1": 0.3872, "X2": 0.32592, "Y2": 0.387, "X3": 0.32592, "Y3": 0.4028, "X4": 0.28927, "Y4": 0.4028, "page": 0, "Index": 112}, {"Word": "2", "Confidence": 0.996, "X1": 0.32984, "Y1": 0.3872, "X2": 0.34031, "Y2": 0.387, "X3": 0.34031, "Y3": 0.4028, "X4": 0.32984, "Y4": 0.4028, "page": 0, "Index": 113}, {"Word": "different", "Confidence": 0.995, "X1": 0.34424, "Y1": 0.3872, "X2": 0.40707, "Y2": 0.387, "X3": 0.40707, "Y3": 0.4028, "X4": 0.34424, "Y4": 0.4028, "page": 0, "Index": 114}, {"Word": "hoppers", "Confidence": 0.996, "X1": 0.4123, "Y1": 0.3872, "X2": 0.47251, "Y2": 0.387, "X3": 0.47251, "Y3": 0.4028, "X4": 0.41099, "Y4": 0.4028, "page": 0, "Index": 115}, {"Word": "that", "Confidence": 0.988, "X1": 0.47644, "Y1": 0.3872, "X2": 0.50524, "Y2": 0.387, "X3": 0.50524, "Y3": 0.4028, "X4": 0.47644, "Y4": 0.4028, "page": 0, "Index": 116}, {"Word": "will", "Confidence": 0.991, "X1": 0.50916, "Y1": 0.3872, "X2": 0.54058, "Y2": 0.387, "X3": 0.53927, "Y3": 0.4028, "X4": 0.50916, "Y4": 0.4028, "page": 0, "Index": 117}, {"Word": "tax", "Confidence": 0.998, "X1": 0.5445, "Y1": 0.3872, "X2": 0.56806, "Y2": 0.387, "X3": 0.56675, "Y3": 0.4028, "X4": 0.5445, "Y4": 0.4028, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.57199, "Y1": 0.3872, "X2": 0.59424, "Y2": 0.387, "X3": 0.59293, "Y3": 0.4028, "X4": 0.57199, "Y4": 0.4028, "page": 0, "Index": 119}, {"Word": "operators", "Confidence": 0.995, "X1": 0.59817, "Y1": 0.3872, "X2": 0.67016, "Y2": 0.387, "X3": 0.66885, "Y3": 0.4028, "X4": 0.59817, "Y4": 0.4028, "page": 0, "Index": 120}, {"Word": "ability", "Confidence": 0.995, "X1": 0.67408, "Y1": 0.3872, "X2": 0.72251, "Y2": 0.387, "X3": 0.7212, "Y3": 0.4028, "X4": 0.67408, "Y4": 0.4028, "page": 0, "Index": 121}, {"Word": "to", "Confidence": 0.907, "X1": 0.72644, "Y1": 0.3872, "X2": 0.74346, "Y2": 0.387, "X3": 0.74346, "Y3": 0.4028, "X4": 0.72644, "Y4": 0.4028, "page": 0, "Index": 122}, {"Word": "keep", "Confidence": 0.986, "X1": 0.15576, "Y1": 0.4042, "X2": 0.18848, "Y2": 0.404, "X3": 0.18848, "Y3": 0.4208, "X4": 0.15576, "Y4": 0.4218, "page": 0, "Index": 123}, {"Word": "up", "Confidence": 0.998, "X1": 0.19241, "Y1": 0.4042, "X2": 0.21204, "Y2": 0.404, "X3": 0.21204, "Y3": 0.4208, "X4": 0.19241, "Y4": 0.4208, "page": 0, "Index": 124}, {"Word": "with", "Confidence": 0.99, "X1": 0.21728, "Y1": 0.4042, "X2": 0.25131, "Y2": 0.404, "X3": 0.25, "Y3": 0.4208, "X4": 0.21597, "Y4": 0.4208, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.994, "X1": 0.25524, "Y1": 0.4042, "X2": 0.27749, "Y2": 0.404, "X3": 0.27749, "Y3": 0.4208, "X4": 0.25524, "Y4": 0.4208, "page": 0, "Index": 126}, {"Word": "tray", "Confidence": 0.987, "X1": 0.28272, "Y1": 0.4042, "X2": 0.31152, "Y2": 0.404, "X3": 0.31152, "Y3": 0.4198, "X4": 0.28141, "Y4": 0.4208, "page": 0, "Index": 127}, {"Word": "feed", "Confidence": 0.991, "X1": 0.31675, "Y1": 0.4042, "X2": 0.34817, "Y2": 0.404, "X3": 0.34817, "Y3": 0.4198, "X4": 0.31545, "Y4": 0.4198, "page": 0, "Index": 128}, {"Word": "systems.", "Confidence": 0.991, "X1": 0.3534, "Y1": 0.4042, "X2": 0.42408, "Y2": 0.404, "X3": 0.42408, "Y3": 0.4198, "X4": 0.35209, "Y4": 0.4198, "page": 0, "Index": 129}, {"Word": "Therefore,", "Confidence": 0.994, "X1": 0.42801, "Y1": 0.4042, "X2": 0.50654, "Y2": 0.404, "X3": 0.50524, "Y3": 0.4198, "X4": 0.42801, "Y4": 0.4198, "page": 0, "Index": 130}, {"Word": "it", "Confidence": 0.997, "X1": 0.51047, "Y1": 0.4042, "X2": 0.52094, "Y2": 0.404, "X3": 0.51963, "Y3": 0.4198, "X4": 0.51047, "Y4": 0.4198, "page": 0, "Index": 131}, {"Word": "may", "Confidence": 0.998, "X1": 0.52487, "Y1": 0.4042, "X2": 0.55759, "Y2": 0.404, "X3": 0.55628, "Y3": 0.4198, "X4": 0.52356, "Y4": 0.4198, "page": 0, "Index": 132}, {"Word": "be", "Confidence": 0.998, "X1": 0.56152, "Y1": 0.4042, "X2": 0.57853, "Y2": 0.404, "X3": 0.57853, "Y3": 0.4198, "X4": 0.56152, "Y4": 0.4198, "page": 0, "Index": 133}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.58246, "Y1": 0.4042, "X2": 0.65707, "Y2": 0.404, "X3": 0.65576, "Y3": 0.4198, "X4": 0.58246, "Y4": 0.4198, "page": 0, "Index": 134}, {"Word": "to", "Confidence": 0.998, "X1": 0.66099, "Y1": 0.4042, "X2": 0.6767, "Y2": 0.404, "X3": 0.67539, "Y3": 0.4208, "X4": 0.65969, "Y4": 0.4198, "page": 0, "Index": 135}, {"Word": "develop", "Confidence": 0.996, "X1": 0.68063, "Y1": 0.4052, "X2": 0.74215, "Y2": 0.405, "X3": 0.74215, "Y3": 0.4208, "X4": 0.68063, "Y4": 0.4208, "page": 0, "Index": 136}, {"Word": "mass", "Confidence": 0.995, "X1": 0.15576, "Y1": 0.4212, "X2": 0.18979, "Y2": 0.421, "X3": 0.18979, "Y3": 0.4368, "X4": 0.15576, "Y4": 0.4368, "page": 0, "Index": 137}, {"Word": "flow", "Confidence": 0.988, "X1": 0.19372, "Y1": 0.4212, "X2": 0.22906, "Y2": 0.421, "X3": 0.22906, "Y3": 0.4368, "X4": 0.19372, "Y4": 0.4368, "page": 0, "Index": 138}, {"Word": "tray", "Confidence": 0.988, "X1": 0.23298, "Y1": 0.4212, "X2": 0.26309, "Y2": 0.421, "X3": 0.26309, "Y3": 0.4368, "X4": 0.23298, "Y4": 0.4368, "page": 0, "Index": 139}, {"Word": "systems", "Confidence": 0.995, "X1": 0.26702, "Y1": 0.4212, "X2": 0.32723, "Y2": 0.421, "X3": 0.32723, "Y3": 0.4368, "X4": 0.26702, "Y4": 0.4368, "page": 0, "Index": 140}, {"Word": "that", "Confidence": 0.988, "X1": 0.33115, "Y1": 0.4212, "X2": 0.35995, "Y2": 0.421, "X3": 0.35995, "Y3": 0.4368, "X4": 0.33115, "Y4": 0.4368, "page": 0, "Index": 141}, {"Word": "can", "Confidence": 0.998, "X1": 0.36387, "Y1": 0.4212, "X2": 0.39005, "Y2": 0.421, "X3": 0.39005, "Y3": 0.4368, "X4": 0.36387, "Y4": 0.4368, "page": 0, "Index": 142}, {"Word": "be", "Confidence": 0.998, "X1": 0.39398, "Y1": 0.4212, "X2": 0.4123, "Y2": 0.421, "X3": 0.4123, "Y3": 0.4368, "X4": 0.39398, "Y4": 0.4368, "page": 0, "Index": 143}, {"Word": "automatically", "Confidence": 0.991, "X1": 0.41754, "Y1": 0.4212, "X2": 0.51832, "Y2": 0.421, "X3": 0.51832, "Y3": 0.4368, "X4": 0.41754, "Y4": 0.4368, "page": 0, "Index": 144}, {"Word": "supplied.", "Confidence": 0.994, "X1": 0.52225, "Y1": 0.4212, "X2": 0.59424, "Y2": 0.421, "X3": 0.59424, "Y3": 0.4368, "X4": 0.52225, "Y4": 0.4368, "page": 0, "Index": 145}, {"Word": "4)", "Confidence": 0.998, "X1": 0.09948, "Y1": 0.4382, "X2": 0.11911, "Y2": 0.438, "X3": 0.1178, "Y3": 0.4508, "X4": 0.09948, "Y4": 0.4498, "page": 0, "Index": 146}, {"Word": "Electrical", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.4372, "X2": 0.22513, "Y2": 0.437, "X3": 0.22513, "Y3": 0.4528, "X4": 0.15576, "Y4": 0.4528, "page": 0, "Index": 147}, {"Word": "control", "Confidence": 0.996, "X1": 0.22906, "Y1": 0.4372, "X2": 0.28272, "Y2": 0.437, "X3": 0.28272, "Y3": 0.4528, "X4": 0.22906, "Y4": 0.4528, "page": 0, "Index": 148}, {"Word": "systems", "Confidence": 0.991, "X1": 0.28796, "Y1": 0.4372, "X2": 0.34817, "Y2": 0.437, "X3": 0.34817, "Y3": 0.4528, "X4": 0.28665, "Y4": 0.4528, "page": 0, "Index": 149}, {"Word": "will", "Confidence": 0.991, "X1": 0.35209, "Y1": 0.4372, "X2": 0.38089, "Y2": 0.437, "X3": 0.38089, "Y3": 0.4528, "X4": 0.35209, "Y4": 0.4528, "page": 0, "Index": 150}, {"Word": "need", "Confidence": 0.991, "X1": 0.38613, "Y1": 0.4372, "X2": 0.42016, "Y2": 0.437, "X3": 0.42016, "Y3": 0.4528, "X4": 0.38482, "Y4": 0.4528, "page": 0, "Index": 151}, {"Word": "to", "Confidence": 0.998, "X1": 0.42408, "Y1": 0.4372, "X2": 0.43979, "Y2": 0.437, "X3": 0.43979, "Y3": 0.4528, "X4": 0.42408, "Y4": 0.4528, "page": 0, "Index": 152}, {"Word": "be", "Confidence": 0.998, "X1": 0.44372, "Y1": 0.4372, "X2": 0.46204, "Y2": 0.437, "X3": 0.46204, "Y3": 0.4528, "X4": 0.44372, "Y4": 0.4528, "page": 0, "Index": 153}, {"Word": "devised", "Confidence": 0.996, "X1": 0.46597, "Y1": 0.4372, "X2": 0.52356, "Y2": 0.437, "X3": 0.52356, "Y3": 0.4528, "X4": 0.46597, "Y4": 0.4528, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.5288, "Y1": 0.4372, "X2": 0.54319, "Y2": 0.437, "X3": 0.54319, "Y3": 0.4528, "X4": 0.52749, "Y4": 0.4528, "page": 0, "Index": 155}, {"Word": "detect", "Confidence": 0.992, "X1": 0.54712, "Y1": 0.4372, "X2": 0.59293, "Y2": 0.437, "X3": 0.59293, "Y3": 0.4528, "X4": 0.54712, "Y4": 0.4528, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.998, "X1": 0.59686, "Y1": 0.4372, "X2": 0.62565, "Y2": 0.437, "X3": 0.62435, "Y3": 0.4528, "X4": 0.59686, "Y4": 0.4528, "page": 0, "Index": 157}, {"Word": "control", "Confidence": 0.996, "X1": 0.62958, "Y1": 0.4372, "X2": 0.68325, "Y2": 0.437, "X3": 0.68194, "Y3": 0.4528, "X4": 0.62827, "Y4": 0.4528, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.998, "X1": 0.68717, "Y1": 0.4372, "X2": 0.71204, "Y2": 0.437, "X3": 0.71073, "Y3": 0.4528, "X4": 0.68717, "Y4": 0.4528, "page": 0, "Index": 159}, {"Word": "assembly", "Confidence": 0.993, "X1": 0.15576, "Y1": 0.4542, "X2": 0.22382, "Y2": 0.454, "X3": 0.22382, "Y3": 0.4698, "X4": 0.15576, "Y4": 0.4698, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.22775, "Y1": 0.4542, "X2": 0.24476, "Y2": 0.454, "X3": 0.24476, "Y3": 0.4698, "X4": 0.22775, "Y4": 0.4698, "page": 0, "Index": 161}, {"Word": "various", "Confidence": 0.996, "X1": 0.24869, "Y1": 0.4542, "X2": 0.30366, "Y2": 0.454, "X3": 0.30366, "Y3": 0.4688, "X4": 0.24869, "Y4": 0.4698, "page": 0, "Index": 162}, {"Word": "components", "Confidence": 0.993, "X1": 0.30759, "Y1": 0.4542, "X2": 0.39921, "Y2": 0.454, "X3": 0.39921, "Y3": 0.4688, "X4": 0.30759, "Y4": 0.4688, "page": 0, "Index": 163}, {"Word": "and", "Confidence": 0.998, "X1": 0.40314, "Y1": 0.4542, "X2": 0.43063, "Y2": 0.454, "X3": 0.43063, "Y3": 0.4688, "X4": 0.40314, "Y4": 0.4688, "page": 0, "Index": 164}, {"Word": "Vision", "Confidence": 0.997, "X1": 0.43455, "Y1": 0.4542, "X2": 0.48429, "Y2": 0.454, "X3": 0.48429, "Y3": 0.4688, "X4": 0.43455, "Y4": 0.4688, "page": 0, "Index": 165}, {"Word": "Inspection", "Confidence": 0.994, "X1": 0.48822, "Y1": 0.4542, "X2": 0.56806, "Y2": 0.454, "X3": 0.56675, "Y3": 0.4688, "X4": 0.48822, "Y4": 0.4688, "page": 0, "Index": 166}, {"Word": "Systems", "Confidence": 0.991, "X1": 0.57199, "Y1": 0.4542, "X2": 0.63482, "Y2": 0.454, "X3": 0.63351, "Y3": 0.4688, "X4": 0.57068, "Y4": 0.4688, "page": 0, "Index": 167}, {"Word": "will", "Confidence": 0.991, "X1": 0.63874, "Y1": 0.4542, "X2": 0.66754, "Y2": 0.454, "X3": 0.66623, "Y3": 0.4688, "X4": 0.63743, "Y4": 0.4688, "page": 0, "Index": 168}, {"Word": "need", "Confidence": 0.985, "X1": 0.67147, "Y1": 0.4542, "X2": 0.70812, "Y2": 0.454, "X3": 0.70681, "Y3": 0.4688, "X4": 0.67016, "Y4": 0.4688, "page": 0, "Index": 169}, {"Word": "to", "Confidence": 0.998, "X1": 0.71204, "Y1": 0.4542, "X2": 0.72644, "Y2": 0.454, "X3": 0.72513, "Y3": 0.4688, "X4": 0.71073, "Y4": 0.4688, "page": 0, "Index": 170}, {"Word": "be", "Confidence": 0.997, "X1": 0.73037, "Y1": 0.4542, "X2": 0.75262, "Y2": 0.454, "X3": 0.75131, "Y3": 0.4688, "X4": 0.72906, "Y4": 0.4688, "page": 0, "Index": 171}, {"Word": "adapted", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.4712, "X2": 0.21204, "Y2": 0.471, "X3": 0.21204, "Y3": 0.4868, "X4": 0.15576, "Y4": 0.4868, "page": 0, "Index": 172}, {"Word": "to", "Confidence": 0.998, "X1": 0.21597, "Y1": 0.4712, "X2": 0.23168, "Y2": 0.471, "X3": 0.23168, "Y3": 0.4868, "X4": 0.21597, "Y4": 0.4868, "page": 0, "Index": 173}, {"Word": "inspect", "Confidence": 0.994, "X1": 0.2356, "Y1": 0.4712, "X2": 0.28927, "Y2": 0.471, "X3": 0.28927, "Y3": 0.4858, "X4": 0.2356, "Y4": 0.4868, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.29319, "Y1": 0.4702, "X2": 0.31675, "Y2": 0.47, "X3": 0.31675, "Y3": 0.4858, "X4": 0.29319, "Y4": 0.4858, "page": 0, "Index": 175}, {"Word": "finished", "Confidence": 0.996, "X1": 0.32068, "Y1": 0.4702, "X2": 0.3822, "Y2": 0.47, "X3": 0.38089, "Y3": 0.4858, "X4": 0.32068, "Y4": 0.4858, "page": 0, "Index": 176}, {"Word": "assemblies", "Confidence": 0.994, "X1": 0.38613, "Y1": 0.4702, "X2": 0.46728, "Y2": 0.47, "X3": 0.46597, "Y3": 0.4858, "X4": 0.38482, "Y4": 0.4858, "page": 0, "Index": 177}, {"Word": "before", "Confidence": 0.997, "X1": 0.4712, "Y1": 0.4702, "X2": 0.51963, "Y2": 0.47, "X3": 0.51832, "Y3": 0.4858, "X4": 0.4699, "Y4": 0.4858, "page": 0, "Index": 178}, {"Word": "they", "Confidence": 0.991, "X1": 0.52356, "Y1": 0.4702, "X2": 0.55628, "Y2": 0.47, "X3": 0.55497, "Y3": 0.4858, "X4": 0.52225, "Y4": 0.4858, "page": 0, "Index": 179}, {"Word": "exit", "Confidence": 0.986, "X1": 0.56021, "Y1": 0.4702, "X2": 0.58901, "Y2": 0.47, "X3": 0.5877, "Y3": 0.4858, "X4": 0.5589, "Y4": 0.4858, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.59293, "Y1": 0.4702, "X2": 0.6178, "Y2": 0.47, "X3": 0.61649, "Y3": 0.4858, "X4": 0.59162, "Y4": 0.4858, "page": 0, "Index": 181}, {"Word": "machine.", "Confidence": 0.995, "X1": 0.62173, "Y1": 0.4702, "X2": 0.69634, "Y2": 0.47, "X3": 0.69372, "Y3": 0.4858, "X4": 0.62042, "Y4": 0.4858, "page": 0, "Index": 182}, {"Word": "The", "Confidence": 0.998, "X1": 0.70026, "Y1": 0.4702, "X2": 0.73168, "Y2": 0.47, "X3": 0.72906, "Y3": 0.4858, "X4": 0.69764, "Y4": 0.4858, "page": 0, "Index": 183}, {"Word": "Vision", "Confidence": 0.995, "X1": 0.15707, "Y1": 0.4872, "X2": 0.20288, "Y2": 0.487, "X3": 0.20288, "Y3": 0.5028, "X4": 0.15707, "Y4": 0.5028, "page": 0, "Index": 184}, {"Word": "Systems", "Confidence": 0.993, "X1": 0.20812, "Y1": 0.4872, "X2": 0.26963, "Y2": 0.487, "X3": 0.26963, "Y3": 0.5038, "X4": 0.20812, "Y4": 0.5028, "page": 0, "Index": 185}, {"Word": "currently", "Confidence": 0.938, "X1": 0.27487, "Y1": 0.4872, "X2": 0.34162, "Y2": 0.487, "X3": 0.34162, "Y3": 0.5038, "X4": 0.27487, "Y4": 0.5038, "page": 0, "Index": 186}, {"Word": "being", "Confidence": 0.997, "X1": 0.34555, "Y1": 0.4862, "X2": 0.38874, "Y2": 0.486, "X3": 0.38874, "Y3": 0.5038, "X4": 0.34555, "Y4": 0.5038, "page": 0, "Index": 187}, {"Word": "developed", "Confidence": 0.994, "X1": 0.39267, "Y1": 0.4862, "X2": 0.4699, "Y2": 0.486, "X3": 0.4699, "Y3": 0.5038, "X4": 0.39267, "Y4": 0.5038, "page": 0, "Index": 188}, {"Word": "for", "Confidence": 0.998, "X1": 0.47382, "Y1": 0.4862, "X2": 0.49607, "Y2": 0.486, "X3": 0.49607, "Y3": 0.5038, "X4": 0.47382, "Y4": 0.5038, "page": 0, "Index": 189}, {"Word": "cigarettes", "Confidence": 0.992, "X1": 0.5, "Y1": 0.4862, "X2": 0.5733, "Y2": 0.486, "X3": 0.5733, "Y3": 0.5038, "X4": 0.5, "Y4": 0.5038, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.57723, "Y1": 0.4862, "X2": 0.60471, "Y2": 0.486, "X3": 0.6034, "Y3": 0.5038, "X4": 0.57723, "Y4": 0.5038, "page": 0, "Index": 191}, {"Word": "plugs", "Confidence": 0.997, "X1": 0.60864, "Y1": 0.4872, "X2": 0.64921, "Y2": 0.487, "X3": 0.64921, "Y3": 0.5038, "X4": 0.60864, "Y4": 0.5038, "page": 0, "Index": 192}, {"Word": "may", "Confidence": 0.998, "X1": 0.65314, "Y1": 0.4872, "X2": 0.68586, "Y2": 0.487, "X3": 0.68586, "Y3": 0.5028, "X4": 0.65314, "Y4": 0.5038, "page": 0, "Index": 193}, {"Word": "be", "Confidence": 0.997, "X1": 0.68979, "Y1": 0.4872, "X2": 0.71335, "Y2": 0.487, "X3": 0.71204, "Y3": 0.5028, "X4": 0.68979, "Y4": 0.5028, "page": 0, "Index": 194}, {"Word": "adaptable.", "Confidence": 0.992, "X1": 0.15576, "Y1": 0.5042, "X2": 0.23429, "Y2": 0.504, "X3": 0.23298, "Y3": 0.5188, "X4": 0.15576, "Y4": 0.5188, "page": 0, "Index": 195}, {"Word": "Equipment", "Confidence": 0.992, "X1": 0.09686, "Y1": 0.5362, "X2": 0.18717, "Y2": 0.536, "X3": 0.18717, "Y3": 0.5528, "X4": 0.09686, "Y4": 0.5538, "page": 0, "Index": 196}, {"Word": "Requirement:", "Confidence": 0.992, "X1": 0.1911, "Y1": 0.5372, "X2": 0.3089, "Y2": 0.537, "X3": 0.3089, "Y3": 0.5528, "X4": 0.1911, "Y4": 0.5528, "page": 0, "Index": 197}, {"Word": "(7)", "Confidence": 0.994, "X1": 0.37958, "Y1": 0.5372, "X2": 0.40052, "Y2": 0.537, "X3": 0.39921, "Y3": 0.5518, "X4": 0.37827, "Y4": 0.5518, "page": 0, "Index": 198}, {"Word": "Max-S", "Confidence": 0.997, "X1": 0.40445, "Y1": 0.5372, "X2": 0.45681, "Y2": 0.537, "X3": 0.4555, "Y3": 0.5518, "X4": 0.40314, "Y4": 0.5518, "page": 0, "Index": 199}, {"Word": "Tippers", "Confidence": 0.996, "X1": 0.46204, "Y1": 0.5372, "X2": 0.52225, "Y2": 0.537, "X3": 0.52094, "Y3": 0.5528, "X4": 0.46073, "Y4": 0.5518, "page": 0, "Index": 200}, {"Word": "HCF-80B", "Confidence": 0.996, "X1": 0.40314, "Y1": 0.5542, "X2": 0.47775, "Y2": 0.554, "X3": 0.47644, "Y3": 0.5678, "X4": 0.40314, "Y4": 0.5688, "page": 0, "Index": 201}, {"Word": "(7)", "Confidence": 0.998, "X1": 0.37827, "Y1": 0.5552, "X2": 0.39921, "Y2": 0.555, "X3": 0.39921, "Y3": 0.5688, "X4": 0.37827, "Y4": 0.5688, "page": 0, "Index": 202}, {"Word": "(7)", "Confidence": 0.991, "X1": 0.37696, "Y1": 0.5702, "X2": 0.39921, "Y2": 0.57, "X3": 0.39921, "Y3": 0.5858, "X4": 0.37827, "Y4": 0.5858, "page": 0, "Index": 203}, {"Word": "Mass", "Confidence": 0.986, "X1": 0.40314, "Y1": 0.5702, "X2": 0.44241, "Y2": 0.57, "X3": 0.44241, "Y3": 0.5858, "X4": 0.40314, "Y4": 0.5858, "page": 0, "Index": 204}, {"Word": "Flow", "Confidence": 0.986, "X1": 0.44634, "Y1": 0.5702, "X2": 0.48429, "Y2": 0.57, "X3": 0.48429, "Y3": 0.5858, "X4": 0.44634, "Y4": 0.5858, "page": 0, "Index": 205}, {"Word": "Tray", "Confidence": 0.99, "X1": 0.49215, "Y1": 0.5702, "X2": 0.52618, "Y2": 0.57, "X3": 0.52618, "Y3": 0.5858, "X4": 0.49215, "Y4": 0.5858, "page": 0, "Index": 206}, {"Word": "Feed", "Confidence": 0.988, "X1": 0.5301, "Y1": 0.5702, "X2": 0.56806, "Y2": 0.57, "X3": 0.56675, "Y3": 0.5868, "X4": 0.5301, "Y4": 0.5858, "page": 0, "Index": 207}, {"Word": "Systems", "Confidence": 0.957, "X1": 0.57199, "Y1": 0.5702, "X2": 0.63874, "Y2": 0.57, "X3": 0.63874, "Y3": 0.5868, "X4": 0.57199, "Y4": 0.5868, "page": 0, "Index": 208}, {"Word": "Engineering", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.5872, "X2": 0.19503, "Y2": 0.587, "X3": 0.19503, "Y3": 0.6038, "X4": 0.09817, "Y4": 0.6038, "page": 0, "Index": 209}, {"Word": "requirement:", "Confidence": 0.992, "X1": 0.20026, "Y1": 0.5872, "X2": 0.31021, "Y2": 0.587, "X3": 0.31021, "Y3": 0.6028, "X4": 0.19895, "Y4": 0.6038, "page": 0, "Index": 210}, {"Word": "1", "Confidence": 0.466, "X1": 0.37958, "Y1": 0.5852, "X2": 0.38874, "Y2": 0.585, "X3": 0.38874, "Y3": 0.5988, "X4": 0.38089, "Y4": 0.5988, "page": 0, "Index": 211}, {"Word": "ME", "Confidence": 0.993, "X1": 0.39267, "Y1": 0.5852, "X2": 0.42016, "Y2": 0.585, "X3": 0.42016, "Y3": 0.5988, "X4": 0.39267, "Y4": 0.5988, "page": 0, "Index": 212}, {"Word": "I", "Confidence": 0.228, "X1": 0.37958, "Y1": 0.6042, "X2": 0.38743, "Y2": 0.604, "X3": 0.38743, "Y3": 0.6188, "X4": 0.37958, "Y4": 0.6188, "page": 0, "Index": 213}, {"Word": "Mech", "Confidence": 0.99, "X1": 0.39136, "Y1": 0.6042, "X2": 0.43325, "Y2": 0.604, "X3": 0.43325, "Y3": 0.6198, "X4": 0.39136, "Y4": 0.6188, "page": 0, "Index": 214}, {"Word": "Designer", "Confidence": 0.996, "X1": 0.43717, "Y1": 0.6052, "X2": 0.51178, "Y2": 0.605, "X3": 0.51047, "Y3": 0.6208, "X4": 0.43717, "Y4": 0.6198, "page": 0, "Index": 215}, {"Word": "I", "Confidence": 0.376, "X1": 0.38089, "Y1": 0.6202, "X2": 0.38743, "Y2": 0.62, "X3": 0.38743, "Y3": 0.6338, "X4": 0.37958, "Y4": 0.6338, "page": 0, "Index": 216}, {"Word": "EE", "Confidence": 0.996, "X1": 0.39136, "Y1": 0.6212, "X2": 0.41623, "Y2": 0.621, "X3": 0.41492, "Y3": 0.6348, "X4": 0.39136, "Y4": 0.6338, "page": 0, "Index": 217}, {"Word": "External", "Confidence": 0.994, "X1": 0.37696, "Y1": 0.6372, "X2": 0.4411, "Y2": 0.637, "X3": 0.4411, "Y3": 0.6538, "X4": 0.37565, "Y4": 0.6528, "page": 0, "Index": 218}, {"Word": "Design", "Confidence": 0.996, "X1": 0.44503, "Y1": 0.6372, "X2": 0.5, "Y2": 0.637, "X3": 0.5, "Y3": 0.6538, "X4": 0.44503, "Y4": 0.6538, "page": 0, "Index": 219}, {"Word": "Support", "Confidence": 0.997, "X1": 0.50393, "Y1": 0.6382, "X2": 0.56545, "Y2": 0.638, "X3": 0.56414, "Y3": 0.6538, "X4": 0.50393, "Y4": 0.6538, "page": 0, "Index": 220}, {"Word": ":", "Confidence": 0.994, "X1": 0.56937, "Y1": 0.6382, "X2": 0.58115, "Y2": 0.638, "X3": 0.57984, "Y3": 0.6538, "X4": 0.56806, "Y4": 0.6538, "page": 0, "Index": 221}, {"Word": "1", "Confidence": 0.665, "X1": 0.60079, "Y1": 0.6362, "X2": 0.60864, "Y2": 0.636, "X3": 0.60864, "Y3": 0.6528, "X4": 0.59948, "Y4": 0.6528, "page": 0, "Index": 222}, {"Word": "Design", "Confidence": 0.996, "X1": 0.61387, "Y1": 0.6362, "X2": 0.66754, "Y2": 0.636, "X3": 0.66754, "Y3": 0.6528, "X4": 0.61257, "Y4": 0.6528, "page": 0, "Index": 223}, {"Word": "Engrs", "Confidence": 0.995, "X1": 0.67147, "Y1": 0.6372, "X2": 0.71728, "Y2": 0.637, "X3": 0.71728, "Y3": 0.6538, "X4": 0.67147, "Y4": 0.6528, "page": 0, "Index": 224}, {"Word": "EE", "Confidence": 0.955, "X1": 0.60079, "Y1": 0.6532, "X2": 0.62435, "Y2": 0.653, "X3": 0.62304, "Y3": 0.6688, "X4": 0.59948, "Y4": 0.6688, "page": 0, "Index": 225}, {"Word": "Design", "Confidence": 0.902, "X1": 0.62827, "Y1": 0.6542, "X2": 0.68325, "Y2": 0.654, "X3": 0.68194, "Y3": 0.6698, "X4": 0.62696, "Y4": 0.6688, "page": 0, "Index": 226}, {"Word": "Support", "Confidence": 0.997, "X1": 0.68717, "Y1": 0.6552, "X2": 0.75131, "Y2": 0.655, "X3": 0.75131, "Y3": 0.6698, "X4": 0.68586, "Y4": 0.6698, "page": 0, "Index": 227}, {"Word": "Estimated", "Confidence": 0.991, "X1": 0.09817, "Y1": 0.6872, "X2": 0.17932, "Y2": 0.687, "X3": 0.17932, "Y3": 0.7038, "X4": 0.09817, "Y4": 0.7038, "page": 0, "Index": 228}, {"Word": "start", "Confidence": 0.997, "X1": 0.18325, "Y1": 0.6872, "X2": 0.22251, "Y2": 0.687, "X3": 0.22251, "Y3": 0.7038, "X4": 0.18325, "Y4": 0.7038, "page": 0, "Index": 229}, {"Word": "date:", "Confidence": 0.996, "X1": 0.22644, "Y1": 0.6882, "X2": 0.27225, "Y2": 0.688, "X3": 0.27225, "Y3": 0.7038, "X4": 0.22644, "Y4": 0.7038, "page": 0, "Index": 230}, {"Word": "11/92", "Confidence": 0.997, "X1": 0.37958, "Y1": 0.6872, "X2": 0.42408, "Y2": 0.687, "X3": 0.42408, "Y3": 0.7018, "X4": 0.37958, "Y4": 0.7018, "page": 0, "Index": 231}, {"Word": "Current", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.7202, "X2": 0.16361, "Y2": 0.72, "X3": 0.1623, "Y3": 0.7378, "X4": 0.09817, "Y4": 0.7378, "page": 0, "Index": 232}, {"Word": "Speed", "Confidence": 0.996, "X1": 0.16754, "Y1": 0.7202, "X2": 0.21597, "Y2": 0.72, "X3": 0.21597, "Y3": 0.7368, "X4": 0.16754, "Y4": 0.7378, "page": 0, "Index": 233}, {"Word": "Estimate:", "Confidence": 0.991, "X1": 0.2212, "Y1": 0.7202, "X2": 0.30497, "Y2": 0.72, "X3": 0.30497, "Y3": 0.7368, "X4": 0.2199, "Y4": 0.7368, "page": 0, "Index": 234}, {"Word": "4000", "Confidence": 0.985, "X1": 0.32199, "Y1": 0.7202, "X2": 0.35995, "Y2": 0.72, "X3": 0.35864, "Y3": 0.7368, "X4": 0.32068, "Y4": 0.7368, "page": 0, "Index": 235}, {"Word": "cartridges/min.", "Confidence": 0.987, "X1": 0.36387, "Y1": 0.7202, "X2": 0.48037, "Y2": 0.72, "X3": 0.48037, "Y3": 0.7358, "X4": 0.36387, "Y4": 0.7368, "page": 0, "Index": 236}, {"Word": "@", "Confidence": 0.996, "X1": 0.4856, "Y1": 0.7202, "X2": 0.49869, "Y2": 0.72, "X3": 0.49738, "Y3": 0.7358, "X4": 0.48429, "Y4": 0.7358, "page": 0, "Index": 237}, {"Word": "65%", "Confidence": 0.998, "X1": 0.50262, "Y1": 0.7202, "X2": 0.53665, "Y2": 0.72, "X3": 0.53665, "Y3": 0.7358, "X4": 0.50262, "Y4": 0.7358, "page": 0, "Index": 238}, {"Word": "eff", "Confidence": 0.991, "X1": 0.54058, "Y1": 0.7202, "X2": 0.57068, "Y2": 0.72, "X3": 0.57068, "Y3": 0.7348, "X4": 0.54058, "Y4": 0.7358, "page": 0, "Index": 239}, {"Word": "B.", "Confidence": 0.997, "X1": 0.09817, "Y1": 0.7722, "X2": 0.10995, "Y2": 0.772, "X3": 0.10864, "Y3": 0.7828, "X4": 0.09817, "Y4": 0.7828, "page": 0, "Index": 240}, {"Word": "Kees.", "Confidence": 0.692, "X1": 0.11257, "Y1": 0.7722, "X2": 0.14267, "Y2": 0.772, "X3": 0.14267, "Y3": 0.7828, "X4": 0.11126, "Y4": 0.7828, "page": 0, "Index": 241}, {"Word": "9/30/92", "Confidence": 0.971, "X1": 0.1466, "Y1": 0.7722, "X2": 0.18717, "Y2": 0.772, "X3": 0.18586, "Y3": 0.7828, "X4": 0.14529, "Y4": 0.7828, "page": 0, "Index": 242}, {"Word": "2020346602", "Confidence": 0.991, "X1": 0.79319, "Y1": 0.8482, "X2": 0.80105, "Y2": 0.848, "X3": 0.77356, "Y3": 0.8488, "X4": 0.76702, "Y4": 0.7218, "page": 0, "Index": 243}]}	"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"
ffcl0128	1	{"lines_data": [{"Word": "KDF-2", "Confidence": 0.994, "X1": 0.09686, "Y1": 0.1662, "X2": 0.15969, "Y2": 0.166, "X3": 0.15969, "Y3": 0.1818, "X4": 0.09686, "Y4": 0.1818, "page": 0}, {"Word": "Scope:", "Confidence": 0.781, "X1": 0.09686, "Y1": 0.2022, "X2": 0.15445, "Y2": 0.202, "X3": 0.15445, "Y3": 0.2178, "X4": 0.09686, "Y4": 0.2178, "page": 0}, {"Word": "Size change the KDF-2 for the new small plug diameters. This diameter will be less than", "Confidence": 0.98862, "X1": 0.09817, "Y1": 0.2192, "X2": 0.77356, "Y2": 0.219, "X3": 0.77356, "Y3": 0.2358, "X4": 0.09817, "Y4": 0.2358, "page": 0}, {"Word": "the Superslims product and may require some redesign worko", "Confidence": 0.98711, "X1": 0.09817, "Y1": 0.2372, "X2": 0.56806, "Y2": 0.237, "X3": 0.56806, "Y3": 0.2538, "X4": 0.09817, "Y4": 0.2538, "page": 0}, {"Word": "Size change the KDF-2 for the new large diameter plug. This diameter will be greater", "Confidence": 0.99513, "X1": 0.09817, "Y1": 0.2692, "X2": 0.75, "Y2": 0.269, "X3": 0.75, "Y3": 0.2868, "X4": 0.09817, "Y4": 0.2858, "page": 0}, {"Word": "than conventional products and require some redesign or aquisition of larger diameter", "Confidence": 0.99425, "X1": 0.09948, "Y1": 0.2872, "X2": 0.74346, "Y2": 0.287, "X3": 0.74346, "Y3": 0.3038, "X4": 0.09948, "Y4": 0.3048, "page": 0}, {"Word": "change parts.", "Confidence": 0.9945, "X1": 0.09948, "Y1": 0.3052, "X2": 0.20157, "Y2": 0.305, "X3": 0.20157, "Y3": 0.3198, "X4": 0.09948, "Y4": 0.3198, "page": 0}, {"Word": "Equipment Requirement:", "Confidence": 0.9925, "X1": 0.09817, "Y1": 0.3372, "X2": 0.31021, "Y2": 0.337, "X3": 0.31021, "Y3": 0.3548, "X4": 0.09817, "Y4": 0.3548, "page": 0}, {"Word": "(2) KDF-2's", "Confidence": 0.991, "X1": 0.37827, "Y1": 0.3362, "X2": 0.47382, "Y2": 0.336, "X3": 0.47382, "Y3": 0.3528, "X4": 0.37827, "Y4": 0.3538, "page": 0}, {"Word": "1 ME", "Confidence": 0.8325, "X1": 0.37827, "Y1": 0.3712, "X2": 0.42539, "Y2": 0.371, "X3": 0.42539, "Y3": 0.3868, "X4": 0.37958, "Y4": 0.3868, "page": 0}, {"Word": "Engineering requirement:", "Confidence": 0.974, "X1": 0.09817, "Y1": 0.3712, "X2": 0.31283, "Y2": 0.371, "X3": 0.31283, "Y3": 0.3888, "X4": 0.09817, "Y4": 0.3888, "page": 0}, {"Word": "Estimated start date:", "Confidence": 0.99633, "X1": 0.09686, "Y1": 0.4062, "X2": 0.27094, "Y2": 0.406, "X3": 0.27094, "Y3": 0.4218, "X4": 0.09686, "Y4": 0.4218, "page": 0}, {"Word": "1/93", "Confidence": 0.994, "X1": 0.38089, "Y1": 0.4072, "X2": 0.41754, "Y2": 0.407, "X3": 0.41623, "Y3": 0.4208, "X4": 0.38089, "Y4": 0.4208, "page": 0}, {"Word": "Speed Estimate:", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.4412, "X2": 0.2356, "Y2": 0.441, "X3": 0.2356, "Y3": 0.4568, "X4": 0.09817, "Y4": 0.4578, "page": 0}, {"Word": "300m/min.", "Confidence": 0.993, "X1": 0.26571, "Y1": 0.4412, "X2": 0.3534, "Y2": 0.441, "X3": 0.3534, "Y3": 0.4558, "X4": 0.26571, "Y4": 0.4548, "page": 0}, {"Word": "Winders", "Confidence": 0.997, "X1": 0.09948, "Y1": 0.4922, "X2": 0.17277, "Y2": 0.492, "X3": 0.17277, "Y3": 0.5088, "X4": 0.09948, "Y4": 0.5078, "page": 0}, {"Word": "Equipment Status", "Confidence": 0.995, "X1": 0.09817, "Y1": 0.5262, "X2": 0.24869, "Y2": 0.526, "X3": 0.24869, "Y3": 0.5418, "X4": 0.09817, "Y4": 0.5428, "page": 0}, {"Word": "Four winders are currently stored at Ashland, two are operational and 2 would require", "Confidence": 0.98929, "X1": 0.09817, "Y1": 0.5592, "X2": 0.74738, "Y2": 0.559, "X3": 0.74738, "Y3": 0.5768, "X4": 0.09817, "Y4": 0.5778, "page": 0}, {"Word": "minimal work to become operational. Four additional winders are in crates and would", "Confidence": 0.97992, "X1": 0.09686, "Y1": 0.5772, "X2": 0.75, "Y2": 0.577, "X3": 0.75, "Y3": 0.5928, "X4": 0.09686, "Y4": 0.5928, "page": 0}, {"Word": "require complete fabrication of all electrical systems. The mechanical assembly is 75%", "Confidence": 0.99575, "X1": 0.09817, "Y1": 0.5922, "X2": 0.75785, "Y2": 0.592, "X3": 0.75785, "Y3": 0.6088, "X4": 0.09817, "Y4": 0.6108, "page": 0}, {"Word": "complete.", "Confidence": 0.993, "X1": 0.09948, "Y1": 0.6122, "X2": 0.17539, "Y2": 0.612, "X3": 0.17539, "Y3": 0.6278, "X4": 0.09948, "Y4": 0.6278, "page": 0}, {"Word": "The Winders are currently set up to handle (5) bobbins of material. Splicing is", "Confidence": 0.99607, "X1": 0.09948, "Y1": 0.6422, "X2": 0.69372, "Y2": 0.642, "X3": 0.69372, "Y3": 0.6598, "X4": 0.09948, "Y4": 0.6608, "page": 0}, {"Word": "accomplished manually.", "Confidence": 0.991, "X1": 0.10079, "Y1": 0.6612, "X2": 0.28403, "Y2": 0.661, "X3": 0.28403, "Y3": 0.6768, "X4": 0.10079, "Y4": 0.6778, "page": 0}, {"Word": "Two Winders product Specification - 7.7mm O.D ., 7mm I.D. x 85mm LG.", "Confidence": 0.97485, "X1": 0.15445, "Y1": 0.6932, "X2": 0.72775, "Y2": 0.693, "X3": 0.72775, "Y3": 0.7088, "X4": 0.15445, "Y4": 0.7098, "page": 0}, {"Word": "Two Winders product Specification - 7.0mm O.D ., 6.3mm I.D. x 90mm LG.", "Confidence": 0.94392, "X1": 0.15576, "Y1": 0.7092, "X2": 0.73953, "Y2": 0.709, "X3": 0.73953, "Y3": 0.7258, "X4": 0.15576, "Y4": 0.7268, "page": 0}, {"Word": "Each of thes winders is equipped with an HCF-80B Traydfiller, one of which is currently.", "Confidence": 0.97307, "X1": 0.09817, "Y1": 0.7422, "X2": 0.77356, "Y2": 0.742, "X3": 0.77356, "Y3": 0.7588, "X4": 0.09817, "Y4": 0.7578, "page": 0}, {"Word": "being used on the Protos Vision Machine.", "Confidence": 0.99529, "X1": 0.09948, "Y1": 0.7592, "X2": 0.41492, "Y2": 0.759, "X3": 0.41492, "Y3": 0.7748, "X4": 0.09948, "Y4": 0.7768, "page": 0}, {"Word": "2020346597", "Confidence": 0.991, "X1": 0.83377, "Y1": 0.8762, "X2": 0.83639, "Y2": 0.876, "X3": 0.81021, "Y3": 0.8758, "X4": 0.80759, "Y4": 0.7468, "page": 0}], "words_data": [{"Word": "KDF-2", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.1672, "X2": 0.15707, "Y2": 0.167, "X3": 0.15707, "Y3": 0.1828, "X4": 0.09817, "Y4": 0.1828, "page": 0, "Index": 0}, {"Word": "Scope:", "Confidence": 0.781, "X1": 0.09817, "Y1": 0.2022, "X2": 0.15445, "Y2": 0.202, "X3": 0.15445, "Y3": 0.2178, "X4": 0.09817, "Y4": 0.2178, "page": 0, "Index": 1}, {"Word": "Size", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.2202, "X2": 0.12827, "Y2": 0.22, "X3": 0.12827, "Y3": 0.2358, "X4": 0.09948, "Y4": 0.2358, "page": 0, "Index": 2}, {"Word": "change", "Confidence": 0.997, "X1": 0.1322, "Y1": 0.2202, "X2": 0.18717, "Y2": 0.22, "X3": 0.18717, "Y3": 0.2368, "X4": 0.1322, "Y4": 0.2358, "page": 0, "Index": 3}, {"Word": "the", "Confidence": 0.998, "X1": 0.1911, "Y1": 0.2202, "X2": 0.21466, "Y2": 0.22, "X3": 0.21466, "Y3": 0.2368, "X4": 0.1911, "Y4": 0.2368, "page": 0, "Index": 4}, {"Word": "KDF-2", "Confidence": 0.934, "X1": 0.21859, "Y1": 0.2202, "X2": 0.27356, "Y2": 0.22, "X3": 0.27356, "Y3": 0.2368, "X4": 0.2199, "Y4": 0.2368, "page": 0, "Index": 5}, {"Word": "for", "Confidence": 0.998, "X1": 0.27749, "Y1": 0.2202, "X2": 0.29974, "Y2": 0.22, "X3": 0.29974, "Y3": 0.2368, "X4": 0.27749, "Y4": 0.2368, "page": 0, "Index": 6}, {"Word": "the", "Confidence": 0.998, "X1": 0.30366, "Y1": 0.2192, "X2": 0.32592, "Y2": 0.219, "X3": 0.32592, "Y3": 0.2368, "X4": 0.30497, "Y4": 0.2368, "page": 0, "Index": 7}, {"Word": "new", "Confidence": 0.998, "X1": 0.33115, "Y1": 0.2192, "X2": 0.36257, "Y2": 0.219, "X3": 0.36257, "Y3": 0.2368, "X4": 0.33115, "Y4": 0.2368, "page": 0, "Index": 8}, {"Word": "small", "Confidence": 0.997, "X1": 0.3678, "Y1": 0.2192, "X2": 0.40838, "Y2": 0.219, "X3": 0.40838, "Y3": 0.2368, "X4": 0.3678, "Y4": 0.2368, "page": 0, "Index": 9}, {"Word": "plug", "Confidence": 0.981, "X1": 0.4123, "Y1": 0.2192, "X2": 0.44634, "Y2": 0.219, "X3": 0.44634, "Y3": 0.2368, "X4": 0.41361, "Y4": 0.2368, "page": 0, "Index": 10}, {"Word": "diameters.", "Confidence": 0.992, "X1": 0.45026, "Y1": 0.2192, "X2": 0.53534, "Y2": 0.219, "X3": 0.53665, "Y3": 0.2368, "X4": 0.45157, "Y4": 0.2368, "page": 0, "Index": 11}, {"Word": "This", "Confidence": 0.982, "X1": 0.54058, "Y1": 0.2192, "X2": 0.57199, "Y2": 0.219, "X3": 0.5733, "Y3": 0.2368, "X4": 0.54058, "Y4": 0.2368, "page": 0, "Index": 12}, {"Word": "diameter", "Confidence": 0.991, "X1": 0.57723, "Y1": 0.2192, "X2": 0.64267, "Y2": 0.219, "X3": 0.64398, "Y3": 0.2358, "X4": 0.57723, "Y4": 0.2368, "page": 0, "Index": 13}, {"Word": "will", "Confidence": 0.987, "X1": 0.6466, "Y1": 0.2192, "X2": 0.67539, "Y2": 0.219, "X3": 0.67539, "Y3": 0.2358, "X4": 0.64791, "Y4": 0.2358, "page": 0, "Index": 14}, {"Word": "be", "Confidence": 0.996, "X1": 0.67932, "Y1": 0.2192, "X2": 0.69634, "Y2": 0.219, "X3": 0.69764, "Y3": 0.2358, "X4": 0.68063, "Y4": 0.2358, "page": 0, "Index": 15}, {"Word": "less", "Confidence": 0.987, "X1": 0.70157, "Y1": 0.2192, "X2": 0.73037, "Y2": 0.219, "X3": 0.73168, "Y3": 0.2358, "X4": 0.70157, "Y4": 0.2358, "page": 0, "Index": 16}, {"Word": "than", "Confidence": 0.991, "X1": 0.73429, "Y1": 0.2192, "X2": 0.77094, "Y2": 0.219, "X3": 0.77225, "Y3": 0.2358, "X4": 0.7356, "Y4": 0.2358, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.997, "X1": 0.09948, "Y1": 0.2382, "X2": 0.12042, "Y2": 0.238, "X3": 0.12042, "Y3": 0.2548, "X4": 0.09817, "Y4": 0.2548, "page": 0, "Index": 18}, {"Word": "Superslims", "Confidence": 0.993, "X1": 0.12565, "Y1": 0.2372, "X2": 0.20812, "Y2": 0.237, "X3": 0.20812, "Y3": 0.2538, "X4": 0.12435, "Y4": 0.2548, "page": 0, "Index": 19}, {"Word": "product", "Confidence": 0.965, "X1": 0.21335, "Y1": 0.2372, "X2": 0.27094, "Y2": 0.237, "X3": 0.27094, "Y3": 0.2538, "X4": 0.21204, "Y4": 0.2538, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.998, "X1": 0.27618, "Y1": 0.2372, "X2": 0.30366, "Y2": 0.237, "X3": 0.30236, "Y3": 0.2538, "X4": 0.27487, "Y4": 0.2538, "page": 0, "Index": 21}, {"Word": "may", "Confidence": 0.998, "X1": 0.30759, "Y1": 0.2372, "X2": 0.33901, "Y2": 0.237, "X3": 0.3377, "Y3": 0.2538, "X4": 0.30759, "Y4": 0.2538, "page": 0, "Index": 22}, {"Word": "require", "Confidence": 0.994, "X1": 0.34293, "Y1": 0.2372, "X2": 0.3966, "Y2": 0.237, "X3": 0.3966, "Y3": 0.2538, "X4": 0.34293, "Y4": 0.2538, "page": 0, "Index": 23}, {"Word": "some", "Confidence": 0.989, "X1": 0.40183, "Y1": 0.2372, "X2": 0.4411, "Y2": 0.237, "X3": 0.4411, "Y3": 0.2538, "X4": 0.40052, "Y4": 0.2538, "page": 0, "Index": 24}, {"Word": "redesign", "Confidence": 0.995, "X1": 0.44503, "Y1": 0.2372, "X2": 0.50916, "Y2": 0.237, "X3": 0.50916, "Y3": 0.2548, "X4": 0.44503, "Y4": 0.2538, "page": 0, "Index": 25}, {"Word": "worko", "Confidence": 0.955, "X1": 0.5144, "Y1": 0.2382, "X2": 0.56806, "Y2": 0.238, "X3": 0.56806, "Y3": 0.2548, "X4": 0.5144, "Y4": 0.2548, "page": 0, "Index": 26}, {"Word": "Size", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.2712, "X2": 0.12827, "Y2": 0.271, "X3": 0.12827, "Y3": 0.2868, "X4": 0.09948, "Y4": 0.2858, "page": 0, "Index": 27}, {"Word": "change", "Confidence": 0.997, "X1": 0.13351, "Y1": 0.2702, "X2": 0.18717, "Y2": 0.27, "X3": 0.18717, "Y3": 0.2868, "X4": 0.13351, "Y4": 0.2868, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.19241, "Y1": 0.2702, "X2": 0.21466, "Y2": 0.27, "X3": 0.21466, "Y3": 0.2868, "X4": 0.19241, "Y4": 0.2868, "page": 0, "Index": 29}, {"Word": "KDF-2", "Confidence": 0.995, "X1": 0.2199, "Y1": 0.2702, "X2": 0.27225, "Y2": 0.27, "X3": 0.27225, "Y3": 0.2868, "X4": 0.2199, "Y4": 0.2868, "page": 0, "Index": 30}, {"Word": "for", "Confidence": 0.998, "X1": 0.27749, "Y1": 0.2702, "X2": 0.30105, "Y2": 0.27, "X3": 0.30105, "Y3": 0.2868, "X4": 0.27618, "Y4": 0.2868, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.30628, "Y1": 0.2702, "X2": 0.32853, "Y2": 0.27, "X3": 0.32853, "Y3": 0.2868, "X4": 0.30497, "Y4": 0.2868, "page": 0, "Index": 32}, {"Word": "new", "Confidence": 0.998, "X1": 0.33246, "Y1": 0.2702, "X2": 0.36257, "Y2": 0.27, "X3": 0.36257, "Y3": 0.2868, "X4": 0.33246, "Y4": 0.2868, "page": 0, "Index": 33}, {"Word": "large", "Confidence": 0.997, "X1": 0.3678, "Y1": 0.2702, "X2": 0.40576, "Y2": 0.27, "X3": 0.40576, "Y3": 0.2868, "X4": 0.3678, "Y4": 0.2868, "page": 0, "Index": 34}, {"Word": "diameter", "Confidence": 0.994, "X1": 0.41099, "Y1": 0.2702, "X2": 0.47644, "Y2": 0.27, "X3": 0.47644, "Y3": 0.2868, "X4": 0.41099, "Y4": 0.2868, "page": 0, "Index": 35}, {"Word": "plug.", "Confidence": 0.994, "X1": 0.48168, "Y1": 0.2702, "X2": 0.52618, "Y2": 0.27, "X3": 0.52487, "Y3": 0.2868, "X4": 0.48037, "Y4": 0.2868, "page": 0, "Index": 36}, {"Word": "This", "Confidence": 0.987, "X1": 0.5301, "Y1": 0.2702, "X2": 0.56283, "Y2": 0.27, "X3": 0.56283, "Y3": 0.2868, "X4": 0.5301, "Y4": 0.2868, "page": 0, "Index": 37}, {"Word": "diameter", "Confidence": 0.994, "X1": 0.56675, "Y1": 0.2702, "X2": 0.63351, "Y2": 0.27, "X3": 0.63351, "Y3": 0.2868, "X4": 0.56675, "Y4": 0.2868, "page": 0, "Index": 38}, {"Word": "will", "Confidence": 0.988, "X1": 0.63743, "Y1": 0.2702, "X2": 0.66623, "Y2": 0.27, "X3": 0.66623, "Y3": 0.2868, "X4": 0.63743, "Y4": 0.2868, "page": 0, "Index": 39}, {"Word": "be", "Confidence": 0.998, "X1": 0.67147, "Y1": 0.2712, "X2": 0.68979, "Y2": 0.271, "X3": 0.68848, "Y3": 0.2868, "X4": 0.67016, "Y4": 0.2868, "page": 0, "Index": 40}, {"Word": "greater", "Confidence": 0.996, "X1": 0.69372, "Y1": 0.2712, "X2": 0.75, "Y2": 0.271, "X3": 0.75, "Y3": 0.2868, "X4": 0.69372, "Y4": 0.2868, "page": 0, "Index": 41}, {"Word": "than", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.2892, "X2": 0.12827, "Y2": 0.289, "X3": 0.12827, "Y3": 0.3038, "X4": 0.09948, "Y4": 0.3038, "page": 0, "Index": 42}, {"Word": "conventional", "Confidence": 0.992, "X1": 0.1322, "Y1": 0.2882, "X2": 0.23168, "Y2": 0.288, "X3": 0.23168, "Y3": 0.3048, "X4": 0.1322, "Y4": 0.3038, "page": 0, "Index": 43}, {"Word": "products", "Confidence": 0.993, "X1": 0.23691, "Y1": 0.2882, "X2": 0.30105, "Y2": 0.288, "X3": 0.30105, "Y3": 0.3048, "X4": 0.23691, "Y4": 0.3048, "page": 0, "Index": 44}, {"Word": "and", "Confidence": 0.998, "X1": 0.30497, "Y1": 0.2872, "X2": 0.33246, "Y2": 0.287, "X3": 0.33246, "Y3": 0.3048, "X4": 0.30497, "Y4": 0.3048, "page": 0, "Index": 45}, {"Word": "require", "Confidence": 0.996, "X1": 0.3377, "Y1": 0.2872, "X2": 0.39005, "Y2": 0.287, "X3": 0.39005, "Y3": 0.3048, "X4": 0.3377, "Y4": 0.3048, "page": 0, "Index": 46}, {"Word": "some", "Confidence": 0.989, "X1": 0.39529, "Y1": 0.2872, "X2": 0.43325, "Y2": 0.287, "X3": 0.43325, "Y3": 0.3048, "X4": 0.39529, "Y4": 0.3048, "page": 0, "Index": 47}, {"Word": "redesign", "Confidence": 0.995, "X1": 0.43848, "Y1": 0.2872, "X2": 0.50262, "Y2": 0.287, "X3": 0.50262, "Y3": 0.3048, "X4": 0.43848, "Y4": 0.3048, "page": 0, "Index": 48}, {"Word": "or", "Confidence": 0.997, "X1": 0.50785, "Y1": 0.2872, "X2": 0.52356, "Y2": 0.287, "X3": 0.52225, "Y3": 0.3048, "X4": 0.50654, "Y4": 0.3048, "page": 0, "Index": 49}, {"Word": "aquisition", "Confidence": 0.994, "X1": 0.52749, "Y1": 0.2872, "X2": 0.60209, "Y2": 0.287, "X3": 0.60209, "Y3": 0.3038, "X4": 0.52749, "Y4": 0.3048, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.60602, "Y1": 0.2872, "X2": 0.62042, "Y2": 0.287, "X3": 0.62042, "Y3": 0.3038, "X4": 0.60602, "Y4": 0.3038, "page": 0, "Index": 51}, {"Word": "larger", "Confidence": 0.993, "X1": 0.62565, "Y1": 0.2872, "X2": 0.67016, "Y2": 0.287, "X3": 0.67016, "Y3": 0.3038, "X4": 0.62435, "Y4": 0.3038, "page": 0, "Index": 52}, {"Word": "diameter", "Confidence": 0.995, "X1": 0.67408, "Y1": 0.2882, "X2": 0.74346, "Y2": 0.288, "X3": 0.74346, "Y3": 0.3028, "X4": 0.67408, "Y4": 0.3038, "page": 0, "Index": 53}, {"Word": "change", "Confidence": 0.994, "X1": 0.09948, "Y1": 0.3052, "X2": 0.15183, "Y2": 0.305, "X3": 0.15052, "Y3": 0.3198, "X4": 0.09948, "Y4": 0.3208, "page": 0, "Index": 54}, {"Word": "parts.", "Confidence": 0.995, "X1": 0.15576, "Y1": 0.3062, "X2": 0.20157, "Y2": 0.306, "X3": 0.20026, "Y3": 0.3198, "X4": 0.15445, "Y4": 0.3198, "page": 0, "Index": 55}, {"Word": "Equipment", "Confidence": 0.993, "X1": 0.09817, "Y1": 0.3372, "X2": 0.18717, "Y2": 0.337, "X3": 0.18717, "Y3": 0.3548, "X4": 0.09817, "Y4": 0.3548, "page": 0, "Index": 56}, {"Word": "Requirement:", "Confidence": 0.992, "X1": 0.19241, "Y1": 0.3382, "X2": 0.31021, "Y2": 0.338, "X3": 0.3089, "Y3": 0.3538, "X4": 0.19241, "Y4": 0.3548, "page": 0, "Index": 57}, {"Word": "(2)", "Confidence": 0.991, "X1": 0.37827, "Y1": 0.3372, "X2": 0.39921, "Y2": 0.337, "X3": 0.39921, "Y3": 0.3548, "X4": 0.37958, "Y4": 0.3548, "page": 0, "Index": 58}, {"Word": "KDF-2's", "Confidence": 0.991, "X1": 0.40314, "Y1": 0.3372, "X2": 0.47382, "Y2": 0.337, "X3": 0.47513, "Y3": 0.3538, "X4": 0.40445, "Y4": 0.3548, "page": 0, "Index": 59}, {"Word": "requirement:", "Confidence": 0.992, "X1": 0.20157, "Y1": 0.3732, "X2": 0.31414, "Y2": 0.373, "X3": 0.31414, "Y3": 0.3878, "X4": 0.20157, "Y4": 0.3888, "page": 0, "Index": 60}, {"Word": "1", "Confidence": 0.667, "X1": 0.37958, "Y1": 0.3712, "X2": 0.38743, "Y2": 0.371, "X3": 0.38743, "Y3": 0.3868, "X4": 0.37958, "Y4": 0.3868, "page": 0, "Index": 61}, {"Word": "ME", "Confidence": 0.998, "X1": 0.39136, "Y1": 0.3712, "X2": 0.42147, "Y2": 0.371, "X3": 0.42277, "Y3": 0.3868, "X4": 0.39136, "Y4": 0.3868, "page": 0, "Index": 62}, {"Word": "Engineering", "Confidence": 0.956, "X1": 0.09948, "Y1": 0.3722, "X2": 0.19634, "Y2": 0.372, "X3": 0.19634, "Y3": 0.3888, "X4": 0.09948, "Y4": 0.3888, "page": 0, "Index": 63}, {"Word": "Estimated", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.4072, "X2": 0.18063, "Y2": 0.407, "X3": 0.18063, "Y3": 0.4218, "X4": 0.09817, "Y4": 0.4228, "page": 0, "Index": 64}, {"Word": "start", "Confidence": 0.998, "X1": 0.18455, "Y1": 0.4072, "X2": 0.22251, "Y2": 0.407, "X3": 0.22251, "Y3": 0.4218, "X4": 0.18455, "Y4": 0.4218, "page": 0, "Index": 65}, {"Word": "date:", "Confidence": 0.996, "X1": 0.22644, "Y1": 0.4082, "X2": 0.27225, "Y2": 0.408, "X3": 0.27094, "Y3": 0.4218, "X4": 0.22644, "Y4": 0.4218, "page": 0, "Index": 66}, {"Word": "1/93", "Confidence": 0.994, "X1": 0.38089, "Y1": 0.4072, "X2": 0.41492, "Y2": 0.407, "X3": 0.41623, "Y3": 0.4208, "X4": 0.38089, "Y4": 0.4208, "page": 0, "Index": 67}, {"Word": "Speed", "Confidence": 0.997, "X1": 0.09948, "Y1": 0.4422, "X2": 0.1466, "Y2": 0.442, "X3": 0.1466, "Y3": 0.4568, "X4": 0.09948, "Y4": 0.4578, "page": 0, "Index": 68}, {"Word": "Estimate:", "Confidence": 0.991, "X1": 0.15052, "Y1": 0.4412, "X2": 0.23429, "Y2": 0.441, "X3": 0.23429, "Y3": 0.4568, "X4": 0.15052, "Y4": 0.4568, "page": 0, "Index": 69}, {"Word": "300m/min.", "Confidence": 0.993, "X1": 0.26702, "Y1": 0.4422, "X2": 0.35209, "Y2": 0.442, "X3": 0.3534, "Y3": 0.4568, "X4": 0.26702, "Y4": 0.4548, "page": 0, "Index": 70}, {"Word": "Winders", "Confidence": 0.997, "X1": 0.10079, "Y1": 0.4932, "X2": 0.17277, "Y2": 0.493, "X3": 0.17147, "Y3": 0.5098, "X4": 0.10079, "Y4": 0.5078, "page": 0, "Index": 71}, {"Word": "Equipment", "Confidence": 0.993, "X1": 0.09817, "Y1": 0.5262, "X2": 0.18848, "Y2": 0.526, "X3": 0.18848, "Y3": 0.5428, "X4": 0.09817, "Y4": 0.5438, "page": 0, "Index": 72}, {"Word": "Status", "Confidence": 0.997, "X1": 0.19241, "Y1": 0.5262, "X2": 0.25, "Y2": 0.526, "X3": 0.25, "Y3": 0.5428, "X4": 0.19241, "Y4": 0.5428, "page": 0, "Index": 73}, {"Word": "Four", "Confidence": 0.981, "X1": 0.09817, "Y1": 0.5622, "X2": 0.13351, "Y2": 0.562, "X3": 0.13351, "Y3": 0.5768, "X4": 0.09817, "Y4": 0.5768, "page": 0, "Index": 74}, {"Word": "winders", "Confidence": 0.996, "X1": 0.13743, "Y1": 0.5622, "X2": 0.19764, "Y2": 0.562, "X3": 0.19895, "Y3": 0.5768, "X4": 0.13874, "Y4": 0.5768, "page": 0, "Index": 75}, {"Word": "are", "Confidence": 0.998, "X1": 0.20288, "Y1": 0.5612, "X2": 0.22513, "Y2": 0.561, "X3": 0.22513, "Y3": 0.5778, "X4": 0.20288, "Y4": 0.5768, "page": 0, "Index": 76}, {"Word": "currently", "Confidence": 0.958, "X1": 0.22906, "Y1": 0.5612, "X2": 0.29843, "Y2": 0.561, "X3": 0.29843, "Y3": 0.5778, "X4": 0.23037, "Y4": 0.5778, "page": 0, "Index": 77}, {"Word": "stored", "Confidence": 0.997, "X1": 0.30236, "Y1": 0.5612, "X2": 0.34817, "Y2": 0.561, "X3": 0.34817, "Y3": 0.5778, "X4": 0.30366, "Y4": 0.5778, "page": 0, "Index": 78}, {"Word": "at", "Confidence": 0.997, "X1": 0.35209, "Y1": 0.5612, "X2": 0.3678, "Y2": 0.561, "X3": 0.36911, "Y3": 0.5778, "X4": 0.3534, "Y4": 0.5778, "page": 0, "Index": 79}, {"Word": "Ashland,", "Confidence": 0.953, "X1": 0.37304, "Y1": 0.5612, "X2": 0.43848, "Y2": 0.561, "X3": 0.43848, "Y3": 0.5778, "X4": 0.37304, "Y4": 0.5778, "page": 0, "Index": 80}, {"Word": "two", "Confidence": 0.995, "X1": 0.44241, "Y1": 0.5612, "X2": 0.4712, "Y2": 0.561, "X3": 0.47251, "Y3": 0.5778, "X4": 0.44372, "Y4": 0.5778, "page": 0, "Index": 81}, {"Word": "are", "Confidence": 0.998, "X1": 0.47513, "Y1": 0.5612, "X2": 0.49869, "Y2": 0.561, "X3": 0.49869, "Y3": 0.5778, "X4": 0.47644, "Y4": 0.5778, "page": 0, "Index": 82}, {"Word": "operational", "Confidence": 0.993, "X1": 0.50262, "Y1": 0.5602, "X2": 0.5877, "Y2": 0.56, "X3": 0.5877, "Y3": 0.5778, "X4": 0.50393, "Y4": 0.5778, "page": 0, "Index": 83}, {"Word": "and", "Confidence": 0.998, "X1": 0.59162, "Y1": 0.5602, "X2": 0.61911, "Y2": 0.56, "X3": 0.61911, "Y3": 0.5778, "X4": 0.59162, "Y4": 0.5778, "page": 0, "Index": 84}, {"Word": "2", "Confidence": 0.995, "X1": 0.62304, "Y1": 0.5602, "X2": 0.63351, "Y2": 0.56, "X3": 0.63351, "Y3": 0.5778, "X4": 0.62304, "Y4": 0.5778, "page": 0, "Index": 85}, {"Word": "would", "Confidence": 0.997, "X1": 0.63743, "Y1": 0.5602, "X2": 0.68455, "Y2": 0.56, "X3": 0.68455, "Y3": 0.5768, "X4": 0.63743, "Y4": 0.5778, "page": 0, "Index": 86}, {"Word": "require", "Confidence": 0.994, "X1": 0.68848, "Y1": 0.5602, "X2": 0.74607, "Y2": 0.56, "X3": 0.74738, "Y3": 0.5768, "X4": 0.68979, "Y4": 0.5768, "page": 0, "Index": 87}, {"Word": "minimal", "Confidence": 0.991, "X1": 0.09817, "Y1": 0.5782, "X2": 0.16099, "Y2": 0.578, "X3": 0.16099, "Y3": 0.5938, "X4": 0.09817, "Y4": 0.5938, "page": 0, "Index": 88}, {"Word": "work", "Confidence": 0.989, "X1": 0.16492, "Y1": 0.5782, "X2": 0.20419, "Y2": 0.578, "X3": 0.20419, "Y3": 0.5938, "X4": 0.16492, "Y4": 0.5938, "page": 0, "Index": 89}, {"Word": "to", "Confidence": 0.998, "X1": 0.20812, "Y1": 0.5782, "X2": 0.22382, "Y2": 0.578, "X3": 0.22382, "Y3": 0.5938, "X4": 0.20812, "Y4": 0.5938, "page": 0, "Index": 90}, {"Word": "become", "Confidence": 0.996, "X1": 0.22775, "Y1": 0.5782, "X2": 0.28665, "Y2": 0.578, "X3": 0.28796, "Y3": 0.5928, "X4": 0.22775, "Y4": 0.5938, "page": 0, "Index": 91}, {"Word": "operational.", "Confidence": 0.981, "X1": 0.29058, "Y1": 0.5782, "X2": 0.38482, "Y2": 0.578, "X3": 0.38482, "Y3": 0.5928, "X4": 0.29188, "Y4": 0.5928, "page": 0, "Index": 92}, {"Word": "Four", "Confidence": 0.988, "X1": 0.38874, "Y1": 0.5782, "X2": 0.42539, "Y2": 0.578, "X3": 0.42539, "Y3": 0.5928, "X4": 0.38874, "Y4": 0.5928, "page": 0, "Index": 93}, {"Word": "additional", "Confidence": 0.994, "X1": 0.42932, "Y1": 0.5782, "X2": 0.50654, "Y2": 0.578, "X3": 0.50785, "Y3": 0.5928, "X4": 0.42932, "Y4": 0.5928, "page": 0, "Index": 94}, {"Word": "winders", "Confidence": 0.996, "X1": 0.51047, "Y1": 0.5782, "X2": 0.57068, "Y2": 0.578, "X3": 0.57068, "Y3": 0.5928, "X4": 0.51178, "Y4": 0.5928, "page": 0, "Index": 95}, {"Word": "are", "Confidence": 0.998, "X1": 0.57461, "Y1": 0.5782, "X2": 0.59555, "Y2": 0.578, "X3": 0.59555, "Y3": 0.5928, "X4": 0.57461, "Y4": 0.5928, "page": 0, "Index": 96}, {"Word": "in", "Confidence": 0.998, "X1": 0.59948, "Y1": 0.5782, "X2": 0.61518, "Y2": 0.578, "X3": 0.61649, "Y3": 0.5928, "X4": 0.59948, "Y4": 0.5928, "page": 0, "Index": 97}, {"Word": "crates", "Confidence": 0.997, "X1": 0.61911, "Y1": 0.5782, "X2": 0.66361, "Y2": 0.578, "X3": 0.66492, "Y3": 0.5928, "X4": 0.62042, "Y4": 0.5928, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.66754, "Y1": 0.5772, "X2": 0.69634, "Y2": 0.577, "X3": 0.69634, "Y3": 0.5928, "X4": 0.66885, "Y4": 0.5928, "page": 0, "Index": 99}, {"Word": "would", "Confidence": 0.815, "X1": 0.70026, "Y1": 0.5772, "X2": 0.75, "Y2": 0.577, "X3": 0.75, "Y3": 0.5938, "X4": 0.70026, "Y4": 0.5928, "page": 0, "Index": 100}, {"Word": "require", "Confidence": 0.995, "X1": 0.09948, "Y1": 0.5952, "X2": 0.15052, "Y2": 0.595, "X3": 0.14921, "Y3": 0.6108, "X4": 0.09948, "Y4": 0.6108, "page": 0, "Index": 101}, {"Word": "complete", "Confidence": 0.995, "X1": 0.15445, "Y1": 0.5952, "X2": 0.22513, "Y2": 0.595, "X3": 0.22513, "Y3": 0.6108, "X4": 0.15445, "Y4": 0.6108, "page": 0, "Index": 102}, {"Word": "fabrication", "Confidence": 0.994, "X1": 0.22906, "Y1": 0.5942, "X2": 0.31152, "Y2": 0.594, "X3": 0.31152, "Y3": 0.6108, "X4": 0.22906, "Y4": 0.6108, "page": 0, "Index": 103}, {"Word": "of", "Confidence": 0.998, "X1": 0.31545, "Y1": 0.5942, "X2": 0.33246, "Y2": 0.594, "X3": 0.33246, "Y3": 0.6108, "X4": 0.31545, "Y4": 0.6108, "page": 0, "Index": 104}, {"Word": "all", "Confidence": 0.998, "X1": 0.33639, "Y1": 0.5942, "X2": 0.35471, "Y2": 0.594, "X3": 0.35471, "Y3": 0.6108, "X4": 0.33639, "Y4": 0.6108, "page": 0, "Index": 105}, {"Word": "electrical", "Confidence": 0.994, "X1": 0.35864, "Y1": 0.5942, "X2": 0.42801, "Y2": 0.594, "X3": 0.42801, "Y3": 0.6098, "X4": 0.35864, "Y4": 0.6108, "page": 0, "Index": 106}, {"Word": "systems.", "Confidence": 0.994, "X1": 0.43325, "Y1": 0.5942, "X2": 0.50262, "Y2": 0.594, "X3": 0.50262, "Y3": 0.6098, "X4": 0.43194, "Y4": 0.6098, "page": 0, "Index": 107}, {"Word": "The", "Confidence": 0.998, "X1": 0.50785, "Y1": 0.5942, "X2": 0.53403, "Y2": 0.594, "X3": 0.53403, "Y3": 0.6098, "X4": 0.50785, "Y4": 0.6098, "page": 0, "Index": 108}, {"Word": "mechanical", "Confidence": 0.994, "X1": 0.53796, "Y1": 0.5932, "X2": 0.62435, "Y2": 0.593, "X3": 0.62435, "Y3": 0.6098, "X4": 0.53796, "Y4": 0.6098, "page": 0, "Index": 109}, {"Word": "assembly", "Confidence": 0.993, "X1": 0.62827, "Y1": 0.5932, "X2": 0.69895, "Y2": 0.593, "X3": 0.69895, "Y3": 0.6098, "X4": 0.62827, "Y4": 0.6098, "page": 0, "Index": 110}, {"Word": "is", "Confidence": 0.998, "X1": 0.70419, "Y1": 0.5932, "X2": 0.71597, "Y2": 0.593, "X3": 0.71597, "Y3": 0.6098, "X4": 0.70419, "Y4": 0.6098, "page": 0, "Index": 111}, {"Word": "75%", "Confidence": 0.998, "X1": 0.7212, "Y1": 0.5932, "X2": 0.75654, "Y2": 0.593, "X3": 0.75654, "Y3": 0.6098, "X4": 0.7212, "Y4": 0.6098, "page": 0, "Index": 112}, {"Word": "complete.", "Confidence": 0.993, "X1": 0.10079, "Y1": 0.6132, "X2": 0.17539, "Y2": 0.613, "X3": 0.17539, "Y3": 0.6288, "X4": 0.09948, "Y4": 0.6278, "page": 0, "Index": 113}, {"Word": "The", "Confidence": 0.994, "X1": 0.10209, "Y1": 0.6452, "X2": 0.12827, "Y2": 0.645, "X3": 0.12696, "Y3": 0.6598, "X4": 0.10209, "Y4": 0.6598, "page": 0, "Index": 114}, {"Word": "Winders", "Confidence": 0.996, "X1": 0.1322, "Y1": 0.6452, "X2": 0.19634, "Y2": 0.645, "X3": 0.19503, "Y3": 0.6598, "X4": 0.1322, "Y4": 0.6598, "page": 0, "Index": 115}, {"Word": "are", "Confidence": 0.998, "X1": 0.20026, "Y1": 0.6452, "X2": 0.22251, "Y2": 0.645, "X3": 0.22251, "Y3": 0.6598, "X4": 0.20026, "Y4": 0.6598, "page": 0, "Index": 116}, {"Word": "currently", "Confidence": 0.991, "X1": 0.22775, "Y1": 0.6442, "X2": 0.29712, "Y2": 0.644, "X3": 0.29712, "Y3": 0.6598, "X4": 0.22644, "Y4": 0.6598, "page": 0, "Index": 117}, {"Word": "set", "Confidence": 0.998, "X1": 0.30105, "Y1": 0.6442, "X2": 0.32199, "Y2": 0.644, "X3": 0.32199, "Y3": 0.6598, "X4": 0.30105, "Y4": 0.6598, "page": 0, "Index": 118}, {"Word": "up", "Confidence": 0.998, "X1": 0.32723, "Y1": 0.6442, "X2": 0.34555, "Y2": 0.644, "X3": 0.34555, "Y3": 0.6608, "X4": 0.32592, "Y4": 0.6608, "page": 0, "Index": 119}, {"Word": "to", "Confidence": 0.998, "X1": 0.34948, "Y1": 0.6442, "X2": 0.36387, "Y2": 0.644, "X3": 0.36387, "Y3": 0.6608, "X4": 0.34948, "Y4": 0.6608, "page": 0, "Index": 120}, {"Word": "handle", "Confidence": 0.995, "X1": 0.3678, "Y1": 0.6442, "X2": 0.41885, "Y2": 0.644, "X3": 0.41885, "Y3": 0.6608, "X4": 0.3678, "Y4": 0.6608, "page": 0, "Index": 121}, {"Word": "(5)", "Confidence": 0.998, "X1": 0.42277, "Y1": 0.6442, "X2": 0.44634, "Y2": 0.644, "X3": 0.44634, "Y3": 0.6608, "X4": 0.42277, "Y4": 0.6608, "page": 0, "Index": 122}, {"Word": "bobbins", "Confidence": 0.995, "X1": 0.45026, "Y1": 0.6432, "X2": 0.51047, "Y2": 0.643, "X3": 0.51047, "Y3": 0.6608, "X4": 0.45026, "Y4": 0.6608, "page": 0, "Index": 123}, {"Word": "of", "Confidence": 0.998, "X1": 0.5144, "Y1": 0.6432, "X2": 0.5301, "Y2": 0.643, "X3": 0.5301, "Y3": 0.6608, "X4": 0.5144, "Y4": 0.6608, "page": 0, "Index": 124}, {"Word": "material.", "Confidence": 0.994, "X1": 0.53403, "Y1": 0.6432, "X2": 0.6034, "Y2": 0.643, "X3": 0.6034, "Y3": 0.6608, "X4": 0.53403, "Y4": 0.6608, "page": 0, "Index": 125}, {"Word": "Splicing", "Confidence": 0.994, "X1": 0.60864, "Y1": 0.6432, "X2": 0.67277, "Y2": 0.643, "X3": 0.67277, "Y3": 0.6608, "X4": 0.60864, "Y4": 0.6608, "page": 0, "Index": 126}, {"Word": "is", "Confidence": 0.998, "X1": 0.6767, "Y1": 0.6432, "X2": 0.69372, "Y2": 0.643, "X3": 0.69372, "Y3": 0.6608, "X4": 0.6767, "Y4": 0.6608, "page": 0, "Index": 127}, {"Word": "accomplished", "Confidence": 0.991, "X1": 0.10209, "Y1": 0.6612, "X2": 0.20157, "Y2": 0.661, "X3": 0.20157, "Y3": 0.6768, "X4": 0.10209, "Y4": 0.6778, "page": 0, "Index": 128}, {"Word": "manually.", "Confidence": 0.991, "X1": 0.2055, "Y1": 0.6622, "X2": 0.28403, "Y2": 0.662, "X3": 0.28272, "Y3": 0.6778, "X4": 0.2055, "Y4": 0.6768, "page": 0, "Index": 129}, {"Word": "Two", "Confidence": 0.998, "X1": 0.15707, "Y1": 0.6942, "X2": 0.1911, "Y2": 0.694, "X3": 0.1911, "Y3": 0.7108, "X4": 0.15707, "Y4": 0.7098, "page": 0, "Index": 130}, {"Word": "Winders", "Confidence": 0.996, "X1": 0.19503, "Y1": 0.6942, "X2": 0.25916, "Y2": 0.694, "X3": 0.25785, "Y3": 0.7108, "X4": 0.19503, "Y4": 0.7108, "page": 0, "Index": 131}, {"Word": "product", "Confidence": 0.995, "X1": 0.26309, "Y1": 0.6942, "X2": 0.32068, "Y2": 0.694, "X3": 0.32068, "Y3": 0.7108, "X4": 0.26309, "Y4": 0.7108, "page": 0, "Index": 132}, {"Word": "Specification", "Confidence": 0.993, "X1": 0.32461, "Y1": 0.6942, "X2": 0.42539, "Y2": 0.694, "X3": 0.42539, "Y3": 0.7108, "X4": 0.32461, "Y4": 0.7108, "page": 0, "Index": 133}, {"Word": "-", "Confidence": 0.918, "X1": 0.42932, "Y1": 0.6942, "X2": 0.43586, "Y2": 0.694, "X3": 0.43586, "Y3": 0.7108, "X4": 0.42932, "Y4": 0.7108, "page": 0, "Index": 134}, {"Word": "7.7mm", "Confidence": 0.994, "X1": 0.43979, "Y1": 0.6942, "X2": 0.49215, "Y2": 0.694, "X3": 0.49084, "Y3": 0.7108, "X4": 0.43979, "Y4": 0.7108, "page": 0, "Index": 135}, {"Word": "O.D", "Confidence": 0.991, "X1": 0.49738, "Y1": 0.6942, "X2": 0.52487, "Y2": 0.694, "X3": 0.52487, "Y3": 0.7098, "X4": 0.49738, "Y4": 0.7108, "page": 0, "Index": 136}, {"Word": ".,", "Confidence": 0.991, "X1": 0.5288, "Y1": 0.6942, "X2": 0.53927, "Y2": 0.694, "X3": 0.53796, "Y3": 0.7098, "X4": 0.5288, "Y4": 0.7098, "page": 0, "Index": 137}, {"Word": "7mm", "Confidence": 0.998, "X1": 0.54319, "Y1": 0.6942, "X2": 0.57984, "Y2": 0.694, "X3": 0.57853, "Y3": 0.7098, "X4": 0.54319, "Y4": 0.7098, "page": 0, "Index": 138}, {"Word": "I.D.", "Confidence": 0.895, "X1": 0.58508, "Y1": 0.6942, "X2": 0.61518, "Y2": 0.694, "X3": 0.61518, "Y3": 0.7098, "X4": 0.58508, "Y4": 0.7098, "page": 0, "Index": 139}, {"Word": "x", "Confidence": 0.939, "X1": 0.61911, "Y1": 0.6942, "X2": 0.62958, "Y2": 0.694, "X3": 0.62958, "Y3": 0.7098, "X4": 0.61911, "Y4": 0.7098, "page": 0, "Index": 140}, {"Word": "85mm", "Confidence": 0.984, "X1": 0.63351, "Y1": 0.6932, "X2": 0.68063, "Y2": 0.693, "X3": 0.67932, "Y3": 0.7098, "X4": 0.63351, "Y4": 0.7098, "page": 0, "Index": 141}, {"Word": "LG.", "Confidence": 0.981, "X1": 0.68586, "Y1": 0.6932, "X2": 0.72382, "Y2": 0.693, "X3": 0.72382, "Y3": 0.7098, "X4": 0.68586, "Y4": 0.7098, "page": 0, "Index": 142}, {"Word": "Two", "Confidence": 0.998, "X1": 0.15707, "Y1": 0.7112, "X2": 0.18979, "Y2": 0.711, "X3": 0.18979, "Y3": 0.7268, "X4": 0.15838, "Y4": 0.7268, "page": 0, "Index": 143}, {"Word": "Winders", "Confidence": 0.993, "X1": 0.19372, "Y1": 0.7112, "X2": 0.25785, "Y2": 0.711, "X3": 0.25785, "Y3": 0.7268, "X4": 0.19372, "Y4": 0.7268, "page": 0, "Index": 144}, {"Word": "product", "Confidence": 0.996, "X1": 0.26178, "Y1": 0.7112, "X2": 0.32068, "Y2": 0.711, "X3": 0.32068, "Y3": 0.7268, "X4": 0.26178, "Y4": 0.7268, "page": 0, "Index": 145}, {"Word": "Specification", "Confidence": 0.993, "X1": 0.32461, "Y1": 0.7112, "X2": 0.42539, "Y2": 0.711, "X3": 0.42539, "Y3": 0.7268, "X4": 0.32461, "Y4": 0.7268, "page": 0, "Index": 146}, {"Word": "-", "Confidence": 0.991, "X1": 0.42932, "Y1": 0.7112, "X2": 0.43586, "Y2": 0.711, "X3": 0.43586, "Y3": 0.7268, "X4": 0.42932, "Y4": 0.7268, "page": 0, "Index": 147}, {"Word": "7.0mm", "Confidence": 0.997, "X1": 0.43979, "Y1": 0.7102, "X2": 0.48953, "Y2": 0.71, "X3": 0.48953, "Y3": 0.7268, "X4": 0.43979, "Y4": 0.7268, "page": 0, "Index": 148}, {"Word": "O.D", "Confidence": 0.991, "X1": 0.49738, "Y1": 0.7102, "X2": 0.52487, "Y2": 0.71, "X3": 0.52487, "Y3": 0.7268, "X4": 0.49738, "Y4": 0.7268, "page": 0, "Index": 149}, {"Word": ".,", "Confidence": 0.739, "X1": 0.5288, "Y1": 0.7102, "X2": 0.54319, "Y2": 0.71, "X3": 0.54319, "Y3": 0.7268, "X4": 0.5288, "Y4": 0.7268, "page": 0, "Index": 150}, {"Word": "6.3mm", "Confidence": 0.995, "X1": 0.54712, "Y1": 0.7102, "X2": 0.59817, "Y2": 0.71, "X3": 0.59817, "Y3": 0.7268, "X4": 0.54712, "Y4": 0.7268, "page": 0, "Index": 151}, {"Word": "I.D.", "Confidence": 0.96, "X1": 0.60471, "Y1": 0.7102, "X2": 0.63351, "Y2": 0.71, "X3": 0.63351, "Y3": 0.7268, "X4": 0.60471, "Y4": 0.7268, "page": 0, "Index": 152}, {"Word": "x", "Confidence": 0.674, "X1": 0.63743, "Y1": 0.7102, "X2": 0.64921, "Y2": 0.71, "X3": 0.64921, "Y3": 0.7268, "X4": 0.63743, "Y4": 0.7268, "page": 0, "Index": 153}, {"Word": "90mm", "Confidence": 0.983, "X1": 0.65314, "Y1": 0.7092, "X2": 0.69895, "Y2": 0.709, "X3": 0.69764, "Y3": 0.7258, "X4": 0.65314, "Y4": 0.7268, "page": 0, "Index": 154}, {"Word": "LG.", "Confidence": 0.961, "X1": 0.70419, "Y1": 0.7092, "X2": 0.73953, "Y2": 0.709, "X3": 0.73953, "Y3": 0.7258, "X4": 0.70419, "Y4": 0.7258, "page": 0, "Index": 155}, {"Word": "Each", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.7432, "X2": 0.13613, "Y2": 0.743, "X3": 0.13613, "Y3": 0.7588, "X4": 0.09948, "Y4": 0.7588, "page": 0, "Index": 156}, {"Word": "of", "Confidence": 0.998, "X1": 0.14005, "Y1": 0.7422, "X2": 0.15707, "Y2": 0.742, "X3": 0.15576, "Y3": 0.7588, "X4": 0.14005, "Y4": 0.7588, "page": 0, "Index": 157}, {"Word": "thes", "Confidence": 0.979, "X1": 0.16099, "Y1": 0.7422, "X2": 0.19241, "Y2": 0.742, "X3": 0.19241, "Y3": 0.7588, "X4": 0.16099, "Y4": 0.7588, "page": 0, "Index": 158}, {"Word": "winders", "Confidence": 0.995, "X1": 0.19634, "Y1": 0.7422, "X2": 0.25524, "Y2": 0.742, "X3": 0.25524, "Y3": 0.7588, "X4": 0.19634, "Y4": 0.7588, "page": 0, "Index": 159}, {"Word": "is", "Confidence": 0.998, "X1": 0.25916, "Y1": 0.7422, "X2": 0.27225, "Y2": 0.742, "X3": 0.27225, "Y3": 0.7588, "X4": 0.25916, "Y4": 0.7588, "page": 0, "Index": 160}, {"Word": "equipped", "Confidence": 0.995, "X1": 0.27749, "Y1": 0.7422, "X2": 0.34686, "Y2": 0.742, "X3": 0.34686, "Y3": 0.7588, "X4": 0.27618, "Y4": 0.7588, "page": 0, "Index": 161}, {"Word": "with", "Confidence": 0.989, "X1": 0.35079, "Y1": 0.7422, "X2": 0.38613, "Y2": 0.742, "X3": 0.38482, "Y3": 0.7588, "X4": 0.35079, "Y4": 0.7588, "page": 0, "Index": 162}, {"Word": "an", "Confidence": 0.998, "X1": 0.39005, "Y1": 0.7422, "X2": 0.40707, "Y2": 0.742, "X3": 0.40707, "Y3": 0.7588, "X4": 0.39005, "Y4": 0.7588, "page": 0, "Index": 163}, {"Word": "HCF-80B", "Confidence": 0.958, "X1": 0.41099, "Y1": 0.7422, "X2": 0.4856, "Y2": 0.742, "X3": 0.4856, "Y3": 0.7588, "X4": 0.41099, "Y4": 0.7588, "page": 0, "Index": 164}, {"Word": "Traydfiller,", "Confidence": 0.847, "X1": 0.49084, "Y1": 0.7422, "X2": 0.57592, "Y2": 0.742, "X3": 0.57592, "Y3": 0.7588, "X4": 0.48953, "Y4": 0.7588, "page": 0, "Index": 165}, {"Word": "one", "Confidence": 0.998, "X1": 0.58115, "Y1": 0.7422, "X2": 0.60733, "Y2": 0.742, "X3": 0.60733, "Y3": 0.7588, "X4": 0.57984, "Y4": 0.7588, "page": 0, "Index": 166}, {"Word": "of", "Confidence": 0.998, "X1": 0.61257, "Y1": 0.7422, "X2": 0.62827, "Y2": 0.742, "X3": 0.62696, "Y3": 0.7588, "X4": 0.61126, "Y4": 0.7588, "page": 0, "Index": 167}, {"Word": "which", "Confidence": 0.997, "X1": 0.6322, "Y1": 0.7422, "X2": 0.67801, "Y2": 0.742, "X3": 0.67801, "Y3": 0.7588, "X4": 0.6322, "Y4": 0.7588, "page": 0, "Index": 168}, {"Word": "is", "Confidence": 0.998, "X1": 0.68194, "Y1": 0.7422, "X2": 0.69503, "Y2": 0.742, "X3": 0.69503, "Y3": 0.7588, "X4": 0.68194, "Y4": 0.7588, "page": 0, "Index": 169}, {"Word": "currently.", "Confidence": 0.857, "X1": 0.70026, "Y1": 0.7422, "X2": 0.77356, "Y2": 0.742, "X3": 0.77225, "Y3": 0.7588, "X4": 0.69895, "Y4": 0.7588, "page": 0, "Index": 170}, {"Word": "being", "Confidence": 0.997, "X1": 0.10079, "Y1": 0.7602, "X2": 0.14005, "Y2": 0.76, "X3": 0.14005, "Y3": 0.7768, "X4": 0.09948, "Y4": 0.7778, "page": 0, "Index": 171}, {"Word": "used", "Confidence": 0.989, "X1": 0.14398, "Y1": 0.7602, "X2": 0.18063, "Y2": 0.76, "X3": 0.17932, "Y3": 0.7758, "X4": 0.14398, "Y4": 0.7768, "page": 0, "Index": 172}, {"Word": "on", "Confidence": 0.998, "X1": 0.18455, "Y1": 0.7602, "X2": 0.20419, "Y2": 0.76, "X3": 0.20288, "Y3": 0.7758, "X4": 0.18325, "Y4": 0.7758, "page": 0, "Index": 173}, {"Word": "the", "Confidence": 0.998, "X1": 0.20812, "Y1": 0.7592, "X2": 0.23037, "Y2": 0.759, "X3": 0.22906, "Y3": 0.7748, "X4": 0.20681, "Y4": 0.7758, "page": 0, "Index": 174}, {"Word": "Protos", "Confidence": 0.997, "X1": 0.23429, "Y1": 0.7592, "X2": 0.28534, "Y2": 0.759, "X3": 0.28534, "Y3": 0.7748, "X4": 0.23429, "Y4": 0.7748, "page": 0, "Index": 175}, {"Word": "Vision", "Confidence": 0.997, "X1": 0.28927, "Y1": 0.7592, "X2": 0.3377, "Y2": 0.759, "X3": 0.3377, "Y3": 0.7748, "X4": 0.28927, "Y4": 0.7748, "page": 0, "Index": 176}, {"Word": "Machine.", "Confidence": 0.991, "X1": 0.34162, "Y1": 0.7592, "X2": 0.41623, "Y2": 0.759, "X3": 0.41492, "Y3": 0.7748, "X4": 0.34162, "Y4": 0.7748, "page": 0, "Index": 177}, {"Word": "2020346597", "Confidence": 0.991, "X1": 0.83508, "Y1": 0.8722, "X2": 0.83639, "Y2": 0.872, "X3": 0.81152, "Y3": 0.8728, "X4": 0.80759, "Y4": 0.7468, "page": 0, "Index": 178}]}	"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"
ffcl0128	5	{"lines_data": [{"Word": "Cartridge Assembly Machine", "Confidence": 0.99533, "X1": 0.09293, "Y1": 0.1812, "X2": 0.33508, "Y2": 0.181, "X3": 0.33508, "Y3": 0.1988, "X4": 0.09293, "Y4": 0.1978, "page": 0}, {"Word": "Scope Design Work:", "Confidence": 0.996, "X1": 0.09424, "Y1": 0.2172, "X2": 0.26047, "Y2": 0.217, "X3": 0.26047, "Y3": 0.2328, "X4": 0.09424, "Y4": 0.2338, "page": 0}, {"Word": "Nomachinery exists today to assemble the tubular components for the Beta. The", "Confidence": 0.99617, "X1": 0.09293, "Y1": 0.2522, "X2": 0.70419, "Y2": 0.252, "X3": 0.70419, "Y3": 0.2688, "X4": 0.09293, "Y4": 0.2678, "page": 0}, {"Word": "Machinery required for this part of the process would require the invention of several", "Confidence": 0.99429, "X1": 0.09555, "Y1": 0.2692, "X2": 0.73822, "Y2": 0.269, "X3": 0.73822, "Y3": 0.2848, "X4": 0.09555, "Y4": 0.2848, "page": 0}, {"Word": "assembly and adhesive application mechanisms. This machine by far will be our most", "Confidence": 0.99362, "X1": 0.09555, "Y1": 0.2852, "X2": 0.74738, "Y2": 0.285, "X3": 0.74738, "Y3": 0.3018, "X4": 0.09555, "Y4": 0.3018, "page": 0}, {"Word": "critical assembly step.", "Confidence": 0.996, "X1": 0.09555, "Y1": 0.3032, "X2": 0.26309, "Y2": 0.303, "X3": 0.26309, "Y3": 0.3198, "X4": 0.09555, "Y4": 0.3188, "page": 0}, {"Word": "1)", "Confidence": 0.997, "X1": 0.09817, "Y1": 0.3362, "X2": 0.11649, "Y2": 0.336, "X3": 0.11649, "Y3": 0.3518, "X4": 0.09817, "Y4": 0.3508, "page": 0}, {"Word": "Feed system will need to be designed, developed, fabricated and tested to handle", "Confidence": 0.99377, "X1": 0.1466, "Y1": 0.3352, "X2": 0.75916, "Y2": 0.335, "X3": 0.75916, "Y3": 0.3518, "X4": 0.1466, "Y4": 0.3518, "page": 0}, {"Word": "the Outer Tubes, Spacer Tubes and AG Tubes.", "Confidence": 0.99175, "X1": 0.15052, "Y1": 0.3532, "X2": 0.50262, "Y2": 0.353, "X3": 0.50262, "Y3": 0.3688, "X4": 0.15052, "Y4": 0.3688, "page": 0}, {"Word": "2)", "Confidence": 0.998, "X1": 0.09555, "Y1": 0.3692, "X2": 0.11387, "Y2": 0.369, "X3": 0.11387, "Y3": 0.3848, "X4": 0.09555, "Y4": 0.3848, "page": 0}, {"Word": "A complete high speed assembly machine on the order of complexity with a", "Confidence": 0.995, "X1": 0.15052, "Y1": 0.3702, "X2": 0.72644, "Y2": 0.37, "X3": 0.72644, "Y3": 0.3848, "X4": 0.15052, "Y4": 0.3848, "page": 0}, {"Word": "DH MAX-S will need to be designed, developed, fabricated and tested. This machine", "Confidence": 0.98838, "X1": 0.11387, "Y1": 0.3852, "X2": 0.76963, "Y2": 0.385, "X3": 0.76963, "Y3": 0.4018, "X4": 0.11387, "Y4": 0.4028, "page": 0}, {"Word": "will use continuous motion assembly principals utilizing cam acuated assembly", "Confidence": 0.9951, "X1": 0.15052, "Y1": 0.4022, "X2": 0.74869, "Y2": 0.402, "X3": 0.74869, "Y3": 0.4188, "X4": 0.15052, "Y4": 0.4188, "page": 0}, {"Word": "mechanisms.", "Confidence": 0.991, "X1": 0.14921, "Y1": 0.4202, "X2": 0.24869, "Y2": 0.42, "X3": 0.24869, "Y3": 0.4348, "X4": 0.14921, "Y4": 0.4348, "page": 0}, {"Word": "3)", "Confidence": 0.997, "X1": 0.09424, "Y1": 0.4372, "X2": 0.11387, "Y2": 0.437, "X3": 0.11387, "Y3": 0.4518, "X4": 0.09424, "Y4": 0.4518, "page": 0}, {"Word": "The machine will have 3 different hoppers that will tax the operators ability to.", "Confidence": 0.95771, "X1": 0.15183, "Y1": 0.4362, "X2": 0.74215, "Y2": 0.436, "X3": 0.74215, "Y3": 0.4518, "X4": 0.15183, "Y4": 0.4518, "page": 0}, {"Word": "keep up with the tray feed systems. Therefore, it may be necessary to develop", "Confidence": 0.993, "X1": 0.15052, "Y1": 0.4532, "X2": 0.74084, "Y2": 0.453, "X3": 0.74084, "Y3": 0.4688, "X4": 0.15052, "Y4": 0.4688, "page": 0}, {"Word": "mass flow tray systems that can be automatically supplied.", "Confidence": 0.993, "X1": 0.15052, "Y1": 0.4692, "X2": 0.59293, "Y2": 0.469, "X3": 0.59293, "Y3": 0.4848, "X4": 0.15052, "Y4": 0.4858, "page": 0}, {"Word": "4)", "Confidence": 0.95, "X1": 0.09424, "Y1": 0.4882, "X2": 0.11387, "Y2": 0.488, "X3": 0.11257, "Y3": 0.5028, "X4": 0.09293, "Y4": 0.5018, "page": 0}, {"Word": "Electrical control systems will need to be devised to detect and control the", "Confidence": 0.99469, "X1": 0.15052, "Y1": 0.4852, "X2": 0.71073, "Y2": 0.485, "X3": 0.71073, "Y3": 0.5008, "X4": 0.15052, "Y4": 0.5028, "page": 0}, {"Word": "assembly of various components and Vision Inspection Systems will need to be", "Confidence": 0.99367, "X1": 0.15052, "Y1": 0.5032, "X2": 0.75, "Y2": 0.503, "X3": 0.75, "Y3": 0.5178, "X4": 0.15052, "Y4": 0.5188, "page": 0}, {"Word": "adapted to inspect the finished assemblies before they exit the machine. The", "Confidence": 0.99483, "X1": 0.15052, "Y1": 0.5182, "X2": 0.72906, "Y2": 0.518, "X3": 0.72906, "Y3": 0.5348, "X4": 0.15052, "Y4": 0.5348, "page": 0}, {"Word": "Vision Systems currently being developed for cigarettes and plugs may be", "Confidence": 0.98482, "X1": 0.15183, "Y1": 0.5352, "X2": 0.71466, "Y2": 0.535, "X3": 0.71466, "Y3": 0.5528, "X4": 0.15183, "Y4": 0.5528, "page": 0}, {"Word": "adaptable.", "Confidence": 0.991, "X1": 0.15052, "Y1": 0.5532, "X2": 0.23168, "Y2": 0.553, "X3": 0.23168, "Y3": 0.5688, "X4": 0.15052, "Y4": 0.5688, "page": 0}, {"Word": "Equipment Requirement:", "Confidence": 0.992, "X1": 0.09424, "Y1": 0.5862, "X2": 0.30497, "Y2": 0.586, "X3": 0.30497, "Y3": 0.6028, "X4": 0.09424, "Y4": 0.6038, "page": 0}, {"Word": "(7) Assembly Machines", "Confidence": 0.995, "X1": 0.37696, "Y1": 0.5862, "X2": 0.55759, "Y2": 0.586, "X3": 0.55759, "Y3": 0.6018, "X4": 0.37696, "Y4": 0.6008, "page": 0}, {"Word": "(7) HCF-80B", "Confidence": 0.9885, "X1": 0.37565, "Y1": 0.6032, "X2": 0.47775, "Y2": 0.603, "X3": 0.47775, "Y3": 0.6178, "X4": 0.37565, "Y4": 0.6178, "page": 0}, {"Word": "(7) Mass Flow Tray Feed Systems", "Confidence": 0.99033, "X1": 0.37696, "Y1": 0.6202, "X2": 0.63613, "Y2": 0.62, "X3": 0.63613, "Y3": 0.6358, "X4": 0.37696, "Y4": 0.6358, "page": 0}, {"Word": "Engineering requirement:", "Confidence": 0.9805, "X1": 0.09293, "Y1": 0.6372, "X2": 0.30759, "Y2": 0.637, "X3": 0.30759, "Y3": 0.6528, "X4": 0.09293, "Y4": 0.6528, "page": 0}, {"Word": "2 ME", "Confidence": 0.9275, "X1": 0.37565, "Y1": 0.6362, "X2": 0.41885, "Y2": 0.636, "X3": 0.41885, "Y3": 0.6508, "X4": 0.37565, "Y4": 0.6498, "page": 0}, {"Word": "I Mech Designer", "Confidence": 0.881, "X1": 0.37827, "Y1": 0.6542, "X2": 0.50785, "Y2": 0.654, "X3": 0.50785, "Y3": 0.6698, "X4": 0.37827, "Y4": 0.6688, "page": 0}, {"Word": "LEE", "Confidence": 0.622, "X1": 0.37827, "Y1": 0.6702, "X2": 0.41492, "Y2": 0.67, "X3": 0.41623, "Y3": 0.6828, "X4": 0.37958, "Y4": 0.6828, "page": 0}, {"Word": "External Design Support : 2-Design Engrs:", "Confidence": 0.92633, "X1": 0.37435, "Y1": 0.6862, "X2": 0.7212, "Y2": 0.686, "X3": 0.7212, "Y3": 0.7028, "X4": 0.37435, "Y4": 0.7028, "page": 0}, {"Word": "EE Design Support", "Confidence": 0.99567, "X1": 0.59948, "Y1": 0.7032, "X2": 0.74869, "Y2": 0.703, "X3": 0.74869, "Y3": 0.7208, "X4": 0.59948, "Y4": 0.7198, "page": 0}, {"Word": "Estimated start date:", "Confidence": 0.99567, "X1": 0.09424, "Y1": 0.7362, "X2": 0.26832, "Y2": 0.736, "X3": 0.26832, "Y3": 0.7518, "X4": 0.09424, "Y4": 0.7518, "page": 0}, {"Word": "11/92", "Confidence": 0.994, "X1": 0.37696, "Y1": 0.7362, "X2": 0.42408, "Y2": 0.736, "X3": 0.42277, "Y3": 0.7508, "X4": 0.37696, "Y4": 0.7498, "page": 0}, {"Word": "Current Speed Estimate: 4000 cartridges/min. @ 65% eff", "Confidence": 0.98813, "X1": 0.09293, "Y1": 0.7692, "X2": 0.56937, "Y2": 0.769, "X3": 0.56937, "Y3": 0.7858, "X4": 0.09293, "Y4": 0.7868, "page": 0}, {"Word": "2020346601", "Confidence": 0.968, "X1": 0.80236, "Y1": 0.8762, "X2": 0.80366, "Y2": 0.876, "X3": 0.77618, "Y3": 0.8758, "X4": 0.77487, "Y4": 0.7488, "page": 0}], "words_data": [{"Word": "Cartridge", "Confidence": 0.994, "X1": 0.09424, "Y1": 0.1812, "X2": 0.17408, "Y2": 0.181, "X3": 0.17408, "Y3": 0.1988, "X4": 0.09424, "Y4": 0.1978, "page": 0, "Index": 0}, {"Word": "Assembly", "Confidence": 0.995, "X1": 0.17932, "Y1": 0.1812, "X2": 0.25524, "Y2": 0.181, "X3": 0.25524, "Y3": 0.1998, "X4": 0.17932, "Y4": 0.1988, "page": 0, "Index": 1}, {"Word": "Machine", "Confidence": 0.997, "X1": 0.25916, "Y1": 0.1812, "X2": 0.33508, "Y2": 0.181, "X3": 0.33508, "Y3": 0.1998, "X4": 0.25916, "Y4": 0.1998, "page": 0, "Index": 2}, {"Word": "Scope", "Confidence": 0.993, "X1": 0.09555, "Y1": 0.2172, "X2": 0.14136, "Y2": 0.217, "X3": 0.14005, "Y3": 0.2338, "X4": 0.09424, "Y4": 0.2338, "page": 0, "Index": 3}, {"Word": "Design", "Confidence": 0.997, "X1": 0.14529, "Y1": 0.2172, "X2": 0.20157, "Y2": 0.217, "X3": 0.20026, "Y3": 0.2338, "X4": 0.14398, "Y4": 0.2338, "page": 0, "Index": 4}, {"Word": "Work:", "Confidence": 0.998, "X1": 0.2055, "Y1": 0.2172, "X2": 0.26047, "Y2": 0.217, "X3": 0.26047, "Y3": 0.2338, "X4": 0.2055, "Y4": 0.2338, "page": 0, "Index": 5}, {"Word": "Nomachinery", "Confidence": 0.994, "X1": 0.09424, "Y1": 0.2522, "X2": 0.19634, "Y2": 0.252, "X3": 0.19503, "Y3": 0.2688, "X4": 0.09424, "Y4": 0.2688, "page": 0, "Index": 6}, {"Word": "exists", "Confidence": 0.995, "X1": 0.20026, "Y1": 0.2532, "X2": 0.24476, "Y2": 0.253, "X3": 0.24346, "Y3": 0.2688, "X4": 0.20026, "Y4": 0.2688, "page": 0, "Index": 7}, {"Word": "today", "Confidence": 0.997, "X1": 0.24869, "Y1": 0.2532, "X2": 0.28927, "Y2": 0.253, "X3": 0.28927, "Y3": 0.2688, "X4": 0.24869, "Y4": 0.2688, "page": 0, "Index": 8}, {"Word": "to", "Confidence": 0.998, "X1": 0.2945, "Y1": 0.2532, "X2": 0.3089, "Y2": 0.253, "X3": 0.3089, "Y3": 0.2688, "X4": 0.29319, "Y4": 0.2688, "page": 0, "Index": 9}, {"Word": "assemble", "Confidence": 0.995, "X1": 0.31414, "Y1": 0.2532, "X2": 0.38351, "Y2": 0.253, "X3": 0.38351, "Y3": 0.2688, "X4": 0.31283, "Y4": 0.2688, "page": 0, "Index": 10}, {"Word": "the", "Confidence": 0.998, "X1": 0.38743, "Y1": 0.2532, "X2": 0.40969, "Y2": 0.253, "X3": 0.40969, "Y3": 0.2688, "X4": 0.38743, "Y4": 0.2688, "page": 0, "Index": 11}, {"Word": "tubular", "Confidence": 0.994, "X1": 0.41361, "Y1": 0.2532, "X2": 0.46728, "Y2": 0.253, "X3": 0.46859, "Y3": 0.2688, "X4": 0.41361, "Y4": 0.2688, "page": 0, "Index": 12}, {"Word": "components", "Confidence": 0.993, "X1": 0.47251, "Y1": 0.2532, "X2": 0.56414, "Y2": 0.253, "X3": 0.56414, "Y3": 0.2688, "X4": 0.47251, "Y4": 0.2688, "page": 0, "Index": 13}, {"Word": "for", "Confidence": 0.998, "X1": 0.56806, "Y1": 0.2532, "X2": 0.58901, "Y2": 0.253, "X3": 0.59031, "Y3": 0.2688, "X4": 0.56937, "Y4": 0.2688, "page": 0, "Index": 14}, {"Word": "the", "Confidence": 0.998, "X1": 0.59424, "Y1": 0.2532, "X2": 0.61649, "Y2": 0.253, "X3": 0.6178, "Y3": 0.2688, "X4": 0.59424, "Y4": 0.2688, "page": 0, "Index": 15}, {"Word": "Beta.", "Confidence": 0.996, "X1": 0.62042, "Y1": 0.2532, "X2": 0.66623, "Y2": 0.253, "X3": 0.66623, "Y3": 0.2698, "X4": 0.62173, "Y4": 0.2688, "page": 0, "Index": 16}, {"Word": "The", "Confidence": 0.998, "X1": 0.67016, "Y1": 0.2532, "X2": 0.70288, "Y2": 0.253, "X3": 0.70419, "Y3": 0.2698, "X4": 0.67147, "Y4": 0.2698, "page": 0, "Index": 17}, {"Word": "Machinery", "Confidence": 0.993, "X1": 0.09555, "Y1": 0.2692, "X2": 0.17539, "Y2": 0.269, "X3": 0.17408, "Y3": 0.2848, "X4": 0.09555, "Y4": 0.2848, "page": 0, "Index": 18}, {"Word": "required", "Confidence": 0.992, "X1": 0.17932, "Y1": 0.2692, "X2": 0.24346, "Y2": 0.269, "X3": 0.24215, "Y3": 0.2858, "X4": 0.17801, "Y4": 0.2848, "page": 0, "Index": 19}, {"Word": "for", "Confidence": 0.998, "X1": 0.24738, "Y1": 0.2692, "X2": 0.26963, "Y2": 0.269, "X3": 0.26832, "Y3": 0.2858, "X4": 0.24738, "Y4": 0.2858, "page": 0, "Index": 20}, {"Word": "this", "Confidence": 0.988, "X1": 0.27356, "Y1": 0.2692, "X2": 0.30236, "Y2": 0.269, "X3": 0.30105, "Y3": 0.2858, "X4": 0.27225, "Y4": 0.2858, "page": 0, "Index": 21}, {"Word": "part", "Confidence": 0.987, "X1": 0.30628, "Y1": 0.2692, "X2": 0.33639, "Y2": 0.269, "X3": 0.33508, "Y3": 0.2858, "X4": 0.30497, "Y4": 0.2858, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.2692, "X2": 0.35602, "Y2": 0.269, "X3": 0.35471, "Y3": 0.2858, "X4": 0.34031, "Y4": 0.2858, "page": 0, "Index": 23}, {"Word": "the", "Confidence": 0.994, "X1": 0.35995, "Y1": 0.2692, "X2": 0.38351, "Y2": 0.269, "X3": 0.38351, "Y3": 0.2858, "X4": 0.35864, "Y4": 0.2858, "page": 0, "Index": 24}, {"Word": "process", "Confidence": 0.996, "X1": 0.38874, "Y1": 0.2692, "X2": 0.44503, "Y2": 0.269, "X3": 0.44503, "Y3": 0.2858, "X4": 0.38743, "Y4": 0.2858, "page": 0, "Index": 25}, {"Word": "would", "Confidence": 0.997, "X1": 0.45026, "Y1": 0.2692, "X2": 0.49607, "Y2": 0.269, "X3": 0.49476, "Y3": 0.2858, "X4": 0.44895, "Y4": 0.2858, "page": 0, "Index": 26}, {"Word": "require", "Confidence": 0.994, "X1": 0.5, "Y1": 0.2692, "X2": 0.55366, "Y2": 0.269, "X3": 0.55236, "Y3": 0.2858, "X4": 0.5, "Y4": 0.2858, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.55759, "Y1": 0.2702, "X2": 0.58246, "Y2": 0.27, "X3": 0.58115, "Y3": 0.2848, "X4": 0.55628, "Y4": 0.2848, "page": 0, "Index": 28}, {"Word": "invention", "Confidence": 0.995, "X1": 0.58639, "Y1": 0.2702, "X2": 0.65707, "Y2": 0.27, "X3": 0.65707, "Y3": 0.2848, "X4": 0.58508, "Y4": 0.2848, "page": 0, "Index": 29}, {"Word": "of", "Confidence": 0.994, "X1": 0.66099, "Y1": 0.2702, "X2": 0.67801, "Y2": 0.27, "X3": 0.6767, "Y3": 0.2848, "X4": 0.66099, "Y4": 0.2848, "page": 0, "Index": 30}, {"Word": "several", "Confidence": 0.996, "X1": 0.68194, "Y1": 0.2702, "X2": 0.73822, "Y2": 0.27, "X3": 0.73691, "Y3": 0.2848, "X4": 0.68063, "Y4": 0.2848, "page": 0, "Index": 31}, {"Word": "assembly", "Confidence": 0.991, "X1": 0.09686, "Y1": 0.2872, "X2": 0.16361, "Y2": 0.287, "X3": 0.16361, "Y3": 0.3028, "X4": 0.09686, "Y4": 0.3018, "page": 0, "Index": 32}, {"Word": "and", "Confidence": 0.998, "X1": 0.16885, "Y1": 0.2872, "X2": 0.19503, "Y2": 0.287, "X3": 0.19503, "Y3": 0.3028, "X4": 0.16885, "Y4": 0.3028, "page": 0, "Index": 33}, {"Word": "adhesive", "Confidence": 0.995, "X1": 0.19895, "Y1": 0.2862, "X2": 0.26571, "Y2": 0.286, "X3": 0.26571, "Y3": 0.3028, "X4": 0.19895, "Y4": 0.3028, "page": 0, "Index": 34}, {"Word": "application", "Confidence": 0.994, "X1": 0.26963, "Y1": 0.2862, "X2": 0.35471, "Y2": 0.286, "X3": 0.35471, "Y3": 0.3028, "X4": 0.26963, "Y4": 0.3028, "page": 0, "Index": 35}, {"Word": "mechanisms.", "Confidence": 0.991, "X1": 0.35864, "Y1": 0.2862, "X2": 0.46204, "Y2": 0.286, "X3": 0.46204, "Y3": 0.3028, "X4": 0.35864, "Y4": 0.3028, "page": 0, "Index": 36}, {"Word": "This", "Confidence": 0.986, "X1": 0.46597, "Y1": 0.2862, "X2": 0.49869, "Y2": 0.286, "X3": 0.49869, "Y3": 0.3028, "X4": 0.46597, "Y4": 0.3028, "page": 0, "Index": 37}, {"Word": "machine", "Confidence": 0.995, "X1": 0.50262, "Y1": 0.2862, "X2": 0.56675, "Y2": 0.286, "X3": 0.56806, "Y3": 0.3028, "X4": 0.50262, "Y4": 0.3028, "page": 0, "Index": 38}, {"Word": "by", "Confidence": 0.998, "X1": 0.57199, "Y1": 0.2862, "X2": 0.59162, "Y2": 0.286, "X3": 0.59162, "Y3": 0.3028, "X4": 0.57199, "Y4": 0.3028, "page": 0, "Index": 39}, {"Word": "far", "Confidence": 0.998, "X1": 0.59555, "Y1": 0.2862, "X2": 0.61649, "Y2": 0.286, "X3": 0.61649, "Y3": 0.3018, "X4": 0.59555, "Y4": 0.3028, "page": 0, "Index": 40}, {"Word": "will", "Confidence": 0.988, "X1": 0.62042, "Y1": 0.2862, "X2": 0.64921, "Y2": 0.286, "X3": 0.64921, "Y3": 0.3018, "X4": 0.62173, "Y4": 0.3018, "page": 0, "Index": 41}, {"Word": "be", "Confidence": 0.997, "X1": 0.65314, "Y1": 0.2862, "X2": 0.67147, "Y2": 0.286, "X3": 0.67147, "Y3": 0.3018, "X4": 0.65314, "Y4": 0.3018, "page": 0, "Index": 42}, {"Word": "our", "Confidence": 0.998, "X1": 0.67539, "Y1": 0.2862, "X2": 0.70157, "Y2": 0.286, "X3": 0.70157, "Y3": 0.3018, "X4": 0.6767, "Y4": 0.3018, "page": 0, "Index": 43}, {"Word": "most", "Confidence": 0.988, "X1": 0.7055, "Y1": 0.2862, "X2": 0.74869, "Y2": 0.286, "X3": 0.74869, "Y3": 0.3018, "X4": 0.7055, "Y4": 0.3018, "page": 0, "Index": 44}, {"Word": "critical", "Confidence": 0.995, "X1": 0.09686, "Y1": 0.3032, "X2": 0.1466, "Y2": 0.303, "X3": 0.1466, "Y3": 0.3198, "X4": 0.09686, "Y4": 0.3188, "page": 0, "Index": 45}, {"Word": "assembly", "Confidence": 0.996, "X1": 0.15052, "Y1": 0.3042, "X2": 0.2212, "Y2": 0.304, "X3": 0.2212, "Y3": 0.3198, "X4": 0.15052, "Y4": 0.3198, "page": 0, "Index": 46}, {"Word": "step.", "Confidence": 0.997, "X1": 0.22513, "Y1": 0.3042, "X2": 0.2644, "Y2": 0.304, "X3": 0.26309, "Y3": 0.3208, "X4": 0.22513, "Y4": 0.3198, "page": 0, "Index": 47}, {"Word": "1)", "Confidence": 0.997, "X1": 0.09817, "Y1": 0.3362, "X2": 0.11649, "Y2": 0.336, "X3": 0.11518, "Y3": 0.3518, "X4": 0.09817, "Y4": 0.3508, "page": 0, "Index": 48}, {"Word": "Feed", "Confidence": 0.987, "X1": 0.15052, "Y1": 0.3362, "X2": 0.18717, "Y2": 0.336, "X3": 0.18717, "Y3": 0.3528, "X4": 0.15052, "Y4": 0.3518, "page": 0, "Index": 49}, {"Word": "system", "Confidence": 0.996, "X1": 0.1911, "Y1": 0.3362, "X2": 0.24084, "Y2": 0.336, "X3": 0.24084, "Y3": 0.3528, "X4": 0.1911, "Y4": 0.3528, "page": 0, "Index": 50}, {"Word": "will", "Confidence": 0.988, "X1": 0.24869, "Y1": 0.3362, "X2": 0.27749, "Y2": 0.336, "X3": 0.27749, "Y3": 0.3528, "X4": 0.24869, "Y4": 0.3528, "page": 0, "Index": 51}, {"Word": "need", "Confidence": 0.988, "X1": 0.28272, "Y1": 0.3362, "X2": 0.31675, "Y2": 0.336, "X3": 0.31675, "Y3": 0.3528, "X4": 0.28141, "Y4": 0.3528, "page": 0, "Index": 52}, {"Word": "to", "Confidence": 0.998, "X1": 0.32199, "Y1": 0.3362, "X2": 0.33639, "Y2": 0.336, "X3": 0.33639, "Y3": 0.3528, "X4": 0.32068, "Y4": 0.3528, "page": 0, "Index": 53}, {"Word": "be", "Confidence": 0.997, "X1": 0.34162, "Y1": 0.3362, "X2": 0.35995, "Y2": 0.336, "X3": 0.35864, "Y3": 0.3528, "X4": 0.34031, "Y4": 0.3528, "page": 0, "Index": 54}, {"Word": "designed,", "Confidence": 0.991, "X1": 0.36387, "Y1": 0.3362, "X2": 0.43455, "Y2": 0.336, "X3": 0.43455, "Y3": 0.3528, "X4": 0.36257, "Y4": 0.3528, "page": 0, "Index": 55}, {"Word": "developed,", "Confidence": 0.992, "X1": 0.43979, "Y1": 0.3362, "X2": 0.52225, "Y2": 0.336, "X3": 0.52094, "Y3": 0.3528, "X4": 0.43848, "Y4": 0.3528, "page": 0, "Index": 56}, {"Word": "fabricated", "Confidence": 0.994, "X1": 0.52618, "Y1": 0.3362, "X2": 0.60079, "Y2": 0.336, "X3": 0.59948, "Y3": 0.3518, "X4": 0.52618, "Y4": 0.3528, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.998, "X1": 0.60471, "Y1": 0.3362, "X2": 0.63351, "Y2": 0.336, "X3": 0.6322, "Y3": 0.3518, "X4": 0.60471, "Y4": 0.3518, "page": 0, "Index": 58}, {"Word": "tested", "Confidence": 0.997, "X1": 0.63743, "Y1": 0.3362, "X2": 0.68063, "Y2": 0.336, "X3": 0.68063, "Y3": 0.3518, "X4": 0.63613, "Y4": 0.3518, "page": 0, "Index": 59}, {"Word": "to", "Confidence": 0.998, "X1": 0.68455, "Y1": 0.3362, "X2": 0.69895, "Y2": 0.336, "X3": 0.69764, "Y3": 0.3518, "X4": 0.68455, "Y4": 0.3518, "page": 0, "Index": 60}, {"Word": "handle", "Confidence": 0.995, "X1": 0.70288, "Y1": 0.3372, "X2": 0.75785, "Y2": 0.337, "X3": 0.75785, "Y3": 0.3508, "X4": 0.70288, "Y4": 0.3518, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.994, "X1": 0.15183, "Y1": 0.3532, "X2": 0.17277, "Y2": 0.353, "X3": 0.17277, "Y3": 0.3688, "X4": 0.15183, "Y4": 0.3688, "page": 0, "Index": 62}, {"Word": "Outer", "Confidence": 0.997, "X1": 0.1767, "Y1": 0.3532, "X2": 0.22251, "Y2": 0.353, "X3": 0.22251, "Y3": 0.3688, "X4": 0.1767, "Y4": 0.3688, "page": 0, "Index": 63}, {"Word": "Tubes,", "Confidence": 0.995, "X1": 0.22644, "Y1": 0.3532, "X2": 0.27618, "Y2": 0.353, "X3": 0.27618, "Y3": 0.3688, "X4": 0.22644, "Y4": 0.3688, "page": 0, "Index": 64}, {"Word": "Spacer", "Confidence": 0.997, "X1": 0.2801, "Y1": 0.3532, "X2": 0.33508, "Y2": 0.353, "X3": 0.33377, "Y3": 0.3698, "X4": 0.2801, "Y4": 0.3688, "page": 0, "Index": 65}, {"Word": "Tubes", "Confidence": 0.997, "X1": 0.33901, "Y1": 0.3542, "X2": 0.38351, "Y2": 0.354, "X3": 0.3822, "Y3": 0.3688, "X4": 0.3377, "Y4": 0.3698, "page": 0, "Index": 66}, {"Word": "and", "Confidence": 0.998, "X1": 0.38743, "Y1": 0.3542, "X2": 0.41492, "Y2": 0.354, "X3": 0.41492, "Y3": 0.3688, "X4": 0.38613, "Y4": 0.3688, "page": 0, "Index": 67}, {"Word": "AG", "Confidence": 0.992, "X1": 0.42016, "Y1": 0.3542, "X2": 0.44503, "Y2": 0.354, "X3": 0.44372, "Y3": 0.3688, "X4": 0.41885, "Y4": 0.3688, "page": 0, "Index": 68}, {"Word": "Tubes.", "Confidence": 0.964, "X1": 0.45157, "Y1": 0.3542, "X2": 0.50262, "Y2": 0.354, "X3": 0.50131, "Y3": 0.3688, "X4": 0.45157, "Y4": 0.3688, "page": 0, "Index": 69}, {"Word": "2)", "Confidence": 0.998, "X1": 0.09555, "Y1": 0.3692, "X2": 0.11257, "Y2": 0.369, "X3": 0.11387, "Y3": 0.3848, "X4": 0.09686, "Y4": 0.3848, "page": 0, "Index": 70}, {"Word": "A", "Confidence": 0.995, "X1": 0.15183, "Y1": 0.3702, "X2": 0.16361, "Y2": 0.37, "X3": 0.16361, "Y3": 0.3858, "X4": 0.15183, "Y4": 0.3858, "page": 0, "Index": 71}, {"Word": "complete", "Confidence": 0.994, "X1": 0.16754, "Y1": 0.3702, "X2": 0.23822, "Y2": 0.37, "X3": 0.23822, "Y3": 0.3858, "X4": 0.16754, "Y4": 0.3858, "page": 0, "Index": 72}, {"Word": "high", "Confidence": 0.988, "X1": 0.24215, "Y1": 0.3702, "X2": 0.27618, "Y2": 0.37, "X3": 0.27487, "Y3": 0.3858, "X4": 0.24215, "Y4": 0.3858, "page": 0, "Index": 73}, {"Word": "speed", "Confidence": 0.997, "X1": 0.2801, "Y1": 0.3702, "X2": 0.3233, "Y2": 0.37, "X3": 0.3233, "Y3": 0.3858, "X4": 0.2801, "Y4": 0.3858, "page": 0, "Index": 74}, {"Word": "assembly", "Confidence": 0.995, "X1": 0.32723, "Y1": 0.3702, "X2": 0.39791, "Y2": 0.37, "X3": 0.3966, "Y3": 0.3858, "X4": 0.32723, "Y4": 0.3858, "page": 0, "Index": 75}, {"Word": "machine", "Confidence": 0.996, "X1": 0.40183, "Y1": 0.3702, "X2": 0.46597, "Y2": 0.37, "X3": 0.46597, "Y3": 0.3858, "X4": 0.40183, "Y4": 0.3858, "page": 0, "Index": 76}, {"Word": "on", "Confidence": 0.998, "X1": 0.4699, "Y1": 0.3702, "X2": 0.48953, "Y2": 0.37, "X3": 0.48953, "Y3": 0.3858, "X4": 0.4699, "Y4": 0.3858, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.998, "X1": 0.49346, "Y1": 0.3702, "X2": 0.51702, "Y2": 0.37, "X3": 0.51571, "Y3": 0.3858, "X4": 0.49346, "Y4": 0.3858, "page": 0, "Index": 78}, {"Word": "order", "Confidence": 0.997, "X1": 0.52094, "Y1": 0.3702, "X2": 0.56152, "Y2": 0.37, "X3": 0.56152, "Y3": 0.3858, "X4": 0.52094, "Y4": 0.3858, "page": 0, "Index": 79}, {"Word": "of", "Confidence": 0.998, "X1": 0.56545, "Y1": 0.3702, "X2": 0.58115, "Y2": 0.37, "X3": 0.58115, "Y3": 0.3858, "X4": 0.56545, "Y4": 0.3858, "page": 0, "Index": 80}, {"Word": "complexity", "Confidence": 0.993, "X1": 0.58508, "Y1": 0.3702, "X2": 0.67147, "Y2": 0.37, "X3": 0.67016, "Y3": 0.3858, "X4": 0.58508, "Y4": 0.3858, "page": 0, "Index": 81}, {"Word": "with", "Confidence": 0.991, "X1": 0.67539, "Y1": 0.3702, "X2": 0.70812, "Y2": 0.37, "X3": 0.70812, "Y3": 0.3858, "X4": 0.67408, "Y4": 0.3858, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.71335, "Y1": 0.3702, "X2": 0.72513, "Y2": 0.37, "X3": 0.72382, "Y3": 0.3858, "X4": 0.71204, "Y4": 0.3858, "page": 0, "Index": 83}, {"Word": "DH", "Confidence": 0.99, "X1": 0.1178, "Y1": 0.3862, "X2": 0.14136, "Y2": 0.386, "X3": 0.14267, "Y3": 0.4028, "X4": 0.1178, "Y4": 0.4028, "page": 0, "Index": 84}, {"Word": "MAX-S", "Confidence": 0.997, "X1": 0.15314, "Y1": 0.3862, "X2": 0.21466, "Y2": 0.386, "X3": 0.21597, "Y3": 0.4028, "X4": 0.15445, "Y4": 0.4028, "page": 0, "Index": 85}, {"Word": "will", "Confidence": 0.994, "X1": 0.21859, "Y1": 0.3862, "X2": 0.24476, "Y2": 0.386, "X3": 0.24607, "Y3": 0.4028, "X4": 0.2199, "Y4": 0.4028, "page": 0, "Index": 86}, {"Word": "need", "Confidence": 0.99, "X1": 0.24869, "Y1": 0.3862, "X2": 0.28403, "Y2": 0.386, "X3": 0.28403, "Y3": 0.4028, "X4": 0.25, "Y4": 0.4028, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.28796, "Y1": 0.3862, "X2": 0.30497, "Y2": 0.386, "X3": 0.30628, "Y3": 0.4018, "X4": 0.28796, "Y4": 0.4028, "page": 0, "Index": 88}, {"Word": "be", "Confidence": 0.997, "X1": 0.3089, "Y1": 0.3862, "X2": 0.32723, "Y2": 0.386, "X3": 0.32723, "Y3": 0.4018, "X4": 0.31021, "Y4": 0.4018, "page": 0, "Index": 89}, {"Word": "designed,", "Confidence": 0.954, "X1": 0.33115, "Y1": 0.3862, "X2": 0.40445, "Y2": 0.386, "X3": 0.40445, "Y3": 0.4018, "X4": 0.33115, "Y4": 0.4018, "page": 0, "Index": 90}, {"Word": "developed,", "Confidence": 0.986, "X1": 0.40838, "Y1": 0.3862, "X2": 0.48953, "Y2": 0.386, "X3": 0.48953, "Y3": 0.4018, "X4": 0.40838, "Y4": 0.4018, "page": 0, "Index": 91}, {"Word": "fabricated", "Confidence": 0.994, "X1": 0.49346, "Y1": 0.3862, "X2": 0.56806, "Y2": 0.386, "X3": 0.56806, "Y3": 0.4018, "X4": 0.49346, "Y4": 0.4018, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.997, "X1": 0.5733, "Y1": 0.3862, "X2": 0.59948, "Y2": 0.386, "X3": 0.59817, "Y3": 0.4018, "X4": 0.57199, "Y4": 0.4018, "page": 0, "Index": 93}, {"Word": "tested.", "Confidence": 0.967, "X1": 0.6034, "Y1": 0.3872, "X2": 0.65969, "Y2": 0.387, "X3": 0.65969, "Y3": 0.4018, "X4": 0.60209, "Y4": 0.4018, "page": 0, "Index": 94}, {"Word": "This", "Confidence": 0.99, "X1": 0.66623, "Y1": 0.3872, "X2": 0.70026, "Y2": 0.387, "X3": 0.70026, "Y3": 0.4018, "X4": 0.66492, "Y4": 0.4018, "page": 0, "Index": 95}, {"Word": "machine", "Confidence": 0.995, "X1": 0.70419, "Y1": 0.3872, "X2": 0.76702, "Y2": 0.387, "X3": 0.76571, "Y3": 0.4018, "X4": 0.70419, "Y4": 0.4018, "page": 0, "Index": 96}, {"Word": "will", "Confidence": 0.995, "X1": 0.15183, "Y1": 0.4042, "X2": 0.17932, "Y2": 0.404, "X3": 0.17932, "Y3": 0.4188, "X4": 0.15183, "Y4": 0.4178, "page": 0, "Index": 97}, {"Word": "use", "Confidence": 0.998, "X1": 0.18325, "Y1": 0.4032, "X2": 0.20942, "Y2": 0.403, "X3": 0.20812, "Y3": 0.4188, "X4": 0.18325, "Y4": 0.4188, "page": 0, "Index": 98}, {"Word": "continuous", "Confidence": 0.992, "X1": 0.21335, "Y1": 0.4032, "X2": 0.29581, "Y2": 0.403, "X3": 0.29581, "Y3": 0.4188, "X4": 0.21204, "Y4": 0.4188, "page": 0, "Index": 99}, {"Word": "motion", "Confidence": 0.997, "X1": 0.30105, "Y1": 0.4032, "X2": 0.35471, "Y2": 0.403, "X3": 0.3534, "Y3": 0.4198, "X4": 0.29974, "Y4": 0.4188, "page": 0, "Index": 100}, {"Word": "assembly", "Confidence": 0.995, "X1": 0.35864, "Y1": 0.4032, "X2": 0.42801, "Y2": 0.403, "X3": 0.42801, "Y3": 0.4198, "X4": 0.35733, "Y4": 0.4198, "page": 0, "Index": 101}, {"Word": "principals", "Confidence": 0.994, "X1": 0.43325, "Y1": 0.4032, "X2": 0.50654, "Y2": 0.403, "X3": 0.50524, "Y3": 0.4198, "X4": 0.43194, "Y4": 0.4198, "page": 0, "Index": 102}, {"Word": "utilizing", "Confidence": 0.992, "X1": 0.51047, "Y1": 0.4032, "X2": 0.57461, "Y2": 0.403, "X3": 0.5733, "Y3": 0.4198, "X4": 0.50916, "Y4": 0.4198, "page": 0, "Index": 103}, {"Word": "cam", "Confidence": 0.998, "X1": 0.57853, "Y1": 0.4032, "X2": 0.60733, "Y2": 0.403, "X3": 0.60602, "Y3": 0.4198, "X4": 0.57723, "Y4": 0.4198, "page": 0, "Index": 104}, {"Word": "acuated", "Confidence": 0.996, "X1": 0.61518, "Y1": 0.4032, "X2": 0.67147, "Y2": 0.403, "X3": 0.67016, "Y3": 0.4188, "X4": 0.61387, "Y4": 0.4198, "page": 0, "Index": 105}, {"Word": "assembly", "Confidence": 0.994, "X1": 0.6767, "Y1": 0.4032, "X2": 0.74869, "Y2": 0.403, "X3": 0.74738, "Y3": 0.4188, "X4": 0.67539, "Y4": 0.4188, "page": 0, "Index": 106}, {"Word": "mechanisms.", "Confidence": 0.991, "X1": 0.15052, "Y1": 0.4212, "X2": 0.24869, "Y2": 0.421, "X3": 0.24869, "Y3": 0.4358, "X4": 0.15052, "Y4": 0.4348, "page": 0, "Index": 107}, {"Word": "3)", "Confidence": 0.997, "X1": 0.09555, "Y1": 0.4372, "X2": 0.11387, "Y2": 0.437, "X3": 0.11387, "Y3": 0.4518, "X4": 0.09555, "Y4": 0.4518, "page": 0, "Index": 108}, {"Word": "The", "Confidence": 0.998, "X1": 0.15445, "Y1": 0.4372, "X2": 0.17932, "Y2": 0.437, "X3": 0.17932, "Y3": 0.4528, "X4": 0.15445, "Y4": 0.4518, "page": 0, "Index": 109}, {"Word": "machine", "Confidence": 0.994, "X1": 0.18325, "Y1": 0.4362, "X2": 0.24869, "Y2": 0.436, "X3": 0.24869, "Y3": 0.4528, "X4": 0.18325, "Y4": 0.4528, "page": 0, "Index": 110}, {"Word": "will", "Confidence": 0.981, "X1": 0.25262, "Y1": 0.4362, "X2": 0.28141, "Y2": 0.436, "X3": 0.28141, "Y3": 0.4528, "X4": 0.25262, "Y4": 0.4528, "page": 0, "Index": 111}, {"Word": "have", "Confidence": 0.988, "X1": 0.28534, "Y1": 0.4362, "X2": 0.3233, "Y2": 0.436, "X3": 0.3233, "Y3": 0.4528, "X4": 0.28534, "Y4": 0.4528, "page": 0, "Index": 112}, {"Word": "3", "Confidence": 0.996, "X1": 0.32723, "Y1": 0.4362, "X2": 0.33639, "Y2": 0.436, "X3": 0.33639, "Y3": 0.4528, "X4": 0.32723, "Y4": 0.4528, "page": 0, "Index": 113}, {"Word": "different", "Confidence": 0.995, "X1": 0.34031, "Y1": 0.4362, "X2": 0.40576, "Y2": 0.436, "X3": 0.40576, "Y3": 0.4528, "X4": 0.34031, "Y4": 0.4528, "page": 0, "Index": 114}, {"Word": "hoppers", "Confidence": 0.996, "X1": 0.40969, "Y1": 0.4362, "X2": 0.4699, "Y2": 0.436, "X3": 0.4699, "Y3": 0.4528, "X4": 0.40969, "Y4": 0.4528, "page": 0, "Index": 115}, {"Word": "that", "Confidence": 0.988, "X1": 0.47382, "Y1": 0.4362, "X2": 0.50393, "Y2": 0.436, "X3": 0.50393, "Y3": 0.4528, "X4": 0.47382, "Y4": 0.4528, "page": 0, "Index": 116}, {"Word": "will", "Confidence": 0.989, "X1": 0.50785, "Y1": 0.4362, "X2": 0.53796, "Y2": 0.436, "X3": 0.53796, "Y3": 0.4528, "X4": 0.50916, "Y4": 0.4528, "page": 0, "Index": 117}, {"Word": "tax", "Confidence": 0.998, "X1": 0.54188, "Y1": 0.4362, "X2": 0.56545, "Y2": 0.436, "X3": 0.56545, "Y3": 0.4528, "X4": 0.54188, "Y4": 0.4528, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.56937, "Y1": 0.4372, "X2": 0.59293, "Y2": 0.437, "X3": 0.59293, "Y3": 0.4528, "X4": 0.56937, "Y4": 0.4528, "page": 0, "Index": 119}, {"Word": "operators", "Confidence": 0.995, "X1": 0.59686, "Y1": 0.4372, "X2": 0.66623, "Y2": 0.437, "X3": 0.66623, "Y3": 0.4528, "X4": 0.59686, "Y4": 0.4528, "page": 0, "Index": 120}, {"Word": "ability", "Confidence": 0.996, "X1": 0.67016, "Y1": 0.4372, "X2": 0.71859, "Y2": 0.437, "X3": 0.71859, "Y3": 0.4528, "X4": 0.67016, "Y4": 0.4528, "page": 0, "Index": 121}, {"Word": "to.", "Confidence": 0.496, "X1": 0.72251, "Y1": 0.4372, "X2": 0.74215, "Y2": 0.437, "X3": 0.74346, "Y3": 0.4528, "X4": 0.72382, "Y4": 0.4528, "page": 0, "Index": 122}, {"Word": "keep", "Confidence": 0.982, "X1": 0.15183, "Y1": 0.4532, "X2": 0.18455, "Y2": 0.453, "X3": 0.18455, "Y3": 0.4688, "X4": 0.15183, "Y4": 0.4688, "page": 0, "Index": 123}, {"Word": "up", "Confidence": 0.997, "X1": 0.18979, "Y1": 0.4532, "X2": 0.20942, "Y2": 0.453, "X3": 0.20942, "Y3": 0.4688, "X4": 0.18848, "Y4": 0.4688, "page": 0, "Index": 124}, {"Word": "with", "Confidence": 0.991, "X1": 0.21335, "Y1": 0.4532, "X2": 0.24738, "Y2": 0.453, "X3": 0.24738, "Y3": 0.4688, "X4": 0.21335, "Y4": 0.4688, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.995, "X1": 0.25131, "Y1": 0.4532, "X2": 0.27487, "Y2": 0.453, "X3": 0.27487, "Y3": 0.4688, "X4": 0.25131, "Y4": 0.4688, "page": 0, "Index": 126}, {"Word": "tray", "Confidence": 0.986, "X1": 0.2788, "Y1": 0.4532, "X2": 0.3089, "Y2": 0.453, "X3": 0.3089, "Y3": 0.4688, "X4": 0.2788, "Y4": 0.4688, "page": 0, "Index": 127}, {"Word": "feed", "Confidence": 0.985, "X1": 0.31283, "Y1": 0.4532, "X2": 0.34686, "Y2": 0.453, "X3": 0.34686, "Y3": 0.4688, "X4": 0.31283, "Y4": 0.4688, "page": 0, "Index": 128}, {"Word": "systems.", "Confidence": 0.991, "X1": 0.35079, "Y1": 0.4532, "X2": 0.42147, "Y2": 0.453, "X3": 0.42147, "Y3": 0.4688, "X4": 0.35079, "Y4": 0.4688, "page": 0, "Index": 129}, {"Word": "Therefore,", "Confidence": 0.994, "X1": 0.42539, "Y1": 0.4532, "X2": 0.50393, "Y2": 0.453, "X3": 0.50262, "Y3": 0.4688, "X4": 0.42539, "Y4": 0.4688, "page": 0, "Index": 130}, {"Word": "it", "Confidence": 0.997, "X1": 0.50785, "Y1": 0.4532, "X2": 0.51832, "Y2": 0.453, "X3": 0.51832, "Y3": 0.4688, "X4": 0.50654, "Y4": 0.4688, "page": 0, "Index": 131}, {"Word": "may", "Confidence": 0.998, "X1": 0.52225, "Y1": 0.4532, "X2": 0.55628, "Y2": 0.453, "X3": 0.55628, "Y3": 0.4688, "X4": 0.52225, "Y4": 0.4688, "page": 0, "Index": 132}, {"Word": "be", "Confidence": 0.998, "X1": 0.56021, "Y1": 0.4532, "X2": 0.57853, "Y2": 0.453, "X3": 0.57723, "Y3": 0.4688, "X4": 0.56021, "Y4": 0.4688, "page": 0, "Index": 133}, {"Word": "necessary", "Confidence": 0.994, "X1": 0.58246, "Y1": 0.4532, "X2": 0.65576, "Y2": 0.453, "X3": 0.65576, "Y3": 0.4688, "X4": 0.58246, "Y4": 0.4688, "page": 0, "Index": 134}, {"Word": "to", "Confidence": 0.998, "X1": 0.65969, "Y1": 0.4532, "X2": 0.67539, "Y2": 0.453, "X3": 0.67408, "Y3": 0.4688, "X4": 0.65969, "Y4": 0.4688, "page": 0, "Index": 135}, {"Word": "develop", "Confidence": 0.996, "X1": 0.67932, "Y1": 0.4532, "X2": 0.74084, "Y2": 0.453, "X3": 0.74084, "Y3": 0.4688, "X4": 0.67801, "Y4": 0.4688, "page": 0, "Index": 136}, {"Word": "mass", "Confidence": 0.997, "X1": 0.15052, "Y1": 0.4712, "X2": 0.18717, "Y2": 0.471, "X3": 0.18848, "Y3": 0.4858, "X4": 0.15183, "Y4": 0.4858, "page": 0, "Index": 137}, {"Word": "flow", "Confidence": 0.989, "X1": 0.1911, "Y1": 0.4702, "X2": 0.22513, "Y2": 0.47, "X3": 0.22513, "Y3": 0.4858, "X4": 0.19241, "Y4": 0.4858, "page": 0, "Index": 138}, {"Word": "tray", "Confidence": 0.988, "X1": 0.23037, "Y1": 0.4702, "X2": 0.26047, "Y2": 0.47, "X3": 0.26047, "Y3": 0.4858, "X4": 0.23168, "Y4": 0.4858, "page": 0, "Index": 139}, {"Word": "systems", "Confidence": 0.994, "X1": 0.2644, "Y1": 0.4702, "X2": 0.32592, "Y2": 0.47, "X3": 0.32592, "Y3": 0.4858, "X4": 0.2644, "Y4": 0.4858, "page": 0, "Index": 140}, {"Word": "that", "Confidence": 0.988, "X1": 0.32984, "Y1": 0.4702, "X2": 0.35864, "Y2": 0.47, "X3": 0.35864, "Y3": 0.4858, "X4": 0.32984, "Y4": 0.4858, "page": 0, "Index": 141}, {"Word": "can", "Confidence": 0.998, "X1": 0.36257, "Y1": 0.4702, "X2": 0.38743, "Y2": 0.47, "X3": 0.38743, "Y3": 0.4858, "X4": 0.36257, "Y4": 0.4858, "page": 0, "Index": 142}, {"Word": "be", "Confidence": 0.998, "X1": 0.39136, "Y1": 0.4702, "X2": 0.41099, "Y2": 0.47, "X3": 0.41099, "Y3": 0.4858, "X4": 0.39136, "Y4": 0.4858, "page": 0, "Index": 143}, {"Word": "automatically", "Confidence": 0.991, "X1": 0.41492, "Y1": 0.4702, "X2": 0.51832, "Y2": 0.47, "X3": 0.51702, "Y3": 0.4858, "X4": 0.41492, "Y4": 0.4858, "page": 0, "Index": 144}, {"Word": "supplied.", "Confidence": 0.994, "X1": 0.52225, "Y1": 0.4692, "X2": 0.59293, "Y2": 0.469, "X3": 0.59162, "Y3": 0.4858, "X4": 0.52094, "Y4": 0.4858, "page": 0, "Index": 145}, {"Word": "4)", "Confidence": 0.95, "X1": 0.09686, "Y1": 0.4882, "X2": 0.11387, "Y2": 0.488, "X3": 0.11257, "Y3": 0.5028, "X4": 0.09555, "Y4": 0.5018, "page": 0, "Index": 146}, {"Word": "Electrical", "Confidence": 0.991, "X1": 0.15052, "Y1": 0.4872, "X2": 0.22251, "Y2": 0.487, "X3": 0.22251, "Y3": 0.5028, "X4": 0.15052, "Y4": 0.5028, "page": 0, "Index": 147}, {"Word": "control", "Confidence": 0.991, "X1": 0.22644, "Y1": 0.4872, "X2": 0.2801, "Y2": 0.487, "X3": 0.2801, "Y3": 0.5028, "X4": 0.22644, "Y4": 0.5028, "page": 0, "Index": 148}, {"Word": "systems", "Confidence": 0.994, "X1": 0.28403, "Y1": 0.4872, "X2": 0.34555, "Y2": 0.487, "X3": 0.34555, "Y3": 0.5028, "X4": 0.28403, "Y4": 0.5028, "page": 0, "Index": 149}, {"Word": "will", "Confidence": 0.991, "X1": 0.34948, "Y1": 0.4862, "X2": 0.37827, "Y2": 0.486, "X3": 0.37827, "Y3": 0.5028, "X4": 0.34948, "Y4": 0.5028, "page": 0, "Index": 150}, {"Word": "need", "Confidence": 0.988, "X1": 0.3822, "Y1": 0.4862, "X2": 0.41885, "Y2": 0.486, "X3": 0.41754, "Y3": 0.5028, "X4": 0.3822, "Y4": 0.5028, "page": 0, "Index": 151}, {"Word": "to", "Confidence": 0.998, "X1": 0.42277, "Y1": 0.4862, "X2": 0.43717, "Y2": 0.486, "X3": 0.43717, "Y3": 0.5028, "X4": 0.42147, "Y4": 0.5028, "page": 0, "Index": 152}, {"Word": "be", "Confidence": 0.997, "X1": 0.44241, "Y1": 0.4862, "X2": 0.46073, "Y2": 0.486, "X3": 0.46073, "Y3": 0.5018, "X4": 0.4411, "Y4": 0.5028, "page": 0, "Index": 153}, {"Word": "devised", "Confidence": 0.996, "X1": 0.46466, "Y1": 0.4862, "X2": 0.52356, "Y2": 0.486, "X3": 0.52225, "Y3": 0.5018, "X4": 0.46466, "Y4": 0.5018, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.52749, "Y1": 0.4862, "X2": 0.54319, "Y2": 0.486, "X3": 0.54188, "Y3": 0.5018, "X4": 0.52618, "Y4": 0.5018, "page": 0, "Index": 155}, {"Word": "detect", "Confidence": 0.996, "X1": 0.54712, "Y1": 0.4862, "X2": 0.59293, "Y2": 0.486, "X3": 0.59162, "Y3": 0.5018, "X4": 0.54581, "Y4": 0.5018, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.998, "X1": 0.59686, "Y1": 0.4862, "X2": 0.62304, "Y2": 0.486, "X3": 0.62173, "Y3": 0.5018, "X4": 0.59555, "Y4": 0.5018, "page": 0, "Index": 157}, {"Word": "control", "Confidence": 0.995, "X1": 0.62696, "Y1": 0.4862, "X2": 0.68194, "Y2": 0.486, "X3": 0.68063, "Y3": 0.5018, "X4": 0.62565, "Y4": 0.5018, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.998, "X1": 0.68586, "Y1": 0.4862, "X2": 0.71204, "Y2": 0.486, "X3": 0.71073, "Y3": 0.5018, "X4": 0.68455, "Y4": 0.5018, "page": 0, "Index": 159}, {"Word": "assembly", "Confidence": 0.982, "X1": 0.15183, "Y1": 0.5042, "X2": 0.2199, "Y2": 0.504, "X3": 0.2199, "Y3": 0.5188, "X4": 0.15183, "Y4": 0.5198, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.22382, "Y1": 0.5042, "X2": 0.24084, "Y2": 0.504, "X3": 0.24215, "Y3": 0.5188, "X4": 0.22382, "Y4": 0.5188, "page": 0, "Index": 161}, {"Word": "various", "Confidence": 0.994, "X1": 0.24607, "Y1": 0.5042, "X2": 0.30105, "Y2": 0.504, "X3": 0.30105, "Y3": 0.5188, "X4": 0.24607, "Y4": 0.5188, "page": 0, "Index": 162}, {"Word": "components", "Confidence": 0.991, "X1": 0.30497, "Y1": 0.5032, "X2": 0.3966, "Y2": 0.503, "X3": 0.3966, "Y3": 0.5188, "X4": 0.30497, "Y4": 0.5188, "page": 0, "Index": 163}, {"Word": "and", "Confidence": 0.998, "X1": 0.40052, "Y1": 0.5032, "X2": 0.42801, "Y2": 0.503, "X3": 0.42932, "Y3": 0.5188, "X4": 0.40052, "Y4": 0.5188, "page": 0, "Index": 164}, {"Word": "Vision", "Confidence": 0.997, "X1": 0.43325, "Y1": 0.5032, "X2": 0.48298, "Y2": 0.503, "X3": 0.48298, "Y3": 0.5188, "X4": 0.43325, "Y4": 0.5188, "page": 0, "Index": 165}, {"Word": "Inspection", "Confidence": 0.994, "X1": 0.48691, "Y1": 0.5032, "X2": 0.56414, "Y2": 0.503, "X3": 0.56414, "Y3": 0.5188, "X4": 0.48691, "Y4": 0.5188, "page": 0, "Index": 166}, {"Word": "Systems", "Confidence": 0.991, "X1": 0.56937, "Y1": 0.5032, "X2": 0.63351, "Y2": 0.503, "X3": 0.63351, "Y3": 0.5188, "X4": 0.56806, "Y4": 0.5188, "page": 0, "Index": 167}, {"Word": "will", "Confidence": 0.993, "X1": 0.63743, "Y1": 0.5032, "X2": 0.66623, "Y2": 0.503, "X3": 0.66492, "Y3": 0.5188, "X4": 0.63743, "Y4": 0.5188, "page": 0, "Index": 168}, {"Word": "need", "Confidence": 0.99, "X1": 0.67016, "Y1": 0.5032, "X2": 0.7055, "Y2": 0.503, "X3": 0.7055, "Y3": 0.5188, "X4": 0.66885, "Y4": 0.5188, "page": 0, "Index": 169}, {"Word": "to", "Confidence": 0.998, "X1": 0.71073, "Y1": 0.5032, "X2": 0.72513, "Y2": 0.503, "X3": 0.72513, "Y3": 0.5188, "X4": 0.70942, "Y4": 0.5188, "page": 0, "Index": 170}, {"Word": "be", "Confidence": 0.998, "X1": 0.72906, "Y1": 0.5032, "X2": 0.75131, "Y2": 0.503, "X3": 0.75, "Y3": 0.5188, "X4": 0.72906, "Y4": 0.5188, "page": 0, "Index": 171}, {"Word": "adapted", "Confidence": 0.993, "X1": 0.15183, "Y1": 0.5202, "X2": 0.20812, "Y2": 0.52, "X3": 0.20812, "Y3": 0.5358, "X4": 0.15183, "Y4": 0.5358, "page": 0, "Index": 172}, {"Word": "to", "Confidence": 0.998, "X1": 0.21335, "Y1": 0.5192, "X2": 0.22775, "Y2": 0.519, "X3": 0.22775, "Y3": 0.5358, "X4": 0.21204, "Y4": 0.5358, "page": 0, "Index": 173}, {"Word": "inspect", "Confidence": 0.991, "X1": 0.23298, "Y1": 0.5192, "X2": 0.28534, "Y2": 0.519, "X3": 0.28534, "Y3": 0.5358, "X4": 0.23168, "Y4": 0.5358, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.28927, "Y1": 0.5192, "X2": 0.31414, "Y2": 0.519, "X3": 0.31283, "Y3": 0.5348, "X4": 0.28927, "Y4": 0.5358, "page": 0, "Index": 175}, {"Word": "finished", "Confidence": 0.995, "X1": 0.31806, "Y1": 0.5192, "X2": 0.37958, "Y2": 0.519, "X3": 0.37958, "Y3": 0.5348, "X4": 0.31806, "Y4": 0.5348, "page": 0, "Index": 176}, {"Word": "assemblies", "Confidence": 0.994, "X1": 0.38351, "Y1": 0.5192, "X2": 0.46466, "Y2": 0.519, "X3": 0.46466, "Y3": 0.5348, "X4": 0.38351, "Y4": 0.5348, "page": 0, "Index": 177}, {"Word": "before", "Confidence": 0.997, "X1": 0.46859, "Y1": 0.5192, "X2": 0.51832, "Y2": 0.519, "X3": 0.51702, "Y3": 0.5348, "X4": 0.46859, "Y4": 0.5348, "page": 0, "Index": 178}, {"Word": "they", "Confidence": 0.99, "X1": 0.52225, "Y1": 0.5192, "X2": 0.55366, "Y2": 0.519, "X3": 0.55366, "Y3": 0.5348, "X4": 0.52094, "Y4": 0.5348, "page": 0, "Index": 179}, {"Word": "exit", "Confidence": 0.991, "X1": 0.5589, "Y1": 0.5192, "X2": 0.5877, "Y2": 0.519, "X3": 0.5877, "Y3": 0.5348, "X4": 0.55759, "Y4": 0.5348, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.59162, "Y1": 0.5192, "X2": 0.61387, "Y2": 0.519, "X3": 0.61387, "Y3": 0.5348, "X4": 0.59162, "Y4": 0.5348, "page": 0, "Index": 181}, {"Word": "machine.", "Confidence": 0.995, "X1": 0.61911, "Y1": 0.5192, "X2": 0.69241, "Y2": 0.519, "X3": 0.69241, "Y3": 0.5358, "X4": 0.6178, "Y4": 0.5348, "page": 0, "Index": 182}, {"Word": "The", "Confidence": 0.998, "X1": 0.69764, "Y1": 0.5192, "X2": 0.72906, "Y2": 0.519, "X3": 0.72906, "Y3": 0.5358, "X4": 0.69634, "Y4": 0.5358, "page": 0, "Index": 183}, {"Word": "Vision", "Confidence": 0.994, "X1": 0.15314, "Y1": 0.5362, "X2": 0.20026, "Y2": 0.536, "X3": 0.20026, "Y3": 0.5528, "X4": 0.15314, "Y4": 0.5528, "page": 0, "Index": 184}, {"Word": "Systems", "Confidence": 0.994, "X1": 0.20419, "Y1": 0.5362, "X2": 0.26832, "Y2": 0.536, "X3": 0.26832, "Y3": 0.5528, "X4": 0.20419, "Y4": 0.5528, "page": 0, "Index": 185}, {"Word": "currently", "Confidence": 0.948, "X1": 0.27225, "Y1": 0.5362, "X2": 0.33901, "Y2": 0.536, "X3": 0.33901, "Y3": 0.5528, "X4": 0.27225, "Y4": 0.5528, "page": 0, "Index": 186}, {"Word": "being", "Confidence": 0.997, "X1": 0.34293, "Y1": 0.5362, "X2": 0.38613, "Y2": 0.536, "X3": 0.38613, "Y3": 0.5528, "X4": 0.34293, "Y4": 0.5528, "page": 0, "Index": 187}, {"Word": "developed", "Confidence": 0.994, "X1": 0.39136, "Y1": 0.5362, "X2": 0.46728, "Y2": 0.536, "X3": 0.46728, "Y3": 0.5528, "X4": 0.39005, "Y4": 0.5528, "page": 0, "Index": 188}, {"Word": "for", "Confidence": 0.998, "X1": 0.47251, "Y1": 0.5362, "X2": 0.49476, "Y2": 0.536, "X3": 0.49346, "Y3": 0.5528, "X4": 0.4712, "Y4": 0.5528, "page": 0, "Index": 189}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.49869, "Y1": 0.5362, "X2": 0.57068, "Y2": 0.536, "X3": 0.57068, "Y3": 0.5528, "X4": 0.49869, "Y4": 0.5528, "page": 0, "Index": 190}, {"Word": "and", "Confidence": 0.998, "X1": 0.57592, "Y1": 0.5362, "X2": 0.60209, "Y2": 0.536, "X3": 0.60209, "Y3": 0.5528, "X4": 0.57461, "Y4": 0.5528, "page": 0, "Index": 191}, {"Word": "plugs", "Confidence": 0.997, "X1": 0.60733, "Y1": 0.5362, "X2": 0.64791, "Y2": 0.536, "X3": 0.64791, "Y3": 0.5528, "X4": 0.60602, "Y4": 0.5528, "page": 0, "Index": 192}, {"Word": "may", "Confidence": 0.998, "X1": 0.65314, "Y1": 0.5362, "X2": 0.68455, "Y2": 0.536, "X3": 0.68455, "Y3": 0.5528, "X4": 0.65183, "Y4": 0.5528, "page": 0, "Index": 193}, {"Word": "be", "Confidence": 0.922, "X1": 0.68979, "Y1": 0.5362, "X2": 0.71204, "Y2": 0.536, "X3": 0.71073, "Y3": 0.5528, "X4": 0.68848, "Y4": 0.5528, "page": 0, "Index": 194}, {"Word": "adaptable.", "Confidence": 0.991, "X1": 0.15052, "Y1": 0.5542, "X2": 0.23168, "Y2": 0.554, "X3": 0.23168, "Y3": 0.5698, "X4": 0.15052, "Y4": 0.5698, "page": 0, "Index": 195}, {"Word": "Equipment", "Confidence": 0.993, "X1": 0.09555, "Y1": 0.5862, "X2": 0.18455, "Y2": 0.586, "X3": 0.18455, "Y3": 0.6038, "X4": 0.09555, "Y4": 0.6038, "page": 0, "Index": 196}, {"Word": "Requirement:", "Confidence": 0.991, "X1": 0.18848, "Y1": 0.5862, "X2": 0.30628, "Y2": 0.586, "X3": 0.30628, "Y3": 0.6028, "X4": 0.18848, "Y4": 0.6038, "page": 0, "Index": 197}, {"Word": "(7)", "Confidence": 0.994, "X1": 0.37696, "Y1": 0.5862, "X2": 0.39791, "Y2": 0.586, "X3": 0.39791, "Y3": 0.6018, "X4": 0.37827, "Y4": 0.6018, "page": 0, "Index": 198}, {"Word": "Assembly", "Confidence": 0.995, "X1": 0.40183, "Y1": 0.5862, "X2": 0.47644, "Y2": 0.586, "X3": 0.47513, "Y3": 0.6018, "X4": 0.40183, "Y4": 0.6018, "page": 0, "Index": 199}, {"Word": "Machines", "Confidence": 0.996, "X1": 0.48037, "Y1": 0.5862, "X2": 0.55759, "Y2": 0.586, "X3": 0.55628, "Y3": 0.6018, "X4": 0.48037, "Y4": 0.6018, "page": 0, "Index": 200}, {"Word": "HCF-80B", "Confidence": 0.996, "X1": 0.40052, "Y1": 0.6042, "X2": 0.47513, "Y2": 0.604, "X3": 0.47382, "Y3": 0.6178, "X4": 0.40052, "Y4": 0.6188, "page": 0, "Index": 201}, {"Word": "(7)", "Confidence": 0.981, "X1": 0.37565, "Y1": 0.6042, "X2": 0.3966, "Y2": 0.604, "X3": 0.3966, "Y3": 0.6188, "X4": 0.37565, "Y4": 0.6188, "page": 0, "Index": 202}, {"Word": "(7)", "Confidence": 0.994, "X1": 0.37696, "Y1": 0.6202, "X2": 0.3966, "Y2": 0.62, "X3": 0.3966, "Y3": 0.6358, "X4": 0.37696, "Y4": 0.6358, "page": 0, "Index": 203}, {"Word": "Mass", "Confidence": 0.987, "X1": 0.40052, "Y1": 0.6202, "X2": 0.43979, "Y2": 0.62, "X3": 0.43979, "Y3": 0.6358, "X4": 0.40052, "Y4": 0.6358, "page": 0, "Index": 204}, {"Word": "Flow", "Confidence": 0.989, "X1": 0.44372, "Y1": 0.6202, "X2": 0.48298, "Y2": 0.62, "X3": 0.48298, "Y3": 0.6358, "X4": 0.44372, "Y4": 0.6358, "page": 0, "Index": 205}, {"Word": "Tray", "Confidence": 0.995, "X1": 0.49084, "Y1": 0.6202, "X2": 0.52356, "Y2": 0.62, "X3": 0.52356, "Y3": 0.6368, "X4": 0.48953, "Y4": 0.6358, "page": 0, "Index": 206}, {"Word": "Feed", "Confidence": 0.981, "X1": 0.52749, "Y1": 0.6202, "X2": 0.56545, "Y2": 0.62, "X3": 0.56545, "Y3": 0.6368, "X4": 0.52749, "Y4": 0.6368, "page": 0, "Index": 207}, {"Word": "Systems", "Confidence": 0.996, "X1": 0.57068, "Y1": 0.6212, "X2": 0.63613, "Y2": 0.621, "X3": 0.63482, "Y3": 0.6368, "X4": 0.56937, "Y4": 0.6368, "page": 0, "Index": 208}, {"Word": "Engineering", "Confidence": 0.97, "X1": 0.09555, "Y1": 0.6382, "X2": 0.19372, "Y2": 0.638, "X3": 0.19241, "Y3": 0.6538, "X4": 0.09293, "Y4": 0.6528, "page": 0, "Index": 209}, {"Word": "requirement:", "Confidence": 0.991, "X1": 0.19764, "Y1": 0.6382, "X2": 0.30759, "Y2": 0.638, "X3": 0.30759, "Y3": 0.6528, "X4": 0.19634, "Y4": 0.6538, "page": 0, "Index": 210}, {"Word": "2", "Confidence": 0.996, "X1": 0.37696, "Y1": 0.6362, "X2": 0.38613, "Y2": 0.636, "X3": 0.38613, "Y3": 0.6508, "X4": 0.37696, "Y4": 0.6498, "page": 0, "Index": 211}, {"Word": "ME", "Confidence": 0.859, "X1": 0.39005, "Y1": 0.6362, "X2": 0.41885, "Y2": 0.636, "X3": 0.41885, "Y3": 0.6508, "X4": 0.39005, "Y4": 0.6508, "page": 0, "Index": 212}, {"Word": "I", "Confidence": 0.659, "X1": 0.37958, "Y1": 0.6542, "X2": 0.38482, "Y2": 0.654, "X3": 0.38482, "Y3": 0.6688, "X4": 0.37958, "Y4": 0.6688, "page": 0, "Index": 213}, {"Word": "Mech", "Confidence": 0.991, "X1": 0.38874, "Y1": 0.6542, "X2": 0.43194, "Y2": 0.654, "X3": 0.43063, "Y3": 0.6698, "X4": 0.38874, "Y4": 0.6688, "page": 0, "Index": 214}, {"Word": "Designer", "Confidence": 0.993, "X1": 0.43586, "Y1": 0.6552, "X2": 0.50916, "Y2": 0.655, "X3": 0.50785, "Y3": 0.6708, "X4": 0.43455, "Y4": 0.6698, "page": 0, "Index": 215}, {"Word": "LEE", "Confidence": 0.622, "X1": 0.37827, "Y1": 0.6702, "X2": 0.4123, "Y2": 0.67, "X3": 0.4123, "Y3": 0.6828, "X4": 0.37827, "Y4": 0.6828, "page": 0, "Index": 216}, {"Word": "External", "Confidence": 0.991, "X1": 0.37565, "Y1": 0.6872, "X2": 0.43848, "Y2": 0.687, "X3": 0.43848, "Y3": 0.7028, "X4": 0.37565, "Y4": 0.7028, "page": 0, "Index": 217}, {"Word": "Design", "Confidence": 0.996, "X1": 0.44241, "Y1": 0.6872, "X2": 0.49607, "Y2": 0.687, "X3": 0.49607, "Y3": 0.7038, "X4": 0.44241, "Y4": 0.7028, "page": 0, "Index": 218}, {"Word": "Support", "Confidence": 0.997, "X1": 0.5, "Y1": 0.6862, "X2": 0.56021, "Y2": 0.686, "X3": 0.56021, "Y3": 0.7038, "X4": 0.50131, "Y4": 0.7038, "page": 0, "Index": 219}, {"Word": ":", "Confidence": 0.998, "X1": 0.56414, "Y1": 0.6862, "X2": 0.57723, "Y2": 0.686, "X3": 0.57723, "Y3": 0.7038, "X4": 0.56414, "Y4": 0.7038, "page": 0, "Index": 220}, {"Word": "2-Design", "Confidence": 0.629, "X1": 0.59948, "Y1": 0.6862, "X2": 0.66623, "Y2": 0.686, "X3": 0.66623, "Y3": 0.7038, "X4": 0.59948, "Y4": 0.7038, "page": 0, "Index": 221}, {"Word": "Engrs:", "Confidence": 0.947, "X1": 0.67147, "Y1": 0.6872, "X2": 0.72251, "Y2": 0.687, "X3": 0.72251, "Y3": 0.7038, "X4": 0.67147, "Y4": 0.7038, "page": 0, "Index": 222}, {"Word": "EE", "Confidence": 0.994, "X1": 0.60079, "Y1": 0.7032, "X2": 0.62042, "Y2": 0.703, "X3": 0.62042, "Y3": 0.7198, "X4": 0.60079, "Y4": 0.7188, "page": 0, "Index": 223}, {"Word": "Design", "Confidence": 0.996, "X1": 0.62435, "Y1": 0.7032, "X2": 0.67932, "Y2": 0.703, "X3": 0.67932, "Y3": 0.7208, "X4": 0.62435, "Y4": 0.7198, "page": 0, "Index": 224}, {"Word": "Support", "Confidence": 0.997, "X1": 0.68325, "Y1": 0.7042, "X2": 0.75, "Y2": 0.704, "X3": 0.75, "Y3": 0.7198, "X4": 0.68325, "Y4": 0.7208, "page": 0, "Index": 225}, {"Word": "Estimated", "Confidence": 0.993, "X1": 0.09555, "Y1": 0.7362, "X2": 0.17539, "Y2": 0.736, "X3": 0.17539, "Y3": 0.7518, "X4": 0.09555, "Y4": 0.7518, "page": 0, "Index": 226}, {"Word": "start", "Confidence": 0.997, "X1": 0.17932, "Y1": 0.7362, "X2": 0.21859, "Y2": 0.736, "X3": 0.21728, "Y3": 0.7518, "X4": 0.17932, "Y4": 0.7518, "page": 0, "Index": 227}, {"Word": "date:", "Confidence": 0.997, "X1": 0.22251, "Y1": 0.7372, "X2": 0.26702, "Y2": 0.737, "X3": 0.26702, "Y3": 0.7518, "X4": 0.2212, "Y4": 0.7518, "page": 0, "Index": 228}, {"Word": "11/92", "Confidence": 0.994, "X1": 0.37696, "Y1": 0.7362, "X2": 0.42147, "Y2": 0.736, "X3": 0.42147, "Y3": 0.7508, "X4": 0.37696, "Y4": 0.7498, "page": 0, "Index": 229}, {"Word": "Current", "Confidence": 0.992, "X1": 0.09424, "Y1": 0.7702, "X2": 0.15969, "Y2": 0.77, "X3": 0.15838, "Y3": 0.7878, "X4": 0.09293, "Y4": 0.7878, "page": 0, "Index": 230}, {"Word": "Speed", "Confidence": 0.996, "X1": 0.16492, "Y1": 0.7702, "X2": 0.21204, "Y2": 0.77, "X3": 0.21073, "Y3": 0.7868, "X4": 0.16361, "Y4": 0.7878, "page": 0, "Index": 231}, {"Word": "Estimate:", "Confidence": 0.994, "X1": 0.21728, "Y1": 0.7702, "X2": 0.30236, "Y2": 0.77, "X3": 0.30105, "Y3": 0.7868, "X4": 0.21597, "Y4": 0.7868, "page": 0, "Index": 232}, {"Word": "4000", "Confidence": 0.983, "X1": 0.31937, "Y1": 0.7702, "X2": 0.35733, "Y2": 0.77, "X3": 0.35602, "Y3": 0.7868, "X4": 0.31806, "Y4": 0.7868, "page": 0, "Index": 233}, {"Word": "cartridges/min.", "Confidence": 0.949, "X1": 0.36126, "Y1": 0.7702, "X2": 0.47906, "Y2": 0.77, "X3": 0.47906, "Y3": 0.7858, "X4": 0.35995, "Y4": 0.7868, "page": 0, "Index": 234}, {"Word": "@", "Confidence": 0.995, "X1": 0.48298, "Y1": 0.7702, "X2": 0.49607, "Y2": 0.77, "X3": 0.49607, "Y3": 0.7858, "X4": 0.48298, "Y4": 0.7858, "page": 0, "Index": 235}, {"Word": "65%", "Confidence": 0.998, "X1": 0.50131, "Y1": 0.7702, "X2": 0.53665, "Y2": 0.77, "X3": 0.53534, "Y3": 0.7858, "X4": 0.5, "Y4": 0.7858, "page": 0, "Index": 236}, {"Word": "eff", "Confidence": 0.998, "X1": 0.54058, "Y1": 0.7702, "X2": 0.56937, "Y2": 0.77, "X3": 0.56937, "Y3": 0.7848, "X4": 0.53927, "Y4": 0.7858, "page": 0, "Index": 237}, {"Word": "2020346601", "Confidence": 0.968, "X1": 0.80236, "Y1": 0.8732, "X2": 0.80366, "Y2": 0.873, "X3": 0.77618, "Y3": 0.8738, "X4": 0.77487, "Y4": 0.7498, "page": 0, "Index": 238}]}	"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"
ffcl0128	4	{"lines_data": [{"Word": "-", "Confidence": 0.98, "X1": 0.01963, "Y1": 0.1942, "X2": 0.01832, "Y2": 0.194, "X3": 0.00654, "Y3": 0.1948, "X4": 0.00785, "Y4": 0.1758, "page": 0}, {"Word": "DAPTC Combiner:", "Confidence": 0.9725, "X1": 0.09555, "Y1": 0.1812, "X2": 0.25785, "Y2": 0.181, "X3": 0.25785, "Y3": 0.1988, "X4": 0.09555, "Y4": 0.1978, "page": 0}, {"Word": "Scope Design Work:", "Confidence": 0.99567, "X1": 0.09686, "Y1": 0.2162, "X2": 0.2644, "Y2": 0.216, "X3": 0.2644, "Y3": 0.2318, "X4": 0.09686, "Y4": 0.2328, "page": 0}, {"Word": "Combiners are currently the best alternative for meeting the production schedule set for", "Confidence": 0.99038, "X1": 0.09686, "Y1": 0.2522, "X2": 0.75524, "Y2": 0.252, "X3": 0.75524, "Y3": 0.2678, "X4": 0.09686, "Y4": 0.2678, "page": 0}, {"Word": "Beta. The capability exists in Richmond to procure, rebuild and develop Combiners:", "Confidence": 0.99117, "X1": 0.09686, "Y1": 0.2682, "X2": 0.73429, "Y2": 0.268, "X3": 0.73429, "Y3": 0.2838, "X4": 0.09686, "Y4": 0.2838, "page": 0}, {"Word": "configured to run the Beta Specification. A data base of mechanical and electrical", "Confidence": 0.99346, "X1": 0.09817, "Y1": 0.2842, "X2": 0.71859, "Y2": 0.284, "X3": 0.71859, "Y3": 0.3008, "X4": 0.09817, "Y4": 0.3008, "page": 0}, {"Word": "drawings and experience will enhance our ability to provide quicker production response.", "Confidence": 0.97808, "X1": 0.09686, "Y1": 0.3012, "X2": 0.76963, "Y2": 0.301, "X3": 0.76963, "Y3": 0.3188, "X4": 0.09686, "Y4": 0.3188, "page": 0}, {"Word": "In addition, the initial capital equipment costs and deliveries for Combiners are far more", "Confidence": 0.99479, "X1": 0.09555, "Y1": 0.3352, "X2": 0.76309, "Y2": 0.335, "X3": 0.76309, "Y3": 0.3508, "X4": 0.09555, "Y4": 0.3498, "page": 0}, {"Word": "favorable than the costs and deliveries that may be expected from Hauni on Mulfi's.", "Confidence": 0.99157, "X1": 0.09948, "Y1": 0.3512, "X2": 0.72775, "Y2": 0.351, "X3": 0.72775, "Y3": 0.3668, "X4": 0.09948, "Y4": 0.3668, "page": 0}, {"Word": "Higher speeds on Mulfi's may be possible in the future if product sales warrent higher", "Confidence": 0.99653, "X1": 0.09686, "Y1": 0.3682, "X2": 0.74346, "Y2": 0.368, "X3": 0.74346, "Y3": 0.3848, "X4": 0.09686, "Y4": 0.3848, "page": 0}, {"Word": "speeds.", "Confidence": 0.993, "X1": 0.09817, "Y1": 0.3862, "X2": 0.15445, "Y2": 0.386, "X3": 0.15445, "Y3": 0.4018, "X4": 0.09817, "Y4": 0.4018, "page": 0}, {"Word": "1)", "Confidence": 0.998, "X1": 0.09948, "Y1": 0.4192, "X2": 0.11649, "Y2": 0.419, "X3": 0.11518, "Y3": 0.4348, "X4": 0.09817, "Y4": 0.4348, "page": 0}, {"Word": "Redesign of the hoppers as well as the garnitures will be necessary for the smaller", "Confidence": 0.99553, "X1": 0.15314, "Y1": 0.4182, "X2": 0.77094, "Y2": 0.418, "X3": 0.77094, "Y3": 0.4348, "X4": 0.15314, "Y4": 0.4338, "page": 0}, {"Word": "diameter Beta components.", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.4372, "X2": 0.35602, "Y2": 0.437, "X3": 0.35602, "Y3": 0.4518, "X4": 0.15576, "Y4": 0.4508, "page": 0}, {"Word": "Redesign of the machine for the new registration and cut length.", "Confidence": 0.99645, "X1": 0.15445, "Y1": 0.4522, "X2": 0.63743, "Y2": 0.452, "X3": 0.63743, "Y3": 0.4678, "X4": 0.15445, "Y4": 0.4678, "page": 0}, {"Word": "2)", "Confidence": 0.997, "X1": 0.09555, "Y1": 0.4532, "X2": 0.11649, "Y2": 0.453, "X3": 0.11649, "Y3": 0.4688, "X4": 0.09555, "Y4": 0.4678, "page": 0}, {"Word": "3)", "Confidence": 0.991, "X1": 0.09817, "Y1": 0.4692, "X2": 0.11387, "Y2": 0.469, "X3": 0.11387, "Y3": 0.4848, "X4": 0.09817, "Y4": 0.4848, "page": 0}, {"Word": "Dual bobbin feed systems will need to be designed to handle splicing, detection", "Confidence": 0.99185, "X1": 0.15445, "Y1": 0.4682, "X2": 0.75393, "Y2": 0.468, "X3": 0.75393, "Y3": 0.4838, "X4": 0.15445, "Y4": 0.4838, "page": 0}, {"Word": "flavor application and adhesive applications for much thicker webs and lower", "Confidence": 0.99391, "X1": 0.15445, "Y1": 0.4862, "X2": 0.73822, "Y2": 0.486, "X3": 0.73822, "Y3": 0.5018, "X4": 0.15445, "Y4": 0.5028, "page": 0}, {"Word": "melerages. AUTOMATE BOBBIN FBED AND CHANGER", "Confidence": 0.81583, "X1": 0.15183, "Y1": 0.4972, "X2": 0.68455, "Y2": 0.497, "X3": 0.68455, "Y3": 0.5118, "X4": 0.15183, "Y4": 0.5188, "page": 0}, {"Word": "4)", "Confidence": 0.998, "X1": 0.09817, "Y1": 0.5212, "X2": 0.1178, "Y2": 0.521, "X3": 0.11649, "Y3": 0.5338, "X4": 0.09686, "Y4": 0.5338, "page": 0}, {"Word": "Electrical control systems will need to be devised to detect and control the", "Confidence": 0.99485, "X1": 0.15052, "Y1": 0.5182, "X2": 0.71335, "Y2": 0.518, "X3": 0.71335, "Y3": 0.5338, "X4": 0.15052, "Y4": 0.5348, "page": 0}, {"Word": "registration of the components. Current systems \"see\" through the paper to detect", "Confidence": 0.984, "X1": 0.15183, "Y1": 0.5352, "X2": 0.76832, "Y2": 0.535, "X3": 0.76832, "Y3": 0.5508, "X4": 0.15183, "Y4": 0.5508, "page": 0}, {"Word": "registration, The carbon mat will not work with standard detection systems.", "Confidence": 0.98718, "X1": 0.15314, "Y1": 0.5512, "X2": 0.72906, "Y2": 0.551, "X3": 0.72906, "Y3": 0.5678, "X4": 0.15314, "Y4": 0.5688, "page": 0}, {"Word": "Equipment Requirement:", "Confidence": 0.992, "X1": 0.09555, "Y1": 0.5852, "X2": 0.30759, "Y2": 0.585, "X3": 0.30759, "Y3": 0.6008, "X4": 0.09555, "Y4": 0.6018, "page": 0}, {"Word": "(7) DAPTC Combiners", "Confidence": 0.99333, "X1": 0.37827, "Y1": 0.5842, "X2": 0.55628, "Y2": 0.584, "X3": 0.55628, "Y3": 0.5998, "X4": 0.37827, "Y4": 0.5998, "page": 0}, {"Word": "(7) HCF-80B", "Confidence": 0.992, "X1": 0.37827, "Y1": 0.6012, "X2": 0.48037, "Y2": 0.601, "X3": 0.48037, "Y3": 0.6168, "X4": 0.37827, "Y4": 0.6188, "page": 0}, {"Word": "Engineering requirement:", "Confidence": 0.9875, "X1": 0.09686, "Y1": 0.6182, "X2": 0.31021, "Y2": 0.618, "X3": 0.31021, "Y3": 0.6358, "X4": 0.09686, "Y4": 0.6358, "page": 0}, {"Word": "1 ME", "Confidence": 0.924, "X1": 0.37827, "Y1": 0.6192, "X2": 0.42147, "Y2": 0.619, "X3": 0.42147, "Y3": 0.6318, "X4": 0.37827, "Y4": 0.6328, "page": 0}, {"Word": "2 Mech Designer", "Confidence": 0.99367, "X1": 0.37696, "Y1": 0.6362, "X2": 0.50916, "Y2": 0.636, "X3": 0.50916, "Y3": 0.6518, "X4": 0.37696, "Y4": 0.6508, "page": 0}, {"Word": "1 EE", "Confidence": 0.5555, "X1": 0.37827, "Y1": 0.6522, "X2": 0.41623, "Y2": 0.652, "X3": 0.41754, "Y3": 0.6658, "X4": 0.37827, "Y4": 0.6658, "page": 0}, {"Word": "External Support :", "Confidence": 0.912, "X1": 0.37696, "Y1": 0.6702, "X2": 0.52356, "Y2": 0.67, "X3": 0.52356, "Y3": 0.6848, "X4": 0.37696, "Y4": 0.6848, "page": 0}, {"Word": "Anderson Machine (Rebuild)", "Confidence": 0.995, "X1": 0.54319, "Y1": 0.6682, "X2": 0.76702, "Y2": 0.668, "X3": 0.76702, "Y3": 0.6848, "X4": 0.54319, "Y4": 0.6838, "page": 0}, {"Word": "EE Design Support", "Confidence": 0.995, "X1": 0.5445, "Y1": 0.6862, "X2": 0.69241, "Y2": 0.686, "X3": 0.69241, "Y3": 0.7018, "X4": 0.5445, "Y4": 0.7018, "page": 0}, {"Word": "Estimated start date:", "Confidence": 0.99467, "X1": 0.09293, "Y1": 0.7172, "X2": 0.27094, "Y2": 0.717, "X3": 0.27094, "Y3": 0.7348, "X4": 0.09293, "Y4": 0.7348, "page": 0}, {"Word": "12/92", "Confidence": 0.993, "X1": 0.37696, "Y1": 0.7182, "X2": 0.42539, "Y2": 0.718, "X3": 0.42539, "Y3": 0.7318, "X4": 0.37696, "Y4": 0.7328, "page": 0}, {"Word": "Current Speed Estimate: 4000 cartridges/min. @ 60% eff", "Confidence": 0.99188, "X1": 0.09686, "Y1": 0.7502, "X2": 0.56937, "Y2": 0.75, "X3": 0.56937, "Y3": 0.7678, "X4": 0.09686, "Y4": 0.7688, "page": 0}, {"Word": "2020346600", "Confidence": 0.995, "X1": 0.79188, "Y1": 0.8642, "X2": 0.79319, "Y2": 0.864, "X3": 0.76571, "Y3": 0.8638, "X4": 0.76571, "Y4": 0.7358, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.98, "X1": 0.01963, "Y1": 0.1932, "X2": 0.01832, "Y2": 0.193, "X3": 0.00654, "Y3": 0.1918, "X4": 0.00785, "Y4": 0.1848, "page": 0, "Index": 0}, {"Word": "DAPTC", "Confidence": 0.994, "X1": 0.09686, "Y1": 0.1812, "X2": 0.15969, "Y2": 0.181, "X3": 0.15969, "Y3": 0.1978, "X4": 0.09686, "Y4": 0.1978, "page": 0, "Index": 1}, {"Word": "Combiner:", "Confidence": 0.951, "X1": 0.16492, "Y1": 0.1822, "X2": 0.25785, "Y2": 0.182, "X3": 0.25785, "Y3": 0.1998, "X4": 0.16492, "Y4": 0.1978, "page": 0, "Index": 2}, {"Word": "Scope", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.2172, "X2": 0.14267, "Y2": 0.217, "X3": 0.14267, "Y3": 0.2338, "X4": 0.09686, "Y4": 0.2328, "page": 0, "Index": 3}, {"Word": "Design", "Confidence": 0.996, "X1": 0.14791, "Y1": 0.2172, "X2": 0.20288, "Y2": 0.217, "X3": 0.20288, "Y3": 0.2328, "X4": 0.1466, "Y4": 0.2338, "page": 0, "Index": 4}, {"Word": "Work:", "Confidence": 0.997, "X1": 0.20812, "Y1": 0.2172, "X2": 0.2644, "Y2": 0.217, "X3": 0.2644, "Y3": 0.2318, "X4": 0.20812, "Y4": 0.2328, "page": 0, "Index": 5}, {"Word": "Combiners", "Confidence": 0.993, "X1": 0.09817, "Y1": 0.2522, "X2": 0.17932, "Y2": 0.252, "X3": 0.17932, "Y3": 0.2678, "X4": 0.09817, "Y4": 0.2678, "page": 0, "Index": 6}, {"Word": "are", "Confidence": 0.998, "X1": 0.18325, "Y1": 0.2522, "X2": 0.2055, "Y2": 0.252, "X3": 0.2055, "Y3": 0.2678, "X4": 0.18325, "Y4": 0.2678, "page": 0, "Index": 7}, {"Word": "currently", "Confidence": 0.933, "X1": 0.20942, "Y1": 0.2522, "X2": 0.2801, "Y2": 0.252, "X3": 0.2801, "Y3": 0.2678, "X4": 0.20942, "Y4": 0.2678, "page": 0, "Index": 8}, {"Word": "the", "Confidence": 0.998, "X1": 0.28403, "Y1": 0.2522, "X2": 0.30759, "Y2": 0.252, "X3": 0.30759, "Y3": 0.2678, "X4": 0.28403, "Y4": 0.2678, "page": 0, "Index": 9}, {"Word": "best", "Confidence": 0.988, "X1": 0.31152, "Y1": 0.2522, "X2": 0.34162, "Y2": 0.252, "X3": 0.34162, "Y3": 0.2678, "X4": 0.31152, "Y4": 0.2678, "page": 0, "Index": 10}, {"Word": "alternative", "Confidence": 0.993, "X1": 0.34555, "Y1": 0.2522, "X2": 0.42408, "Y2": 0.252, "X3": 0.42408, "Y3": 0.2678, "X4": 0.34555, "Y4": 0.2678, "page": 0, "Index": 11}, {"Word": "for", "Confidence": 0.998, "X1": 0.42932, "Y1": 0.2522, "X2": 0.45157, "Y2": 0.252, "X3": 0.45026, "Y3": 0.2678, "X4": 0.42801, "Y4": 0.2678, "page": 0, "Index": 12}, {"Word": "meeting", "Confidence": 0.991, "X1": 0.4555, "Y1": 0.2522, "X2": 0.51702, "Y2": 0.252, "X3": 0.51702, "Y3": 0.2678, "X4": 0.45419, "Y4": 0.2678, "page": 0, "Index": 13}, {"Word": "the", "Confidence": 0.998, "X1": 0.52094, "Y1": 0.2522, "X2": 0.5445, "Y2": 0.252, "X3": 0.5445, "Y3": 0.2678, "X4": 0.52094, "Y4": 0.2678, "page": 0, "Index": 14}, {"Word": "production", "Confidence": 0.994, "X1": 0.54843, "Y1": 0.2522, "X2": 0.62958, "Y2": 0.252, "X3": 0.62958, "Y3": 0.2678, "X4": 0.54843, "Y4": 0.2678, "page": 0, "Index": 15}, {"Word": "schedule", "Confidence": 0.995, "X1": 0.63482, "Y1": 0.2532, "X2": 0.70026, "Y2": 0.253, "X3": 0.70026, "Y3": 0.2678, "X4": 0.63351, "Y4": 0.2678, "page": 0, "Index": 16}, {"Word": "set", "Confidence": 0.998, "X1": 0.70419, "Y1": 0.2532, "X2": 0.72513, "Y2": 0.253, "X3": 0.72513, "Y3": 0.2678, "X4": 0.70419, "Y4": 0.2678, "page": 0, "Index": 17}, {"Word": "for", "Confidence": 0.998, "X1": 0.72906, "Y1": 0.2532, "X2": 0.75654, "Y2": 0.253, "X3": 0.75524, "Y3": 0.2678, "X4": 0.72906, "Y4": 0.2678, "page": 0, "Index": 18}, {"Word": "Beta.", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.2692, "X2": 0.14136, "Y2": 0.269, "X3": 0.14136, "Y3": 0.2848, "X4": 0.09817, "Y4": 0.2848, "page": 0, "Index": 19}, {"Word": "The", "Confidence": 0.998, "X1": 0.14529, "Y1": 0.2692, "X2": 0.17277, "Y2": 0.269, "X3": 0.17277, "Y3": 0.2848, "X4": 0.14529, "Y4": 0.2848, "page": 0, "Index": 20}, {"Word": "capability", "Confidence": 0.994, "X1": 0.1767, "Y1": 0.2692, "X2": 0.25393, "Y2": 0.269, "X3": 0.25393, "Y3": 0.2848, "X4": 0.1767, "Y4": 0.2848, "page": 0, "Index": 21}, {"Word": "exists", "Confidence": 0.994, "X1": 0.25785, "Y1": 0.2692, "X2": 0.30105, "Y2": 0.269, "X3": 0.30105, "Y3": 0.2838, "X4": 0.25785, "Y4": 0.2848, "page": 0, "Index": 22}, {"Word": "in", "Confidence": 0.997, "X1": 0.30497, "Y1": 0.2692, "X2": 0.31937, "Y2": 0.269, "X3": 0.31937, "Y3": 0.2838, "X4": 0.30497, "Y4": 0.2838, "page": 0, "Index": 23}, {"Word": "Richmond", "Confidence": 0.995, "X1": 0.3233, "Y1": 0.2692, "X2": 0.40314, "Y2": 0.269, "X3": 0.40314, "Y3": 0.2838, "X4": 0.3233, "Y4": 0.2838, "page": 0, "Index": 24}, {"Word": "to", "Confidence": 0.998, "X1": 0.40707, "Y1": 0.2692, "X2": 0.42147, "Y2": 0.269, "X3": 0.42147, "Y3": 0.2838, "X4": 0.40707, "Y4": 0.2838, "page": 0, "Index": 25}, {"Word": "procure,", "Confidence": 0.994, "X1": 0.42539, "Y1": 0.2692, "X2": 0.48953, "Y2": 0.269, "X3": 0.48953, "Y3": 0.2838, "X4": 0.42539, "Y4": 0.2838, "page": 0, "Index": 26}, {"Word": "rebuild", "Confidence": 0.995, "X1": 0.49346, "Y1": 0.2692, "X2": 0.54581, "Y2": 0.269, "X3": 0.54581, "Y3": 0.2838, "X4": 0.49346, "Y4": 0.2838, "page": 0, "Index": 27}, {"Word": "and", "Confidence": 0.998, "X1": 0.54974, "Y1": 0.2692, "X2": 0.57723, "Y2": 0.269, "X3": 0.57723, "Y3": 0.2838, "X4": 0.54974, "Y4": 0.2838, "page": 0, "Index": 28}, {"Word": "develop", "Confidence": 0.996, "X1": 0.58115, "Y1": 0.2692, "X2": 0.64267, "Y2": 0.269, "X3": 0.64267, "Y3": 0.2838, "X4": 0.58115, "Y4": 0.2838, "page": 0, "Index": 29}, {"Word": "Combiners:", "Confidence": 0.941, "X1": 0.6466, "Y1": 0.2692, "X2": 0.7356, "Y2": 0.269, "X3": 0.7356, "Y3": 0.2848, "X4": 0.6466, "Y4": 0.2838, "page": 0, "Index": 30}, {"Word": "configured", "Confidence": 0.992, "X1": 0.09948, "Y1": 0.2862, "X2": 0.17801, "Y2": 0.286, "X3": 0.1767, "Y3": 0.3008, "X4": 0.09817, "Y4": 0.3018, "page": 0, "Index": 31}, {"Word": "to", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.2852, "X2": 0.19503, "Y2": 0.285, "X3": 0.19503, "Y3": 0.3008, "X4": 0.18194, "Y4": 0.3008, "page": 0, "Index": 32}, {"Word": "run", "Confidence": 0.992, "X1": 0.20026, "Y1": 0.2852, "X2": 0.22775, "Y2": 0.285, "X3": 0.22775, "Y3": 0.3008, "X4": 0.19895, "Y4": 0.3008, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.997, "X1": 0.23168, "Y1": 0.2852, "X2": 0.25393, "Y2": 0.285, "X3": 0.25393, "Y3": 0.3008, "X4": 0.23168, "Y4": 0.3008, "page": 0, "Index": 34}, {"Word": "Beta", "Confidence": 0.987, "X1": 0.25785, "Y1": 0.2852, "X2": 0.2945, "Y2": 0.285, "X3": 0.2945, "Y3": 0.3008, "X4": 0.25785, "Y4": 0.3008, "page": 0, "Index": 35}, {"Word": "Specification.", "Confidence": 0.991, "X1": 0.29843, "Y1": 0.2852, "X2": 0.40576, "Y2": 0.285, "X3": 0.40707, "Y3": 0.3008, "X4": 0.29843, "Y4": 0.3008, "page": 0, "Index": 36}, {"Word": "A", "Confidence": 0.995, "X1": 0.41099, "Y1": 0.2852, "X2": 0.42277, "Y2": 0.285, "X3": 0.42277, "Y3": 0.3008, "X4": 0.41099, "Y4": 0.3008, "page": 0, "Index": 37}, {"Word": "data", "Confidence": 0.988, "X1": 0.42801, "Y1": 0.2852, "X2": 0.46073, "Y2": 0.285, "X3": 0.46073, "Y3": 0.3008, "X4": 0.42932, "Y4": 0.3008, "page": 0, "Index": 38}, {"Word": "base", "Confidence": 0.991, "X1": 0.46466, "Y1": 0.2852, "X2": 0.49738, "Y2": 0.285, "X3": 0.49869, "Y3": 0.3008, "X4": 0.46466, "Y4": 0.3008, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.50131, "Y1": 0.2852, "X2": 0.51832, "Y2": 0.285, "X3": 0.51963, "Y3": 0.3008, "X4": 0.50262, "Y4": 0.3008, "page": 0, "Index": 40}, {"Word": "mechanical", "Confidence": 0.994, "X1": 0.52225, "Y1": 0.2852, "X2": 0.60864, "Y2": 0.285, "X3": 0.60995, "Y3": 0.3008, "X4": 0.52356, "Y4": 0.3008, "page": 0, "Index": 41}, {"Word": "and", "Confidence": 0.998, "X1": 0.61257, "Y1": 0.2852, "X2": 0.63874, "Y2": 0.285, "X3": 0.64005, "Y3": 0.3008, "X4": 0.61387, "Y4": 0.3008, "page": 0, "Index": 42}, {"Word": "electrical", "Confidence": 0.994, "X1": 0.64267, "Y1": 0.2852, "X2": 0.71728, "Y2": 0.285, "X3": 0.71859, "Y3": 0.3008, "X4": 0.64398, "Y4": 0.3008, "page": 0, "Index": 43}, {"Word": "drawings", "Confidence": 0.995, "X1": 0.09817, "Y1": 0.3022, "X2": 0.16361, "Y2": 0.302, "X3": 0.16361, "Y3": 0.3188, "X4": 0.09817, "Y4": 0.3188, "page": 0, "Index": 44}, {"Word": "and", "Confidence": 0.998, "X1": 0.16885, "Y1": 0.3022, "X2": 0.19634, "Y2": 0.302, "X3": 0.19634, "Y3": 0.3188, "X4": 0.16885, "Y4": 0.3188, "page": 0, "Index": 45}, {"Word": "experience", "Confidence": 0.991, "X1": 0.20026, "Y1": 0.3022, "X2": 0.28272, "Y2": 0.302, "X3": 0.28272, "Y3": 0.3188, "X4": 0.20026, "Y4": 0.3188, "page": 0, "Index": 46}, {"Word": "will", "Confidence": 0.989, "X1": 0.28796, "Y1": 0.3022, "X2": 0.31675, "Y2": 0.302, "X3": 0.31675, "Y3": 0.3188, "X4": 0.28796, "Y4": 0.3188, "page": 0, "Index": 47}, {"Word": "enhance", "Confidence": 0.996, "X1": 0.32068, "Y1": 0.3012, "X2": 0.3822, "Y2": 0.301, "X3": 0.38089, "Y3": 0.3188, "X4": 0.32068, "Y4": 0.3188, "page": 0, "Index": 48}, {"Word": "our", "Confidence": 0.998, "X1": 0.38613, "Y1": 0.3012, "X2": 0.4123, "Y2": 0.301, "X3": 0.4123, "Y3": 0.3188, "X4": 0.38613, "Y4": 0.3188, "page": 0, "Index": 49}, {"Word": "ability", "Confidence": 0.994, "X1": 0.41754, "Y1": 0.3012, "X2": 0.46335, "Y2": 0.301, "X3": 0.46335, "Y3": 0.3188, "X4": 0.41623, "Y4": 0.3188, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.998, "X1": 0.46859, "Y1": 0.3022, "X2": 0.48298, "Y2": 0.302, "X3": 0.48298, "Y3": 0.3188, "X4": 0.46859, "Y4": 0.3188, "page": 0, "Index": 51}, {"Word": "provide", "Confidence": 0.995, "X1": 0.48691, "Y1": 0.3022, "X2": 0.5445, "Y2": 0.302, "X3": 0.5445, "Y3": 0.3188, "X4": 0.48691, "Y4": 0.3188, "page": 0, "Index": 52}, {"Word": "quicker", "Confidence": 0.993, "X1": 0.54974, "Y1": 0.3022, "X2": 0.60602, "Y2": 0.302, "X3": 0.60602, "Y3": 0.3188, "X4": 0.54843, "Y4": 0.3188, "page": 0, "Index": 53}, {"Word": "production", "Confidence": 0.797, "X1": 0.61126, "Y1": 0.3022, "X2": 0.69241, "Y2": 0.302, "X3": 0.6911, "Y3": 0.3188, "X4": 0.61126, "Y4": 0.3188, "page": 0, "Index": 54}, {"Word": "response.", "Confidence": 0.993, "X1": 0.69634, "Y1": 0.3032, "X2": 0.77094, "Y2": 0.303, "X3": 0.76963, "Y3": 0.3198, "X4": 0.69634, "Y4": 0.3188, "page": 0, "Index": 55}, {"Word": "In", "Confidence": 0.995, "X1": 0.09686, "Y1": 0.3362, "X2": 0.11257, "Y2": 0.336, "X3": 0.11257, "Y3": 0.3498, "X4": 0.09686, "Y4": 0.3498, "page": 0, "Index": 56}, {"Word": "addition,", "Confidence": 0.991, "X1": 0.11649, "Y1": 0.3362, "X2": 0.18325, "Y2": 0.336, "X3": 0.18325, "Y3": 0.3508, "X4": 0.11649, "Y4": 0.3508, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.18717, "Y1": 0.3352, "X2": 0.21073, "Y2": 0.335, "X3": 0.21073, "Y3": 0.3508, "X4": 0.18717, "Y4": 0.3508, "page": 0, "Index": 58}, {"Word": "initial", "Confidence": 0.995, "X1": 0.21466, "Y1": 0.3352, "X2": 0.25916, "Y2": 0.335, "X3": 0.25916, "Y3": 0.3508, "X4": 0.21597, "Y4": 0.3508, "page": 0, "Index": 59}, {"Word": "capital", "Confidence": 0.995, "X1": 0.26309, "Y1": 0.3352, "X2": 0.31414, "Y2": 0.335, "X3": 0.31414, "Y3": 0.3508, "X4": 0.26309, "Y4": 0.3508, "page": 0, "Index": 60}, {"Word": "equipment", "Confidence": 0.992, "X1": 0.31806, "Y1": 0.3352, "X2": 0.39791, "Y2": 0.335, "X3": 0.39791, "Y3": 0.3508, "X4": 0.31806, "Y4": 0.3508, "page": 0, "Index": 61}, {"Word": "costs", "Confidence": 0.995, "X1": 0.40183, "Y1": 0.3352, "X2": 0.4411, "Y2": 0.335, "X3": 0.4411, "Y3": 0.3508, "X4": 0.40183, "Y4": 0.3508, "page": 0, "Index": 62}, {"Word": "and", "Confidence": 0.998, "X1": 0.44503, "Y1": 0.3352, "X2": 0.4712, "Y2": 0.335, "X3": 0.4712, "Y3": 0.3508, "X4": 0.44503, "Y4": 0.3508, "page": 0, "Index": 63}, {"Word": "deliveries", "Confidence": 0.992, "X1": 0.47513, "Y1": 0.3352, "X2": 0.54974, "Y2": 0.335, "X3": 0.55105, "Y3": 0.3508, "X4": 0.47513, "Y4": 0.3508, "page": 0, "Index": 64}, {"Word": "for", "Confidence": 0.998, "X1": 0.55366, "Y1": 0.3352, "X2": 0.57592, "Y2": 0.335, "X3": 0.57592, "Y3": 0.3508, "X4": 0.55497, "Y4": 0.3508, "page": 0, "Index": 65}, {"Word": "Combiners", "Confidence": 0.994, "X1": 0.57984, "Y1": 0.3362, "X2": 0.6623, "Y2": 0.336, "X3": 0.6623, "Y3": 0.3508, "X4": 0.57984, "Y4": 0.3508, "page": 0, "Index": 66}, {"Word": "are", "Confidence": 0.998, "X1": 0.66623, "Y1": 0.3362, "X2": 0.68979, "Y2": 0.336, "X3": 0.6911, "Y3": 0.3508, "X4": 0.66623, "Y4": 0.3508, "page": 0, "Index": 67}, {"Word": "far", "Confidence": 0.998, "X1": 0.69503, "Y1": 0.3362, "X2": 0.71597, "Y2": 0.336, "X3": 0.71597, "Y3": 0.3508, "X4": 0.69503, "Y4": 0.3508, "page": 0, "Index": 68}, {"Word": "more", "Confidence": 0.988, "X1": 0.7199, "Y1": 0.3362, "X2": 0.76309, "Y2": 0.336, "X3": 0.76309, "Y3": 0.3508, "X4": 0.7199, "Y4": 0.3508, "page": 0, "Index": 69}, {"Word": "favorable", "Confidence": 0.993, "X1": 0.09948, "Y1": 0.3522, "X2": 0.16754, "Y2": 0.352, "X3": 0.16754, "Y3": 0.3668, "X4": 0.09948, "Y4": 0.3668, "page": 0, "Index": 70}, {"Word": "than", "Confidence": 0.988, "X1": 0.17147, "Y1": 0.3522, "X2": 0.20419, "Y2": 0.352, "X3": 0.20419, "Y3": 0.3668, "X4": 0.17147, "Y4": 0.3668, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.998, "X1": 0.20812, "Y1": 0.3522, "X2": 0.23168, "Y2": 0.352, "X3": 0.23168, "Y3": 0.3668, "X4": 0.20812, "Y4": 0.3668, "page": 0, "Index": 72}, {"Word": "costs", "Confidence": 0.995, "X1": 0.2356, "Y1": 0.3522, "X2": 0.27487, "Y2": 0.352, "X3": 0.27487, "Y3": 0.3668, "X4": 0.2356, "Y4": 0.3668, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.998, "X1": 0.2788, "Y1": 0.3522, "X2": 0.30628, "Y2": 0.352, "X3": 0.30628, "Y3": 0.3668, "X4": 0.2788, "Y4": 0.3668, "page": 0, "Index": 74}, {"Word": "deliveries", "Confidence": 0.991, "X1": 0.31021, "Y1": 0.3522, "X2": 0.38351, "Y2": 0.352, "X3": 0.38351, "Y3": 0.3678, "X4": 0.31021, "Y4": 0.3668, "page": 0, "Index": 75}, {"Word": "that", "Confidence": 0.991, "X1": 0.38743, "Y1": 0.3522, "X2": 0.41623, "Y2": 0.352, "X3": 0.41623, "Y3": 0.3678, "X4": 0.38743, "Y4": 0.3678, "page": 0, "Index": 76}, {"Word": "may", "Confidence": 0.998, "X1": 0.42016, "Y1": 0.3522, "X2": 0.45288, "Y2": 0.352, "X3": 0.45288, "Y3": 0.3678, "X4": 0.42016, "Y4": 0.3678, "page": 0, "Index": 77}, {"Word": "be", "Confidence": 0.998, "X1": 0.45681, "Y1": 0.3522, "X2": 0.47513, "Y2": 0.352, "X3": 0.47513, "Y3": 0.3678, "X4": 0.45681, "Y4": 0.3678, "page": 0, "Index": 78}, {"Word": "expected", "Confidence": 0.994, "X1": 0.47906, "Y1": 0.3522, "X2": 0.54712, "Y2": 0.352, "X3": 0.54712, "Y3": 0.3678, "X4": 0.47906, "Y4": 0.3678, "page": 0, "Index": 79}, {"Word": "from", "Confidence": 0.988, "X1": 0.55105, "Y1": 0.3522, "X2": 0.58508, "Y2": 0.352, "X3": 0.58508, "Y3": 0.3668, "X4": 0.55105, "Y4": 0.3678, "page": 0, "Index": 80}, {"Word": "Hauni", "Confidence": 0.997, "X1": 0.59162, "Y1": 0.3522, "X2": 0.63874, "Y2": 0.352, "X3": 0.63874, "Y3": 0.3668, "X4": 0.59162, "Y4": 0.3668, "page": 0, "Index": 81}, {"Word": "on", "Confidence": 0.962, "X1": 0.64267, "Y1": 0.3512, "X2": 0.66099, "Y2": 0.351, "X3": 0.66099, "Y3": 0.3668, "X4": 0.64267, "Y4": 0.3668, "page": 0, "Index": 82}, {"Word": "Mulfi's.", "Confidence": 0.991, "X1": 0.66492, "Y1": 0.3512, "X2": 0.72775, "Y2": 0.351, "X3": 0.72775, "Y3": 0.3668, "X4": 0.66492, "Y4": 0.3668, "page": 0, "Index": 83}, {"Word": "Higher", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.3692, "X2": 0.14791, "Y2": 0.369, "X3": 0.14921, "Y3": 0.3858, "X4": 0.09817, "Y4": 0.3858, "page": 0, "Index": 84}, {"Word": "speeds", "Confidence": 0.996, "X1": 0.15314, "Y1": 0.3692, "X2": 0.20288, "Y2": 0.369, "X3": 0.20288, "Y3": 0.3858, "X4": 0.15314, "Y4": 0.3858, "page": 0, "Index": 85}, {"Word": "on", "Confidence": 0.998, "X1": 0.20681, "Y1": 0.3692, "X2": 0.22513, "Y2": 0.369, "X3": 0.22644, "Y3": 0.3858, "X4": 0.20812, "Y4": 0.3858, "page": 0, "Index": 86}, {"Word": "Mulfi's", "Confidence": 0.996, "X1": 0.23037, "Y1": 0.3692, "X2": 0.28534, "Y2": 0.369, "X3": 0.28534, "Y3": 0.3848, "X4": 0.23037, "Y4": 0.3858, "page": 0, "Index": 87}, {"Word": "may", "Confidence": 0.998, "X1": 0.28927, "Y1": 0.3692, "X2": 0.32199, "Y2": 0.369, "X3": 0.32199, "Y3": 0.3848, "X4": 0.28927, "Y4": 0.3848, "page": 0, "Index": 88}, {"Word": "be", "Confidence": 0.998, "X1": 0.32592, "Y1": 0.3692, "X2": 0.34424, "Y2": 0.369, "X3": 0.34424, "Y3": 0.3848, "X4": 0.32592, "Y4": 0.3848, "page": 0, "Index": 89}, {"Word": "possible", "Confidence": 0.995, "X1": 0.34817, "Y1": 0.3692, "X2": 0.40969, "Y2": 0.369, "X3": 0.40969, "Y3": 0.3848, "X4": 0.34817, "Y4": 0.3848, "page": 0, "Index": 90}, {"Word": "in", "Confidence": 0.998, "X1": 0.41361, "Y1": 0.3692, "X2": 0.42932, "Y2": 0.369, "X3": 0.42932, "Y3": 0.3848, "X4": 0.41361, "Y4": 0.3848, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.998, "X1": 0.43455, "Y1": 0.3692, "X2": 0.45681, "Y2": 0.369, "X3": 0.4555, "Y3": 0.3848, "X4": 0.43325, "Y4": 0.3848, "page": 0, "Index": 92}, {"Word": "future", "Confidence": 0.996, "X1": 0.46073, "Y1": 0.3692, "X2": 0.50524, "Y2": 0.369, "X3": 0.50524, "Y3": 0.3848, "X4": 0.46073, "Y4": 0.3848, "page": 0, "Index": 93}, {"Word": "if", "Confidence": 0.998, "X1": 0.51047, "Y1": 0.3692, "X2": 0.52225, "Y2": 0.369, "X3": 0.52225, "Y3": 0.3848, "X4": 0.50916, "Y4": 0.3848, "page": 0, "Index": 94}, {"Word": "product", "Confidence": 0.995, "X1": 0.52618, "Y1": 0.3692, "X2": 0.58377, "Y2": 0.369, "X3": 0.58377, "Y3": 0.3848, "X4": 0.52618, "Y4": 0.3848, "page": 0, "Index": 95}, {"Word": "sales", "Confidence": 0.997, "X1": 0.58901, "Y1": 0.3692, "X2": 0.62696, "Y2": 0.369, "X3": 0.62565, "Y3": 0.3848, "X4": 0.5877, "Y4": 0.3848, "page": 0, "Index": 96}, {"Word": "warrent", "Confidence": 0.994, "X1": 0.63089, "Y1": 0.3692, "X2": 0.68717, "Y2": 0.369, "X3": 0.68586, "Y3": 0.3848, "X4": 0.62958, "Y4": 0.3848, "page": 0, "Index": 97}, {"Word": "higher", "Confidence": 0.997, "X1": 0.6911, "Y1": 0.3692, "X2": 0.74346, "Y2": 0.369, "X3": 0.74215, "Y3": 0.3848, "X4": 0.6911, "Y4": 0.3848, "page": 0, "Index": 98}, {"Word": "speeds.", "Confidence": 0.993, "X1": 0.09817, "Y1": 0.3862, "X2": 0.15314, "Y2": 0.386, "X3": 0.15445, "Y3": 0.4008, "X4": 0.09817, "Y4": 0.4018, "page": 0, "Index": 99}, {"Word": "1)", "Confidence": 0.998, "X1": 0.09817, "Y1": 0.4192, "X2": 0.11649, "Y2": 0.419, "X3": 0.11649, "Y3": 0.4348, "X4": 0.09817, "Y4": 0.4348, "page": 0, "Index": 100}, {"Word": "Redesign", "Confidence": 0.994, "X1": 0.15314, "Y1": 0.4182, "X2": 0.22251, "Y2": 0.418, "X3": 0.22251, "Y3": 0.4348, "X4": 0.15314, "Y4": 0.4348, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.22775, "Y1": 0.4182, "X2": 0.24215, "Y2": 0.418, "X3": 0.24215, "Y3": 0.4348, "X4": 0.22775, "Y4": 0.4348, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.998, "X1": 0.24738, "Y1": 0.4182, "X2": 0.27094, "Y2": 0.418, "X3": 0.27094, "Y3": 0.4348, "X4": 0.24607, "Y4": 0.4348, "page": 0, "Index": 103}, {"Word": "hoppers", "Confidence": 0.997, "X1": 0.27487, "Y1": 0.4192, "X2": 0.33508, "Y2": 0.419, "X3": 0.33508, "Y3": 0.4348, "X4": 0.27487, "Y4": 0.4348, "page": 0, "Index": 104}, {"Word": "as", "Confidence": 0.998, "X1": 0.33901, "Y1": 0.4192, "X2": 0.35602, "Y2": 0.419, "X3": 0.35602, "Y3": 0.4348, "X4": 0.33901, "Y4": 0.4348, "page": 0, "Index": 105}, {"Word": "well", "Confidence": 0.989, "X1": 0.35995, "Y1": 0.4192, "X2": 0.39136, "Y2": 0.419, "X3": 0.39136, "Y3": 0.4348, "X4": 0.35995, "Y4": 0.4348, "page": 0, "Index": 106}, {"Word": "as", "Confidence": 0.998, "X1": 0.3966, "Y1": 0.4192, "X2": 0.41099, "Y2": 0.419, "X3": 0.41099, "Y3": 0.4358, "X4": 0.39529, "Y4": 0.4358, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.998, "X1": 0.41492, "Y1": 0.4192, "X2": 0.43979, "Y2": 0.419, "X3": 0.43848, "Y3": 0.4358, "X4": 0.41492, "Y4": 0.4358, "page": 0, "Index": 108}, {"Word": "garnitures", "Confidence": 0.991, "X1": 0.44372, "Y1": 0.4192, "X2": 0.51832, "Y2": 0.419, "X3": 0.51832, "Y3": 0.4358, "X4": 0.44372, "Y4": 0.4358, "page": 0, "Index": 109}, {"Word": "will", "Confidence": 0.989, "X1": 0.52356, "Y1": 0.4192, "X2": 0.55236, "Y2": 0.419, "X3": 0.55236, "Y3": 0.4348, "X4": 0.52225, "Y4": 0.4348, "page": 0, "Index": 110}, {"Word": "be", "Confidence": 0.997, "X1": 0.55628, "Y1": 0.4192, "X2": 0.57461, "Y2": 0.419, "X3": 0.57461, "Y3": 0.4348, "X4": 0.55628, "Y4": 0.4348, "page": 0, "Index": 111}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.57853, "Y1": 0.4202, "X2": 0.65314, "Y2": 0.42, "X3": 0.65183, "Y3": 0.4348, "X4": 0.57853, "Y4": 0.4348, "page": 0, "Index": 112}, {"Word": "for", "Confidence": 0.998, "X1": 0.65707, "Y1": 0.4202, "X2": 0.67932, "Y2": 0.42, "X3": 0.67932, "Y3": 0.4348, "X4": 0.65707, "Y4": 0.4348, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.68325, "Y1": 0.4202, "X2": 0.7055, "Y2": 0.42, "X3": 0.7055, "Y3": 0.4348, "X4": 0.68325, "Y4": 0.4348, "page": 0, "Index": 114}, {"Word": "smaller", "Confidence": 0.995, "X1": 0.70942, "Y1": 0.4202, "X2": 0.77094, "Y2": 0.42, "X3": 0.77094, "Y3": 0.4348, "X4": 0.70942, "Y4": 0.4348, "page": 0, "Index": 115}, {"Word": "diameter", "Confidence": 0.994, "X1": 0.15707, "Y1": 0.4362, "X2": 0.2199, "Y2": 0.436, "X3": 0.21859, "Y3": 0.4518, "X4": 0.15707, "Y4": 0.4508, "page": 0, "Index": 116}, {"Word": "Beta", "Confidence": 0.988, "X1": 0.22382, "Y1": 0.4372, "X2": 0.25785, "Y2": 0.437, "X3": 0.25785, "Y3": 0.4518, "X4": 0.22251, "Y4": 0.4518, "page": 0, "Index": 117}, {"Word": "components.", "Confidence": 0.991, "X1": 0.26178, "Y1": 0.4382, "X2": 0.35733, "Y2": 0.438, "X3": 0.35602, "Y3": 0.4518, "X4": 0.26178, "Y4": 0.4518, "page": 0, "Index": 118}, {"Word": "Redesign", "Confidence": 0.995, "X1": 0.15576, "Y1": 0.4532, "X2": 0.22251, "Y2": 0.453, "X3": 0.22251, "Y3": 0.4678, "X4": 0.15445, "Y4": 0.4678, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.22644, "Y1": 0.4532, "X2": 0.24346, "Y2": 0.453, "X3": 0.24346, "Y3": 0.4678, "X4": 0.22644, "Y4": 0.4678, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.24738, "Y1": 0.4532, "X2": 0.27094, "Y2": 0.453, "X3": 0.27094, "Y3": 0.4678, "X4": 0.24738, "Y4": 0.4678, "page": 0, "Index": 121}, {"Word": "machine", "Confidence": 0.997, "X1": 0.27487, "Y1": 0.4532, "X2": 0.33901, "Y2": 0.453, "X3": 0.33901, "Y3": 0.4678, "X4": 0.27487, "Y4": 0.4678, "page": 0, "Index": 122}, {"Word": "for", "Confidence": 0.998, "X1": 0.34293, "Y1": 0.4532, "X2": 0.36649, "Y2": 0.453, "X3": 0.36649, "Y3": 0.4678, "X4": 0.34293, "Y4": 0.4678, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.998, "X1": 0.37042, "Y1": 0.4532, "X2": 0.39398, "Y2": 0.453, "X3": 0.39267, "Y3": 0.4678, "X4": 0.37042, "Y4": 0.4678, "page": 0, "Index": 124}, {"Word": "new", "Confidence": 0.998, "X1": 0.39791, "Y1": 0.4532, "X2": 0.4267, "Y2": 0.453, "X3": 0.4267, "Y3": 0.4678, "X4": 0.3966, "Y4": 0.4678, "page": 0, "Index": 125}, {"Word": "registration", "Confidence": 0.992, "X1": 0.43194, "Y1": 0.4532, "X2": 0.51963, "Y2": 0.453, "X3": 0.51963, "Y3": 0.4678, "X4": 0.43194, "Y4": 0.4678, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.52356, "Y1": 0.4532, "X2": 0.55105, "Y2": 0.453, "X3": 0.55105, "Y3": 0.4678, "X4": 0.52356, "Y4": 0.4678, "page": 0, "Index": 127}, {"Word": "cut", "Confidence": 0.998, "X1": 0.55497, "Y1": 0.4532, "X2": 0.57984, "Y2": 0.453, "X3": 0.57984, "Y3": 0.4678, "X4": 0.55497, "Y4": 0.4678, "page": 0, "Index": 128}, {"Word": "2)", "Confidence": 0.997, "X1": 0.09817, "Y1": 0.4532, "X2": 0.11649, "Y2": 0.453, "X3": 0.11518, "Y3": 0.4688, "X4": 0.09686, "Y4": 0.4678, "page": 0, "Index": 129}, {"Word": "length.", "Confidence": 0.991, "X1": 0.58377, "Y1": 0.4532, "X2": 0.63874, "Y2": 0.453, "X3": 0.63874, "Y3": 0.4688, "X4": 0.58377, "Y4": 0.4678, "page": 0, "Index": 130}, {"Word": "3)", "Confidence": 0.991, "X1": 0.09948, "Y1": 0.4692, "X2": 0.11387, "Y2": 0.469, "X3": 0.11387, "Y3": 0.4848, "X4": 0.09948, "Y4": 0.4848, "page": 0, "Index": 131}, {"Word": "Dual", "Confidence": 0.991, "X1": 0.15576, "Y1": 0.4692, "X2": 0.18979, "Y2": 0.469, "X3": 0.18979, "Y3": 0.4848, "X4": 0.15576, "Y4": 0.4848, "page": 0, "Index": 132}, {"Word": "bobbin", "Confidence": 0.997, "X1": 0.19372, "Y1": 0.4692, "X2": 0.24607, "Y2": 0.469, "X3": 0.24607, "Y3": 0.4848, "X4": 0.19372, "Y4": 0.4848, "page": 0, "Index": 133}, {"Word": "feed", "Confidence": 0.987, "X1": 0.25, "Y1": 0.4692, "X2": 0.28272, "Y2": 0.469, "X3": 0.28272, "Y3": 0.4848, "X4": 0.25, "Y4": 0.4848, "page": 0, "Index": 134}, {"Word": "systems", "Confidence": 0.994, "X1": 0.28665, "Y1": 0.4692, "X2": 0.34817, "Y2": 0.469, "X3": 0.34686, "Y3": 0.4848, "X4": 0.28665, "Y4": 0.4848, "page": 0, "Index": 135}, {"Word": "will", "Confidence": 0.991, "X1": 0.35209, "Y1": 0.4692, "X2": 0.38089, "Y2": 0.469, "X3": 0.38089, "Y3": 0.4848, "X4": 0.35079, "Y4": 0.4848, "page": 0, "Index": 136}, {"Word": "need", "Confidence": 0.987, "X1": 0.38482, "Y1": 0.4692, "X2": 0.42016, "Y2": 0.469, "X3": 0.42016, "Y3": 0.4848, "X4": 0.38482, "Y4": 0.4848, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.998, "X1": 0.42408, "Y1": 0.4692, "X2": 0.43979, "Y2": 0.469, "X3": 0.43979, "Y3": 0.4848, "X4": 0.42408, "Y4": 0.4848, "page": 0, "Index": 138}, {"Word": "be", "Confidence": 0.997, "X1": 0.44372, "Y1": 0.4692, "X2": 0.46204, "Y2": 0.469, "X3": 0.46204, "Y3": 0.4848, "X4": 0.44372, "Y4": 0.4848, "page": 0, "Index": 139}, {"Word": "designed", "Confidence": 0.995, "X1": 0.46597, "Y1": 0.4692, "X2": 0.53403, "Y2": 0.469, "X3": 0.53272, "Y3": 0.4848, "X4": 0.46597, "Y4": 0.4848, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.998, "X1": 0.53796, "Y1": 0.4692, "X2": 0.55236, "Y2": 0.469, "X3": 0.55236, "Y3": 0.4848, "X4": 0.53665, "Y4": 0.4848, "page": 0, "Index": 141}, {"Word": "handle", "Confidence": 0.995, "X1": 0.55628, "Y1": 0.4692, "X2": 0.60602, "Y2": 0.469, "X3": 0.60602, "Y3": 0.4848, "X4": 0.55628, "Y4": 0.4848, "page": 0, "Index": 142}, {"Word": "splicing,", "Confidence": 0.971, "X1": 0.61126, "Y1": 0.4692, "X2": 0.6767, "Y2": 0.469, "X3": 0.67539, "Y3": 0.4848, "X4": 0.60995, "Y4": 0.4848, "page": 0, "Index": 143}, {"Word": "detection", "Confidence": 0.993, "X1": 0.68063, "Y1": 0.4692, "X2": 0.75131, "Y2": 0.469, "X3": 0.75, "Y3": 0.4848, "X4": 0.68063, "Y4": 0.4848, "page": 0, "Index": 144}, {"Word": "flavor", "Confidence": 0.994, "X1": 0.15445, "Y1": 0.4862, "X2": 0.19764, "Y2": 0.486, "X3": 0.19764, "Y3": 0.5028, "X4": 0.15445, "Y4": 0.5028, "page": 0, "Index": 145}, {"Word": "application", "Confidence": 0.994, "X1": 0.20157, "Y1": 0.4862, "X2": 0.28534, "Y2": 0.486, "X3": 0.28534, "Y3": 0.5018, "X4": 0.20288, "Y4": 0.5028, "page": 0, "Index": 146}, {"Word": "and", "Confidence": 0.998, "X1": 0.28927, "Y1": 0.4862, "X2": 0.31675, "Y2": 0.486, "X3": 0.31675, "Y3": 0.5018, "X4": 0.28927, "Y4": 0.5018, "page": 0, "Index": 147}, {"Word": "adhesive", "Confidence": 0.994, "X1": 0.32068, "Y1": 0.4862, "X2": 0.38743, "Y2": 0.486, "X3": 0.38743, "Y3": 0.5018, "X4": 0.32068, "Y4": 0.5018, "page": 0, "Index": 148}, {"Word": "applications", "Confidence": 0.991, "X1": 0.39136, "Y1": 0.4862, "X2": 0.48298, "Y2": 0.486, "X3": 0.48298, "Y3": 0.5008, "X4": 0.39136, "Y4": 0.5018, "page": 0, "Index": 149}, {"Word": "for", "Confidence": 0.998, "X1": 0.48691, "Y1": 0.4862, "X2": 0.50916, "Y2": 0.486, "X3": 0.50916, "Y3": 0.5008, "X4": 0.48691, "Y4": 0.5008, "page": 0, "Index": 150}, {"Word": "much", "Confidence": 0.991, "X1": 0.51309, "Y1": 0.4862, "X2": 0.55628, "Y2": 0.486, "X3": 0.55497, "Y3": 0.5008, "X4": 0.51309, "Y4": 0.5008, "page": 0, "Index": 151}, {"Word": "thicker", "Confidence": 0.996, "X1": 0.56021, "Y1": 0.4862, "X2": 0.61257, "Y2": 0.486, "X3": 0.61257, "Y3": 0.5008, "X4": 0.5589, "Y4": 0.5008, "page": 0, "Index": 152}, {"Word": "webs", "Confidence": 0.983, "X1": 0.61649, "Y1": 0.4862, "X2": 0.65576, "Y2": 0.486, "X3": 0.65576, "Y3": 0.5008, "X4": 0.61649, "Y4": 0.5008, "page": 0, "Index": 153}, {"Word": "and", "Confidence": 0.998, "X1": 0.65969, "Y1": 0.4862, "X2": 0.68717, "Y2": 0.486, "X3": 0.68586, "Y3": 0.5008, "X4": 0.65969, "Y4": 0.5008, "page": 0, "Index": 154}, {"Word": "lower", "Confidence": 0.996, "X1": 0.6911, "Y1": 0.4872, "X2": 0.73822, "Y2": 0.487, "X3": 0.73822, "Y3": 0.5008, "X4": 0.68979, "Y4": 0.5008, "page": 0, "Index": 155}, {"Word": "AUTOMATE", "Confidence": 0.691, "X1": 0.24607, "Y1": 0.5022, "X2": 0.34424, "Y2": 0.502, "X3": 0.34424, "Y3": 0.5168, "X4": 0.24607, "Y4": 0.5178, "page": 0, "Index": 156}, {"Word": "BOBBIN", "Confidence": 0.911, "X1": 0.36649, "Y1": 0.5012, "X2": 0.43979, "Y2": 0.501, "X3": 0.43979, "Y3": 0.5158, "X4": 0.3678, "Y4": 0.5168, "page": 0, "Index": 157}, {"Word": "FBED", "Confidence": 0.882, "X1": 0.4555, "Y1": 0.5002, "X2": 0.51047, "Y2": 0.5, "X3": 0.51047, "Y3": 0.5148, "X4": 0.4555, "Y4": 0.5148, "page": 0, "Index": 158}, {"Word": "AND", "Confidence": 0.982, "X1": 0.52094, "Y1": 0.4992, "X2": 0.5589, "Y2": 0.499, "X3": 0.5589, "Y3": 0.5138, "X4": 0.52094, "Y4": 0.5138, "page": 0, "Index": 159}, {"Word": "CHANGER", "Confidence": 0.708, "X1": 0.57461, "Y1": 0.4982, "X2": 0.67016, "Y2": 0.498, "X3": 0.67016, "Y3": 0.5108, "X4": 0.57461, "Y4": 0.5128, "page": 0, "Index": 160}, {"Word": "melerages.", "Confidence": 0.721, "X1": 0.15707, "Y1": 0.5032, "X2": 0.23822, "Y2": 0.503, "X3": 0.23822, "Y3": 0.5188, "X4": 0.15707, "Y4": 0.5198, "page": 0, "Index": 161}, {"Word": "4)", "Confidence": 0.998, "X1": 0.09817, "Y1": 0.5212, "X2": 0.1178, "Y2": 0.521, "X3": 0.1178, "Y3": 0.5338, "X4": 0.09817, "Y4": 0.5338, "page": 0, "Index": 162}, {"Word": "Electrical", "Confidence": 0.994, "X1": 0.15183, "Y1": 0.5192, "X2": 0.22382, "Y2": 0.519, "X3": 0.22513, "Y3": 0.5348, "X4": 0.15314, "Y4": 0.5348, "page": 0, "Index": 163}, {"Word": "control", "Confidence": 0.994, "X1": 0.22775, "Y1": 0.5192, "X2": 0.28141, "Y2": 0.519, "X3": 0.28272, "Y3": 0.5348, "X4": 0.22906, "Y4": 0.5348, "page": 0, "Index": 164}, {"Word": "systems", "Confidence": 0.992, "X1": 0.28665, "Y1": 0.5182, "X2": 0.34686, "Y2": 0.518, "X3": 0.34686, "Y3": 0.5348, "X4": 0.28665, "Y4": 0.5348, "page": 0, "Index": 165}, {"Word": "will", "Confidence": 0.991, "X1": 0.35079, "Y1": 0.5182, "X2": 0.38089, "Y2": 0.518, "X3": 0.38089, "Y3": 0.5348, "X4": 0.35079, "Y4": 0.5348, "page": 0, "Index": 166}, {"Word": "need", "Confidence": 0.991, "X1": 0.38482, "Y1": 0.5182, "X2": 0.42016, "Y2": 0.518, "X3": 0.42016, "Y3": 0.5348, "X4": 0.38482, "Y4": 0.5348, "page": 0, "Index": 167}, {"Word": "to", "Confidence": 0.998, "X1": 0.42408, "Y1": 0.5182, "X2": 0.43848, "Y2": 0.518, "X3": 0.43848, "Y3": 0.5348, "X4": 0.42408, "Y4": 0.5348, "page": 0, "Index": 168}, {"Word": "be", "Confidence": 0.998, "X1": 0.44241, "Y1": 0.5182, "X2": 0.46073, "Y2": 0.518, "X3": 0.46073, "Y3": 0.5348, "X4": 0.44241, "Y4": 0.5348, "page": 0, "Index": 169}, {"Word": "devised", "Confidence": 0.995, "X1": 0.46466, "Y1": 0.5182, "X2": 0.52225, "Y2": 0.518, "X3": 0.52356, "Y3": 0.5348, "X4": 0.46466, "Y4": 0.5348, "page": 0, "Index": 170}, {"Word": "to", "Confidence": 0.998, "X1": 0.52749, "Y1": 0.5182, "X2": 0.54319, "Y2": 0.518, "X3": 0.54319, "Y3": 0.5348, "X4": 0.52749, "Y4": 0.5348, "page": 0, "Index": 171}, {"Word": "detect", "Confidence": 0.991, "X1": 0.54712, "Y1": 0.5182, "X2": 0.59162, "Y2": 0.518, "X3": 0.59162, "Y3": 0.5348, "X4": 0.54712, "Y4": 0.5348, "page": 0, "Index": 172}, {"Word": "and", "Confidence": 0.998, "X1": 0.59555, "Y1": 0.5182, "X2": 0.62304, "Y2": 0.518, "X3": 0.62304, "Y3": 0.5348, "X4": 0.59686, "Y4": 0.5348, "page": 0, "Index": 173}, {"Word": "control", "Confidence": 0.995, "X1": 0.62696, "Y1": 0.5192, "X2": 0.68063, "Y2": 0.519, "X3": 0.68063, "Y3": 0.5348, "X4": 0.62696, "Y4": 0.5348, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.68455, "Y1": 0.5192, "X2": 0.71335, "Y2": 0.519, "X3": 0.71335, "Y3": 0.5348, "X4": 0.68455, "Y4": 0.5348, "page": 0, "Index": 175}, {"Word": "registration", "Confidence": 0.991, "X1": 0.15183, "Y1": 0.5362, "X2": 0.23822, "Y2": 0.536, "X3": 0.23822, "Y3": 0.5518, "X4": 0.15183, "Y4": 0.5518, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.998, "X1": 0.24215, "Y1": 0.5362, "X2": 0.25916, "Y2": 0.536, "X3": 0.25916, "Y3": 0.5518, "X4": 0.24215, "Y4": 0.5518, "page": 0, "Index": 177}, {"Word": "the", "Confidence": 0.998, "X1": 0.26309, "Y1": 0.5362, "X2": 0.28665, "Y2": 0.536, "X3": 0.28665, "Y3": 0.5518, "X4": 0.26309, "Y4": 0.5518, "page": 0, "Index": 178}, {"Word": "components.", "Confidence": 0.992, "X1": 0.29058, "Y1": 0.5352, "X2": 0.38874, "Y2": 0.535, "X3": 0.38874, "Y3": 0.5518, "X4": 0.29058, "Y4": 0.5518, "page": 0, "Index": 179}, {"Word": "Current", "Confidence": 0.995, "X1": 0.39398, "Y1": 0.5352, "X2": 0.45288, "Y2": 0.535, "X3": 0.45157, "Y3": 0.5518, "X4": 0.39267, "Y4": 0.5518, "page": 0, "Index": 180}, {"Word": "systems", "Confidence": 0.991, "X1": 0.45681, "Y1": 0.5352, "X2": 0.51702, "Y2": 0.535, "X3": 0.51702, "Y3": 0.5518, "X4": 0.45681, "Y4": 0.5518, "page": 0, "Index": 181}, {"Word": "\"see\"", "Confidence": 0.9, "X1": 0.52094, "Y1": 0.5352, "X2": 0.5589, "Y2": 0.535, "X3": 0.5589, "Y3": 0.5518, "X4": 0.52094, "Y4": 0.5518, "page": 0, "Index": 182}, {"Word": "through", "Confidence": 0.995, "X1": 0.56414, "Y1": 0.5362, "X2": 0.62304, "Y2": 0.536, "X3": 0.62173, "Y3": 0.5518, "X4": 0.56283, "Y4": 0.5518, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.998, "X1": 0.62696, "Y1": 0.5362, "X2": 0.65052, "Y2": 0.536, "X3": 0.64921, "Y3": 0.5518, "X4": 0.62696, "Y4": 0.5518, "page": 0, "Index": 184}, {"Word": "paper", "Confidence": 0.997, "X1": 0.65445, "Y1": 0.5362, "X2": 0.69634, "Y2": 0.536, "X3": 0.69634, "Y3": 0.5518, "X4": 0.65445, "Y4": 0.5518, "page": 0, "Index": 185}, {"Word": "to", "Confidence": 0.998, "X1": 0.70026, "Y1": 0.5362, "X2": 0.71466, "Y2": 0.536, "X3": 0.71466, "Y3": 0.5518, "X4": 0.70026, "Y4": 0.5518, "page": 0, "Index": 186}, {"Word": "detect", "Confidence": 0.955, "X1": 0.71859, "Y1": 0.5372, "X2": 0.76832, "Y2": 0.537, "X3": 0.76832, "Y3": 0.5518, "X4": 0.71859, "Y4": 0.5518, "page": 0, "Index": 187}, {"Word": "mat", "Confidence": 0.998, "X1": 0.34162, "Y1": 0.5512, "X2": 0.37173, "Y2": 0.551, "X3": 0.37042, "Y3": 0.5678, "X4": 0.34162, "Y4": 0.5688, "page": 0, "Index": 188}, {"Word": "will", "Confidence": 0.991, "X1": 0.37565, "Y1": 0.5512, "X2": 0.40445, "Y2": 0.551, "X3": 0.40314, "Y3": 0.5678, "X4": 0.37565, "Y4": 0.5678, "page": 0, "Index": 189}, {"Word": "not", "Confidence": 0.998, "X1": 0.40838, "Y1": 0.5512, "X2": 0.43455, "Y2": 0.551, "X3": 0.43325, "Y3": 0.5678, "X4": 0.40838, "Y4": 0.5678, "page": 0, "Index": 190}, {"Word": "work", "Confidence": 0.987, "X1": 0.43848, "Y1": 0.5512, "X2": 0.47644, "Y2": 0.551, "X3": 0.47644, "Y3": 0.5678, "X4": 0.43717, "Y4": 0.5678, "page": 0, "Index": 191}, {"Word": "with", "Confidence": 0.979, "X1": 0.48037, "Y1": 0.5512, "X2": 0.5144, "Y2": 0.551, "X3": 0.51309, "Y3": 0.5678, "X4": 0.48037, "Y4": 0.5678, "page": 0, "Index": 192}, {"Word": "standard", "Confidence": 0.995, "X1": 0.51832, "Y1": 0.5522, "X2": 0.58246, "Y2": 0.552, "X3": 0.58115, "Y3": 0.5678, "X4": 0.51702, "Y4": 0.5678, "page": 0, "Index": 193}, {"Word": "detection", "Confidence": 0.995, "X1": 0.58639, "Y1": 0.5522, "X2": 0.65576, "Y2": 0.552, "X3": 0.65445, "Y3": 0.5678, "X4": 0.58508, "Y4": 0.5678, "page": 0, "Index": 194}, {"Word": "systems.", "Confidence": 0.968, "X1": 0.66099, "Y1": 0.5532, "X2": 0.72906, "Y2": 0.553, "X3": 0.72775, "Y3": 0.5678, "X4": 0.65969, "Y4": 0.5678, "page": 0, "Index": 195}, {"Word": "registration,", "Confidence": 0.953, "X1": 0.15314, "Y1": 0.5522, "X2": 0.24869, "Y2": 0.552, "X3": 0.24869, "Y3": 0.5688, "X4": 0.15445, "Y4": 0.5698, "page": 0, "Index": 196}, {"Word": "The", "Confidence": 0.998, "X1": 0.25262, "Y1": 0.5522, "X2": 0.28141, "Y2": 0.552, "X3": 0.28141, "Y3": 0.5688, "X4": 0.25262, "Y4": 0.5688, "page": 0, "Index": 197}, {"Word": "carbon", "Confidence": 0.997, "X1": 0.28534, "Y1": 0.5522, "X2": 0.33639, "Y2": 0.552, "X3": 0.33639, "Y3": 0.5688, "X4": 0.28534, "Y4": 0.5688, "page": 0, "Index": 198}, {"Word": "Equipment", "Confidence": 0.992, "X1": 0.09686, "Y1": 0.5852, "X2": 0.18717, "Y2": 0.585, "X3": 0.18717, "Y3": 0.6018, "X4": 0.09555, "Y4": 0.6018, "page": 0, "Index": 199}, {"Word": "Requirement:", "Confidence": 0.992, "X1": 0.1911, "Y1": 0.5852, "X2": 0.30759, "Y2": 0.585, "X3": 0.30759, "Y3": 0.6018, "X4": 0.1911, "Y4": 0.6018, "page": 0, "Index": 200}, {"Word": "(7)", "Confidence": 0.992, "X1": 0.37958, "Y1": 0.5852, "X2": 0.39791, "Y2": 0.585, "X3": 0.39791, "Y3": 0.6008, "X4": 0.37958, "Y4": 0.6008, "page": 0, "Index": 201}, {"Word": "DAPTC", "Confidence": 0.993, "X1": 0.40183, "Y1": 0.5852, "X2": 0.46335, "Y2": 0.585, "X3": 0.46466, "Y3": 0.6008, "X4": 0.40183, "Y4": 0.6008, "page": 0, "Index": 202}, {"Word": "Combiners", "Confidence": 0.995, "X1": 0.46859, "Y1": 0.5862, "X2": 0.55628, "Y2": 0.586, "X3": 0.55628, "Y3": 0.6008, "X4": 0.46859, "Y4": 0.6008, "page": 0, "Index": 203}, {"Word": "HCF-80B", "Confidence": 0.993, "X1": 0.40183, "Y1": 0.6022, "X2": 0.47644, "Y2": 0.602, "X3": 0.47644, "Y3": 0.6168, "X4": 0.40314, "Y4": 0.6188, "page": 0, "Index": 204}, {"Word": "(7)", "Confidence": 0.991, "X1": 0.37827, "Y1": 0.6032, "X2": 0.39791, "Y2": 0.603, "X3": 0.39921, "Y3": 0.6188, "X4": 0.37958, "Y4": 0.6198, "page": 0, "Index": 205}, {"Word": "Engineering", "Confidence": 0.983, "X1": 0.09817, "Y1": 0.6202, "X2": 0.19503, "Y2": 0.62, "X3": 0.19372, "Y3": 0.6368, "X4": 0.09686, "Y4": 0.6368, "page": 0, "Index": 206}, {"Word": "requirement:", "Confidence": 0.992, "X1": 0.19895, "Y1": 0.6202, "X2": 0.31152, "Y2": 0.62, "X3": 0.31021, "Y3": 0.6368, "X4": 0.19895, "Y4": 0.6368, "page": 0, "Index": 207}, {"Word": "1", "Confidence": 0.903, "X1": 0.37827, "Y1": 0.6202, "X2": 0.38743, "Y2": 0.62, "X3": 0.38874, "Y3": 0.6328, "X4": 0.37958, "Y4": 0.6328, "page": 0, "Index": 208}, {"Word": "ME", "Confidence": 0.945, "X1": 0.39136, "Y1": 0.6192, "X2": 0.41885, "Y2": 0.619, "X3": 0.42016, "Y3": 0.6318, "X4": 0.39136, "Y4": 0.6328, "page": 0, "Index": 209}, {"Word": "2", "Confidence": 0.995, "X1": 0.37827, "Y1": 0.6362, "X2": 0.38613, "Y2": 0.636, "X3": 0.38613, "Y3": 0.6518, "X4": 0.37827, "Y4": 0.6518, "page": 0, "Index": 210}, {"Word": "Mech", "Confidence": 0.99, "X1": 0.39005, "Y1": 0.6362, "X2": 0.43325, "Y2": 0.636, "X3": 0.43325, "Y3": 0.6518, "X4": 0.39005, "Y4": 0.6518, "page": 0, "Index": 211}, {"Word": "Designer", "Confidence": 0.996, "X1": 0.43717, "Y1": 0.6382, "X2": 0.50916, "Y2": 0.638, "X3": 0.50785, "Y3": 0.6528, "X4": 0.43717, "Y4": 0.6518, "page": 0, "Index": 212}, {"Word": "1", "Confidence": 0.188, "X1": 0.37958, "Y1": 0.6522, "X2": 0.38743, "Y2": 0.652, "X3": 0.38743, "Y3": 0.6658, "X4": 0.37958, "Y4": 0.6658, "page": 0, "Index": 213}, {"Word": "EE", "Confidence": 0.923, "X1": 0.39136, "Y1": 0.6522, "X2": 0.41492, "Y2": 0.652, "X3": 0.41492, "Y3": 0.6658, "X4": 0.39136, "Y4": 0.6658, "page": 0, "Index": 214}, {"Word": "External", "Confidence": 0.773, "X1": 0.37827, "Y1": 0.6702, "X2": 0.4411, "Y2": 0.67, "X3": 0.4411, "Y3": 0.6858, "X4": 0.37827, "Y4": 0.6848, "page": 0, "Index": 215}, {"Word": "Support", "Confidence": 0.996, "X1": 0.44503, "Y1": 0.6702, "X2": 0.50524, "Y2": 0.67, "X3": 0.50524, "Y3": 0.6858, "X4": 0.44503, "Y4": 0.6858, "page": 0, "Index": 216}, {"Word": ":", "Confidence": 0.967, "X1": 0.50916, "Y1": 0.6712, "X2": 0.52094, "Y2": 0.671, "X3": 0.52094, "Y3": 0.6858, "X4": 0.50916, "Y4": 0.6858, "page": 0, "Index": 217}, {"Word": "Anderson", "Confidence": 0.994, "X1": 0.54581, "Y1": 0.6692, "X2": 0.6178, "Y2": 0.669, "X3": 0.61649, "Y3": 0.6848, "X4": 0.5445, "Y4": 0.6848, "page": 0, "Index": 218}, {"Word": "Machine", "Confidence": 0.997, "X1": 0.62173, "Y1": 0.6692, "X2": 0.68586, "Y2": 0.669, "X3": 0.68586, "Y3": 0.6848, "X4": 0.62173, "Y4": 0.6848, "page": 0, "Index": 219}, {"Word": "(Rebuild)", "Confidence": 0.994, "X1": 0.6911, "Y1": 0.6692, "X2": 0.76702, "Y2": 0.669, "X3": 0.76702, "Y3": 0.6858, "X4": 0.6911, "Y4": 0.6848, "page": 0, "Index": 220}, {"Word": "EE", "Confidence": 0.992, "X1": 0.54581, "Y1": 0.6862, "X2": 0.56675, "Y2": 0.686, "X3": 0.56675, "Y3": 0.7018, "X4": 0.54581, "Y4": 0.7018, "page": 0, "Index": 221}, {"Word": "Design", "Confidence": 0.997, "X1": 0.57068, "Y1": 0.6862, "X2": 0.62565, "Y2": 0.686, "X3": 0.62565, "Y3": 0.7028, "X4": 0.57068, "Y4": 0.7028, "page": 0, "Index": 222}, {"Word": "Support", "Confidence": 0.996, "X1": 0.63089, "Y1": 0.6862, "X2": 0.69241, "Y2": 0.686, "X3": 0.6911, "Y3": 0.7028, "X4": 0.62958, "Y4": 0.7028, "page": 0, "Index": 223}, {"Word": "Estimated", "Confidence": 0.991, "X1": 0.09686, "Y1": 0.7182, "X2": 0.17801, "Y2": 0.718, "X3": 0.17801, "Y3": 0.7348, "X4": 0.09424, "Y4": 0.7358, "page": 0, "Index": 224}, {"Word": "start", "Confidence": 0.997, "X1": 0.18325, "Y1": 0.7192, "X2": 0.2212, "Y2": 0.719, "X3": 0.2212, "Y3": 0.7348, "X4": 0.18194, "Y4": 0.7348, "page": 0, "Index": 225}, {"Word": "date:", "Confidence": 0.996, "X1": 0.22644, "Y1": 0.7192, "X2": 0.27094, "Y2": 0.719, "X3": 0.27225, "Y3": 0.7348, "X4": 0.22644, "Y4": 0.7348, "page": 0, "Index": 226}, {"Word": "12/92", "Confidence": 0.993, "X1": 0.37827, "Y1": 0.7182, "X2": 0.42277, "Y2": 0.718, "X3": 0.42277, "Y3": 0.7318, "X4": 0.37958, "Y4": 0.7328, "page": 0, "Index": 227}, {"Word": "4000", "Confidence": 0.991, "X1": 0.32068, "Y1": 0.7512, "X2": 0.35864, "Y2": 0.751, "X3": 0.35864, "Y3": 0.7678, "X4": 0.31937, "Y4": 0.7688, "page": 0, "Index": 228}, {"Word": "cartridges/min.", "Confidence": 0.984, "X1": 0.36387, "Y1": 0.7512, "X2": 0.48168, "Y2": 0.751, "X3": 0.48037, "Y3": 0.7678, "X4": 0.36257, "Y4": 0.7678, "page": 0, "Index": 229}, {"Word": "@", "Confidence": 0.996, "X1": 0.4856, "Y1": 0.7512, "X2": 0.49738, "Y2": 0.751, "X3": 0.49738, "Y3": 0.7678, "X4": 0.48429, "Y4": 0.7678, "page": 0, "Index": 230}, {"Word": "60%", "Confidence": 0.984, "X1": 0.50262, "Y1": 0.7512, "X2": 0.53796, "Y2": 0.751, "X3": 0.53665, "Y3": 0.7668, "X4": 0.50131, "Y4": 0.7678, "page": 0, "Index": 231}, {"Word": "eff", "Confidence": 0.998, "X1": 0.54188, "Y1": 0.7512, "X2": 0.56937, "Y2": 0.751, "X3": 0.56937, "Y3": 0.7668, "X4": 0.54058, "Y4": 0.7668, "page": 0, "Index": 232}, {"Word": "Current", "Confidence": 0.994, "X1": 0.09817, "Y1": 0.7512, "X2": 0.1623, "Y2": 0.751, "X3": 0.16099, "Y3": 0.7698, "X4": 0.09686, "Y4": 0.7698, "page": 0, "Index": 233}, {"Word": "Speed", "Confidence": 0.997, "X1": 0.16623, "Y1": 0.7512, "X2": 0.21597, "Y2": 0.751, "X3": 0.21466, "Y3": 0.7688, "X4": 0.16623, "Y4": 0.7688, "page": 0, "Index": 234}, {"Word": "Estimate:", "Confidence": 0.991, "X1": 0.2199, "Y1": 0.7512, "X2": 0.30497, "Y2": 0.751, "X3": 0.30366, "Y3": 0.7688, "X4": 0.21859, "Y4": 0.7688, "page": 0, "Index": 235}, {"Word": "2020346600", "Confidence": 0.995, "X1": 0.79188, "Y1": 0.8602, "X2": 0.79319, "Y2": 0.86, "X3": 0.76702, "Y3": 0.8608, "X4": 0.76571, "Y4": 0.7368, "page": 0, "Index": 236}]}	"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"
ffxk0087	2	{"lines_data": [{"Word": "Page 3 - RAK STATUS - May 27, 1986", "Confidence": 0.994, "X1": 0.10622, "Y1": 0.0792, "X2": 0.54145, "Y2": 0.079, "X3": 0.54145, "Y3": 0.0968, "X4": 0.10622, "Y4": 0.0978, "page": 0}, {"Word": "10. Contract Status (Cont'd)", "Confidence": 0.9815, "X1": 0.10881, "Y1": 0.1442, "X2": 0.47409, "Y2": 0.144, "X3": 0.47409, "Y3": 0.1628, "X4": 0.10881, "Y4": 0.1618, "page": 0}, {"Word": ". West Company", "Confidence": 0.88167, "X1": 0.17098, "Y1": 0.1752, "X2": 0.36399, "Y2": 0.175, "X3": 0.36269, "Y3": 0.1948, "X4": 0.17098, "Y4": 0.1948, "page": 0}, {"Word": "Supply contract negotiation meeting held on 5/20.", "Confidence": 0.99557, "X1": 0.24482, "Y1": 0.2082, "X2": 0.8601, "Y2": 0.208, "X3": 0.8601, "Y3": 0.2278, "X4": 0.24482, "Y4": 0.2268, "page": 0}, {"Word": "Revised draft sent to West this week.", "Confidence": 0.99371, "X1": 0.24482, "Y1": 0.2252, "X2": 0.71244, "Y2": 0.225, "X3": 0.71244, "Y3": 0.2418, "X4": 0.24482, "Y4": 0.2408, "page": 0}, {"Word": "Final draft completed 6/16.", "Confidence": 0.99575, "X1": 0.24482, "Y1": 0.2412, "X2": 0.58679, "Y2": 0.241, "X3": 0.58679, "Y3": 0.2578, "X4": 0.24482, "Y4": 0.2558, "page": 0}, {"Word": "Management approval 7/14.", "Confidence": 0.99333, "X1": 0.24223, "Y1": 0.2562, "X2": 0.56606, "Y2": 0.256, "X3": 0.56606, "Y3": 0.2738, "X4": 0.24223, "Y4": 0.2738, "page": 0}, {"Word": "Eyelematic", "Confidence": 0.95, "X1": 0.20337, "Y1": 0.2872, "X2": 0.33679, "Y2": 0.287, "X3": 0.33679, "Y3": 0.3058, "X4": 0.20466, "Y4": 0.3068, "page": 0}, {"Word": "-", "Confidence": 0.884, "X1": 0.20725, "Y1": 0.3242, "X2": 0.22927, "Y2": 0.324, "X3": 0.23057, "Y3": 0.3348, "X4": 0.20855, "Y4": 0.3338, "page": 0}, {"Word": "Meeting scheduled for 5/29 to review draft of supply", "Confidence": 0.996, "X1": 0.24223, "Y1": 0.3202, "X2": 0.90026, "Y2": 0.32, "X3": 0.90026, "Y3": 0.3398, "X4": 0.24223, "Y4": 0.3388, "page": 0}, {"Word": "agreement.", "Confidence": 0.991, "X1": 0.24611, "Y1": 0.3402, "X2": 0.37176, "Y2": 0.34, "X3": 0.37176, "Y3": 0.3538, "X4": 0.24611, "Y4": 0.3518, "page": 0}, {"Word": "Final draft completed 6/16.", "Confidence": 0.9955, "X1": 0.24352, "Y1": 0.3532, "X2": 0.58679, "Y2": 0.353, "X3": 0.58679, "Y3": 0.3688, "X4": 0.24352, "Y4": 0.3688, "page": 0}, {"Word": ":", "Confidence": 0.995, "X1": 0.14767, "Y1": 0.3702, "X2": 0.15933, "Y2": 0.37, "X3": 0.15803, "Y3": 0.3818, "X4": 0.14637, "Y4": 0.3828, "page": 0}, {"Word": "Management approval 7/14.", "Confidence": 0.99433, "X1": 0.23834, "Y1": 0.3692, "X2": 0.56477, "Y2": 0.369, "X3": 0.56477, "Y3": 0.3858, "X4": 0.23834, "Y4": 0.3858, "page": 0}, {"Word": "Union Carbide", "Confidence": 0.997, "X1": 0.20207, "Y1": 0.4012, "X2": 0.37047, "Y2": 0.401, "X3": 0.37176, "Y3": 0.4178, "X4": 0.20207, "Y4": 0.4178, "page": 0}, {"Word": "Union Carbide provided feedback on draft of a supply", "Confidence": 0.99622, "X1": 0.24223, "Y1": 0.4332, "X2": 0.89896, "Y2": 0.433, "X3": 0.89896, "Y3": 0.4528, "X4": 0.24093, "Y4": 0.4508, "page": 0}, {"Word": "agreement 5/21.", "Confidence": 0.994, "X1": 0.24223, "Y1": 0.4502, "X2": 0.42746, "Y2": 0.45, "X3": 0.42876, "Y3": 0.4628, "X4": 0.24223, "Y4": 0.4648, "page": 0}, {"Word": "Revised draft available on 5/30 for internal review.", "Confidence": 0.99513, "X1": 0.23575, "Y1": 0.4652, "X2": 0.89896, "Y2": 0.465, "X3": 0.89896, "Y3": 0.4828, "X4": 0.23575, "Y4": 0.4818, "page": 0}, {"Word": "Final draft available mid-June.", "Confidence": 0.995, "X1": 0.23964, "Y1": 0.4812, "X2": 0.6399, "Y2": 0.481, "X3": 0.6399, "Y3": 0.4968, "X4": 0.23964, "Y4": 0.4948, "page": 0}, {"Word": "Management approval w/o 6/30.", "Confidence": 0.995, "X1": 0.23964, "Y1": 0.4952, "X2": 0.60751, "Y2": 0.495, "X3": 0.60751, "Y3": 0.5128, "X4": 0.23964, "Y4": 0.5128, "page": 0}, {"Word": "Great Lakes Carbon", "Confidence": 0.996, "X1": 0.20337, "Y1": 0.5282, "X2": 0.43394, "Y2": 0.528, "X3": 0.43394, "Y3": 0.5448, "X4": 0.20337, "Y4": 0.5438, "page": 0}, {"Word": "Confidentiality agreement has been signed.", "Confidence": 0.9934, "X1": 0.24093, "Y1": 0.5612, "X2": 0.76943, "Y2": 0.561, "X3": 0.76943, "Y3": 0.5768, "X4": 0.24093, "Y4": 0.5768, "page": 0}, {"Word": "They will present a development proposal early June.", "Confidence": 0.99425, "X1": 0.23705, "Y1": 0.5772, "X2": 0.89637, "Y2": 0.577, "X3": 0.89637, "Y3": 0.5938, "X4": 0.23705, "Y4": 0.5918, "page": 0}, {"Word": "Final draft available w/o 6/30.", "Confidence": 0.9956, "X1": 0.23964, "Y1": 0.5922, "X2": 0.63601, "Y2": 0.592, "X3": 0.63601, "Y3": 0.6088, "X4": 0.23964, "Y4": 0.6078, "page": 0}, {"Word": "Alcoa", "Confidence": 0.941, "X1": 0.20078, "Y1": 0.6252, "X2": 0.26943, "Y2": 0.625, "X3": 0.26943, "Y3": 0.6398, "X4": 0.20078, "Y4": 0.6408, "page": 0}, {"Word": "Will send Alcoa draft of development agreement this week.", "Confidence": 0.99356, "X1": 0.23964, "Y1": 0.6562, "X2": 0.95855, "Y2": 0.656, "X3": 0.95855, "Y3": 0.6728, "X4": 0.23964, "Y4": 0.6708, "page": 0}, {"Word": "Schedule negotiation session in early June.", "Confidence": 0.99567, "X1": 0.24093, "Y1": 0.6732, "X2": 0.78368, "Y2": 0.673, "X3": 0.78368, "Y3": 0.6888, "X4": 0.24093, "Y4": 0.6878, "page": 0}, {"Word": "Final draft available w/o 6/30.", "Confidence": 0.9966, "X1": 0.23964, "Y1": 0.6872, "X2": 0.63601, "Y2": 0.687, "X3": 0.63601, "Y3": 0.7048, "X4": 0.23964, "Y4": 0.7038, "page": 0}, {"Word": "W. R. Grace", "Confidence": 0.998, "X1": 0.19948, "Y1": 0.7202, "X2": 0.34456, "Y2": 0.72, "X3": 0.34585, "Y3": 0.7358, "X4": 0.19948, "Y4": 0.7368, "page": 0}, {"Word": "-", "Confidence": 0.901, "X1": 0.19948, "Y1": 0.7562, "X2": 0.2215, "Y2": 0.756, "X3": 0.2215, "Y3": 0.7688, "X4": 0.19948, "Y4": 0.7688, "page": 0}, {"Word": "Meeting scheduled to discuss development contract 6/2.", "Confidence": 0.99471, "X1": 0.23705, "Y1": 0.7532, "X2": 0.92228, "Y2": 0.753, "X3": 0.92228, "Y3": 0.7688, "X4": 0.23705, "Y4": 0.7678, "page": 0}, {"Word": "Targeting to have contract draft available by end of", "Confidence": 0.99489, "X1": 0.23834, "Y1": 0.7682, "X2": 0.90155, "Y2": 0.768, "X3": 0.90155, "Y3": 0.7858, "X4": 0.23834, "Y4": 0.7858, "page": 0}, {"Word": "June.", "Confidence": 0.993, "X1": 0.23705, "Y1": 0.7862, "X2": 0.30311, "Y2": 0.786, "X3": 0.30311, "Y3": 0.8008, "X4": 0.23705, "Y4": 0.7998, "page": 0}, {"Word": "Kaiser", "Confidence": 0.997, "X1": 0.1943, "Y1": 0.8172, "X2": 0.28109, "Y2": 0.817, "X3": 0.28109, "Y3": 0.8338, "X4": 0.1943, "Y4": 0.8328, "page": 0}, {"Word": "Will present a development program for sintering by 6/30.", "Confidence": 0.99544, "X1": 0.23964, "Y1": 0.8492, "X2": 0.95984, "Y2": 0.849, "X3": 0.95984, "Y3": 0.8658, "X4": 0.23964, "Y4": 0.8648, "page": 0}, {"Word": "Final draft of development agreement available 7/31.", "Confidence": 0.99486, "X1": 0.23705, "Y1": 0.8612, "X2": 0.90415, "Y2": 0.861, "X3": 0.90415, "Y3": 0.8808, "X4": 0.23705, "Y4": 0.8798, "page": 0}, {"Word": "Management approval mid-August.", "Confidence": 0.992, "X1": 0.23834, "Y1": 0.8802, "X2": 0.63472, "Y2": 0.88, "X3": 0.63472, "Y3": 0.8968, "X4": 0.23834, "Y4": 0.8958, "page": 0}, {"Word": "504 99 24 35", "Confidence": 0.97275, "X1": 0.98964, "Y1": 0.8942, "X2": 0.99352, "Y2": 0.894, "X3": 0.97409, "Y3": 0.8938, "X4": 0.9715, "Y4": 0.7968, "page": 0}], "words_data": [{"Word": "Page", "Confidence": 0.988, "X1": 0.10881, "Y1": 0.0812, "X2": 0.15933, "Y2": 0.081, "X3": 0.15933, "Y3": 0.0978, "X4": 0.10751, "Y4": 0.0968, "page": 0, "Index": 0}, {"Word": "3", "Confidence": 0.997, "X1": 0.17098, "Y1": 0.0812, "X2": 0.18394, "Y2": 0.081, "X3": 0.18264, "Y3": 0.0978, "X4": 0.16969, "Y4": 0.0978, "page": 0, "Index": 1}, {"Word": "-", "Confidence": 0.991, "X1": 0.1956, "Y1": 0.0812, "X2": 0.20855, "Y2": 0.081, "X3": 0.20855, "Y3": 0.0978, "X4": 0.1956, "Y4": 0.0978, "page": 0, "Index": 2}, {"Word": "RAK", "Confidence": 0.998, "X1": 0.22021, "Y1": 0.0812, "X2": 0.25907, "Y2": 0.081, "X3": 0.25907, "Y3": 0.0978, "X4": 0.21891, "Y4": 0.0978, "page": 0, "Index": 3}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.27073, "Y1": 0.0802, "X2": 0.34715, "Y2": 0.08, "X3": 0.34715, "Y3": 0.0978, "X4": 0.26943, "Y4": 0.0978, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.991, "X1": 0.35881, "Y1": 0.0802, "X2": 0.37176, "Y2": 0.08, "X3": 0.37176, "Y3": 0.0978, "X4": 0.35881, "Y4": 0.0978, "page": 0, "Index": 5}, {"Word": "May", "Confidence": 0.998, "X1": 0.38212, "Y1": 0.0802, "X2": 0.42358, "Y2": 0.08, "X3": 0.42228, "Y3": 0.0978, "X4": 0.38212, "Y4": 0.0978, "page": 0, "Index": 6}, {"Word": "27,", "Confidence": 0.998, "X1": 0.43653, "Y1": 0.0802, "X2": 0.47668, "Y2": 0.08, "X3": 0.47668, "Y3": 0.0978, "X4": 0.43653, "Y4": 0.0978, "page": 0, "Index": 7}, {"Word": "1986", "Confidence": 0.988, "X1": 0.48705, "Y1": 0.0802, "X2": 0.53756, "Y2": 0.08, "X3": 0.53756, "Y3": 0.0978, "X4": 0.48705, "Y4": 0.0978, "page": 0, "Index": 8}, {"Word": "10.", "Confidence": 0.993, "X1": 0.1101, "Y1": 0.1452, "X2": 0.14637, "Y2": 0.145, "X3": 0.14637, "Y3": 0.1618, "X4": 0.1101, "Y4": 0.1608, "page": 0, "Index": 9}, {"Word": "Contract", "Confidence": 0.995, "X1": 0.16839, "Y1": 0.1452, "X2": 0.27202, "Y2": 0.145, "X3": 0.27202, "Y3": 0.1628, "X4": 0.16839, "Y4": 0.1618, "page": 0, "Index": 10}, {"Word": "Status", "Confidence": 0.997, "X1": 0.28238, "Y1": 0.1452, "X2": 0.3601, "Y2": 0.145, "X3": 0.3601, "Y3": 0.1628, "X4": 0.28238, "Y4": 0.1628, "page": 0, "Index": 11}, {"Word": "(Cont'd)", "Confidence": 0.941, "X1": 0.37435, "Y1": 0.1442, "X2": 0.47409, "Y2": 0.144, "X3": 0.4728, "Y3": 0.1628, "X4": 0.37435, "Y4": 0.1628, "page": 0, "Index": 12}, {"Word": ".", "Confidence": 0.652, "X1": 0.17228, "Y1": 0.1752, "X2": 0.18523, "Y2": 0.175, "X3": 0.18523, "Y3": 0.1948, "X4": 0.17228, "Y4": 0.1948, "page": 0, "Index": 13}, {"Word": "West", "Confidence": 0.997, "X1": 0.20337, "Y1": 0.1762, "X2": 0.26036, "Y2": 0.176, "X3": 0.26036, "Y3": 0.1938, "X4": 0.20337, "Y4": 0.1948, "page": 0, "Index": 14}, {"Word": "Company", "Confidence": 0.996, "X1": 0.26943, "Y1": 0.1752, "X2": 0.3614, "Y2": 0.175, "X3": 0.3614, "Y3": 0.1948, "X4": 0.26943, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "Supply", "Confidence": 0.997, "X1": 0.24611, "Y1": 0.2102, "X2": 0.32124, "Y2": 0.21, "X3": 0.32124, "Y3": 0.2258, "X4": 0.24482, "Y4": 0.2258, "page": 0, "Index": 16}, {"Word": "contract", "Confidence": 0.996, "X1": 0.3329, "Y1": 0.2102, "X2": 0.43394, "Y2": 0.21, "X3": 0.43394, "Y3": 0.2258, "X4": 0.33161, "Y4": 0.2258, "page": 0, "Index": 17}, {"Word": "negotiation", "Confidence": 0.994, "X1": 0.4443, "Y1": 0.2092, "X2": 0.58679, "Y2": 0.209, "X3": 0.58679, "Y3": 0.2268, "X4": 0.4443, "Y4": 0.2258, "page": 0, "Index": 18}, {"Word": "meeting", "Confidence": 0.996, "X1": 0.59845, "Y1": 0.2092, "X2": 0.68653, "Y2": 0.209, "X3": 0.68653, "Y3": 0.2268, "X4": 0.59845, "Y4": 0.2268, "page": 0, "Index": 19}, {"Word": "held", "Confidence": 0.991, "X1": 0.6956, "Y1": 0.2092, "X2": 0.74741, "Y2": 0.209, "X3": 0.74741, "Y3": 0.2278, "X4": 0.6956, "Y4": 0.2268, "page": 0, "Index": 20}, {"Word": "on", "Confidence": 0.998, "X1": 0.75907, "Y1": 0.2092, "X2": 0.78497, "Y2": 0.209, "X3": 0.78497, "Y3": 0.2278, "X4": 0.75907, "Y4": 0.2278, "page": 0, "Index": 21}, {"Word": "5/20.", "Confidence": 0.997, "X1": 0.79534, "Y1": 0.2082, "X2": 0.8601, "Y2": 0.208, "X3": 0.8601, "Y3": 0.2278, "X4": 0.79663, "Y4": 0.2278, "page": 0, "Index": 22}, {"Word": "Revised", "Confidence": 0.996, "X1": 0.24611, "Y1": 0.2252, "X2": 0.3329, "Y2": 0.225, "X3": 0.3329, "Y3": 0.2408, "X4": 0.24482, "Y4": 0.2398, "page": 0, "Index": 23}, {"Word": "draft", "Confidence": 0.997, "X1": 0.34326, "Y1": 0.2252, "X2": 0.40803, "Y2": 0.225, "X3": 0.40803, "Y3": 0.2418, "X4": 0.34326, "Y4": 0.2408, "page": 0, "Index": 24}, {"Word": "sent", "Confidence": 0.989, "X1": 0.42098, "Y1": 0.2252, "X2": 0.4715, "Y2": 0.225, "X3": 0.4715, "Y3": 0.2418, "X4": 0.41969, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.48575, "Y1": 0.2252, "X2": 0.50907, "Y2": 0.225, "X3": 0.50907, "Y3": 0.2418, "X4": 0.48446, "Y4": 0.2418, "page": 0, "Index": 26}, {"Word": "West", "Confidence": 0.991, "X1": 0.52073, "Y1": 0.2252, "X2": 0.57383, "Y2": 0.225, "X3": 0.57383, "Y3": 0.2418, "X4": 0.52073, "Y4": 0.2418, "page": 0, "Index": 27}, {"Word": "this", "Confidence": 0.991, "X1": 0.58679, "Y1": 0.2262, "X2": 0.63601, "Y2": 0.226, "X3": 0.63601, "Y3": 0.2418, "X4": 0.58679, "Y4": 0.2418, "page": 0, "Index": 28}, {"Word": "week.", "Confidence": 0.994, "X1": 0.64767, "Y1": 0.2262, "X2": 0.71244, "Y2": 0.226, "X3": 0.71114, "Y3": 0.2418, "X4": 0.64637, "Y4": 0.2418, "page": 0, "Index": 29}, {"Word": "Final", "Confidence": 0.995, "X1": 0.24611, "Y1": 0.2412, "X2": 0.30829, "Y2": 0.241, "X3": 0.30829, "Y3": 0.2568, "X4": 0.24482, "Y4": 0.2558, "page": 0, "Index": 30}, {"Word": "draft", "Confidence": 0.996, "X1": 0.31865, "Y1": 0.2412, "X2": 0.38342, "Y2": 0.241, "X3": 0.38342, "Y3": 0.2568, "X4": 0.31736, "Y4": 0.2568, "page": 0, "Index": 31}, {"Word": "completed", "Confidence": 0.995, "X1": 0.39508, "Y1": 0.2412, "X2": 0.51036, "Y2": 0.241, "X3": 0.51036, "Y3": 0.2578, "X4": 0.39508, "Y4": 0.2568, "page": 0, "Index": 32}, {"Word": "6/16.", "Confidence": 0.997, "X1": 0.52332, "Y1": 0.2412, "X2": 0.58808, "Y2": 0.241, "X3": 0.58808, "Y3": 0.2578, "X4": 0.52332, "Y4": 0.2578, "page": 0, "Index": 33}, {"Word": "Management", "Confidence": 0.992, "X1": 0.24223, "Y1": 0.2582, "X2": 0.37176, "Y2": 0.258, "X3": 0.37176, "Y3": 0.2738, "X4": 0.24223, "Y4": 0.2738, "page": 0, "Index": 34}, {"Word": "approval", "Confidence": 0.991, "X1": 0.38342, "Y1": 0.2572, "X2": 0.48446, "Y2": 0.257, "X3": 0.48446, "Y3": 0.2738, "X4": 0.38342, "Y4": 0.2738, "page": 0, "Index": 35}, {"Word": "7/14.", "Confidence": 0.997, "X1": 0.4987, "Y1": 0.2572, "X2": 0.56347, "Y2": 0.257, "X3": 0.56347, "Y3": 0.2748, "X4": 0.4987, "Y4": 0.2738, "page": 0, "Index": 36}, {"Word": "Eyelematic", "Confidence": 0.95, "X1": 0.20596, "Y1": 0.2882, "X2": 0.3329, "Y2": 0.288, "X3": 0.3329, "Y3": 0.3058, "X4": 0.20596, "Y4": 0.3068, "page": 0, "Index": 37}, {"Word": "-", "Confidence": 0.884, "X1": 0.21503, "Y1": 0.3242, "X2": 0.22409, "Y2": 0.324, "X3": 0.22409, "Y3": 0.3348, "X4": 0.21373, "Y4": 0.3338, "page": 0, "Index": 38}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.24352, "Y1": 0.3212, "X2": 0.3342, "Y2": 0.321, "X3": 0.3329, "Y3": 0.3368, "X4": 0.24223, "Y4": 0.3368, "page": 0, "Index": 39}, {"Word": "scheduled", "Confidence": 0.995, "X1": 0.34456, "Y1": 0.3202, "X2": 0.45855, "Y2": 0.32, "X3": 0.45725, "Y3": 0.3378, "X4": 0.34456, "Y4": 0.3368, "page": 0, "Index": 40}, {"Word": "for", "Confidence": 0.998, "X1": 0.4715, "Y1": 0.3202, "X2": 0.51036, "Y2": 0.32, "X3": 0.50907, "Y3": 0.3378, "X4": 0.47021, "Y4": 0.3378, "page": 0, "Index": 41}, {"Word": "5/29", "Confidence": 0.989, "X1": 0.52202, "Y1": 0.3202, "X2": 0.57383, "Y2": 0.32, "X3": 0.57383, "Y3": 0.3378, "X4": 0.52073, "Y4": 0.3378, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.998, "X1": 0.58679, "Y1": 0.3202, "X2": 0.61269, "Y2": 0.32, "X3": 0.6114, "Y3": 0.3378, "X4": 0.58549, "Y4": 0.3378, "page": 0, "Index": 43}, {"Word": "review", "Confidence": 0.997, "X1": 0.62306, "Y1": 0.3202, "X2": 0.69819, "Y2": 0.32, "X3": 0.69689, "Y3": 0.3388, "X4": 0.62306, "Y4": 0.3378, "page": 0, "Index": 44}, {"Word": "draft", "Confidence": 0.996, "X1": 0.70855, "Y1": 0.3212, "X2": 0.77332, "Y2": 0.321, "X3": 0.77202, "Y3": 0.3398, "X4": 0.70725, "Y4": 0.3388, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.998, "X1": 0.78368, "Y1": 0.3212, "X2": 0.81218, "Y2": 0.321, "X3": 0.81088, "Y3": 0.3398, "X4": 0.78238, "Y4": 0.3398, "page": 0, "Index": 46}, {"Word": "supply", "Confidence": 0.997, "X1": 0.82254, "Y1": 0.3212, "X2": 0.89767, "Y2": 0.321, "X3": 0.89637, "Y3": 0.3408, "X4": 0.82124, "Y4": 0.3398, "page": 0, "Index": 47}, {"Word": "agreement.", "Confidence": 0.991, "X1": 0.24741, "Y1": 0.3412, "X2": 0.37047, "Y2": 0.341, "X3": 0.37047, "Y3": 0.3528, "X4": 0.24741, "Y4": 0.3528, "page": 0, "Index": 48}, {"Word": "Final", "Confidence": 0.993, "X1": 0.24482, "Y1": 0.3532, "X2": 0.3057, "Y2": 0.353, "X3": 0.3057, "Y3": 0.3688, "X4": 0.24352, "Y4": 0.3688, "page": 0, "Index": 49}, {"Word": "draft", "Confidence": 0.997, "X1": 0.31865, "Y1": 0.3542, "X2": 0.38342, "Y2": 0.354, "X3": 0.38212, "Y3": 0.3698, "X4": 0.31865, "Y4": 0.3688, "page": 0, "Index": 50}, {"Word": "completed", "Confidence": 0.995, "X1": 0.39508, "Y1": 0.3532, "X2": 0.50907, "Y2": 0.353, "X3": 0.50777, "Y3": 0.3698, "X4": 0.39378, "Y4": 0.3698, "page": 0, "Index": 51}, {"Word": "6/16.", "Confidence": 0.997, "X1": 0.52332, "Y1": 0.3532, "X2": 0.58808, "Y2": 0.353, "X3": 0.58679, "Y3": 0.3698, "X4": 0.52202, "Y4": 0.3698, "page": 0, "Index": 52}, {"Word": ":", "Confidence": 0.995, "X1": 0.14637, "Y1": 0.3702, "X2": 0.15674, "Y2": 0.37, "X3": 0.15803, "Y3": 0.3828, "X4": 0.14637, "Y4": 0.3828, "page": 0, "Index": 53}, {"Word": "Management", "Confidence": 0.993, "X1": 0.24093, "Y1": 0.3702, "X2": 0.36917, "Y2": 0.37, "X3": 0.36917, "Y3": 0.3858, "X4": 0.23964, "Y4": 0.3858, "page": 0, "Index": 54}, {"Word": "approval", "Confidence": 0.993, "X1": 0.38212, "Y1": 0.3702, "X2": 0.48316, "Y2": 0.37, "X3": 0.48316, "Y3": 0.3858, "X4": 0.38212, "Y4": 0.3858, "page": 0, "Index": 55}, {"Word": "7/14.", "Confidence": 0.997, "X1": 0.49741, "Y1": 0.3702, "X2": 0.56088, "Y2": 0.37, "X3": 0.56088, "Y3": 0.3858, "X4": 0.49741, "Y4": 0.3858, "page": 0, "Index": 56}, {"Word": "Union", "Confidence": 0.997, "X1": 0.20337, "Y1": 0.4022, "X2": 0.26684, "Y2": 0.402, "X3": 0.26684, "Y3": 0.4178, "X4": 0.20337, "Y4": 0.4188, "page": 0, "Index": 57}, {"Word": "Carbide", "Confidence": 0.997, "X1": 0.27979, "Y1": 0.4022, "X2": 0.36917, "Y2": 0.402, "X3": 0.36788, "Y3": 0.4178, "X4": 0.27979, "Y4": 0.4178, "page": 0, "Index": 58}, {"Word": "Union", "Confidence": 0.994, "X1": 0.24223, "Y1": 0.4342, "X2": 0.30699, "Y2": 0.434, "X3": 0.3057, "Y3": 0.4498, "X4": 0.24223, "Y4": 0.4498, "page": 0, "Index": 59}, {"Word": "Carbide", "Confidence": 0.996, "X1": 0.31606, "Y1": 0.4332, "X2": 0.40803, "Y2": 0.433, "X3": 0.40674, "Y3": 0.4498, "X4": 0.31606, "Y4": 0.4498, "page": 0, "Index": 60}, {"Word": "provided", "Confidence": 0.996, "X1": 0.4171, "Y1": 0.4332, "X2": 0.52073, "Y2": 0.433, "X3": 0.52073, "Y3": 0.4508, "X4": 0.4171, "Y4": 0.4498, "page": 0, "Index": 61}, {"Word": "feedback", "Confidence": 0.995, "X1": 0.53368, "Y1": 0.4332, "X2": 0.63601, "Y2": 0.433, "X3": 0.63472, "Y3": 0.4508, "X4": 0.53238, "Y4": 0.4508, "page": 0, "Index": 62}, {"Word": "on", "Confidence": 0.998, "X1": 0.64637, "Y1": 0.4332, "X2": 0.67358, "Y2": 0.433, "X3": 0.67228, "Y3": 0.4518, "X4": 0.64637, "Y4": 0.4508, "page": 0, "Index": 63}, {"Word": "draft", "Confidence": 0.996, "X1": 0.68264, "Y1": 0.4332, "X2": 0.74741, "Y2": 0.433, "X3": 0.74611, "Y3": 0.4518, "X4": 0.68264, "Y4": 0.4518, "page": 0, "Index": 64}, {"Word": "of", "Confidence": 0.998, "X1": 0.75648, "Y1": 0.4342, "X2": 0.78497, "Y2": 0.434, "X3": 0.78368, "Y3": 0.4528, "X4": 0.75648, "Y4": 0.4518, "page": 0, "Index": 65}, {"Word": "a", "Confidence": 0.996, "X1": 0.79663, "Y1": 0.4342, "X2": 0.80959, "Y2": 0.434, "X3": 0.80829, "Y3": 0.4528, "X4": 0.79534, "Y4": 0.4528, "page": 0, "Index": 66}, {"Word": "supply", "Confidence": 0.997, "X1": 0.81995, "Y1": 0.4342, "X2": 0.89508, "Y2": 0.434, "X3": 0.89378, "Y3": 0.4538, "X4": 0.81865, "Y4": 0.4528, "page": 0, "Index": 67}, {"Word": "agreement", "Confidence": 0.995, "X1": 0.24482, "Y1": 0.4512, "X2": 0.35492, "Y2": 0.451, "X3": 0.35492, "Y3": 0.4648, "X4": 0.24352, "Y4": 0.4658, "page": 0, "Index": 68}, {"Word": "5/21.", "Confidence": 0.993, "X1": 0.36788, "Y1": 0.4502, "X2": 0.42746, "Y2": 0.45, "X3": 0.42746, "Y3": 0.4638, "X4": 0.36788, "Y4": 0.4648, "page": 0, "Index": 69}, {"Word": "Revised", "Confidence": 0.995, "X1": 0.24093, "Y1": 0.4662, "X2": 0.32902, "Y2": 0.466, "X3": 0.32902, "Y3": 0.4798, "X4": 0.23964, "Y4": 0.4798, "page": 0, "Index": 70}, {"Word": "draft", "Confidence": 0.995, "X1": 0.34197, "Y1": 0.4652, "X2": 0.40674, "Y2": 0.465, "X3": 0.40544, "Y3": 0.4798, "X4": 0.34197, "Y4": 0.4798, "page": 0, "Index": 71}, {"Word": "available", "Confidence": 0.995, "X1": 0.41969, "Y1": 0.4652, "X2": 0.53238, "Y2": 0.465, "X3": 0.53238, "Y3": 0.4808, "X4": 0.41839, "Y4": 0.4808, "page": 0, "Index": 72}, {"Word": "on", "Confidence": 0.998, "X1": 0.54534, "Y1": 0.4652, "X2": 0.57124, "Y2": 0.465, "X3": 0.57124, "Y3": 0.4808, "X4": 0.54534, "Y4": 0.4808, "page": 0, "Index": 73}, {"Word": "5/30", "Confidence": 0.99, "X1": 0.58549, "Y1": 0.4652, "X2": 0.63601, "Y2": 0.465, "X3": 0.63601, "Y3": 0.4808, "X4": 0.58549, "Y4": 0.4808, "page": 0, "Index": 74}, {"Word": "for", "Confidence": 0.998, "X1": 0.64767, "Y1": 0.4652, "X2": 0.68523, "Y2": 0.465, "X3": 0.68523, "Y3": 0.4818, "X4": 0.64767, "Y4": 0.4818, "page": 0, "Index": 75}, {"Word": "internal", "Confidence": 0.995, "X1": 0.6956, "Y1": 0.4652, "X2": 0.79534, "Y2": 0.465, "X3": 0.79663, "Y3": 0.4828, "X4": 0.6956, "Y4": 0.4818, "page": 0, "Index": 76}, {"Word": "review.", "Confidence": 0.995, "X1": 0.80699, "Y1": 0.4652, "X2": 0.89767, "Y2": 0.465, "X3": 0.89767, "Y3": 0.4838, "X4": 0.80699, "Y4": 0.4828, "page": 0, "Index": 77}, {"Word": "Final", "Confidence": 0.997, "X1": 0.24093, "Y1": 0.4812, "X2": 0.3044, "Y2": 0.481, "X3": 0.3044, "Y3": 0.4958, "X4": 0.24093, "Y4": 0.4958, "page": 0, "Index": 78}, {"Word": "draft", "Confidence": 0.997, "X1": 0.31606, "Y1": 0.4802, "X2": 0.38083, "Y2": 0.48, "X3": 0.38083, "Y3": 0.4958, "X4": 0.31606, "Y4": 0.4958, "page": 0, "Index": 79}, {"Word": "available", "Confidence": 0.995, "X1": 0.39249, "Y1": 0.4812, "X2": 0.50648, "Y2": 0.481, "X3": 0.50648, "Y3": 0.4968, "X4": 0.39249, "Y4": 0.4958, "page": 0, "Index": 80}, {"Word": "mid-June.", "Confidence": 0.991, "X1": 0.51943, "Y1": 0.4822, "X2": 0.63601, "Y2": 0.482, "X3": 0.63601, "Y3": 0.4978, "X4": 0.51943, "Y4": 0.4968, "page": 0, "Index": 81}, {"Word": "Management", "Confidence": 0.993, "X1": 0.24223, "Y1": 0.4982, "X2": 0.36788, "Y2": 0.498, "X3": 0.36788, "Y3": 0.5128, "X4": 0.24093, "Y4": 0.5118, "page": 0, "Index": 82}, {"Word": "approval", "Confidence": 0.993, "X1": 0.38083, "Y1": 0.4972, "X2": 0.48316, "Y2": 0.497, "X3": 0.48316, "Y3": 0.5138, "X4": 0.38083, "Y4": 0.5128, "page": 0, "Index": 83}, {"Word": "w/o", "Confidence": 0.998, "X1": 0.49352, "Y1": 0.4972, "X2": 0.53368, "Y2": 0.497, "X3": 0.53368, "Y3": 0.5138, "X4": 0.49352, "Y4": 0.5138, "page": 0, "Index": 84}, {"Word": "6/30.", "Confidence": 0.996, "X1": 0.54663, "Y1": 0.4962, "X2": 0.60751, "Y2": 0.496, "X3": 0.60751, "Y3": 0.5128, "X4": 0.54663, "Y4": 0.5138, "page": 0, "Index": 85}, {"Word": "Great", "Confidence": 0.993, "X1": 0.20337, "Y1": 0.5292, "X2": 0.26684, "Y2": 0.529, "X3": 0.26684, "Y3": 0.5438, "X4": 0.20337, "Y4": 0.5448, "page": 0, "Index": 86}, {"Word": "Lakes", "Confidence": 0.998, "X1": 0.2772, "Y1": 0.5282, "X2": 0.34197, "Y2": 0.528, "X3": 0.34197, "Y3": 0.5438, "X4": 0.2772, "Y4": 0.5438, "page": 0, "Index": 87}, {"Word": "Carbon", "Confidence": 0.997, "X1": 0.35363, "Y1": 0.5292, "X2": 0.43005, "Y2": 0.529, "X3": 0.43135, "Y3": 0.5448, "X4": 0.35363, "Y4": 0.5438, "page": 0, "Index": 88}, {"Word": "Confidentiality", "Confidence": 0.991, "X1": 0.24223, "Y1": 0.5612, "X2": 0.42876, "Y2": 0.561, "X3": 0.42876, "Y3": 0.5778, "X4": 0.24223, "Y4": 0.5758, "page": 0, "Index": 89}, {"Word": "agreement", "Confidence": 0.995, "X1": 0.44301, "Y1": 0.5612, "X2": 0.55829, "Y2": 0.561, "X3": 0.55829, "Y3": 0.5778, "X4": 0.44301, "Y4": 0.5778, "page": 0, "Index": 90}, {"Word": "has", "Confidence": 0.998, "X1": 0.56995, "Y1": 0.5612, "X2": 0.60881, "Y2": 0.561, "X3": 0.6101, "Y3": 0.5778, "X4": 0.56995, "Y4": 0.5778, "page": 0, "Index": 91}, {"Word": "been", "Confidence": 0.988, "X1": 0.61917, "Y1": 0.5612, "X2": 0.67098, "Y2": 0.561, "X3": 0.67098, "Y3": 0.5778, "X4": 0.61917, "Y4": 0.5778, "page": 0, "Index": 92}, {"Word": "signed.", "Confidence": 0.995, "X1": 0.68264, "Y1": 0.5612, "X2": 0.76943, "Y2": 0.561, "X3": 0.76943, "Y3": 0.5768, "X4": 0.68264, "Y4": 0.5778, "page": 0, "Index": 93}, {"Word": "They", "Confidence": 0.988, "X1": 0.24093, "Y1": 0.5772, "X2": 0.29016, "Y2": 0.577, "X3": 0.29016, "Y3": 0.5918, "X4": 0.24093, "Y4": 0.5918, "page": 0, "Index": 94}, {"Word": "will", "Confidence": 0.989, "X1": 0.30311, "Y1": 0.5772, "X2": 0.35492, "Y2": 0.577, "X3": 0.35492, "Y3": 0.5928, "X4": 0.30311, "Y4": 0.5918, "page": 0, "Index": 95}, {"Word": "present", "Confidence": 0.996, "X1": 0.36528, "Y1": 0.5782, "X2": 0.45596, "Y2": 0.578, "X3": 0.45596, "Y3": 0.5928, "X4": 0.36528, "Y4": 0.5928, "page": 0, "Index": 96}, {"Word": "a", "Confidence": 0.997, "X1": 0.46891, "Y1": 0.5782, "X2": 0.48057, "Y2": 0.578, "X3": 0.48057, "Y3": 0.5928, "X4": 0.46891, "Y4": 0.5928, "page": 0, "Index": 97}, {"Word": "development", "Confidence": 0.994, "X1": 0.49352, "Y1": 0.5782, "X2": 0.63472, "Y2": 0.578, "X3": 0.63472, "Y3": 0.5938, "X4": 0.49352, "Y4": 0.5928, "page": 0, "Index": 98}, {"Word": "proposal", "Confidence": 0.996, "X1": 0.64508, "Y1": 0.5772, "X2": 0.74352, "Y2": 0.577, "X3": 0.74482, "Y3": 0.5938, "X4": 0.64508, "Y4": 0.5938, "page": 0, "Index": 99}, {"Word": "early", "Confidence": 0.997, "X1": 0.75648, "Y1": 0.5772, "X2": 0.81995, "Y2": 0.577, "X3": 0.81995, "Y3": 0.5938, "X4": 0.75777, "Y4": 0.5938, "page": 0, "Index": 100}, {"Word": "June.", "Confidence": 0.997, "X1": 0.83161, "Y1": 0.5772, "X2": 0.89637, "Y2": 0.577, "X3": 0.89637, "Y3": 0.5948, "X4": 0.8329, "Y4": 0.5938, "page": 0, "Index": 101}, {"Word": "Final", "Confidence": 0.995, "X1": 0.23964, "Y1": 0.5922, "X2": 0.3044, "Y2": 0.592, "X3": 0.3044, "Y3": 0.6088, "X4": 0.23964, "Y4": 0.6088, "page": 0, "Index": 102}, {"Word": "draft", "Confidence": 0.996, "X1": 0.31477, "Y1": 0.5922, "X2": 0.37953, "Y2": 0.592, "X3": 0.37953, "Y3": 0.6088, "X4": 0.31477, "Y4": 0.6088, "page": 0, "Index": 103}, {"Word": "available", "Confidence": 0.995, "X1": 0.39249, "Y1": 0.5932, "X2": 0.50648, "Y2": 0.593, "X3": 0.50777, "Y3": 0.6088, "X4": 0.39249, "Y4": 0.6088, "page": 0, "Index": 104}, {"Word": "w/o", "Confidence": 0.998, "X1": 0.51813, "Y1": 0.5932, "X2": 0.55829, "Y2": 0.593, "X3": 0.55829, "Y3": 0.6088, "X4": 0.51943, "Y4": 0.6088, "page": 0, "Index": 105}, {"Word": "6/30.", "Confidence": 0.994, "X1": 0.57124, "Y1": 0.5932, "X2": 0.63601, "Y2": 0.593, "X3": 0.63601, "Y3": 0.6098, "X4": 0.57124, "Y4": 0.6088, "page": 0, "Index": 106}, {"Word": "Alcoa", "Confidence": 0.941, "X1": 0.20207, "Y1": 0.6252, "X2": 0.26554, "Y2": 0.625, "X3": 0.26554, "Y3": 0.6408, "X4": 0.20207, "Y4": 0.6408, "page": 0, "Index": 107}, {"Word": "Will", "Confidence": 0.991, "X1": 0.23964, "Y1": 0.6562, "X2": 0.29145, "Y2": 0.656, "X3": 0.29145, "Y3": 0.6718, "X4": 0.23964, "Y4": 0.6708, "page": 0, "Index": 108}, {"Word": "send", "Confidence": 0.988, "X1": 0.30311, "Y1": 0.6562, "X2": 0.35233, "Y2": 0.656, "X3": 0.35363, "Y3": 0.6718, "X4": 0.30311, "Y4": 0.6718, "page": 0, "Index": 109}, {"Word": "Alcoa", "Confidence": 0.995, "X1": 0.36528, "Y1": 0.6562, "X2": 0.43005, "Y2": 0.656, "X3": 0.43005, "Y3": 0.6718, "X4": 0.36658, "Y4": 0.6718, "page": 0, "Index": 110}, {"Word": "draft", "Confidence": 0.997, "X1": 0.44171, "Y1": 0.6562, "X2": 0.50518, "Y2": 0.656, "X3": 0.50648, "Y3": 0.6718, "X4": 0.44171, "Y4": 0.6718, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.996, "X1": 0.51684, "Y1": 0.6562, "X2": 0.54534, "Y2": 0.656, "X3": 0.54534, "Y3": 0.6728, "X4": 0.51813, "Y4": 0.6728, "page": 0, "Index": 112}, {"Word": "development", "Confidence": 0.994, "X1": 0.55699, "Y1": 0.6562, "X2": 0.6956, "Y2": 0.656, "X3": 0.6956, "Y3": 0.6728, "X4": 0.55699, "Y4": 0.6728, "page": 0, "Index": 113}, {"Word": "agreement", "Confidence": 0.995, "X1": 0.70725, "Y1": 0.6562, "X2": 0.81995, "Y2": 0.656, "X3": 0.81995, "Y3": 0.6728, "X4": 0.70725, "Y4": 0.6728, "page": 0, "Index": 114}, {"Word": "this", "Confidence": 0.989, "X1": 0.83161, "Y1": 0.6562, "X2": 0.88212, "Y2": 0.656, "X3": 0.88212, "Y3": 0.6728, "X4": 0.83161, "Y4": 0.6728, "page": 0, "Index": 115}, {"Word": "week.", "Confidence": 0.997, "X1": 0.89378, "Y1": 0.6572, "X2": 0.95855, "Y2": 0.657, "X3": 0.95855, "Y3": 0.6728, "X4": 0.89378, "Y4": 0.6728, "page": 0, "Index": 116}, {"Word": "Schedule", "Confidence": 0.996, "X1": 0.24093, "Y1": 0.6732, "X2": 0.33938, "Y2": 0.673, "X3": 0.33938, "Y3": 0.6878, "X4": 0.24093, "Y4": 0.6868, "page": 0, "Index": 117}, {"Word": "negotiation", "Confidence": 0.993, "X1": 0.35233, "Y1": 0.6732, "X2": 0.49223, "Y2": 0.673, "X3": 0.49352, "Y3": 0.6888, "X4": 0.35233, "Y4": 0.6878, "page": 0, "Index": 118}, {"Word": "session", "Confidence": 0.997, "X1": 0.50648, "Y1": 0.6732, "X2": 0.59456, "Y2": 0.673, "X3": 0.59456, "Y3": 0.6888, "X4": 0.50648, "Y4": 0.6888, "page": 0, "Index": 119}, {"Word": "in", "Confidence": 0.998, "X1": 0.60881, "Y1": 0.6732, "X2": 0.63083, "Y2": 0.673, "X3": 0.63083, "Y3": 0.6898, "X4": 0.60881, "Y4": 0.6888, "page": 0, "Index": 120}, {"Word": "early", "Confidence": 0.997, "X1": 0.64508, "Y1": 0.6732, "X2": 0.70596, "Y2": 0.673, "X3": 0.70596, "Y3": 0.6898, "X4": 0.64508, "Y4": 0.6898, "page": 0, "Index": 121}, {"Word": "June.", "Confidence": 0.993, "X1": 0.71762, "Y1": 0.6742, "X2": 0.78238, "Y2": 0.674, "X3": 0.78368, "Y3": 0.6898, "X4": 0.71762, "Y4": 0.6898, "page": 0, "Index": 122}, {"Word": "Final", "Confidence": 0.996, "X1": 0.23964, "Y1": 0.6882, "X2": 0.30311, "Y2": 0.688, "X3": 0.30311, "Y3": 0.7038, "X4": 0.23964, "Y4": 0.7038, "page": 0, "Index": 123}, {"Word": "draft", "Confidence": 0.997, "X1": 0.31477, "Y1": 0.6882, "X2": 0.37953, "Y2": 0.688, "X3": 0.37953, "Y3": 0.7038, "X4": 0.31477, "Y4": 0.7038, "page": 0, "Index": 124}, {"Word": "available", "Confidence": 0.995, "X1": 0.39119, "Y1": 0.6882, "X2": 0.50648, "Y2": 0.688, "X3": 0.50648, "Y3": 0.7048, "X4": 0.39119, "Y4": 0.7038, "page": 0, "Index": 125}, {"Word": "w/o", "Confidence": 0.998, "X1": 0.51684, "Y1": 0.6882, "X2": 0.55699, "Y2": 0.688, "X3": 0.55699, "Y3": 0.7048, "X4": 0.51684, "Y4": 0.7048, "page": 0, "Index": 126}, {"Word": "6/30.", "Confidence": 0.997, "X1": 0.56995, "Y1": 0.6882, "X2": 0.63472, "Y2": 0.688, "X3": 0.63472, "Y3": 0.7048, "X4": 0.56995, "Y4": 0.7048, "page": 0, "Index": 127}, {"Word": "W.", "Confidence": 0.998, "X1": 0.20078, "Y1": 0.7212, "X2": 0.22798, "Y2": 0.721, "X3": 0.22798, "Y3": 0.7368, "X4": 0.20078, "Y4": 0.7368, "page": 0, "Index": 128}, {"Word": "R.", "Confidence": 0.998, "X1": 0.23834, "Y1": 0.7212, "X2": 0.26684, "Y2": 0.721, "X3": 0.26554, "Y3": 0.7368, "X4": 0.23834, "Y4": 0.7368, "page": 0, "Index": 129}, {"Word": "Grace", "Confidence": 0.998, "X1": 0.27591, "Y1": 0.7212, "X2": 0.34067, "Y2": 0.721, "X3": 0.34067, "Y3": 0.7358, "X4": 0.27591, "Y4": 0.7368, "page": 0, "Index": 130}, {"Word": "-", "Confidence": 0.901, "X1": 0.20207, "Y1": 0.7562, "X2": 0.21244, "Y2": 0.756, "X3": 0.21244, "Y3": 0.7688, "X4": 0.20207, "Y4": 0.7688, "page": 0, "Index": 131}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.23834, "Y1": 0.7532, "X2": 0.32642, "Y2": 0.753, "X3": 0.32642, "Y3": 0.7688, "X4": 0.23705, "Y4": 0.7688, "page": 0, "Index": 132}, {"Word": "scheduled", "Confidence": 0.995, "X1": 0.34067, "Y1": 0.7532, "X2": 0.45337, "Y2": 0.753, "X3": 0.45337, "Y3": 0.7688, "X4": 0.33938, "Y4": 0.7688, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.46632, "Y1": 0.7532, "X2": 0.49093, "Y2": 0.753, "X3": 0.49093, "Y3": 0.7688, "X4": 0.46632, "Y4": 0.7688, "page": 0, "Index": 134}, {"Word": "discuss", "Confidence": 0.996, "X1": 0.50389, "Y1": 0.7532, "X2": 0.59456, "Y2": 0.753, "X3": 0.59456, "Y3": 0.7698, "X4": 0.50389, "Y4": 0.7688, "page": 0, "Index": 135}, {"Word": "development", "Confidence": 0.994, "X1": 0.60622, "Y1": 0.7532, "X2": 0.74352, "Y2": 0.753, "X3": 0.74352, "Y3": 0.7698, "X4": 0.60622, "Y4": 0.7698, "page": 0, "Index": 136}, {"Word": "contract", "Confidence": 0.996, "X1": 0.75389, "Y1": 0.7532, "X2": 0.85622, "Y2": 0.753, "X3": 0.85751, "Y3": 0.7698, "X4": 0.75518, "Y4": 0.7698, "page": 0, "Index": 137}, {"Word": "6/2.", "Confidence": 0.988, "X1": 0.86788, "Y1": 0.7532, "X2": 0.91969, "Y2": 0.753, "X3": 0.92098, "Y3": 0.7698, "X4": 0.86917, "Y4": 0.7698, "page": 0, "Index": 138}, {"Word": "Targeting", "Confidence": 0.991, "X1": 0.23964, "Y1": 0.7692, "X2": 0.35363, "Y2": 0.769, "X3": 0.35363, "Y3": 0.7858, "X4": 0.23964, "Y4": 0.7848, "page": 0, "Index": 139}, {"Word": "to", "Confidence": 0.998, "X1": 0.36528, "Y1": 0.7692, "X2": 0.3899, "Y2": 0.769, "X3": 0.3899, "Y3": 0.7858, "X4": 0.36528, "Y4": 0.7858, "page": 0, "Index": 140}, {"Word": "have", "Confidence": 0.991, "X1": 0.40026, "Y1": 0.7692, "X2": 0.45466, "Y2": 0.769, "X3": 0.45466, "Y3": 0.7858, "X4": 0.40026, "Y4": 0.7858, "page": 0, "Index": 141}, {"Word": "contract", "Confidence": 0.996, "X1": 0.46632, "Y1": 0.7692, "X2": 0.56995, "Y2": 0.769, "X3": 0.56865, "Y3": 0.7868, "X4": 0.46632, "Y4": 0.7858, "page": 0, "Index": 142}, {"Word": "draft", "Confidence": 0.995, "X1": 0.58161, "Y1": 0.7692, "X2": 0.64767, "Y2": 0.769, "X3": 0.64637, "Y3": 0.7868, "X4": 0.58161, "Y4": 0.7868, "page": 0, "Index": 143}, {"Word": "available", "Confidence": 0.995, "X1": 0.65803, "Y1": 0.7692, "X2": 0.76943, "Y2": 0.769, "X3": 0.76813, "Y3": 0.7868, "X4": 0.65674, "Y4": 0.7868, "page": 0, "Index": 144}, {"Word": "by", "Confidence": 0.998, "X1": 0.77979, "Y1": 0.7692, "X2": 0.80699, "Y2": 0.769, "X3": 0.8057, "Y3": 0.7868, "X4": 0.7785, "Y4": 0.7868, "page": 0, "Index": 145}, {"Word": "end", "Confidence": 0.998, "X1": 0.81995, "Y1": 0.7692, "X2": 0.85881, "Y2": 0.769, "X3": 0.85751, "Y3": 0.7858, "X4": 0.81865, "Y4": 0.7868, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.992, "X1": 0.86917, "Y1": 0.7692, "X2": 0.89637, "Y2": 0.769, "X3": 0.89508, "Y3": 0.7858, "X4": 0.86788, "Y4": 0.7858, "page": 0, "Index": 147}, {"Word": "June.", "Confidence": 0.993, "X1": 0.23834, "Y1": 0.7872, "X2": 0.30311, "Y2": 0.787, "X3": 0.30311, "Y3": 0.8008, "X4": 0.23964, "Y4": 0.8008, "page": 0, "Index": 148}, {"Word": "504", "Confidence": 0.897, "X1": 0.98964, "Y1": 0.8222, "X2": 0.99093, "Y2": 0.822, "X3": 0.9728, "Y3": 0.8228, "X4": 0.9715, "Y4": 0.7968, "page": 0, "Index": 149}, {"Word": "Kaiser", "Confidence": 0.997, "X1": 0.19819, "Y1": 0.8182, "X2": 0.2772, "Y2": 0.818, "X3": 0.27591, "Y3": 0.8338, "X4": 0.19819, "Y4": 0.8338, "page": 0, "Index": 150}, {"Word": "99", "Confidence": 0.998, "X1": 0.99093, "Y1": 0.8422, "X2": 0.99093, "Y2": 0.842, "X3": 0.97409, "Y3": 0.8418, "X4": 0.9728, "Y4": 0.8258, "page": 0, "Index": 151}, {"Word": "Will", "Confidence": 0.988, "X1": 0.24093, "Y1": 0.8492, "X2": 0.28886, "Y2": 0.849, "X3": 0.28886, "Y3": 0.8638, "X4": 0.23964, "Y4": 0.8638, "page": 0, "Index": 152}, {"Word": "present", "Confidence": 0.997, "X1": 0.30052, "Y1": 0.8492, "X2": 0.3899, "Y2": 0.849, "X3": 0.3899, "Y3": 0.8648, "X4": 0.29922, "Y4": 0.8648, "page": 0, "Index": 153}, {"Word": "a", "Confidence": 0.998, "X1": 0.40415, "Y1": 0.8492, "X2": 0.4158, "Y2": 0.849, "X3": 0.4158, "Y3": 0.8648, "X4": 0.40285, "Y4": 0.8648, "page": 0, "Index": 154}, {"Word": "development", "Confidence": 0.994, "X1": 0.42617, "Y1": 0.8492, "X2": 0.56865, "Y2": 0.849, "X3": 0.56865, "Y3": 0.8658, "X4": 0.42617, "Y4": 0.8648, "page": 0, "Index": 155}, {"Word": "program", "Confidence": 0.994, "X1": 0.58031, "Y1": 0.8492, "X2": 0.66839, "Y2": 0.849, "X3": 0.66839, "Y3": 0.8658, "X4": 0.58031, "Y4": 0.8658, "page": 0, "Index": 156}, {"Word": "for", "Confidence": 0.998, "X1": 0.68135, "Y1": 0.8492, "X2": 0.71891, "Y2": 0.849, "X3": 0.71891, "Y3": 0.8668, "X4": 0.68135, "Y4": 0.8668, "page": 0, "Index": 157}, {"Word": "sintering", "Confidence": 0.995, "X1": 0.73057, "Y1": 0.8492, "X2": 0.84326, "Y2": 0.849, "X3": 0.84456, "Y3": 0.8668, "X4": 0.73057, "Y4": 0.8668, "page": 0, "Index": 158}, {"Word": "by", "Confidence": 0.998, "X1": 0.85492, "Y1": 0.8492, "X2": 0.87953, "Y2": 0.849, "X3": 0.88083, "Y3": 0.8668, "X4": 0.85492, "Y4": 0.8668, "page": 0, "Index": 159}, {"Word": "6/30.", "Confidence": 0.997, "X1": 0.89119, "Y1": 0.8502, "X2": 0.95725, "Y2": 0.85, "X3": 0.95855, "Y3": 0.8668, "X4": 0.89249, "Y4": 0.8668, "page": 0, "Index": 160}, {"Word": "24", "Confidence": 0.998, "X1": 0.99223, "Y1": 0.8692, "X2": 0.99223, "Y2": 0.869, "X3": 0.97409, "Y3": 0.8698, "X4": 0.97409, "Y4": 0.8548, "page": 0, "Index": 161}, {"Word": "Final", "Confidence": 0.995, "X1": 0.23834, "Y1": 0.8642, "X2": 0.30181, "Y2": 0.864, "X3": 0.30052, "Y3": 0.8788, "X4": 0.23834, "Y4": 0.8788, "page": 0, "Index": 162}, {"Word": "draft", "Confidence": 0.997, "X1": 0.31347, "Y1": 0.8652, "X2": 0.37824, "Y2": 0.865, "X3": 0.37824, "Y3": 0.8798, "X4": 0.31218, "Y4": 0.8788, "page": 0, "Index": 163}, {"Word": "of", "Confidence": 0.998, "X1": 0.3886, "Y1": 0.8652, "X2": 0.4171, "Y2": 0.865, "X3": 0.4158, "Y3": 0.8798, "X4": 0.38731, "Y4": 0.8798, "page": 0, "Index": 164}, {"Word": "development", "Confidence": 0.994, "X1": 0.42617, "Y1": 0.8652, "X2": 0.56995, "Y2": 0.865, "X3": 0.56865, "Y3": 0.8808, "X4": 0.42617, "Y4": 0.8798, "page": 0, "Index": 165}, {"Word": "agreement", "Confidence": 0.994, "X1": 0.58161, "Y1": 0.8642, "X2": 0.6943, "Y2": 0.864, "X3": 0.6943, "Y3": 0.8818, "X4": 0.58031, "Y4": 0.8808, "page": 0, "Index": 166}, {"Word": "available", "Confidence": 0.995, "X1": 0.70596, "Y1": 0.8632, "X2": 0.81995, "Y2": 0.863, "X3": 0.81865, "Y3": 0.8818, "X4": 0.70596, "Y4": 0.8818, "page": 0, "Index": 167}, {"Word": "7/31.", "Confidence": 0.991, "X1": 0.8329, "Y1": 0.8622, "X2": 0.89637, "Y2": 0.862, "X3": 0.89508, "Y3": 0.8818, "X4": 0.83161, "Y4": 0.8818, "page": 0, "Index": 168}, {"Word": "Management", "Confidence": 0.992, "X1": 0.23964, "Y1": 0.8802, "X2": 0.36528, "Y2": 0.88, "X3": 0.36399, "Y3": 0.8968, "X4": 0.23834, "Y4": 0.8958, "page": 0, "Index": 169}, {"Word": "approval", "Confidence": 0.992, "X1": 0.37824, "Y1": 0.8802, "X2": 0.47927, "Y2": 0.88, "X3": 0.47798, "Y3": 0.8968, "X4": 0.37694, "Y4": 0.8968, "page": 0, "Index": 170}, {"Word": "mid-August.", "Confidence": 0.992, "X1": 0.48964, "Y1": 0.8812, "X2": 0.63472, "Y2": 0.881, "X3": 0.63472, "Y3": 0.8978, "X4": 0.48834, "Y4": 0.8968, "page": 0, "Index": 171}, {"Word": "35", "Confidence": 0.998, "X1": 0.99352, "Y1": 0.8892, "X2": 0.99352, "Y2": 0.889, "X3": 0.97539, "Y3": 0.8898, "X4": 0.97409, "Y4": 0.8718, "page": 0, "Index": 172}]}	"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"
ffxk0087	3	{"lines_data": [{"Word": "Page 4 - RAK STATUS - May 27, 1986", "Confidence": 0.99489, "X1": 0.10363, "Y1": 0.0812, "X2": 0.53886, "Y2": 0.081, "X3": 0.53886, "Y3": 0.0978, "X4": 0.10363, "Y4": 0.1008, "page": 0}, {"Word": "\u00b7 Kimberly-Clark", "Confidence": 0.8245, "X1": 0.1671, "Y1": 0.1452, "X2": 0.38601, "Y2": 0.145, "X3": 0.38601, "Y3": 0.1638, "X4": 0.1671, "Y4": 0.1658, "page": 0}, {"Word": "-", "Confidence": 0.674, "X1": 0.20466, "Y1": 0.1832, "X2": 0.22409, "Y2": 0.183, "X3": 0.22539, "Y3": 0.1938, "X4": 0.20596, "Y4": 0.1948, "page": 0}, {"Word": "Negotiation session held 4/22.", "Confidence": 0.9855, "X1": 0.24223, "Y1": 0.1762, "X2": 0.62306, "Y2": 0.176, "X3": 0.62306, "Y3": 0.1928, "X4": 0.24223, "Y4": 0.1948, "page": 0}, {"Word": "Our comments sent to KC 4/29.", "Confidence": 0.99583, "X1": 0.24223, "Y1": 0.1932, "X2": 0.61528, "Y2": 0.193, "X3": 0.61528, "Y3": 0.2098, "X4": 0.24223, "Y4": 0.2108, "page": 0}, {"Word": "KC preparing additional information on pricing, capital", "Confidence": 0.99457, "X1": 0.24223, "Y1": 0.2062, "X2": 0.93782, "Y2": 0.206, "X3": 0.93782, "Y3": 0.2258, "X4": 0.24223, "Y4": 0.2278, "page": 0}, {"Word": "needs, etc.", "Confidence": 0.991, "X1": 0.24223, "Y1": 0.2262, "X2": 0.38472, "Y2": 0.226, "X3": 0.38472, "Y3": 0.2408, "X4": 0.24223, "Y4": 0.2418, "page": 0}, {"Word": "Final draft scheduled for 6/30.", "Confidence": 0.996, "X1": 0.24352, "Y1": 0.2402, "X2": 0.64119, "Y2": 0.24, "X3": 0.64119, "Y3": 0.2578, "X4": 0.24352, "Y4": 0.2578, "page": 0}, {"Word": "Management approval mid-July.", "Confidence": 0.99133, "X1": 0.24223, "Y1": 0.2572, "X2": 0.6114, "Y2": 0.257, "X3": 0.61269, "Y3": 0.2738, "X4": 0.24223, "Y4": 0.2748, "page": 0}, {"Word": ":", "Confidence": 0.673, "X1": 0.14637, "Y1": 0.3692, "X2": 0.15933, "Y2": 0.369, "X3": 0.15933, "Y3": 0.3818, "X4": 0.14637, "Y4": 0.3828, "page": 0}, {"Word": "504 99 2436", "Confidence": 0.934, "X1": 0.98705, "Y1": 0.9172, "X2": 0.98575, "Y2": 0.917, "X3": 0.96373, "Y3": 0.9168, "X4": 0.96503, "Y4": 0.8148, "page": 0}], "words_data": [{"Word": "Page", "Confidence": 0.988, "X1": 0.10622, "Y1": 0.0832, "X2": 0.15674, "Y2": 0.083, "X3": 0.15674, "Y3": 0.1008, "X4": 0.10492, "Y4": 0.1008, "page": 0, "Index": 0}, {"Word": "4", "Confidence": 0.998, "X1": 0.16969, "Y1": 0.0832, "X2": 0.18264, "Y2": 0.083, "X3": 0.18264, "Y3": 0.1008, "X4": 0.16839, "Y4": 0.1008, "page": 0, "Index": 1}, {"Word": "-", "Confidence": 0.994, "X1": 0.1943, "Y1": 0.0832, "X2": 0.20855, "Y2": 0.083, "X3": 0.20725, "Y3": 0.1008, "X4": 0.1943, "Y4": 0.1008, "page": 0, "Index": 2}, {"Word": "RAK", "Confidence": 0.998, "X1": 0.21762, "Y1": 0.0832, "X2": 0.25648, "Y2": 0.083, "X3": 0.25648, "Y3": 0.0998, "X4": 0.21762, "Y4": 0.1008, "page": 0, "Index": 3}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.26684, "Y1": 0.0822, "X2": 0.34456, "Y2": 0.082, "X3": 0.34456, "Y3": 0.0998, "X4": 0.26684, "Y4": 0.0998, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.994, "X1": 0.35751, "Y1": 0.0822, "X2": 0.37047, "Y2": 0.082, "X3": 0.37047, "Y3": 0.0998, "X4": 0.35751, "Y4": 0.0998, "page": 0, "Index": 5}, {"Word": "May", "Confidence": 0.998, "X1": 0.38083, "Y1": 0.0822, "X2": 0.42098, "Y2": 0.082, "X3": 0.42098, "Y3": 0.0998, "X4": 0.37953, "Y4": 0.0998, "page": 0, "Index": 6}, {"Word": "27,", "Confidence": 0.998, "X1": 0.43394, "Y1": 0.0812, "X2": 0.47539, "Y2": 0.081, "X3": 0.47409, "Y3": 0.0988, "X4": 0.43394, "Y4": 0.0988, "page": 0, "Index": 7}, {"Word": "1986", "Confidence": 0.989, "X1": 0.48446, "Y1": 0.0812, "X2": 0.53497, "Y2": 0.081, "X3": 0.53497, "Y3": 0.0988, "X4": 0.48446, "Y4": 0.0988, "page": 0, "Index": 8}, {"Word": "\u00b7", "Confidence": 0.658, "X1": 0.16969, "Y1": 0.1472, "X2": 0.18264, "Y2": 0.147, "X3": 0.18264, "Y3": 0.1658, "X4": 0.16969, "Y4": 0.1658, "page": 0, "Index": 9}, {"Word": "Kimberly-Clark", "Confidence": 0.991, "X1": 0.20466, "Y1": 0.1462, "X2": 0.38342, "Y2": 0.146, "X3": 0.38342, "Y3": 0.1638, "X4": 0.20466, "Y4": 0.1658, "page": 0, "Index": 10}, {"Word": "-", "Confidence": 0.674, "X1": 0.20855, "Y1": 0.1832, "X2": 0.21762, "Y2": 0.183, "X3": 0.21762, "Y3": 0.1948, "X4": 0.20855, "Y4": 0.1948, "page": 0, "Index": 11}, {"Word": "Negotiation", "Confidence": 0.991, "X1": 0.24352, "Y1": 0.1782, "X2": 0.38212, "Y2": 0.178, "X3": 0.38212, "Y3": 0.1948, "X4": 0.24352, "Y4": 0.1958, "page": 0, "Index": 12}, {"Word": "session", "Confidence": 0.997, "X1": 0.39508, "Y1": 0.1782, "X2": 0.48187, "Y2": 0.178, "X3": 0.48187, "Y3": 0.1938, "X4": 0.39508, "Y4": 0.1948, "page": 0, "Index": 13}, {"Word": "held", "Confidence": 0.957, "X1": 0.49352, "Y1": 0.1772, "X2": 0.54534, "Y2": 0.177, "X3": 0.54534, "Y3": 0.1938, "X4": 0.49352, "Y4": 0.1938, "page": 0, "Index": 14}, {"Word": "4/22.", "Confidence": 0.997, "X1": 0.56088, "Y1": 0.1772, "X2": 0.62306, "Y2": 0.177, "X3": 0.62306, "Y3": 0.1938, "X4": 0.56088, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "Our", "Confidence": 0.998, "X1": 0.24352, "Y1": 0.1952, "X2": 0.27979, "Y2": 0.195, "X3": 0.27979, "Y3": 0.2108, "X4": 0.24352, "Y4": 0.2108, "page": 0, "Index": 16}, {"Word": "comments", "Confidence": 0.996, "X1": 0.29275, "Y1": 0.1952, "X2": 0.39508, "Y2": 0.195, "X3": 0.39508, "Y3": 0.2098, "X4": 0.29275, "Y4": 0.2108, "page": 0, "Index": 17}, {"Word": "sent", "Confidence": 0.991, "X1": 0.40803, "Y1": 0.1952, "X2": 0.45725, "Y2": 0.195, "X3": 0.45725, "Y3": 0.2098, "X4": 0.40803, "Y4": 0.2098, "page": 0, "Index": 18}, {"Word": "to", "Confidence": 0.998, "X1": 0.4715, "Y1": 0.1942, "X2": 0.49482, "Y2": 0.194, "X3": 0.49482, "Y3": 0.2098, "X4": 0.4715, "Y4": 0.2098, "page": 0, "Index": 19}, {"Word": "KC", "Confidence": 0.998, "X1": 0.50777, "Y1": 0.1942, "X2": 0.53238, "Y2": 0.194, "X3": 0.53238, "Y3": 0.2098, "X4": 0.50777, "Y4": 0.2098, "page": 0, "Index": 20}, {"Word": "4/29.", "Confidence": 0.994, "X1": 0.54793, "Y1": 0.1942, "X2": 0.61269, "Y2": 0.194, "X3": 0.61269, "Y3": 0.2098, "X4": 0.54793, "Y4": 0.2098, "page": 0, "Index": 21}, {"Word": "KC", "Confidence": 0.994, "X1": 0.24223, "Y1": 0.2112, "X2": 0.26813, "Y2": 0.211, "X3": 0.26813, "Y3": 0.2268, "X4": 0.24352, "Y4": 0.2268, "page": 0, "Index": 22}, {"Word": "preparing", "Confidence": 0.995, "X1": 0.2785, "Y1": 0.2112, "X2": 0.39508, "Y2": 0.211, "X3": 0.39637, "Y3": 0.2268, "X4": 0.27979, "Y4": 0.2268, "page": 0, "Index": 23}, {"Word": "additional", "Confidence": 0.991, "X1": 0.40674, "Y1": 0.2102, "X2": 0.53497, "Y2": 0.21, "X3": 0.53627, "Y3": 0.2268, "X4": 0.40674, "Y4": 0.2268, "page": 0, "Index": 24}, {"Word": "information", "Confidence": 0.994, "X1": 0.54663, "Y1": 0.2092, "X2": 0.68523, "Y2": 0.209, "X3": 0.68523, "Y3": 0.2268, "X4": 0.54793, "Y4": 0.2268, "page": 0, "Index": 25}, {"Word": "on", "Confidence": 0.998, "X1": 0.6956, "Y1": 0.2082, "X2": 0.7228, "Y2": 0.208, "X3": 0.72409, "Y3": 0.2268, "X4": 0.69689, "Y4": 0.2268, "page": 0, "Index": 26}, {"Word": "pricing,", "Confidence": 0.994, "X1": 0.73316, "Y1": 0.2072, "X2": 0.83808, "Y2": 0.207, "X3": 0.83938, "Y3": 0.2268, "X4": 0.73316, "Y4": 0.2268, "page": 0, "Index": 27}, {"Word": "capital", "Confidence": 0.996, "X1": 0.84715, "Y1": 0.2062, "X2": 0.93523, "Y2": 0.206, "X3": 0.93653, "Y3": 0.2268, "X4": 0.84715, "Y4": 0.2268, "page": 0, "Index": 28}, {"Word": "needs,", "Confidence": 0.995, "X1": 0.24352, "Y1": 0.2272, "X2": 0.31995, "Y2": 0.227, "X3": 0.32124, "Y3": 0.2418, "X4": 0.24352, "Y4": 0.2418, "page": 0, "Index": 29}, {"Word": "etc.", "Confidence": 0.987, "X1": 0.33161, "Y1": 0.2272, "X2": 0.38342, "Y2": 0.227, "X3": 0.38342, "Y3": 0.2408, "X4": 0.33161, "Y4": 0.2418, "page": 0, "Index": 30}, {"Word": "Final", "Confidence": 0.994, "X1": 0.24352, "Y1": 0.2412, "X2": 0.30699, "Y2": 0.241, "X3": 0.30699, "Y3": 0.2578, "X4": 0.24352, "Y4": 0.2588, "page": 0, "Index": 31}, {"Word": "draft", "Confidence": 0.996, "X1": 0.31736, "Y1": 0.2412, "X2": 0.38212, "Y2": 0.241, "X3": 0.38212, "Y3": 0.2578, "X4": 0.31736, "Y4": 0.2578, "page": 0, "Index": 32}, {"Word": "scheduled", "Confidence": 0.995, "X1": 0.39508, "Y1": 0.2412, "X2": 0.50907, "Y2": 0.241, "X3": 0.50907, "Y3": 0.2578, "X4": 0.39508, "Y4": 0.2578, "page": 0, "Index": 33}, {"Word": "for", "Confidence": 0.998, "X1": 0.52332, "Y1": 0.2412, "X2": 0.56088, "Y2": 0.241, "X3": 0.55959, "Y3": 0.2578, "X4": 0.52202, "Y4": 0.2578, "page": 0, "Index": 34}, {"Word": "6/30.", "Confidence": 0.997, "X1": 0.57254, "Y1": 0.2412, "X2": 0.63731, "Y2": 0.241, "X3": 0.63731, "Y3": 0.2588, "X4": 0.57254, "Y4": 0.2578, "page": 0, "Index": 35}, {"Word": "Management", "Confidence": 0.993, "X1": 0.24352, "Y1": 0.2592, "X2": 0.37047, "Y2": 0.259, "X3": 0.36917, "Y3": 0.2748, "X4": 0.24223, "Y4": 0.2758, "page": 0, "Index": 36}, {"Word": "approval", "Confidence": 0.99, "X1": 0.38212, "Y1": 0.2582, "X2": 0.48316, "Y2": 0.258, "X3": 0.48316, "Y3": 0.2748, "X4": 0.38083, "Y4": 0.2748, "page": 0, "Index": 37}, {"Word": "mid-July.", "Confidence": 0.991, "X1": 0.49352, "Y1": 0.2572, "X2": 0.6114, "Y2": 0.257, "X3": 0.6114, "Y3": 0.2748, "X4": 0.49352, "Y4": 0.2748, "page": 0, "Index": 38}, {"Word": ":", "Confidence": 0.673, "X1": 0.14767, "Y1": 0.3692, "X2": 0.15803, "Y2": 0.369, "X3": 0.15803, "Y3": 0.3828, "X4": 0.14896, "Y4": 0.3828, "page": 0, "Index": 39}, {"Word": "504", "Confidence": 0.813, "X1": 0.98705, "Y1": 0.8452, "X2": 0.98705, "Y2": 0.845, "X3": 0.96632, "Y3": 0.8448, "X4": 0.96632, "Y4": 0.8178, "page": 0, "Index": 40}, {"Word": "99", "Confidence": 0.998, "X1": 0.98705, "Y1": 0.8662, "X2": 0.98705, "Y2": 0.866, "X3": 0.96632, "Y3": 0.8658, "X4": 0.96632, "Y4": 0.8478, "page": 0, "Index": 41}, {"Word": "2436", "Confidence": 0.991, "X1": 0.98705, "Y1": 0.9152, "X2": 0.98575, "Y2": 0.915, "X3": 0.96503, "Y3": 0.9138, "X4": 0.96632, "Y4": 0.8768, "page": 0, "Index": 42}]}	"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"
ffxk0087	0	{"lines_data": [{"Word": "RUR", "Confidence": 0.811, "X1": 0.18758, "Y1": 0.0042, "X2": 0.30272, "Y2": 0.004, "X3": 0.3053, "Y3": 0.0428, "X4": 0.19017, "Y4": 0.0468, "page": 0}, {"Word": "SECRET", "Confidence": 0.803, "X1": 0.17335, "Y1": 0.0482, "X2": 0.31436, "Y2": 0.048, "X3": 0.31824, "Y3": 0.0878, "X4": 0.17594, "Y4": 0.0918, "page": 0}, {"Word": "RAK STATUS", "Confidence": 0.9975, "X1": 0.47477, "Y1": 0.0832, "X2": 0.60802, "Y2": 0.083, "X3": 0.60802, "Y3": 0.0998, "X4": 0.47477, "Y4": 0.0998, "page": 0}, {"Word": "ADDRESS\"I\" ONLY", "Confidence": 0.591, "X1": 0.1423, "Y1": 0.0902, "X2": 0.35058, "Y2": 0.09, "X3": 0.35188, "Y3": 0.1108, "X4": 0.1436, "Y4": 0.1168, "page": 0}, {"Word": "5/27/86", "Confidence": 0.932, "X1": 0.49418, "Y1": 0.0982, "X2": 0.59379, "Y2": 0.098, "X3": 0.59379, "Y3": 0.1158, "X4": 0.49418, "Y4": 0.1148, "page": 0}, {"Word": "No __ 428_By", "Confidence": 0.88333, "X1": 0.08409, "Y1": 0.1152, "X2": 0.29884, "Y2": 0.115, "X3": 0.30013, "Y3": 0.1448, "X4": 0.08668, "Y4": 0.1508, "page": 0}, {"Word": "1. Creative", "Confidence": 0.995, "X1": 0.12549, "Y1": 0.1612, "X2": 0.27555, "Y2": 0.161, "X3": 0.27555, "Y3": 0.1788, "X4": 0.12549, "Y4": 0.1778, "page": 0}, {"Word": "Changes being made per last Friday's meeting.", "Confidence": 0.99457, "X1": 0.20699, "Y1": 0.1932, "X2": 0.7762, "Y2": 0.193, "X3": 0.7762, "Y3": 0.2118, "X4": 0.20699, "Y4": 0.2118, "page": 0}, {"Word": "Review with MLO 5/29 9:00-10:00 a.m.", "Confidence": 0.99317, "X1": 0.20699, "Y1": 0.2242, "X2": 0.66494, "Y2": 0.224, "X3": 0.66494, "Y3": 0.2438, "X4": 0.20699, "Y4": 0.2428, "page": 0}, {"Word": "Focus groups 6/2-3.", "Confidence": 0.996, "X1": 0.20569, "Y1": 0.2562, "X2": 0.45149, "Y2": 0.256, "X3": 0.45149, "Y3": 0.2738, "X4": 0.20569, "Y4": 0.2748, "page": 0}, {"Word": "Review with outside council 6/5.", "Confidence": 0.9908, "X1": 0.20699, "Y1": 0.2882, "X2": 0.61578, "Y2": 0.288, "X3": 0.61449, "Y3": 0.3078, "X4": 0.20699, "Y4": 0.3068, "page": 0}, {"Word": "Review with MLO 6/13.", "Confidence": 0.9935, "X1": 0.20699, "Y1": 0.3212, "X2": 0.47477, "Y2": 0.321, "X3": 0.47477, "Y3": 0.3378, "X4": 0.20699, "Y4": 0.3378, "page": 0}, {"Word": "2. Name", "Confidence": 0.9925, "X1": 0.1216, "Y1": 0.3542, "X2": 0.22251, "Y2": 0.354, "X3": 0.2238, "Y3": 0.3698, "X4": 0.1216, "Y4": 0.3708, "page": 0}, {"Word": "Ok to negotiate with Imperial.", "Confidence": 0.9816, "X1": 0.2031, "Y1": 0.3842, "X2": 0.58732, "Y2": 0.384, "X3": 0.58732, "Y3": 0.4028, "X4": 0.2031, "Y4": 0.4028, "page": 0}, {"Word": "G. Blynn to forward recommended action to handle conflicts", "Confidence": 0.99611, "X1": 0.2044, "Y1": 0.4172, "X2": 0.94179, "Y2": 0.417, "X3": 0.94179, "Y3": 0.4348, "X4": 0.2044, "Y4": 0.4338, "page": 0}, {"Word": "5/29.", "Confidence": 0.995, "X1": 0.2044, "Y1": 0.4322, "X2": 0.27167, "Y2": 0.432, "X3": 0.27038, "Y3": 0.4488, "X4": 0.2044, "Y4": 0.4478, "page": 0}, {"Word": "Review results of negotiations 6/25.", "Confidence": 0.9954, "X1": 0.20181, "Y1": 0.4642, "X2": 0.66235, "Y2": 0.464, "X3": 0.66235, "Y3": 0.4828, "X4": 0.20181, "Y4": 0.4818, "page": 0}, {"Word": "3. Packaging", "Confidence": 0.9945, "X1": 0.11772, "Y1": 0.4972, "X2": 0.2859, "Y2": 0.497, "X3": 0.2859, "Y3": 0.5148, "X4": 0.11772, "Y4": 0.5128, "page": 0}, {"Word": "Trademark review of package design shows no conflicts.", "Confidence": 0.99575, "X1": 0.1837, "Y1": 0.5292, "X2": 0.88875, "Y2": 0.529, "X3": 0.88875, "Y3": 0.5478, "X4": 0.1837, "Y4": 0.5468, "page": 0}, {"Word": "4.", "Confidence": 0.992, "X1": 0.11772, "Y1": 0.5612, "X2": 0.15912, "Y2": 0.561, "X3": 0.15912, "Y3": 0.5768, "X4": 0.11772, "Y4": 0.5758, "page": 0}, {"Word": "PR/PA", "Confidence": 0.997, "X1": 0.15912, "Y1": 0.5622, "X2": 0.23803, "Y2": 0.562, "X3": 0.23803, "Y3": 0.5788, "X4": 0.15912, "Y4": 0.5778, "page": 0}, {"Word": "Three alternative scenarios being assessed regarding test", "Confidence": 0.99429, "X1": 0.19793, "Y1": 0.5932, "X2": 0.93014, "Y2": 0.593, "X3": 0.93014, "Y3": 0.6118, "X4": 0.19793, "Y4": 0.6098, "page": 0}, {"Word": "market announcement:", "Confidence": 0.969, "X1": 0.2044, "Y1": 0.6112, "X2": 0.46054, "Y2": 0.611, "X3": 0.46054, "Y3": 0.6248, "X4": 0.2044, "Y4": 0.6248, "page": 0}, {"Word": "No PR announcement in test market.", "Confidence": 0.99517, "X1": 0.23545, "Y1": 0.6402, "X2": 0.67658, "Y2": 0.64, "X3": 0.67658, "Y3": 0.6568, "X4": 0.23545, "Y4": 0.6558, "page": 0}, {"Word": "Translate national PR plan in test market.", "Confidence": 0.993, "X1": 0.24191, "Y1": 0.6572, "X2": 0.7749, "Y2": 0.657, "X3": 0.7749, "Y3": 0.6738, "X4": 0.24191, "Y4": 0.6718, "page": 0}, {"Word": "National announcement at time of test market introduction.", "Confidence": 0.9935, "X1": 0.23933, "Y1": 0.6732, "X2": 0.97154, "Y2": 0.673, "X3": 0.97154, "Y3": 0.6898, "X4": 0.23803, "Y4": 0.6888, "page": 0}, {"Word": "Plan available on 6/6.", "Confidence": 0.992, "X1": 0.20181, "Y1": 0.7042, "X2": 0.48254, "Y2": 0.704, "X3": 0.48254, "Y3": 0.7218, "X4": 0.20181, "Y4": 0.7208, "page": 0}, {"Word": "5. Critical Issues", "Confidence": 0.996, "X1": 0.11643, "Y1": 0.7372, "X2": 0.35576, "Y2": 0.737, "X3": 0.35576, "Y3": 0.7538, "X4": 0.11643, "Y4": 0.7538, "page": 0}, {"Word": ".", "Confidence": 0.675, "X1": 0.16559, "Y1": 0.7692, "X2": 0.19276, "Y2": 0.769, "X3": 0.19146, "Y3": 0.7878, "X4": 0.16559, "Y4": 0.7868, "page": 0}, {"Word": "Flavor", "Confidence": 0.997, "X1": 0.20181, "Y1": 0.7702, "X2": 0.28202, "Y2": 0.77, "X3": 0.28202, "Y3": 0.7868, "X4": 0.20181, "Y4": 0.7858, "page": 0}, {"Word": "One-on-ones conducted in Atlanta 5/19-20.", "Confidence": 0.9948, "X1": 0.23674, "Y1": 0.8022, "X2": 0.76197, "Y2": 0.802, "X3": 0.76197, "Y3": 0.8208, "X4": 0.23674, "Y4": 0.8188, "page": 0}, {"Word": "Indicated prototypes need more strength.", "Confidence": 0.9878, "X1": 0.23803, "Y1": 0.8192, "X2": 0.74515, "Y2": 0.819, "X3": 0.74515, "Y3": 0.8358, "X4": 0.23674, "Y4": 0.8328, "page": 0}, {"Word": "Nicotine deliver/and inner/outerwrap papers being", "Confidence": 0.9956, "X1": 0.23803, "Y1": 0.8352, "X2": 0.86287, "Y2": 0.835, "X3": 0.86287, "Y3": 0.8528, "X4": 0.23803, "Y4": 0.8498, "page": 0}, {"Word": "modified to deliver more strength.", "Confidence": 0.994, "X1": 0.24062, "Y1": 0.8502, "X2": 0.6727, "Y2": 0.85, "X3": 0.67141, "Y3": 0.8668, "X4": 0.24062, "Y4": 0.8648, "page": 0}, {"Word": "Tox", "Confidence": 0.998, "X1": 0.19793, "Y1": 0.8832, "X2": 0.24191, "Y2": 0.883, "X3": 0.24191, "Y3": 0.8978, "X4": 0.19922, "Y4": 0.8978, "page": 0}, {"Word": "-", "Confidence": 0.75, "X1": 0.20181, "Y1": 0.9172, "X2": 0.2251, "Y2": 0.917, "X3": 0.2251, "Y3": 0.9268, "X4": 0.2031, "Y4": 0.9268, "page": 0}, {"Word": "Baked out fuel sources and air diluted tipping will be", "Confidence": 0.9954, "X1": 0.23674, "Y1": 0.9142, "X2": 0.92626, "Y2": 0.914, "X3": 0.92626, "Y3": 0.9328, "X4": 0.23674, "Y4": 0.9318, "page": 0}, {"Word": "available mid-June.", "Confidence": 0.991, "X1": 0.24062, "Y1": 0.9302, "X2": 0.47995, "Y2": 0.93, "X3": 0.47995, "Y3": 0.9448, "X4": 0.24062, "Y4": 0.9448, "page": 0}, {"Word": "504 99 2433", "Confidence": 0.99433, "X1": 0.96248, "Y1": 0.9532, "X2": 0.96636, "Y2": 0.953, "X3": 0.94567, "Y3": 0.9538, "X4": 0.94179, "Y4": 0.8538, "page": 0}, {"Word": "On schedule to initiate first 90-day study 7/86.", "Confidence": 0.99687, "X1": 0.23933, "Y1": 0.9462, "X2": 0.84476, "Y2": 0.946, "X3": 0.84476, "Y3": 0.9638, "X4": 0.23933, "Y4": 0.9628, "page": 0}], "words_data": [{"Word": "RUR", "Confidence": 0.811, "X1": 0.18758, "Y1": 0.0042, "X2": 0.2859, "Y2": 0.004, "X3": 0.28849, "Y3": 0.0428, "X4": 0.18887, "Y4": 0.0468, "page": 0, "Index": 0}, {"Word": "SECRET", "Confidence": 0.803, "X1": 0.17335, "Y1": 0.0482, "X2": 0.31436, "Y2": 0.048, "X3": 0.31565, "Y3": 0.0868, "X4": 0.17464, "Y4": 0.0918, "page": 0, "Index": 1}, {"Word": "RAK", "Confidence": 0.998, "X1": 0.47736, "Y1": 0.0832, "X2": 0.51358, "Y2": 0.083, "X3": 0.51358, "Y3": 0.0998, "X4": 0.47607, "Y4": 0.1008, "page": 0, "Index": 2}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.52652, "Y1": 0.0842, "X2": 0.60414, "Y2": 0.084, "X3": 0.60414, "Y3": 0.1008, "X4": 0.52652, "Y4": 0.0998, "page": 0, "Index": 3}, {"Word": "ADDRESS\"I\"", "Confidence": 0.572, "X1": 0.1423, "Y1": 0.0942, "X2": 0.27943, "Y2": 0.094, "X3": 0.28072, "Y3": 0.1128, "X4": 0.1436, "Y4": 0.1158, "page": 0, "Index": 4}, {"Word": "ONLY", "Confidence": 0.61, "X1": 0.28461, "Y1": 0.0912, "X2": 0.34799, "Y2": 0.091, "X3": 0.34929, "Y3": 0.1118, "X4": 0.28461, "Y4": 0.1128, "page": 0, "Index": 5}, {"Word": "5/27/86", "Confidence": 0.932, "X1": 0.49935, "Y1": 0.0992, "X2": 0.5912, "Y2": 0.099, "X3": 0.5912, "Y3": 0.1158, "X4": 0.50065, "Y4": 0.1158, "page": 0, "Index": 6}, {"Word": "428_By", "Confidence": 0.941, "X1": 0.16041, "Y1": 0.1152, "X2": 0.29107, "Y2": 0.115, "X3": 0.29237, "Y3": 0.1458, "X4": 0.16171, "Y4": 0.1488, "page": 0, "Index": 7}, {"Word": "No", "Confidence": 0.995, "X1": 0.08538, "Y1": 0.1202, "X2": 0.12807, "Y2": 0.12, "X3": 0.12937, "Y3": 0.1498, "X4": 0.08668, "Y4": 0.1508, "page": 0, "Index": 8}, {"Word": "__", "Confidence": 0.714, "X1": 0.13454, "Y1": 0.1192, "X2": 0.15265, "Y2": 0.119, "X3": 0.15395, "Y3": 0.1488, "X4": 0.13713, "Y4": 0.1488, "page": 0, "Index": 9}, {"Word": "1.", "Confidence": 0.997, "X1": 0.12549, "Y1": 0.1612, "X2": 0.15006, "Y2": 0.161, "X3": 0.15006, "Y3": 0.1788, "X4": 0.12549, "Y4": 0.1778, "page": 0, "Index": 10}, {"Word": "Creative", "Confidence": 0.993, "X1": 0.16947, "Y1": 0.1622, "X2": 0.27426, "Y2": 0.162, "X3": 0.27426, "Y3": 0.1788, "X4": 0.16947, "Y4": 0.1788, "page": 0, "Index": 11}, {"Word": "Changes", "Confidence": 0.997, "X1": 0.20828, "Y1": 0.1942, "X2": 0.29754, "Y2": 0.194, "X3": 0.29754, "Y3": 0.2118, "X4": 0.20828, "Y4": 0.2108, "page": 0, "Index": 12}, {"Word": "being", "Confidence": 0.998, "X1": 0.30789, "Y1": 0.1942, "X2": 0.37516, "Y2": 0.194, "X3": 0.37516, "Y3": 0.2118, "X4": 0.30789, "Y4": 0.2118, "page": 0, "Index": 13}, {"Word": "made", "Confidence": 0.988, "X1": 0.38292, "Y1": 0.1932, "X2": 0.43726, "Y2": 0.193, "X3": 0.43855, "Y3": 0.2128, "X4": 0.38292, "Y4": 0.2118, "page": 0, "Index": 14}, {"Word": "per", "Confidence": 0.998, "X1": 0.44761, "Y1": 0.1942, "X2": 0.48771, "Y2": 0.194, "X3": 0.48771, "Y3": 0.2128, "X4": 0.44761, "Y4": 0.2128, "page": 0, "Index": 15}, {"Word": "last", "Confidence": 0.991, "X1": 0.49935, "Y1": 0.1942, "X2": 0.55239, "Y2": 0.194, "X3": 0.55239, "Y3": 0.2128, "X4": 0.49935, "Y4": 0.2128, "page": 0, "Index": 16}, {"Word": "Friday's", "Confidence": 0.996, "X1": 0.56274, "Y1": 0.1942, "X2": 0.66494, "Y2": 0.194, "X3": 0.66624, "Y3": 0.2128, "X4": 0.56274, "Y4": 0.2128, "page": 0, "Index": 17}, {"Word": "meeting.", "Confidence": 0.994, "X1": 0.67529, "Y1": 0.1942, "X2": 0.7762, "Y2": 0.194, "X3": 0.7762, "Y3": 0.2118, "X4": 0.67529, "Y4": 0.2128, "page": 0, "Index": 18}, {"Word": "Review", "Confidence": 0.997, "X1": 0.20828, "Y1": 0.2252, "X2": 0.28461, "Y2": 0.225, "X3": 0.28461, "Y3": 0.2428, "X4": 0.20828, "Y4": 0.2418, "page": 0, "Index": 19}, {"Word": "with", "Confidence": 0.989, "X1": 0.29366, "Y1": 0.2242, "X2": 0.34799, "Y2": 0.224, "X3": 0.34799, "Y3": 0.2438, "X4": 0.29495, "Y4": 0.2428, "page": 0, "Index": 20}, {"Word": "MLO", "Confidence": 0.997, "X1": 0.35705, "Y1": 0.2242, "X2": 0.39974, "Y2": 0.224, "X3": 0.39974, "Y3": 0.2438, "X4": 0.35705, "Y4": 0.2438, "page": 0, "Index": 21}, {"Word": "5/29", "Confidence": 0.991, "X1": 0.41009, "Y1": 0.2242, "X2": 0.46184, "Y2": 0.224, "X3": 0.46184, "Y3": 0.2438, "X4": 0.41009, "Y4": 0.2438, "page": 0, "Index": 22}, {"Word": "9:00-10:00", "Confidence": 0.995, "X1": 0.47348, "Y1": 0.2252, "X2": 0.60285, "Y2": 0.225, "X3": 0.60285, "Y3": 0.2438, "X4": 0.47348, "Y4": 0.2438, "page": 0, "Index": 23}, {"Word": "a.m.", "Confidence": 0.99, "X1": 0.61449, "Y1": 0.2252, "X2": 0.66494, "Y2": 0.225, "X3": 0.66365, "Y3": 0.2438, "X4": 0.61449, "Y4": 0.2438, "page": 0, "Index": 24}, {"Word": "Focus", "Confidence": 0.997, "X1": 0.20699, "Y1": 0.2582, "X2": 0.27167, "Y2": 0.258, "X3": 0.27167, "Y3": 0.2748, "X4": 0.20699, "Y4": 0.2748, "page": 0, "Index": 25}, {"Word": "groups", "Confidence": 0.996, "X1": 0.28461, "Y1": 0.2582, "X2": 0.36223, "Y2": 0.258, "X3": 0.36223, "Y3": 0.2748, "X4": 0.28331, "Y4": 0.2748, "page": 0, "Index": 26}, {"Word": "6/2-3.", "Confidence": 0.995, "X1": 0.37257, "Y1": 0.2562, "X2": 0.45019, "Y2": 0.256, "X3": 0.45019, "Y3": 0.2748, "X4": 0.37257, "Y4": 0.2748, "page": 0, "Index": 27}, {"Word": "Review", "Confidence": 0.994, "X1": 0.20828, "Y1": 0.2892, "X2": 0.28461, "Y2": 0.289, "X3": 0.28461, "Y3": 0.3068, "X4": 0.20828, "Y4": 0.3068, "page": 0, "Index": 28}, {"Word": "with", "Confidence": 0.981, "X1": 0.29366, "Y1": 0.2892, "X2": 0.3467, "Y2": 0.289, "X3": 0.3467, "Y3": 0.3068, "X4": 0.29366, "Y4": 0.3068, "page": 0, "Index": 29}, {"Word": "outside", "Confidence": 0.996, "X1": 0.35834, "Y1": 0.2892, "X2": 0.45019, "Y2": 0.289, "X3": 0.45019, "Y3": 0.3068, "X4": 0.35834, "Y4": 0.3068, "page": 0, "Index": 30}, {"Word": "council", "Confidence": 0.995, "X1": 0.46054, "Y1": 0.2892, "X2": 0.55239, "Y2": 0.289, "X3": 0.55239, "Y3": 0.3078, "X4": 0.46054, "Y4": 0.3078, "page": 0, "Index": 31}, {"Word": "6/5.", "Confidence": 0.988, "X1": 0.56145, "Y1": 0.2892, "X2": 0.61578, "Y2": 0.289, "X3": 0.61578, "Y3": 0.3078, "X4": 0.56145, "Y4": 0.3078, "page": 0, "Index": 32}, {"Word": "Review", "Confidence": 0.997, "X1": 0.20828, "Y1": 0.3222, "X2": 0.28331, "Y2": 0.322, "X3": 0.28331, "Y3": 0.3378, "X4": 0.20828, "Y4": 0.3388, "page": 0, "Index": 33}, {"Word": "with", "Confidence": 0.984, "X1": 0.29495, "Y1": 0.3212, "X2": 0.34799, "Y2": 0.321, "X3": 0.3467, "Y3": 0.3378, "X4": 0.29495, "Y4": 0.3378, "page": 0, "Index": 34}, {"Word": "MLO", "Confidence": 0.996, "X1": 0.35834, "Y1": 0.3222, "X2": 0.39715, "Y2": 0.322, "X3": 0.39715, "Y3": 0.3378, "X4": 0.35705, "Y4": 0.3378, "page": 0, "Index": 35}, {"Word": "6/13.", "Confidence": 0.997, "X1": 0.41009, "Y1": 0.3222, "X2": 0.47477, "Y2": 0.322, "X3": 0.47348, "Y3": 0.3388, "X4": 0.41009, "Y4": 0.3388, "page": 0, "Index": 36}, {"Word": "2.", "Confidence": 0.998, "X1": 0.1229, "Y1": 0.3552, "X2": 0.14618, "Y2": 0.355, "X3": 0.14618, "Y3": 0.3718, "X4": 0.1229, "Y4": 0.3718, "page": 0, "Index": 37}, {"Word": "Name", "Confidence": 0.987, "X1": 0.16947, "Y1": 0.3552, "X2": 0.22122, "Y2": 0.355, "X3": 0.21992, "Y3": 0.3688, "X4": 0.16818, "Y4": 0.3708, "page": 0, "Index": 38}, {"Word": "Ok", "Confidence": 0.933, "X1": 0.20569, "Y1": 0.3862, "X2": 0.23286, "Y2": 0.386, "X3": 0.23415, "Y3": 0.4028, "X4": 0.20699, "Y4": 0.4028, "page": 0, "Index": 39}, {"Word": "to", "Confidence": 0.998, "X1": 0.2445, "Y1": 0.3852, "X2": 0.27038, "Y2": 0.385, "X3": 0.27167, "Y3": 0.4018, "X4": 0.2458, "Y4": 0.4018, "page": 0, "Index": 40}, {"Word": "negotiate", "Confidence": 0.995, "X1": 0.27943, "Y1": 0.3852, "X2": 0.39586, "Y2": 0.385, "X3": 0.39715, "Y3": 0.4028, "X4": 0.28072, "Y4": 0.4018, "page": 0, "Index": 41}, {"Word": "with", "Confidence": 0.989, "X1": 0.4075, "Y1": 0.3852, "X2": 0.46054, "Y2": 0.385, "X3": 0.46054, "Y3": 0.4028, "X4": 0.4075, "Y4": 0.4028, "page": 0, "Index": 42}, {"Word": "Imperial.", "Confidence": 0.993, "X1": 0.47219, "Y1": 0.3852, "X2": 0.58732, "Y2": 0.385, "X3": 0.58732, "Y3": 0.4038, "X4": 0.47348, "Y4": 0.4028, "page": 0, "Index": 43}, {"Word": "G.", "Confidence": 0.996, "X1": 0.20569, "Y1": 0.4162, "X2": 0.23415, "Y2": 0.416, "X3": 0.23545, "Y3": 0.4338, "X4": 0.20699, "Y4": 0.4338, "page": 0, "Index": 44}, {"Word": "Blynn", "Confidence": 0.996, "X1": 0.24191, "Y1": 0.4172, "X2": 0.30789, "Y2": 0.417, "X3": 0.30789, "Y3": 0.4338, "X4": 0.24321, "Y4": 0.4338, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.998, "X1": 0.31953, "Y1": 0.4172, "X2": 0.34541, "Y2": 0.417, "X3": 0.34541, "Y3": 0.4338, "X4": 0.32083, "Y4": 0.4338, "page": 0, "Index": 46}, {"Word": "forward", "Confidence": 0.997, "X1": 0.35705, "Y1": 0.4172, "X2": 0.44761, "Y2": 0.417, "X3": 0.44761, "Y3": 0.4338, "X4": 0.35834, "Y4": 0.4338, "page": 0, "Index": 47}, {"Word": "recommended", "Confidence": 0.993, "X1": 0.45925, "Y1": 0.4182, "X2": 0.60026, "Y2": 0.418, "X3": 0.60155, "Y3": 0.4348, "X4": 0.46054, "Y4": 0.4348, "page": 0, "Index": 48}, {"Word": "action", "Confidence": 0.997, "X1": 0.6132, "Y1": 0.4182, "X2": 0.68693, "Y2": 0.418, "X3": 0.68823, "Y3": 0.4348, "X4": 0.6132, "Y4": 0.4348, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.69987, "Y1": 0.4182, "X2": 0.72445, "Y2": 0.418, "X3": 0.72574, "Y3": 0.4348, "X4": 0.69987, "Y4": 0.4348, "page": 0, "Index": 50}, {"Word": "handle", "Confidence": 0.996, "X1": 0.7348, "Y1": 0.4182, "X2": 0.81242, "Y2": 0.418, "X3": 0.81242, "Y3": 0.4358, "X4": 0.7348, "Y4": 0.4348, "page": 0, "Index": 51}, {"Word": "conflicts", "Confidence": 0.994, "X1": 0.82406, "Y1": 0.4172, "X2": 0.9379, "Y2": 0.417, "X3": 0.9392, "Y3": 0.4358, "X4": 0.82536, "Y4": 0.4358, "page": 0, "Index": 52}, {"Word": "5/29.", "Confidence": 0.995, "X1": 0.20569, "Y1": 0.4332, "X2": 0.27038, "Y2": 0.433, "X3": 0.27038, "Y3": 0.4498, "X4": 0.20569, "Y4": 0.4488, "page": 0, "Index": 53}, {"Word": "Review", "Confidence": 0.997, "X1": 0.2044, "Y1": 0.4642, "X2": 0.28202, "Y2": 0.464, "X3": 0.28202, "Y3": 0.4818, "X4": 0.2044, "Y4": 0.4818, "page": 0, "Index": 54}, {"Word": "results", "Confidence": 0.993, "X1": 0.29237, "Y1": 0.4642, "X2": 0.38422, "Y2": 0.464, "X3": 0.38422, "Y3": 0.4828, "X4": 0.29366, "Y4": 0.4828, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.39327, "Y1": 0.4652, "X2": 0.42303, "Y2": 0.465, "X3": 0.42303, "Y3": 0.4828, "X4": 0.39457, "Y4": 0.4828, "page": 0, "Index": 56}, {"Word": "negotiations", "Confidence": 0.992, "X1": 0.43079, "Y1": 0.4642, "X2": 0.58732, "Y2": 0.464, "X3": 0.58732, "Y3": 0.4838, "X4": 0.43208, "Y4": 0.4828, "page": 0, "Index": 57}, {"Word": "6/25.", "Confidence": 0.997, "X1": 0.59897, "Y1": 0.4642, "X2": 0.66235, "Y2": 0.464, "X3": 0.66235, "Y3": 0.4838, "X4": 0.59897, "Y4": 0.4838, "page": 0, "Index": 58}, {"Word": "3.", "Confidence": 0.998, "X1": 0.12031, "Y1": 0.4962, "X2": 0.14489, "Y2": 0.496, "X3": 0.14489, "Y3": 0.5138, "X4": 0.12031, "Y4": 0.5138, "page": 0, "Index": 59}, {"Word": "Packaging", "Confidence": 0.991, "X1": 0.16818, "Y1": 0.4982, "X2": 0.28331, "Y2": 0.498, "X3": 0.28331, "Y3": 0.5148, "X4": 0.16818, "Y4": 0.5138, "page": 0, "Index": 60}, {"Word": "Trademark", "Confidence": 0.991, "X1": 0.2044, "Y1": 0.5292, "X2": 0.31953, "Y2": 0.529, "X3": 0.31953, "Y3": 0.5468, "X4": 0.2044, "Y4": 0.5458, "page": 0, "Index": 61}, {"Word": "review", "Confidence": 0.997, "X1": 0.32988, "Y1": 0.5292, "X2": 0.4075, "Y2": 0.529, "X3": 0.4075, "Y3": 0.5468, "X4": 0.32988, "Y4": 0.5468, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.41915, "Y1": 0.5292, "X2": 0.44631, "Y2": 0.529, "X3": 0.44631, "Y3": 0.5478, "X4": 0.41915, "Y4": 0.5468, "page": 0, "Index": 63}, {"Word": "package", "Confidence": 0.996, "X1": 0.45666, "Y1": 0.5292, "X2": 0.54722, "Y2": 0.529, "X3": 0.54851, "Y3": 0.5478, "X4": 0.45666, "Y4": 0.5478, "page": 0, "Index": 64}, {"Word": "design", "Confidence": 0.995, "X1": 0.55886, "Y1": 0.5292, "X2": 0.63648, "Y2": 0.529, "X3": 0.63777, "Y3": 0.5478, "X4": 0.56016, "Y4": 0.5478, "page": 0, "Index": 65}, {"Word": "shows", "Confidence": 0.997, "X1": 0.64812, "Y1": 0.5292, "X2": 0.71151, "Y2": 0.529, "X3": 0.71281, "Y3": 0.5478, "X4": 0.64942, "Y4": 0.5478, "page": 0, "Index": 66}, {"Word": "no", "Confidence": 0.998, "X1": 0.72186, "Y1": 0.5292, "X2": 0.74903, "Y2": 0.529, "X3": 0.75032, "Y3": 0.5478, "X4": 0.72186, "Y4": 0.5478, "page": 0, "Index": 67}, {"Word": "conflicts.", "Confidence": 0.994, "X1": 0.75938, "Y1": 0.5292, "X2": 0.88745, "Y2": 0.529, "X3": 0.88875, "Y3": 0.5478, "X4": 0.75938, "Y4": 0.5478, "page": 0, "Index": 68}, {"Word": "4.", "Confidence": 0.992, "X1": 0.11902, "Y1": 0.5612, "X2": 0.14618, "Y2": 0.561, "X3": 0.14618, "Y3": 0.5768, "X4": 0.11902, "Y4": 0.5758, "page": 0, "Index": 69}, {"Word": "PR/PA", "Confidence": 0.997, "X1": 0.16818, "Y1": 0.5622, "X2": 0.23027, "Y2": 0.562, "X3": 0.23027, "Y3": 0.5788, "X4": 0.16688, "Y4": 0.5778, "page": 0, "Index": 70}, {"Word": "Three", "Confidence": 0.997, "X1": 0.20699, "Y1": 0.5932, "X2": 0.26908, "Y2": 0.593, "X3": 0.26779, "Y3": 0.6098, "X4": 0.2044, "Y4": 0.6088, "page": 0, "Index": 71}, {"Word": "alternative", "Confidence": 0.991, "X1": 0.28072, "Y1": 0.5942, "X2": 0.42173, "Y2": 0.594, "X3": 0.42044, "Y3": 0.6098, "X4": 0.27943, "Y4": 0.6098, "page": 0, "Index": 72}, {"Word": "scenarios", "Confidence": 0.994, "X1": 0.43208, "Y1": 0.5942, "X2": 0.54851, "Y2": 0.594, "X3": 0.54722, "Y3": 0.6108, "X4": 0.43079, "Y4": 0.6108, "page": 0, "Index": 73}, {"Word": "being", "Confidence": 0.998, "X1": 0.55886, "Y1": 0.5942, "X2": 0.62484, "Y2": 0.594, "X3": 0.62354, "Y3": 0.6118, "X4": 0.55757, "Y4": 0.6108, "page": 0, "Index": 74}, {"Word": "assessed", "Confidence": 0.996, "X1": 0.63777, "Y1": 0.5942, "X2": 0.73609, "Y2": 0.594, "X3": 0.7348, "Y3": 0.6118, "X4": 0.63648, "Y4": 0.6118, "page": 0, "Index": 75}, {"Word": "regarding", "Confidence": 0.995, "X1": 0.74644, "Y1": 0.5942, "X2": 0.86287, "Y2": 0.594, "X3": 0.86158, "Y3": 0.6118, "X4": 0.74515, "Y4": 0.6118, "page": 0, "Index": 76}, {"Word": "test", "Confidence": 0.989, "X1": 0.87322, "Y1": 0.5942, "X2": 0.92367, "Y2": 0.594, "X3": 0.92367, "Y3": 0.6128, "X4": 0.87322, "Y4": 0.6118, "page": 0, "Index": 77}, {"Word": "market", "Confidence": 0.997, "X1": 0.2044, "Y1": 0.6112, "X2": 0.27943, "Y2": 0.611, "X3": 0.27943, "Y3": 0.6248, "X4": 0.2044, "Y4": 0.6248, "page": 0, "Index": 78}, {"Word": "announcement:", "Confidence": 0.941, "X1": 0.29366, "Y1": 0.6122, "X2": 0.45925, "Y2": 0.612, "X3": 0.45925, "Y3": 0.6248, "X4": 0.29366, "Y4": 0.6248, "page": 0, "Index": 79}, {"Word": "No", "Confidence": 0.998, "X1": 0.24191, "Y1": 0.6412, "X2": 0.26649, "Y2": 0.641, "X3": 0.26649, "Y3": 0.6568, "X4": 0.24062, "Y4": 0.6568, "page": 0, "Index": 80}, {"Word": "PR", "Confidence": 0.997, "X1": 0.27943, "Y1": 0.6412, "X2": 0.30401, "Y2": 0.641, "X3": 0.30401, "Y3": 0.6568, "X4": 0.27814, "Y4": 0.6568, "page": 0, "Index": 81}, {"Word": "announcement", "Confidence": 0.992, "X1": 0.31824, "Y1": 0.6422, "X2": 0.4696, "Y2": 0.642, "X3": 0.4696, "Y3": 0.6568, "X4": 0.31695, "Y4": 0.6568, "page": 0, "Index": 82}, {"Word": "in", "Confidence": 0.998, "X1": 0.48383, "Y1": 0.6422, "X2": 0.50712, "Y2": 0.642, "X3": 0.50712, "Y3": 0.6568, "X4": 0.48254, "Y4": 0.6568, "page": 0, "Index": 83}, {"Word": "test", "Confidence": 0.991, "X1": 0.52264, "Y1": 0.6422, "X2": 0.5718, "Y2": 0.642, "X3": 0.5705, "Y3": 0.6568, "X4": 0.52135, "Y4": 0.6568, "page": 0, "Index": 84}, {"Word": "market.", "Confidence": 0.995, "X1": 0.58473, "Y1": 0.6412, "X2": 0.674, "Y2": 0.641, "X3": 0.6727, "Y3": 0.6578, "X4": 0.58344, "Y4": 0.6568, "page": 0, "Index": 85}, {"Word": "Translate", "Confidence": 0.991, "X1": 0.2445, "Y1": 0.6582, "X2": 0.35446, "Y2": 0.658, "X3": 0.35446, "Y3": 0.6718, "X4": 0.24321, "Y4": 0.6718, "page": 0, "Index": 86}, {"Word": "national", "Confidence": 0.991, "X1": 0.3674, "Y1": 0.6572, "X2": 0.4696, "Y2": 0.657, "X3": 0.4696, "Y3": 0.6728, "X4": 0.3674, "Y4": 0.6718, "page": 0, "Index": 87}, {"Word": "PR", "Confidence": 0.998, "X1": 0.48254, "Y1": 0.6572, "X2": 0.50582, "Y2": 0.657, "X3": 0.50582, "Y3": 0.6728, "X4": 0.48124, "Y4": 0.6728, "page": 0, "Index": 88}, {"Word": "plan", "Confidence": 0.988, "X1": 0.52005, "Y1": 0.6572, "X2": 0.5705, "Y2": 0.657, "X3": 0.5705, "Y3": 0.6728, "X4": 0.52005, "Y4": 0.6728, "page": 0, "Index": 89}, {"Word": "in", "Confidence": 0.998, "X1": 0.58603, "Y1": 0.6572, "X2": 0.60931, "Y2": 0.657, "X3": 0.60931, "Y3": 0.6738, "X4": 0.58603, "Y4": 0.6738, "page": 0, "Index": 90}, {"Word": "test", "Confidence": 0.989, "X1": 0.62354, "Y1": 0.6582, "X2": 0.6727, "Y2": 0.658, "X3": 0.6727, "Y3": 0.6738, "X4": 0.62354, "Y4": 0.6738, "page": 0, "Index": 91}, {"Word": "market.", "Confidence": 0.996, "X1": 0.68176, "Y1": 0.6592, "X2": 0.77232, "Y2": 0.659, "X3": 0.77232, "Y3": 0.6748, "X4": 0.68176, "Y4": 0.6738, "page": 0, "Index": 92}, {"Word": "National", "Confidence": 0.991, "X1": 0.24191, "Y1": 0.6742, "X2": 0.34411, "Y2": 0.674, "X3": 0.34282, "Y3": 0.6888, "X4": 0.24062, "Y4": 0.6878, "page": 0, "Index": 93}, {"Word": "announcement", "Confidence": 0.991, "X1": 0.35705, "Y1": 0.6742, "X2": 0.50841, "Y2": 0.674, "X3": 0.50712, "Y3": 0.6898, "X4": 0.35576, "Y4": 0.6888, "page": 0, "Index": 94}, {"Word": "at", "Confidence": 0.998, "X1": 0.52264, "Y1": 0.6742, "X2": 0.54722, "Y2": 0.674, "X3": 0.54592, "Y3": 0.6898, "X4": 0.52135, "Y4": 0.6898, "page": 0, "Index": 95}, {"Word": "time", "Confidence": 0.991, "X1": 0.55886, "Y1": 0.6742, "X2": 0.61061, "Y2": 0.674, "X3": 0.61061, "Y3": 0.6898, "X4": 0.55886, "Y4": 0.6898, "page": 0, "Index": 96}, {"Word": "of", "Confidence": 0.998, "X1": 0.62225, "Y1": 0.6742, "X2": 0.64812, "Y2": 0.674, "X3": 0.64812, "Y3": 0.6898, "X4": 0.62225, "Y4": 0.6898, "page": 0, "Index": 97}, {"Word": "test", "Confidence": 0.989, "X1": 0.66106, "Y1": 0.6742, "X2": 0.71022, "Y2": 0.674, "X3": 0.70893, "Y3": 0.6898, "X4": 0.65977, "Y4": 0.6898, "page": 0, "Index": 98}, {"Word": "market", "Confidence": 0.997, "X1": 0.71928, "Y1": 0.6742, "X2": 0.7969, "Y2": 0.674, "X3": 0.7969, "Y3": 0.6908, "X4": 0.71928, "Y4": 0.6898, "page": 0, "Index": 99}, {"Word": "introduction.", "Confidence": 0.993, "X1": 0.80983, "Y1": 0.6732, "X2": 0.97154, "Y2": 0.673, "X3": 0.97154, "Y3": 0.6908, "X4": 0.80983, "Y4": 0.6908, "page": 0, "Index": 100}, {"Word": "Plan", "Confidence": 0.986, "X1": 0.2031, "Y1": 0.7052, "X2": 0.25485, "Y2": 0.705, "X3": 0.25356, "Y3": 0.7218, "X4": 0.2031, "Y4": 0.7218, "page": 0, "Index": 101}, {"Word": "available", "Confidence": 0.993, "X1": 0.26649, "Y1": 0.7052, "X2": 0.38034, "Y2": 0.705, "X3": 0.38034, "Y3": 0.7218, "X4": 0.26649, "Y4": 0.7218, "page": 0, "Index": 102}, {"Word": "on", "Confidence": 0.998, "X1": 0.39198, "Y1": 0.7052, "X2": 0.41915, "Y2": 0.705, "X3": 0.41915, "Y3": 0.7218, "X4": 0.39198, "Y4": 0.7218, "page": 0, "Index": 103}, {"Word": "6/6.", "Confidence": 0.991, "X1": 0.43079, "Y1": 0.7062, "X2": 0.48254, "Y2": 0.706, "X3": 0.48124, "Y3": 0.7218, "X4": 0.43079, "Y4": 0.7218, "page": 0, "Index": 104}, {"Word": "5.", "Confidence": 0.996, "X1": 0.11643, "Y1": 0.7372, "X2": 0.14101, "Y2": 0.737, "X3": 0.14101, "Y3": 0.7538, "X4": 0.11643, "Y4": 0.7538, "page": 0, "Index": 105}, {"Word": "Critical", "Confidence": 0.995, "X1": 0.16429, "Y1": 0.7382, "X2": 0.26649, "Y2": 0.738, "X3": 0.26649, "Y3": 0.7538, "X4": 0.16429, "Y4": 0.7538, "page": 0, "Index": 106}, {"Word": "Issues", "Confidence": 0.997, "X1": 0.27943, "Y1": 0.7382, "X2": 0.35576, "Y2": 0.738, "X3": 0.35576, "Y3": 0.7528, "X4": 0.27943, "Y4": 0.7538, "page": 0, "Index": 107}, {"Word": ".", "Confidence": 0.675, "X1": 0.16688, "Y1": 0.7692, "X2": 0.18111, "Y2": 0.769, "X3": 0.18111, "Y3": 0.7878, "X4": 0.16559, "Y4": 0.7868, "page": 0, "Index": 108}, {"Word": "Flavor", "Confidence": 0.997, "X1": 0.2031, "Y1": 0.7712, "X2": 0.27943, "Y2": 0.771, "X3": 0.27943, "Y3": 0.7878, "X4": 0.2031, "Y4": 0.7858, "page": 0, "Index": 109}, {"Word": "One-on-ones", "Confidence": 0.994, "X1": 0.24062, "Y1": 0.8032, "X2": 0.38034, "Y2": 0.803, "X3": 0.37904, "Y3": 0.8178, "X4": 0.23803, "Y4": 0.8178, "page": 0, "Index": 110}, {"Word": "conducted", "Confidence": 0.995, "X1": 0.39327, "Y1": 0.8022, "X2": 0.50712, "Y2": 0.802, "X3": 0.50712, "Y3": 0.8178, "X4": 0.39198, "Y4": 0.8178, "page": 0, "Index": 111}, {"Word": "in", "Confidence": 0.998, "X1": 0.52135, "Y1": 0.8022, "X2": 0.54463, "Y2": 0.802, "X3": 0.54334, "Y3": 0.8188, "X4": 0.52005, "Y4": 0.8188, "page": 0, "Index": 112}, {"Word": "Atlanta", "Confidence": 0.996, "X1": 0.55757, "Y1": 0.8022, "X2": 0.64812, "Y2": 0.802, "X3": 0.64812, "Y3": 0.8198, "X4": 0.55627, "Y4": 0.8188, "page": 0, "Index": 113}, {"Word": "5/19-20.", "Confidence": 0.991, "X1": 0.65977, "Y1": 0.8032, "X2": 0.75938, "Y2": 0.803, "X3": 0.75938, "Y3": 0.8208, "X4": 0.65977, "Y4": 0.8198, "page": 0, "Index": 114}, {"Word": "Indicated", "Confidence": 0.995, "X1": 0.24062, "Y1": 0.8182, "X2": 0.35317, "Y2": 0.818, "X3": 0.35317, "Y3": 0.8338, "X4": 0.24062, "Y4": 0.8328, "page": 0, "Index": 115}, {"Word": "prototypes", "Confidence": 0.994, "X1": 0.36611, "Y1": 0.8192, "X2": 0.49288, "Y2": 0.819, "X3": 0.49288, "Y3": 0.8348, "X4": 0.36481, "Y4": 0.8338, "page": 0, "Index": 116}, {"Word": "need", "Confidence": 0.967, "X1": 0.50582, "Y1": 0.8192, "X2": 0.55757, "Y2": 0.819, "X3": 0.55757, "Y3": 0.8358, "X4": 0.50582, "Y4": 0.8348, "page": 0, "Index": 117}, {"Word": "more", "Confidence": 0.988, "X1": 0.56921, "Y1": 0.8192, "X2": 0.62096, "Y2": 0.819, "X3": 0.62096, "Y3": 0.8358, "X4": 0.56921, "Y4": 0.8358, "page": 0, "Index": 118}, {"Word": "strength.", "Confidence": 0.995, "X1": 0.63519, "Y1": 0.8192, "X2": 0.74515, "Y2": 0.819, "X3": 0.74515, "Y3": 0.8358, "X4": 0.63519, "Y4": 0.8358, "page": 0, "Index": 119}, {"Word": "Nicotine", "Confidence": 0.996, "X1": 0.23933, "Y1": 0.8342, "X2": 0.34153, "Y2": 0.834, "X3": 0.34153, "Y3": 0.8498, "X4": 0.23933, "Y4": 0.8488, "page": 0, "Index": 120}, {"Word": "deliver/and", "Confidence": 0.994, "X1": 0.35317, "Y1": 0.8342, "X2": 0.49418, "Y2": 0.834, "X3": 0.49418, "Y3": 0.8508, "X4": 0.35317, "Y4": 0.8498, "page": 0, "Index": 121}, {"Word": "inner/outerwrap", "Confidence": 0.993, "X1": 0.50712, "Y1": 0.8352, "X2": 0.6947, "Y2": 0.835, "X3": 0.6947, "Y3": 0.8518, "X4": 0.50712, "Y4": 0.8508, "page": 0, "Index": 122}, {"Word": "papers", "Confidence": 0.997, "X1": 0.70634, "Y1": 0.8352, "X2": 0.78266, "Y2": 0.835, "X3": 0.78396, "Y3": 0.8528, "X4": 0.70634, "Y4": 0.8518, "page": 0, "Index": 123}, {"Word": "being", "Confidence": 0.998, "X1": 0.79301, "Y1": 0.8352, "X2": 0.85899, "Y2": 0.835, "X3": 0.85899, "Y3": 0.8538, "X4": 0.79431, "Y4": 0.8528, "page": 0, "Index": 124}, {"Word": "modified", "Confidence": 0.991, "X1": 0.24062, "Y1": 0.8502, "X2": 0.34023, "Y2": 0.85, "X3": 0.34023, "Y3": 0.8658, "X4": 0.24062, "Y4": 0.8658, "page": 0, "Index": 125}, {"Word": "to", "Confidence": 0.998, "X1": 0.35446, "Y1": 0.8502, "X2": 0.37904, "Y2": 0.85, "X3": 0.37904, "Y3": 0.8658, "X4": 0.35446, "Y4": 0.8658, "page": 0, "Index": 126}, {"Word": "deliver", "Confidence": 0.997, "X1": 0.39069, "Y1": 0.8502, "X2": 0.48124, "Y2": 0.85, "X3": 0.47995, "Y3": 0.8668, "X4": 0.39069, "Y4": 0.8658, "page": 0, "Index": 127}, {"Word": "more", "Confidence": 0.989, "X1": 0.49288, "Y1": 0.8502, "X2": 0.54592, "Y2": 0.85, "X3": 0.54463, "Y3": 0.8668, "X4": 0.49159, "Y4": 0.8668, "page": 0, "Index": 128}, {"Word": "strength.", "Confidence": 0.995, "X1": 0.55886, "Y1": 0.8512, "X2": 0.6727, "Y2": 0.851, "X3": 0.67141, "Y3": 0.8678, "X4": 0.55757, "Y4": 0.8668, "page": 0, "Index": 129}, {"Word": "504", "Confidence": 0.994, "X1": 0.96119, "Y1": 0.8812, "X2": 0.96378, "Y2": 0.881, "X3": 0.94437, "Y3": 0.8818, "X4": 0.94179, "Y4": 0.8548, "page": 0, "Index": 130}, {"Word": "Tox", "Confidence": 0.998, "X1": 0.2044, "Y1": 0.8832, "X2": 0.23933, "Y2": 0.883, "X3": 0.23933, "Y3": 0.8978, "X4": 0.2044, "Y4": 0.8978, "page": 0, "Index": 131}, {"Word": "99", "Confidence": 0.998, "X1": 0.96378, "Y1": 0.9012, "X2": 0.96507, "Y2": 0.901, "X3": 0.94567, "Y3": 0.9018, "X4": 0.94437, "Y4": 0.8848, "page": 0, "Index": 132}, {"Word": "-", "Confidence": 0.75, "X1": 0.2031, "Y1": 0.9162, "X2": 0.21216, "Y2": 0.916, "X3": 0.21087, "Y3": 0.9268, "X4": 0.2031, "Y4": 0.9258, "page": 0, "Index": 133}, {"Word": "Baked", "Confidence": 0.997, "X1": 0.23933, "Y1": 0.9152, "X2": 0.30142, "Y2": 0.915, "X3": 0.30142, "Y3": 0.9298, "X4": 0.23933, "Y4": 0.9298, "page": 0, "Index": 134}, {"Word": "out", "Confidence": 0.998, "X1": 0.31307, "Y1": 0.9152, "X2": 0.35317, "Y2": 0.915, "X3": 0.35317, "Y3": 0.9298, "X4": 0.31307, "Y4": 0.9298, "page": 0, "Index": 135}, {"Word": "fuel", "Confidence": 0.988, "X1": 0.3674, "Y1": 0.9152, "X2": 0.41656, "Y2": 0.915, "X3": 0.41656, "Y3": 0.9298, "X4": 0.3674, "Y4": 0.9298, "page": 0, "Index": 136}, {"Word": "sources", "Confidence": 0.996, "X1": 0.4282, "Y1": 0.9152, "X2": 0.51876, "Y2": 0.915, "X3": 0.51876, "Y3": 0.9308, "X4": 0.4282, "Y4": 0.9298, "page": 0, "Index": 137}, {"Word": "and", "Confidence": 0.998, "X1": 0.53169, "Y1": 0.9152, "X2": 0.56921, "Y2": 0.915, "X3": 0.56921, "Y3": 0.9308, "X4": 0.53169, "Y4": 0.9308, "page": 0, "Index": 138}, {"Word": "air", "Confidence": 0.998, "X1": 0.58215, "Y1": 0.9152, "X2": 0.62096, "Y2": 0.915, "X3": 0.62096, "Y3": 0.9308, "X4": 0.58215, "Y4": 0.9308, "page": 0, "Index": 139}, {"Word": "diluted", "Confidence": 0.996, "X1": 0.6326, "Y1": 0.9142, "X2": 0.71928, "Y2": 0.914, "X3": 0.71928, "Y3": 0.9318, "X4": 0.6326, "Y4": 0.9308, "page": 0, "Index": 140}, {"Word": "tipping", "Confidence": 0.997, "X1": 0.73221, "Y1": 0.9142, "X2": 0.82018, "Y2": 0.914, "X3": 0.82018, "Y3": 0.9328, "X4": 0.73221, "Y4": 0.9318, "page": 0, "Index": 141}, {"Word": "will", "Confidence": 0.988, "X1": 0.83182, "Y1": 0.9142, "X2": 0.88357, "Y2": 0.914, "X3": 0.88357, "Y3": 0.9338, "X4": 0.83182, "Y4": 0.9328, "page": 0, "Index": 142}, {"Word": "be", "Confidence": 0.998, "X1": 0.89392, "Y1": 0.9142, "X2": 0.92109, "Y2": 0.914, "X3": 0.92109, "Y3": 0.9338, "X4": 0.89392, "Y4": 0.9338, "page": 0, "Index": 143}, {"Word": "available", "Confidence": 0.991, "X1": 0.24191, "Y1": 0.9302, "X2": 0.35188, "Y2": 0.93, "X3": 0.35188, "Y3": 0.9458, "X4": 0.24062, "Y4": 0.9458, "page": 0, "Index": 144}, {"Word": "mid-June.", "Confidence": 0.991, "X1": 0.36481, "Y1": 0.9322, "X2": 0.48124, "Y2": 0.932, "X3": 0.47995, "Y3": 0.9458, "X4": 0.36481, "Y4": 0.9458, "page": 0, "Index": 145}, {"Word": "2433", "Confidence": 0.991, "X1": 0.96507, "Y1": 0.9502, "X2": 0.96636, "Y2": 0.95, "X3": 0.94567, "Y3": 0.9498, "X4": 0.94696, "Y4": 0.9128, "page": 0, "Index": 146}, {"Word": "On", "Confidence": 0.998, "X1": 0.23933, "Y1": 0.9472, "X2": 0.26391, "Y2": 0.947, "X3": 0.26391, "Y3": 0.9618, "X4": 0.24062, "Y4": 0.9618, "page": 0, "Index": 147}, {"Word": "schedule", "Confidence": 0.995, "X1": 0.27684, "Y1": 0.9462, "X2": 0.37775, "Y2": 0.946, "X3": 0.37775, "Y3": 0.9618, "X4": 0.27684, "Y4": 0.9618, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.39069, "Y1": 0.9462, "X2": 0.41656, "Y2": 0.946, "X3": 0.41656, "Y3": 0.9628, "X4": 0.39069, "Y4": 0.9628, "page": 0, "Index": 149}, {"Word": "initiate", "Confidence": 0.996, "X1": 0.4295, "Y1": 0.9462, "X2": 0.53169, "Y2": 0.946, "X3": 0.53169, "Y3": 0.9628, "X4": 0.4295, "Y4": 0.9628, "page": 0, "Index": 150}, {"Word": "first", "Confidence": 0.997, "X1": 0.54463, "Y1": 0.9462, "X2": 0.60802, "Y2": 0.946, "X3": 0.60802, "Y3": 0.9638, "X4": 0.54463, "Y4": 0.9628, "page": 0, "Index": 151}, {"Word": "90-day", "Confidence": 0.997, "X1": 0.62096, "Y1": 0.9462, "X2": 0.6947, "Y2": 0.946, "X3": 0.6947, "Y3": 0.9638, "X4": 0.62096, "Y4": 0.9638, "page": 0, "Index": 152}, {"Word": "study", "Confidence": 0.997, "X1": 0.70763, "Y1": 0.9472, "X2": 0.76973, "Y2": 0.947, "X3": 0.76973, "Y3": 0.9648, "X4": 0.70634, "Y4": 0.9638, "page": 0, "Index": 153}, {"Word": "7/86.", "Confidence": 0.997, "X1": 0.78396, "Y1": 0.9472, "X2": 0.84605, "Y2": 0.947, "X3": 0.84476, "Y3": 0.9648, "X4": 0.78266, "Y4": 0.9648, "page": 0, "Index": 154}]}	"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"
ffxk0087	1	{"lines_data": [{"Word": "Page 2 - RAK STATUS - May 27, 1986", "Confidence": 0.98922, "X1": 0.10751, "Y1": 0.0832, "X2": 0.54145, "Y2": 0.083, "X3": 0.54145, "Y3": 0.1008, "X4": 0.10751, "Y4": 0.1018, "page": 0}, {"Word": "5. Critical Issues", "Confidence": 0.99667, "X1": 0.12047, "Y1": 0.1472, "X2": 0.36399, "Y2": 0.147, "X3": 0.36399, "Y3": 0.1648, "X4": 0.12047, "Y4": 0.1648, "page": 0}, {"Word": "Pack Seal", "Confidence": 0.9865, "X1": 0.20207, "Y1": 0.1802, "X2": 0.32254, "Y2": 0.18, "X3": 0.32254, "Y3": 0.1958, "X4": 0.20207, "Y4": 0.1968, "page": 0}, {"Word": "- Machine trials with overwrap material begin next week.", "Confidence": 0.98567, "X1": 0.20466, "Y1": 0.2102, "X2": 0.92617, "Y2": 0.21, "X3": 0.92617, "Y3": 0.2298, "X4": 0.20466, "Y4": 0.2298, "page": 0}, {"Word": "CO", "Confidence": 0.98, "X1": 0.20337, "Y1": 0.2442, "X2": 0.23446, "Y2": 0.244, "X3": 0.23446, "Y3": 0.2608, "X4": 0.20337, "Y4": 0.2608, "page": 0}, {"Word": "Two issues with respect to machinability of new low CO", "Confidence": 0.9949, "X1": 0.24223, "Y1": 0.2762, "X2": 0.92746, "Y2": 0.276, "X3": 0.92746, "Y3": 0.2928, "X4": 0.24223, "Y4": 0.2918, "page": 0}, {"Word": "fuel source {column strength and friability) .", "Confidence": 0.97471, "X1": 0.24611, "Y1": 0.2912, "X2": 0.81218, "Y2": 0.291, "X3": 0.81218, "Y3": 0.3078, "X4": 0.24611, "Y4": 0.3078, "page": 0}, {"Word": "Column strength has been determined to be acceptable.", "Confidence": 0.99538, "X1": 0.24223, "Y1": 0.3082, "X2": 0.9158, "Y2": 0.308, "X3": 0.9158, "Y3": 0.3248, "X4": 0.24223, "Y4": 0.3238, "page": 0}, {"Word": "Evaluating several options with respect to friability,", "Confidence": 0.98357, "X1": 0.24482, "Y1": 0.3242, "X2": 0.92487, "Y2": 0.324, "X3": 0.92487, "Y3": 0.3418, "X4": 0.24482, "Y4": 0.3408, "page": 0}, {"Word": "optimistic.", "Confidence": 0.98, "X1": 0.24611, "Y1": 0.3392, "X2": 0.38342, "Y2": 0.339, "X3": 0.38342, "Y3": 0.3548, "X4": 0.24611, "Y4": 0.3558, "page": 0}, {"Word": "-", "Confidence": 0.67, "X1": 0.20725, "Y1": 0.3582, "X2": 0.23187, "Y2": 0.358, "X3": 0.23316, "Y3": 0.3698, "X4": 0.20855, "Y4": 0.3688, "page": 0}, {"Word": "Improve machinability 6/15.", "Confidence": 0.99533, "X1": 0.24223, "Y1": 0.3542, "X2": 0.58679, "Y2": 0.354, "X3": 0.58679, "Y3": 0.3738, "X4": 0.24223, "Y4": 0.3748, "page": 0}, {"Word": ":", "Confidence": 0.897, "X1": 0.14896, "Y1": 0.3712, "X2": 0.15933, "Y2": 0.371, "X3": 0.15933, "Y3": 0.3828, "X4": 0.14896, "Y4": 0.3828, "page": 0}, {"Word": "Aerosol Temperature", "Confidence": 0.9215, "X1": 0.20466, "Y1": 0.3892, "X2": 0.44948, "Y2": 0.389, "X3": 0.44948, "Y3": 0.4058, "X4": 0.20466, "Y4": 0.4038, "page": 0}, {"Word": "Polypropylene filter rods made last week.", "Confidence": 0.992, "X1": 0.24482, "Y1": 0.4202, "X2": 0.76036, "Y2": 0.42, "X3": 0.76036, "Y3": 0.4368, "X4": 0.24482, "Y4": 0.4358, "page": 0}, {"Word": "Evaluate in combination with air dilution.", "Confidence": 0.99467, "X1": 0.24482, "Y1": 0.4362, "X2": 0.77461, "Y2": 0.436, "X3": 0.77461, "Y3": 0.4518, "X4": 0.24482, "Y4": 0.4508, "page": 0}, {"Word": "Establish production capability 6/15.", "Confidence": 0.995, "X1": 0.24352, "Y1": 0.4512, "X2": 0.71114, "Y2": 0.451, "X3": 0.71114, "Y3": 0.4678, "X4": 0.24352, "Y4": 0.4678, "page": 0}, {"Word": "6. Washington Post Article on Smoking and Heart Disease", "Confidence": 0.995, "X1": 0.11788, "Y1": 0.4832, "X2": 0.82513, "Y2": 0.483, "X3": 0.82513, "Y3": 0.4988, "X4": 0.11788, "Y4": 0.4988, "page": 0}, {"Word": ". JGT summary attached.", "Confidence": 0.9115, "X1": 0.16839, "Y1": 0.5152, "X2": 0.4715, "Y2": 0.515, "X3": 0.4715, "Y3": 0.5318, "X4": 0.16839, "Y4": 0.5318, "page": 0}, {"Word": "7. Inform Agency/Burson of Delay", "Confidence": 0.9966, "X1": 0.11788, "Y1": 0.5472, "X2": 0.54016, "Y2": 0.547, "X3": 0.54016, "Y3": 0.5648, "X4": 0.11788, "Y4": 0.5638, "page": 0}, {"Word": ".", "Confidence": 0.796, "X1": 0.1658, "Y1": 0.5782, "X2": 0.1943, "Y2": 0.578, "X3": 0.19301, "Y3": 0.5968, "X4": 0.16451, "Y4": 0.5958, "page": 0}, {"Word": "Wait until after GHL creative presentation.", "Confidence": 0.98833, "X1": 0.19819, "Y1": 0.5792, "X2": 0.74741, "Y2": 0.579, "X3": 0.74741, "Y3": 0.5958, "X4": 0.19819, "Y4": 0.5948, "page": 0}, {"Word": "PR/PA plan will have incorrect dates.", "Confidence": 0.991, "X1": 0.19948, "Y1": 0.6112, "X2": 0.67358, "Y2": 0.611, "X3": 0.67358, "Y3": 0.6278, "X4": 0.19948, "Y4": 0.6288, "page": 0}, {"Word": "8.", "Confidence": 0.992, "X1": 0.11788, "Y1": 0.6432, "X2": 0.16321, "Y2": 0.643, "X3": 0.16451, "Y3": 0.6588, "X4": 0.11788, "Y4": 0.6578, "page": 0}, {"Word": "GHL Status Meetings", "Confidence": 0.99567, "X1": 0.1658, "Y1": 0.6432, "X2": 0.40803, "Y2": 0.643, "X3": 0.40803, "Y3": 0.6598, "X4": 0.1658, "Y4": 0.6588, "page": 0}, {"Word": ". OK to schedule.", "Confidence": 0.94325, "X1": 0.1658, "Y1": 0.6742, "X2": 0.39508, "Y2": 0.674, "X3": 0.39508, "Y3": 0.6908, "X4": 0.1658, "Y4": 0.6918, "page": 0}, {"Word": "9. Vacation Plans", "Confidence": 0.99733, "X1": 0.11528, "Y1": 0.7072, "X2": 0.34326, "Y2": 0.707, "X3": 0.34326, "Y3": 0.7218, "X4": 0.11528, "Y4": 0.7218, "page": 0}, {"Word": ". GWM w/o 6/23.", "Confidence": 0.90425, "X1": 0.1658, "Y1": 0.7372, "X2": 0.37047, "Y2": 0.737, "X3": 0.37047, "Y3": 0.7548, "X4": 0.1658, "Y4": 0.7558, "page": 0}, {"Word": "10. Contract Status", "Confidence": 0.997, "X1": 0.10363, "Y1": 0.7702, "X2": 0.3601, "Y2": 0.77, "X3": 0.3601, "Y3": 0.7868, "X4": 0.10363, "Y4": 0.7868, "page": 0}, {"Word": ". Trans-Matic", "Confidence": 0.8405, "X1": 0.16321, "Y1": 0.8022, "X2": 0.34585, "Y2": 0.802, "X3": 0.34585, "Y3": 0.8198, "X4": 0.16321, "Y4": 0.8208, "page": 0}, {"Word": "Supply contract negotiation meeting held 5/19/86.", "Confidence": 0.99333, "X1": 0.23705, "Y1": 0.8342, "X2": 0.86528, "Y2": 0.834, "X3": 0.86528, "Y3": 0.8508, "X4": 0.23705, "Y4": 0.8508, "page": 0}, {"Word": "Draft of supply contract will be sent to Trans-Matic this", "Confidence": 0.9938, "X1": 0.23964, "Y1": 0.8502, "X2": 0.96373, "Y2": 0.85, "X3": 0.96373, "Y3": 0.8678, "X4": 0.23964, "Y4": 0.8678, "page": 0}, {"Word": "week.", "Confidence": 0.995, "X1": 0.24093, "Y1": 0.8672, "X2": 0.31088, "Y2": 0.867, "X3": 0.31088, "Y3": 0.8808, "X4": 0.24093, "Y4": 0.8808, "page": 0}, {"Word": "Final draft completed 6/27.", "Confidence": 0.995, "X1": 0.23964, "Y1": 0.8812, "X2": 0.5842, "Y2": 0.881, "X3": 0.5842, "Y3": 0.8998, "X4": 0.23964, "Y4": 0.8988, "page": 0}, {"Word": "Management approval 7/28.", "Confidence": 0.99267, "X1": 0.23834, "Y1": 0.8982, "X2": 0.56218, "Y2": 0.898, "X3": 0.56218, "Y3": 0.9158, "X4": 0.23834, "Y4": 0.9148, "page": 0}], "words_data": [{"Word": "Page", "Confidence": 0.988, "X1": 0.10881, "Y1": 0.0852, "X2": 0.16062, "Y2": 0.085, "X3": 0.16062, "Y3": 0.1008, "X4": 0.10881, "Y4": 0.1008, "page": 0, "Index": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.17228, "Y1": 0.0842, "X2": 0.18523, "Y2": 0.084, "X3": 0.18523, "Y3": 0.1018, "X4": 0.17228, "Y4": 0.1008, "page": 0, "Index": 1}, {"Word": "-", "Confidence": 0.995, "X1": 0.19819, "Y1": 0.0842, "X2": 0.21114, "Y2": 0.084, "X3": 0.21114, "Y3": 0.1018, "X4": 0.19819, "Y4": 0.1018, "page": 0, "Index": 2}, {"Word": "RAK", "Confidence": 0.998, "X1": 0.2215, "Y1": 0.0842, "X2": 0.26036, "Y2": 0.084, "X3": 0.26036, "Y3": 0.1018, "X4": 0.2215, "Y4": 0.1018, "page": 0, "Index": 3}, {"Word": "STATUS", "Confidence": 0.997, "X1": 0.27202, "Y1": 0.0842, "X2": 0.34845, "Y2": 0.084, "X3": 0.34845, "Y3": 0.1018, "X4": 0.27202, "Y4": 0.1018, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.945, "X1": 0.3601, "Y1": 0.0842, "X2": 0.37306, "Y2": 0.084, "X3": 0.37306, "Y3": 0.1018, "X4": 0.3601, "Y4": 0.1018, "page": 0, "Index": 5}, {"Word": "May", "Confidence": 0.998, "X1": 0.38342, "Y1": 0.0842, "X2": 0.42358, "Y2": 0.084, "X3": 0.42358, "Y3": 0.1018, "X4": 0.38342, "Y4": 0.1018, "page": 0, "Index": 6}, {"Word": "27,", "Confidence": 0.998, "X1": 0.43782, "Y1": 0.0832, "X2": 0.47798, "Y2": 0.083, "X3": 0.47798, "Y3": 0.1018, "X4": 0.43782, "Y4": 0.1018, "page": 0, "Index": 7}, {"Word": "1986", "Confidence": 0.988, "X1": 0.48705, "Y1": 0.0832, "X2": 0.53886, "Y2": 0.083, "X3": 0.53886, "Y3": 0.1008, "X4": 0.48705, "Y4": 0.1018, "page": 0, "Index": 8}, {"Word": "5.", "Confidence": 0.998, "X1": 0.12176, "Y1": 0.1492, "X2": 0.14767, "Y2": 0.149, "X3": 0.14767, "Y3": 0.1658, "X4": 0.12176, "Y4": 0.1658, "page": 0, "Index": 9}, {"Word": "Critical", "Confidence": 0.995, "X1": 0.16969, "Y1": 0.1482, "X2": 0.27332, "Y2": 0.148, "X3": 0.27202, "Y3": 0.1648, "X4": 0.16839, "Y4": 0.1658, "page": 0, "Index": 10}, {"Word": "Issues", "Confidence": 0.997, "X1": 0.28497, "Y1": 0.1502, "X2": 0.3601, "Y2": 0.15, "X3": 0.35881, "Y3": 0.1648, "X4": 0.28368, "Y4": 0.1648, "page": 0, "Index": 11}, {"Word": "Pack", "Confidence": 0.988, "X1": 0.20725, "Y1": 0.1802, "X2": 0.25777, "Y2": 0.18, "X3": 0.25777, "Y3": 0.1958, "X4": 0.20725, "Y4": 0.1968, "page": 0, "Index": 12}, {"Word": "Seal", "Confidence": 0.985, "X1": 0.27202, "Y1": 0.1812, "X2": 0.32124, "Y2": 0.181, "X3": 0.32124, "Y3": 0.1958, "X4": 0.27073, "Y4": 0.1958, "page": 0, "Index": 13}, {"Word": "-", "Confidence": 0.926, "X1": 0.20725, "Y1": 0.2122, "X2": 0.22021, "Y2": 0.212, "X3": 0.2215, "Y3": 0.2288, "X4": 0.20855, "Y4": 0.2278, "page": 0, "Index": 14}, {"Word": "Machine", "Confidence": 0.996, "X1": 0.24223, "Y1": 0.2112, "X2": 0.3342, "Y2": 0.211, "X3": 0.33549, "Y3": 0.2298, "X4": 0.24352, "Y4": 0.2288, "page": 0, "Index": 15}, {"Word": "trials", "Confidence": 0.997, "X1": 0.34585, "Y1": 0.2112, "X2": 0.42228, "Y2": 0.211, "X3": 0.42358, "Y3": 0.2298, "X4": 0.34715, "Y4": 0.2298, "page": 0, "Index": 16}, {"Word": "with", "Confidence": 0.981, "X1": 0.43264, "Y1": 0.2112, "X2": 0.48834, "Y2": 0.211, "X3": 0.48834, "Y3": 0.2308, "X4": 0.43264, "Y4": 0.2298, "page": 0, "Index": 17}, {"Word": "overwrap", "Confidence": 0.995, "X1": 0.49611, "Y1": 0.2112, "X2": 0.60104, "Y2": 0.211, "X3": 0.60233, "Y3": 0.2308, "X4": 0.49741, "Y4": 0.2308, "page": 0, "Index": 18}, {"Word": "material", "Confidence": 0.995, "X1": 0.6101, "Y1": 0.2112, "X2": 0.71373, "Y2": 0.211, "X3": 0.71373, "Y3": 0.2308, "X4": 0.6101, "Y4": 0.2308, "page": 0, "Index": 19}, {"Word": "begin", "Confidence": 0.997, "X1": 0.7215, "Y1": 0.2112, "X2": 0.78756, "Y2": 0.211, "X3": 0.78756, "Y3": 0.2298, "X4": 0.7228, "Y4": 0.2308, "page": 0, "Index": 20}, {"Word": "next", "Confidence": 0.988, "X1": 0.79663, "Y1": 0.2112, "X2": 0.85104, "Y2": 0.211, "X3": 0.85104, "Y3": 0.2298, "X4": 0.79663, "Y4": 0.2298, "page": 0, "Index": 21}, {"Word": "week.", "Confidence": 0.996, "X1": 0.85881, "Y1": 0.2122, "X2": 0.92487, "Y2": 0.212, "X3": 0.92487, "Y3": 0.2288, "X4": 0.8601, "Y4": 0.2298, "page": 0, "Index": 22}, {"Word": "CO", "Confidence": 0.98, "X1": 0.21244, "Y1": 0.2442, "X2": 0.23316, "Y2": 0.244, "X3": 0.23316, "Y3": 0.2608, "X4": 0.21244, "Y4": 0.2608, "page": 0, "Index": 23}, {"Word": "Two", "Confidence": 0.998, "X1": 0.24611, "Y1": 0.2762, "X2": 0.28497, "Y2": 0.276, "X3": 0.28368, "Y3": 0.2928, "X4": 0.24482, "Y4": 0.2918, "page": 0, "Index": 24}, {"Word": "issues", "Confidence": 0.996, "X1": 0.29534, "Y1": 0.2762, "X2": 0.37047, "Y2": 0.276, "X3": 0.37047, "Y3": 0.2928, "X4": 0.29404, "Y4": 0.2928, "page": 0, "Index": 25}, {"Word": "with", "Confidence": 0.991, "X1": 0.38212, "Y1": 0.2762, "X2": 0.43523, "Y2": 0.276, "X3": 0.43523, "Y3": 0.2928, "X4": 0.38212, "Y4": 0.2928, "page": 0, "Index": 26}, {"Word": "respect", "Confidence": 0.996, "X1": 0.44689, "Y1": 0.2762, "X2": 0.53756, "Y2": 0.276, "X3": 0.53756, "Y3": 0.2928, "X4": 0.44689, "Y4": 0.2928, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.998, "X1": 0.54922, "Y1": 0.2762, "X2": 0.57513, "Y2": 0.276, "X3": 0.57383, "Y3": 0.2928, "X4": 0.54922, "Y4": 0.2928, "page": 0, "Index": 28}, {"Word": "machinability", "Confidence": 0.993, "X1": 0.58549, "Y1": 0.2762, "X2": 0.75, "Y2": 0.276, "X3": 0.75, "Y3": 0.2938, "X4": 0.5842, "Y4": 0.2928, "page": 0, "Index": 29}, {"Word": "of", "Confidence": 0.998, "X1": 0.76036, "Y1": 0.2762, "X2": 0.78756, "Y2": 0.276, "X3": 0.78756, "Y3": 0.2938, "X4": 0.76036, "Y4": 0.2938, "page": 0, "Index": 30}, {"Word": "new", "Confidence": 0.998, "X1": 0.79793, "Y1": 0.2762, "X2": 0.83679, "Y2": 0.276, "X3": 0.83679, "Y3": 0.2938, "X4": 0.79793, "Y4": 0.2938, "page": 0, "Index": 31}, {"Word": "low", "Confidence": 0.998, "X1": 0.84974, "Y1": 0.2762, "X2": 0.88731, "Y2": 0.276, "X3": 0.88731, "Y3": 0.2928, "X4": 0.84974, "Y4": 0.2938, "page": 0, "Index": 32}, {"Word": "CO", "Confidence": 0.983, "X1": 0.89896, "Y1": 0.2762, "X2": 0.92487, "Y2": 0.276, "X3": 0.92358, "Y3": 0.2928, "X4": 0.89896, "Y4": 0.2928, "page": 0, "Index": 33}, {"Word": "fuel", "Confidence": 0.991, "X1": 0.24741, "Y1": 0.2922, "X2": 0.29534, "Y2": 0.292, "X3": 0.29534, "Y3": 0.3078, "X4": 0.24741, "Y4": 0.3078, "page": 0, "Index": 34}, {"Word": "source", "Confidence": 0.997, "X1": 0.30829, "Y1": 0.2922, "X2": 0.38342, "Y2": 0.292, "X3": 0.38342, "Y3": 0.3078, "X4": 0.30829, "Y4": 0.3078, "page": 0, "Index": 35}, {"Word": "{column", "Confidence": 0.854, "X1": 0.39896, "Y1": 0.2922, "X2": 0.48575, "Y2": 0.292, "X3": 0.48575, "Y3": 0.3088, "X4": 0.39896, "Y4": 0.3078, "page": 0, "Index": 36}, {"Word": "strength", "Confidence": 0.996, "X1": 0.4987, "Y1": 0.2922, "X2": 0.59974, "Y2": 0.292, "X3": 0.59974, "Y3": 0.3088, "X4": 0.4987, "Y4": 0.3088, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.6114, "Y1": 0.2922, "X2": 0.65026, "Y2": 0.292, "X3": 0.65155, "Y3": 0.3088, "X4": 0.61269, "Y4": 0.3088, "page": 0, "Index": 38}, {"Word": "friability)", "Confidence": 0.993, "X1": 0.66321, "Y1": 0.2922, "X2": 0.79663, "Y2": 0.292, "X3": 0.79663, "Y3": 0.3088, "X4": 0.66321, "Y4": 0.3088, "page": 0, "Index": 39}, {"Word": ".", "Confidence": 0.994, "X1": 0.80052, "Y1": 0.2922, "X2": 0.81218, "Y2": 0.292, "X3": 0.81218, "Y3": 0.3088, "X4": 0.80181, "Y4": 0.3088, "page": 0, "Index": 40}, {"Word": "Column", "Confidence": 0.997, "X1": 0.24482, "Y1": 0.3082, "X2": 0.32124, "Y2": 0.308, "X3": 0.32124, "Y3": 0.3238, "X4": 0.24352, "Y4": 0.3238, "page": 0, "Index": 41}, {"Word": "strength", "Confidence": 0.996, "X1": 0.3329, "Y1": 0.3092, "X2": 0.43264, "Y2": 0.309, "X3": 0.43135, "Y3": 0.3248, "X4": 0.33161, "Y4": 0.3238, "page": 0, "Index": 42}, {"Word": "has", "Confidence": 0.998, "X1": 0.4456, "Y1": 0.3092, "X2": 0.48446, "Y2": 0.309, "X3": 0.48446, "Y3": 0.3248, "X4": 0.4443, "Y4": 0.3248, "page": 0, "Index": 43}, {"Word": "been", "Confidence": 0.988, "X1": 0.49611, "Y1": 0.3092, "X2": 0.54793, "Y2": 0.309, "X3": 0.54663, "Y3": 0.3248, "X4": 0.49611, "Y4": 0.3248, "page": 0, "Index": 44}, {"Word": "determined", "Confidence": 0.994, "X1": 0.56088, "Y1": 0.3082, "X2": 0.68653, "Y2": 0.308, "X3": 0.68653, "Y3": 0.3248, "X4": 0.55959, "Y4": 0.3248, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.998, "X1": 0.69948, "Y1": 0.3082, "X2": 0.72409, "Y2": 0.308, "X3": 0.72409, "Y3": 0.3248, "X4": 0.69948, "Y4": 0.3248, "page": 0, "Index": 46}, {"Word": "be", "Confidence": 0.998, "X1": 0.73446, "Y1": 0.3082, "X2": 0.76166, "Y2": 0.308, "X3": 0.76166, "Y3": 0.3248, "X4": 0.73575, "Y4": 0.3248, "page": 0, "Index": 47}, {"Word": "acceptable.", "Confidence": 0.994, "X1": 0.77332, "Y1": 0.3082, "X2": 0.91192, "Y2": 0.308, "X3": 0.91321, "Y3": 0.3248, "X4": 0.77461, "Y4": 0.3248, "page": 0, "Index": 48}, {"Word": "Evaluating", "Confidence": 0.991, "X1": 0.24611, "Y1": 0.3252, "X2": 0.37176, "Y2": 0.325, "X3": 0.37047, "Y3": 0.3408, "X4": 0.24482, "Y4": 0.3388, "page": 0, "Index": 49}, {"Word": "several", "Confidence": 0.991, "X1": 0.38342, "Y1": 0.3252, "X2": 0.4728, "Y2": 0.325, "X3": 0.4715, "Y3": 0.3418, "X4": 0.38212, "Y4": 0.3408, "page": 0, "Index": 50}, {"Word": "options", "Confidence": 0.996, "X1": 0.48446, "Y1": 0.3252, "X2": 0.57383, "Y2": 0.325, "X3": 0.57383, "Y3": 0.3418, "X4": 0.48446, "Y4": 0.3418, "page": 0, "Index": 51}, {"Word": "with", "Confidence": 0.98, "X1": 0.58549, "Y1": 0.3252, "X2": 0.6386, "Y2": 0.325, "X3": 0.6386, "Y3": 0.3418, "X4": 0.58549, "Y4": 0.3418, "page": 0, "Index": 52}, {"Word": "respect", "Confidence": 0.992, "X1": 0.64896, "Y1": 0.3252, "X2": 0.73705, "Y2": 0.325, "X3": 0.73705, "Y3": 0.3428, "X4": 0.64896, "Y4": 0.3418, "page": 0, "Index": 53}, {"Word": "to", "Confidence": 0.998, "X1": 0.7487, "Y1": 0.3252, "X2": 0.77461, "Y2": 0.325, "X3": 0.77332, "Y3": 0.3428, "X4": 0.7487, "Y4": 0.3428, "page": 0, "Index": 54}, {"Word": "friability,", "Confidence": 0.937, "X1": 0.78627, "Y1": 0.3252, "X2": 0.92487, "Y2": 0.325, "X3": 0.92487, "Y3": 0.3418, "X4": 0.78627, "Y4": 0.3428, "page": 0, "Index": 55}, {"Word": "optimistic.", "Confidence": 0.98, "X1": 0.24741, "Y1": 0.3402, "X2": 0.38342, "Y2": 0.34, "X3": 0.38342, "Y3": 0.3558, "X4": 0.24741, "Y4": 0.3558, "page": 0, "Index": 56}, {"Word": "-", "Confidence": 0.67, "X1": 0.20855, "Y1": 0.3572, "X2": 0.21762, "Y2": 0.357, "X3": 0.21762, "Y3": 0.3688, "X4": 0.20855, "Y4": 0.3688, "page": 0, "Index": 57}, {"Word": "Improve", "Confidence": 0.996, "X1": 0.24482, "Y1": 0.3572, "X2": 0.3342, "Y2": 0.357, "X3": 0.3329, "Y3": 0.3728, "X4": 0.24482, "Y4": 0.3728, "page": 0, "Index": 58}, {"Word": "machinability", "Confidence": 0.993, "X1": 0.34326, "Y1": 0.3552, "X2": 0.50907, "Y2": 0.355, "X3": 0.51036, "Y3": 0.3738, "X4": 0.34326, "Y4": 0.3728, "page": 0, "Index": 59}, {"Word": "6/15.", "Confidence": 0.997, "X1": 0.52202, "Y1": 0.3552, "X2": 0.58549, "Y2": 0.355, "X3": 0.58679, "Y3": 0.3738, "X4": 0.52202, "Y4": 0.3738, "page": 0, "Index": 60}, {"Word": ":", "Confidence": 0.897, "X1": 0.15026, "Y1": 0.3712, "X2": 0.15933, "Y2": 0.371, "X3": 0.15933, "Y3": 0.3828, "X4": 0.15026, "Y4": 0.3828, "page": 0, "Index": 61}, {"Word": "Aerosol", "Confidence": 0.849, "X1": 0.20596, "Y1": 0.3892, "X2": 0.29534, "Y2": 0.389, "X3": 0.29534, "Y3": 0.4048, "X4": 0.20596, "Y4": 0.4038, "page": 0, "Index": 62}, {"Word": "Temperature", "Confidence": 0.994, "X1": 0.30699, "Y1": 0.3902, "X2": 0.4456, "Y2": 0.39, "X3": 0.4456, "Y3": 0.4058, "X4": 0.30699, "Y4": 0.4048, "page": 0, "Index": 63}, {"Word": "Polypropylene", "Confidence": 0.992, "X1": 0.24482, "Y1": 0.4202, "X2": 0.40674, "Y2": 0.42, "X3": 0.40803, "Y3": 0.4368, "X4": 0.24611, "Y4": 0.4368, "page": 0, "Index": 64}, {"Word": "filter", "Confidence": 0.995, "X1": 0.41969, "Y1": 0.4202, "X2": 0.49611, "Y2": 0.42, "X3": 0.49611, "Y3": 0.4368, "X4": 0.42098, "Y4": 0.4368, "page": 0, "Index": 65}, {"Word": "rods", "Confidence": 0.988, "X1": 0.50907, "Y1": 0.4202, "X2": 0.56088, "Y2": 0.42, "X3": 0.56088, "Y3": 0.4368, "X4": 0.50907, "Y4": 0.4368, "page": 0, "Index": 66}, {"Word": "made", "Confidence": 0.989, "X1": 0.57124, "Y1": 0.4212, "X2": 0.62435, "Y2": 0.421, "X3": 0.62435, "Y3": 0.4368, "X4": 0.57124, "Y4": 0.4368, "page": 0, "Index": 67}, {"Word": "last", "Confidence": 0.991, "X1": 0.63731, "Y1": 0.4212, "X2": 0.68653, "Y2": 0.421, "X3": 0.68653, "Y3": 0.4368, "X4": 0.63731, "Y4": 0.4368, "page": 0, "Index": 68}, {"Word": "week.", "Confidence": 0.997, "X1": 0.69689, "Y1": 0.4212, "X2": 0.76036, "Y2": 0.421, "X3": 0.76036, "Y3": 0.4368, "X4": 0.69689, "Y4": 0.4368, "page": 0, "Index": 69}, {"Word": "Evaluate", "Confidence": 0.995, "X1": 0.24482, "Y1": 0.4372, "X2": 0.34326, "Y2": 0.437, "X3": 0.34197, "Y3": 0.4508, "X4": 0.24482, "Y4": 0.4508, "page": 0, "Index": 70}, {"Word": "in", "Confidence": 0.998, "X1": 0.35751, "Y1": 0.4362, "X2": 0.38083, "Y2": 0.436, "X3": 0.38083, "Y3": 0.4518, "X4": 0.35751, "Y4": 0.4518, "page": 0, "Index": 71}, {"Word": "combination", "Confidence": 0.994, "X1": 0.39378, "Y1": 0.4362, "X2": 0.53368, "Y2": 0.436, "X3": 0.53368, "Y3": 0.4518, "X4": 0.39378, "Y4": 0.4518, "page": 0, "Index": 72}, {"Word": "with", "Confidence": 0.989, "X1": 0.54663, "Y1": 0.4362, "X2": 0.59845, "Y2": 0.436, "X3": 0.59845, "Y3": 0.4528, "X4": 0.54663, "Y4": 0.4518, "page": 0, "Index": 73}, {"Word": "air", "Confidence": 0.998, "X1": 0.6114, "Y1": 0.4362, "X2": 0.64767, "Y2": 0.436, "X3": 0.64896, "Y3": 0.4528, "X4": 0.6114, "Y4": 0.4528, "page": 0, "Index": 74}, {"Word": "dilution.", "Confidence": 0.994, "X1": 0.66062, "Y1": 0.4362, "X2": 0.77332, "Y2": 0.436, "X3": 0.77461, "Y3": 0.4528, "X4": 0.66062, "Y4": 0.4528, "page": 0, "Index": 75}, {"Word": "Establish", "Confidence": 0.993, "X1": 0.24482, "Y1": 0.4522, "X2": 0.35622, "Y2": 0.452, "X3": 0.35622, "Y3": 0.4678, "X4": 0.24482, "Y4": 0.4668, "page": 0, "Index": 76}, {"Word": "production", "Confidence": 0.995, "X1": 0.36788, "Y1": 0.4522, "X2": 0.49611, "Y2": 0.452, "X3": 0.49611, "Y3": 0.4688, "X4": 0.36788, "Y4": 0.4678, "page": 0, "Index": 77}, {"Word": "capability", "Confidence": 0.995, "X1": 0.50907, "Y1": 0.4522, "X2": 0.63731, "Y2": 0.452, "X3": 0.63731, "Y3": 0.4688, "X4": 0.50907, "Y4": 0.4688, "page": 0, "Index": 78}, {"Word": "6/15.", "Confidence": 0.997, "X1": 0.64896, "Y1": 0.4522, "X2": 0.71114, "Y2": 0.452, "X3": 0.71114, "Y3": 0.4688, "X4": 0.64896, "Y4": 0.4688, "page": 0, "Index": 79}, {"Word": "6.", "Confidence": 0.994, "X1": 0.11917, "Y1": 0.4832, "X2": 0.14378, "Y2": 0.483, "X3": 0.14508, "Y3": 0.4988, "X4": 0.12047, "Y4": 0.4988, "page": 0, "Index": 80}, {"Word": "Washington", "Confidence": 0.994, "X1": 0.16451, "Y1": 0.4832, "X2": 0.29275, "Y2": 0.483, "X3": 0.29404, "Y3": 0.4998, "X4": 0.1658, "Y4": 0.4988, "page": 0, "Index": 81}, {"Word": "Post", "Confidence": 0.988, "X1": 0.3044, "Y1": 0.4832, "X2": 0.35622, "Y2": 0.483, "X3": 0.35622, "Y3": 0.4998, "X4": 0.3057, "Y4": 0.4998, "page": 0, "Index": 82}, {"Word": "Article", "Confidence": 0.995, "X1": 0.36788, "Y1": 0.4832, "X2": 0.45596, "Y2": 0.483, "X3": 0.45725, "Y3": 0.4998, "X4": 0.36788, "Y4": 0.4998, "page": 0, "Index": 83}, {"Word": "on", "Confidence": 0.998, "X1": 0.46891, "Y1": 0.4832, "X2": 0.49482, "Y2": 0.483, "X3": 0.49611, "Y3": 0.4998, "X4": 0.47021, "Y4": 0.4998, "page": 0, "Index": 84}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.50777, "Y1": 0.4832, "X2": 0.59715, "Y2": 0.483, "X3": 0.59715, "Y3": 0.4998, "X4": 0.50907, "Y4": 0.4998, "page": 0, "Index": 85}, {"Word": "and", "Confidence": 0.998, "X1": 0.6114, "Y1": 0.4832, "X2": 0.64896, "Y2": 0.483, "X3": 0.64896, "Y3": 0.4998, "X4": 0.6114, "Y4": 0.4998, "page": 0, "Index": 86}, {"Word": "Heart", "Confidence": 0.995, "X1": 0.65933, "Y1": 0.4842, "X2": 0.7228, "Y2": 0.484, "X3": 0.7228, "Y3": 0.4998, "X4": 0.65933, "Y4": 0.4998, "page": 0, "Index": 87}, {"Word": "Disease", "Confidence": 0.996, "X1": 0.73316, "Y1": 0.4842, "X2": 0.82254, "Y2": 0.484, "X3": 0.82254, "Y3": 0.4998, "X4": 0.73316, "Y4": 0.4998, "page": 0, "Index": 88}, {"Word": ".", "Confidence": 0.657, "X1": 0.16839, "Y1": 0.5152, "X2": 0.18005, "Y2": 0.515, "X3": 0.18005, "Y3": 0.5318, "X4": 0.16969, "Y4": 0.5328, "page": 0, "Index": 89}, {"Word": "JGT", "Confidence": 0.998, "X1": 0.20466, "Y1": 0.5162, "X2": 0.24352, "Y2": 0.516, "X3": 0.24482, "Y3": 0.5318, "X4": 0.20596, "Y4": 0.5318, "page": 0, "Index": 90}, {"Word": "summary", "Confidence": 0.996, "X1": 0.25518, "Y1": 0.5172, "X2": 0.34326, "Y2": 0.517, "X3": 0.34326, "Y3": 0.5318, "X4": 0.25518, "Y4": 0.5318, "page": 0, "Index": 91}, {"Word": "attached.", "Confidence": 0.995, "X1": 0.35622, "Y1": 0.5152, "X2": 0.4715, "Y2": 0.515, "X3": 0.4715, "Y3": 0.5328, "X4": 0.35622, "Y4": 0.5318, "page": 0, "Index": 92}, {"Word": "7.", "Confidence": 0.998, "X1": 0.11917, "Y1": 0.5472, "X2": 0.14378, "Y2": 0.547, "X3": 0.14249, "Y3": 0.5638, "X4": 0.11917, "Y4": 0.5648, "page": 0, "Index": 93}, {"Word": "Inform", "Confidence": 0.997, "X1": 0.16839, "Y1": 0.5482, "X2": 0.24223, "Y2": 0.548, "X3": 0.24223, "Y3": 0.5638, "X4": 0.1671, "Y4": 0.5638, "page": 0, "Index": 94}, {"Word": "Agency/Burson", "Confidence": 0.993, "X1": 0.25389, "Y1": 0.5482, "X2": 0.41839, "Y2": 0.548, "X3": 0.41839, "Y3": 0.5638, "X4": 0.25389, "Y4": 0.5638, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.43005, "Y1": 0.5482, "X2": 0.45855, "Y2": 0.548, "X3": 0.45855, "Y3": 0.5648, "X4": 0.43005, "Y4": 0.5638, "page": 0, "Index": 96}, {"Word": "Delay", "Confidence": 0.997, "X1": 0.46891, "Y1": 0.5482, "X2": 0.53497, "Y2": 0.548, "X3": 0.53497, "Y3": 0.5658, "X4": 0.46891, "Y4": 0.5648, "page": 0, "Index": 97}, {"Word": ".", "Confidence": 0.796, "X1": 0.1671, "Y1": 0.5772, "X2": 0.18135, "Y2": 0.577, "X3": 0.18005, "Y3": 0.5958, "X4": 0.1658, "Y4": 0.5958, "page": 0, "Index": 98}, {"Word": "Wait", "Confidence": 0.991, "X1": 0.20207, "Y1": 0.5792, "X2": 0.25518, "Y2": 0.579, "X3": 0.25518, "Y3": 0.5948, "X4": 0.20207, "Y4": 0.5948, "page": 0, "Index": 99}, {"Word": "until", "Confidence": 0.998, "X1": 0.26684, "Y1": 0.5792, "X2": 0.33031, "Y2": 0.579, "X3": 0.33031, "Y3": 0.5958, "X4": 0.26684, "Y4": 0.5948, "page": 0, "Index": 100}, {"Word": "after", "Confidence": 0.997, "X1": 0.34197, "Y1": 0.5792, "X2": 0.40674, "Y2": 0.579, "X3": 0.40674, "Y3": 0.5958, "X4": 0.34197, "Y4": 0.5958, "page": 0, "Index": 101}, {"Word": "GHL", "Confidence": 0.955, "X1": 0.4171, "Y1": 0.5792, "X2": 0.45725, "Y2": 0.579, "X3": 0.45725, "Y3": 0.5958, "X4": 0.4171, "Y4": 0.5958, "page": 0, "Index": 102}, {"Word": "creative", "Confidence": 0.996, "X1": 0.47021, "Y1": 0.5792, "X2": 0.57383, "Y2": 0.579, "X3": 0.57254, "Y3": 0.5968, "X4": 0.47021, "Y4": 0.5958, "page": 0, "Index": 103}, {"Word": "presentation.", "Confidence": 0.993, "X1": 0.58549, "Y1": 0.5792, "X2": 0.7487, "Y2": 0.579, "X3": 0.74741, "Y3": 0.5958, "X4": 0.58549, "Y4": 0.5968, "page": 0, "Index": 104}, {"Word": "PR/PA", "Confidence": 0.997, "X1": 0.20337, "Y1": 0.6122, "X2": 0.26813, "Y2": 0.612, "X3": 0.26684, "Y3": 0.6288, "X4": 0.20337, "Y4": 0.6288, "page": 0, "Index": 105}, {"Word": "plan", "Confidence": 0.988, "X1": 0.2785, "Y1": 0.6122, "X2": 0.33031, "Y2": 0.612, "X3": 0.33031, "Y3": 0.6288, "X4": 0.2772, "Y4": 0.6288, "page": 0, "Index": 106}, {"Word": "will", "Confidence": 0.982, "X1": 0.34067, "Y1": 0.6112, "X2": 0.39378, "Y2": 0.611, "X3": 0.39249, "Y3": 0.6288, "X4": 0.34067, "Y4": 0.6288, "page": 0, "Index": 107}, {"Word": "have", "Confidence": 0.99, "X1": 0.40415, "Y1": 0.6112, "X2": 0.45725, "Y2": 0.611, "X3": 0.45725, "Y3": 0.6288, "X4": 0.40415, "Y4": 0.6288, "page": 0, "Index": 108}, {"Word": "incorrect", "Confidence": 0.994, "X1": 0.4715, "Y1": 0.6122, "X2": 0.58549, "Y2": 0.612, "X3": 0.58549, "Y3": 0.6288, "X4": 0.47021, "Y4": 0.6288, "page": 0, "Index": 109}, {"Word": "dates.", "Confidence": 0.995, "X1": 0.59715, "Y1": 0.6122, "X2": 0.67358, "Y2": 0.612, "X3": 0.67358, "Y3": 0.6288, "X4": 0.59715, "Y4": 0.6288, "page": 0, "Index": 110}, {"Word": "8.", "Confidence": 0.992, "X1": 0.11788, "Y1": 0.6432, "X2": 0.14378, "Y2": 0.643, "X3": 0.14378, "Y3": 0.6588, "X4": 0.11788, "Y4": 0.6578, "page": 0, "Index": 111}, {"Word": "GHL", "Confidence": 0.995, "X1": 0.1658, "Y1": 0.6442, "X2": 0.20337, "Y2": 0.644, "X3": 0.20337, "Y3": 0.6588, "X4": 0.1658, "Y4": 0.6588, "page": 0, "Index": 112}, {"Word": "Status", "Confidence": 0.997, "X1": 0.21632, "Y1": 0.6452, "X2": 0.29145, "Y2": 0.645, "X3": 0.29145, "Y3": 0.6588, "X4": 0.21632, "Y4": 0.6588, "page": 0, "Index": 113}, {"Word": "Meetings", "Confidence": 0.995, "X1": 0.30311, "Y1": 0.6442, "X2": 0.40544, "Y2": 0.644, "X3": 0.40674, "Y3": 0.6608, "X4": 0.3044, "Y4": 0.6588, "page": 0, "Index": 114}, {"Word": ".", "Confidence": 0.783, "X1": 0.16839, "Y1": 0.6752, "X2": 0.17876, "Y2": 0.675, "X3": 0.17876, "Y3": 0.6918, "X4": 0.1671, "Y4": 0.6918, "page": 0, "Index": 115}, {"Word": "OK", "Confidence": 0.998, "X1": 0.20337, "Y1": 0.6762, "X2": 0.22798, "Y2": 0.676, "X3": 0.22798, "Y3": 0.6908, "X4": 0.20207, "Y4": 0.6918, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.998, "X1": 0.24223, "Y1": 0.6762, "X2": 0.26684, "Y2": 0.676, "X3": 0.26554, "Y3": 0.6908, "X4": 0.24093, "Y4": 0.6908, "page": 0, "Index": 117}, {"Word": "schedule.", "Confidence": 0.994, "X1": 0.27979, "Y1": 0.6752, "X2": 0.39508, "Y2": 0.675, "X3": 0.39378, "Y3": 0.6918, "X4": 0.27979, "Y4": 0.6908, "page": 0, "Index": 118}, {"Word": "9.", "Confidence": 0.998, "X1": 0.11658, "Y1": 0.7072, "X2": 0.14119, "Y2": 0.707, "X3": 0.14119, "Y3": 0.7218, "X4": 0.11658, "Y4": 0.7218, "page": 0, "Index": 119}, {"Word": "Vacation", "Confidence": 0.996, "X1": 0.1658, "Y1": 0.7082, "X2": 0.26554, "Y2": 0.708, "X3": 0.26554, "Y3": 0.7218, "X4": 0.1658, "Y4": 0.7218, "page": 0, "Index": 120}, {"Word": "Plans", "Confidence": 0.998, "X1": 0.2785, "Y1": 0.7072, "X2": 0.34197, "Y2": 0.707, "X3": 0.34197, "Y3": 0.7218, "X4": 0.2785, "Y4": 0.7218, "page": 0, "Index": 121}, {"Word": ".", "Confidence": 0.677, "X1": 0.1671, "Y1": 0.7392, "X2": 0.18005, "Y2": 0.739, "X3": 0.18005, "Y3": 0.7558, "X4": 0.1671, "Y4": 0.7568, "page": 0, "Index": 122}, {"Word": "GWM", "Confidence": 0.991, "X1": 0.20207, "Y1": 0.7392, "X2": 0.24093, "Y2": 0.739, "X3": 0.24093, "Y3": 0.7548, "X4": 0.20207, "Y4": 0.7558, "page": 0, "Index": 123}, {"Word": "w/o", "Confidence": 0.958, "X1": 0.25259, "Y1": 0.7392, "X2": 0.29145, "Y2": 0.739, "X3": 0.29145, "Y3": 0.7538, "X4": 0.25259, "Y4": 0.7548, "page": 0, "Index": 124}, {"Word": "6/23.", "Confidence": 0.991, "X1": 0.3044, "Y1": 0.7382, "X2": 0.36788, "Y2": 0.738, "X3": 0.36917, "Y3": 0.7548, "X4": 0.3044, "Y4": 0.7538, "page": 0, "Index": 125}, {"Word": "10.", "Confidence": 0.998, "X1": 0.10492, "Y1": 0.7712, "X2": 0.14249, "Y2": 0.771, "X3": 0.14249, "Y3": 0.7868, "X4": 0.10492, "Y4": 0.7868, "page": 0, "Index": 126}, {"Word": "Contract", "Confidence": 0.996, "X1": 0.16321, "Y1": 0.7712, "X2": 0.26684, "Y2": 0.771, "X3": 0.26684, "Y3": 0.7868, "X4": 0.16321, "Y4": 0.7868, "page": 0, "Index": 127}, {"Word": "Status", "Confidence": 0.997, "X1": 0.2785, "Y1": 0.7712, "X2": 0.35492, "Y2": 0.771, "X3": 0.35492, "Y3": 0.7878, "X4": 0.2785, "Y4": 0.7868, "page": 0, "Index": 128}, {"Word": ".", "Confidence": 0.687, "X1": 0.1658, "Y1": 0.8032, "X2": 0.17876, "Y2": 0.803, "X3": 0.17876, "Y3": 0.8208, "X4": 0.1658, "Y4": 0.8218, "page": 0, "Index": 129}, {"Word": "Trans-Matic", "Confidence": 0.994, "X1": 0.20337, "Y1": 0.8032, "X2": 0.34067, "Y2": 0.803, "X3": 0.34067, "Y3": 0.8198, "X4": 0.20337, "Y4": 0.8208, "page": 0, "Index": 130}, {"Word": "Supply", "Confidence": 0.994, "X1": 0.23964, "Y1": 0.8362, "X2": 0.31606, "Y2": 0.836, "X3": 0.31606, "Y3": 0.8518, "X4": 0.23964, "Y4": 0.8508, "page": 0, "Index": 131}, {"Word": "contract", "Confidence": 0.996, "X1": 0.32772, "Y1": 0.8352, "X2": 0.43005, "Y2": 0.835, "X3": 0.43005, "Y3": 0.8518, "X4": 0.32772, "Y4": 0.8518, "page": 0, "Index": 132}, {"Word": "negotiation", "Confidence": 0.994, "X1": 0.44171, "Y1": 0.8342, "X2": 0.5829, "Y2": 0.834, "X3": 0.5842, "Y3": 0.8518, "X4": 0.44171, "Y4": 0.8518, "page": 0, "Index": 133}, {"Word": "meeting", "Confidence": 0.995, "X1": 0.59585, "Y1": 0.8352, "X2": 0.68394, "Y2": 0.835, "X3": 0.68523, "Y3": 0.8518, "X4": 0.59585, "Y4": 0.8518, "page": 0, "Index": 134}, {"Word": "held", "Confidence": 0.987, "X1": 0.6943, "Y1": 0.8352, "X2": 0.74611, "Y2": 0.835, "X3": 0.74611, "Y3": 0.8518, "X4": 0.6956, "Y4": 0.8518, "page": 0, "Index": 135}, {"Word": "5/19/86.", "Confidence": 0.994, "X1": 0.75777, "Y1": 0.8352, "X2": 0.8614, "Y2": 0.835, "X3": 0.8614, "Y3": 0.8518, "X4": 0.75777, "Y4": 0.8518, "page": 0, "Index": 136}, {"Word": "Draft", "Confidence": 0.991, "X1": 0.24093, "Y1": 0.8512, "X2": 0.30311, "Y2": 0.851, "X3": 0.30311, "Y3": 0.8678, "X4": 0.23964, "Y4": 0.8668, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.998, "X1": 0.31477, "Y1": 0.8522, "X2": 0.34067, "Y2": 0.852, "X3": 0.34067, "Y3": 0.8678, "X4": 0.31477, "Y4": 0.8678, "page": 0, "Index": 138}, {"Word": "supply", "Confidence": 0.997, "X1": 0.35363, "Y1": 0.8522, "X2": 0.42876, "Y2": 0.852, "X3": 0.42876, "Y3": 0.8678, "X4": 0.35363, "Y4": 0.8678, "page": 0, "Index": 139}, {"Word": "contract", "Confidence": 0.996, "X1": 0.44171, "Y1": 0.8522, "X2": 0.54534, "Y2": 0.852, "X3": 0.54534, "Y3": 0.8678, "X4": 0.44171, "Y4": 0.8678, "page": 0, "Index": 140}, {"Word": "will", "Confidence": 0.988, "X1": 0.55699, "Y1": 0.8522, "X2": 0.60881, "Y2": 0.852, "X3": 0.60881, "Y3": 0.8678, "X4": 0.55699, "Y4": 0.8678, "page": 0, "Index": 141}, {"Word": "be", "Confidence": 0.998, "X1": 0.62047, "Y1": 0.8522, "X2": 0.64637, "Y2": 0.852, "X3": 0.64637, "Y3": 0.8678, "X4": 0.62047, "Y4": 0.8678, "page": 0, "Index": 142}, {"Word": "sent", "Confidence": 0.989, "X1": 0.65933, "Y1": 0.8522, "X2": 0.70984, "Y2": 0.852, "X3": 0.70984, "Y3": 0.8678, "X4": 0.65933, "Y4": 0.8678, "page": 0, "Index": 143}, {"Word": "to", "Confidence": 0.998, "X1": 0.7215, "Y1": 0.8522, "X2": 0.74611, "Y2": 0.852, "X3": 0.74611, "Y3": 0.8678, "X4": 0.7215, "Y4": 0.8678, "page": 0, "Index": 144}, {"Word": "Trans-Matic", "Confidence": 0.994, "X1": 0.75907, "Y1": 0.8512, "X2": 0.89637, "Y2": 0.851, "X3": 0.89637, "Y3": 0.8678, "X4": 0.75907, "Y4": 0.8678, "page": 0, "Index": 145}, {"Word": "this", "Confidence": 0.989, "X1": 0.90933, "Y1": 0.8512, "X2": 0.95855, "Y2": 0.851, "X3": 0.95855, "Y3": 0.8668, "X4": 0.90933, "Y4": 0.8678, "page": 0, "Index": 146}, {"Word": "week.", "Confidence": 0.995, "X1": 0.24093, "Y1": 0.8682, "X2": 0.30311, "Y2": 0.868, "X3": 0.30311, "Y3": 0.8808, "X4": 0.24093, "Y4": 0.8818, "page": 0, "Index": 147}, {"Word": "Final", "Confidence": 0.991, "X1": 0.23964, "Y1": 0.8822, "X2": 0.30311, "Y2": 0.882, "X3": 0.30311, "Y3": 0.8978, "X4": 0.23964, "Y4": 0.8978, "page": 0, "Index": 148}, {"Word": "draft", "Confidence": 0.997, "X1": 0.31347, "Y1": 0.8822, "X2": 0.37824, "Y2": 0.882, "X3": 0.37824, "Y3": 0.8978, "X4": 0.31347, "Y4": 0.8978, "page": 0, "Index": 149}, {"Word": "completed", "Confidence": 0.995, "X1": 0.3899, "Y1": 0.8822, "X2": 0.50518, "Y2": 0.882, "X3": 0.50518, "Y3": 0.8988, "X4": 0.3899, "Y4": 0.8978, "page": 0, "Index": 150}, {"Word": "6/27.", "Confidence": 0.997, "X1": 0.52073, "Y1": 0.8812, "X2": 0.5842, "Y2": 0.881, "X3": 0.5842, "Y3": 0.9008, "X4": 0.51943, "Y4": 0.8988, "page": 0, "Index": 151}, {"Word": "Management", "Confidence": 0.991, "X1": 0.23834, "Y1": 0.8992, "X2": 0.36658, "Y2": 0.899, "X3": 0.36658, "Y3": 0.9148, "X4": 0.23834, "Y4": 0.9158, "page": 0, "Index": 152}, {"Word": "approval", "Confidence": 0.993, "X1": 0.37824, "Y1": 0.8992, "X2": 0.48187, "Y2": 0.899, "X3": 0.48057, "Y3": 0.9158, "X4": 0.37824, "Y4": 0.9148, "page": 0, "Index": 153}, {"Word": "7/28.", "Confidence": 0.994, "X1": 0.49482, "Y1": 0.8992, "X2": 0.55959, "Y2": 0.899, "X3": 0.55829, "Y3": 0.9158, "X4": 0.49352, "Y4": 0.9158, "page": 0, "Index": 154}]}	"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"
ffvb0010	1	{"lines_data": [{"Word": "Paffenbarger - 2", "Confidence": 0.91033, "X1": 0.2025, "Y1": 0.1232, "X2": 0.3275, "Y2": 0.123, "X3": 0.3275, "Y3": 0.1418, "X4": 0.2025, "Y4": 0.1418, "page": 0}, {"Word": ". \"Strenuous sports showed a strong inverse relation to heart attack risk, while", "Confidence": 0.92146, "X1": 0.23375, "Y1": 0.1782, "X2": 0.8325, "Y2": 0.178, "X3": 0.8325, "Y3": 0.1958, "X4": 0.23375, "Y4": 0.1978, "page": 0}, {"Word": "casual sports play was unrelated.\" Examples of strenuous sports, he said, include", "Confidence": 0.96167, "X1": 0.20125, "Y1": 0.2052, "X2": 0.8325, "Y2": 0.205, "X3": 0.8325, "Y3": 0.2238, "X4": 0.20125, "Y4": 0.2248, "page": 0}, {"Word": "swimming and running, basketball; handball, and squash, iwhile casual sports", "Confidence": 0.8932, "X1": 0.20125, "Y1": 0.2322, "X2": 0.8325, "Y2": 0.232, "X3": 0.8325, "Y3": 0.2518, "X4": 0.20125, "Y4": 0.2528, "page": 0}, {"Word": "includes such games as golf, bowling, baseball, softball, and volleyball. Tennis, he", "Confidence": 0.92583, "X1": 0.20125, "Y1": 0.2592, "X2": 0.83375, "Y2": 0.259, "X3": 0.83375, "Y3": 0.2778, "X4": 0.20125, "Y4": 0.2788, "page": 0}, {"Word": "said, could be classified either way, depending upon how it is played. \"Batting the", "Confidence": 0.93693, "X1": 0.20125, "Y1": 0.2862, "X2": 0.83125, "Y2": 0.286, "X3": 0.83125, "Y3": 0.3048, "X4": 0.20125, "Y4": 0.3048, "page": 0}, {"Word": "ball around on Sunday with young children generally isn't strenuous,\" he said, \"but a", "Confidence": 0.96264, "X1": 0.20125, "Y1": 0.3132, "X2": 0.83125, "Y2": 0.313, "X3": 0.83125, "Y3": 0.3318, "X4": 0.20125, "Y4": 0.3328, "page": 0}, {"Word": "stift, competitive garrie of singles is.\"", "Confidence": 0.73817, "X1": 0.2, "Y1": 0.3402, "X2": 0.4825, "Y2": 0.34, "X3": 0.4825, "Y3": 0.3568, "X4": 0.2, "Y4": 0.3588, "page": 0}, {"Word": "And when the total number of calories that the Harvard alumni expended in", "Confidence": 0.98662, "X1": 0.2425, "Y1": 0.3672, "X2": 0.83125, "Y2": 0.367, "X3": 0.83125, "Y3": 0.3848, "X4": 0.2425, "Y4": 0.3848, "page": 0}, {"Word": "..", "Confidence": 0.672, "X1": 0.0525, "Y1": 0.3992, "X2": 0.0525, "Y2": 0.399, "X3": 0.04625, "Y3": 0.3988, "X4": 0.045, "Y4": 0.3868, "page": 0}, {"Word": "all activities in a week was calculated, he said, \"a low composite index was related", "Confidence": 0.98933, "X1": 0.20125, "Y1": 0.3952, "X2": 0.83125, "Y2": 0.395, "X3": 0.83125, "Y3": 0.4118, "X4": 0.20125, "Y4": 0.4118, "page": 0}, {"Word": "-", "Confidence": 0.981, "X1": 0.0525, "Y1": 0.4232, "X2": 0.0525, "Y2": 0.423, "X3": 0.04625, "Y3": 0.4228, "X4": 0.045, "Y4": 0.4088, "page": 0}, {"Word": "to increased heart attack risk, both in the presence and in the absence of cigaret", "Confidence": 0.991, "X1": 0.2, "Y1": 0.4212, "X2": 0.83125, "Y2": 0.421, "X3": 0.83125, "Y3": 0.4388, "X4": 0.20125, "Y4": 0.4398, "page": 0}, {"Word": "smoking, high blood pressure, obesity, parental heart attack, and prior athleticism.\" .", "Confidence": 0.87567, "X1": 0.20125, "Y1": 0.4472, "X2": 0.845, "Y2": 0.447, "X3": 0.845, "Y3": 0.4658, "X4": 0.20125, "Y4": 0.4668, "page": 0}, {"Word": "Dr. Paffenbarger's collaborators in the study were Alvin L. Wing, a", "Confidence": 0.98173, "X1": 0.24125, "Y1": 0.4762, "X2": 0.8325, "Y2": 0.476, "X3": 0.8325, "Y3": 0.4938, "X4": 0.24125, "Y4": 0.4928, "page": 0}, {"Word": "biostatistician, and Robert T. Hyde, a data analyst.", "Confidence": 0.986, "X1": 0.2, "Y1": 0.5012, "X2": 0.58, "Y2": 0.501, "X3": 0.58, "Y3": 0.5198, "X4": 0.2, "Y4": 0.5208, "page": 0}, {"Word": "...", "Confidence": 0.933, "X1": 0.81625, "Y1": 0.5822, "X2": 0.8175, "Y2": 0.582, "X3": 0.80875, "Y3": 0.5838, "X4": 0.80625, "Y4": 0.5608, "page": 0}, {"Word": "-", "Confidence": 0.662, "X1": 0.3575, "Y1": 0.7752, "X2": 0.35875, "Y2": 0.775, "X3": 0.34875, "Y3": 0.7748, "X4": 0.34625, "Y4": 0.7498, "page": 0}, {"Word": "na-1222", "Confidence": 0.994, "X1": 0.20125, "Y1": 0.8002, "X2": 0.26125, "Y2": 0.8, "X3": 0.26125, "Y3": 0.8148, "X4": 0.20125, "Y4": 0.8158, "page": 0}, {"Word": "10/18/77", "Confidence": 0.991, "X1": 0.20125, "Y1": 0.8112, "X2": 0.2625, "Y2": 0.811, "X3": 0.2625, "Y3": 0.8268, "X4": 0.20125, "Y4": 0.8268, "page": 0}, {"Word": "10421594", "Confidence": 0.993, "X1": 0.485, "Y1": 0.9802, "X2": 0.58875, "Y2": 0.98, "X3": 0.58875, "Y3": 0.9938, "X4": 0.485, "Y4": 0.9938, "page": 0}, {"Word": "ZAHN", "Confidence": 0.981, "X1": 0.7475, "Y1": 0.9782, "X2": 0.805, "Y2": 0.978, "X3": 0.80375, "Y3": 0.9928, "X4": 0.74625, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "Paffenbarger", "Confidence": 0.748, "X1": 0.20375, "Y1": 0.1242, "X2": 0.29625, "Y2": 0.124, "X3": 0.29625, "Y3": 0.1418, "X4": 0.20375, "Y4": 0.1418, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.988, "X1": 0.30125, "Y1": 0.1242, "X2": 0.31, "Y2": 0.124, "X3": 0.31, "Y3": 0.1418, "X4": 0.30125, "Y4": 0.1418, "page": 0, "Index": 1}, {"Word": "2", "Confidence": 0.995, "X1": 0.31375, "Y1": 0.1242, "X2": 0.32625, "Y2": 0.124, "X3": 0.32625, "Y3": 0.1418, "X4": 0.31375, "Y4": 0.1418, "page": 0, "Index": 2}, {"Word": ".", "Confidence": 0.407, "X1": 0.2375, "Y1": 0.1802, "X2": 0.23875, "Y2": 0.18, "X3": 0.23625, "Y3": 0.1978, "X4": 0.235, "Y4": 0.1978, "page": 0, "Index": 3}, {"Word": "\"Strenuous", "Confidence": 0.949, "X1": 0.2425, "Y1": 0.1802, "X2": 0.32, "Y2": 0.18, "X3": 0.3175, "Y3": 0.1978, "X4": 0.24, "Y4": 0.1978, "page": 0, "Index": 4}, {"Word": "sports", "Confidence": 0.991, "X1": 0.32375, "Y1": 0.1802, "X2": 0.36875, "Y2": 0.18, "X3": 0.36625, "Y3": 0.1968, "X4": 0.32125, "Y4": 0.1978, "page": 0, "Index": 5}, {"Word": "showed", "Confidence": 0.994, "X1": 0.3725, "Y1": 0.1792, "X2": 0.42875, "Y2": 0.179, "X3": 0.42625, "Y3": 0.1968, "X4": 0.37, "Y4": 0.1968, "page": 0, "Index": 6}, {"Word": "a", "Confidence": 0.994, "X1": 0.4325, "Y1": 0.1792, "X2": 0.44375, "Y2": 0.179, "X3": 0.44125, "Y3": 0.1968, "X4": 0.43125, "Y4": 0.1968, "page": 0, "Index": 7}, {"Word": "strong", "Confidence": 0.7, "X1": 0.4475, "Y1": 0.1792, "X2": 0.49875, "Y2": 0.179, "X3": 0.4975, "Y3": 0.1968, "X4": 0.44625, "Y4": 0.1968, "page": 0, "Index": 8}, {"Word": "inverse", "Confidence": 0.996, "X1": 0.50375, "Y1": 0.1792, "X2": 0.555, "Y2": 0.179, "X3": 0.55375, "Y3": 0.1968, "X4": 0.5025, "Y4": 0.1968, "page": 0, "Index": 9}, {"Word": "relation", "Confidence": 0.984, "X1": 0.56, "Y1": 0.1792, "X2": 0.62125, "Y2": 0.179, "X3": 0.62, "Y3": 0.1968, "X4": 0.55875, "Y4": 0.1968, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.62625, "Y1": 0.1792, "X2": 0.6425, "Y2": 0.179, "X3": 0.64125, "Y3": 0.1968, "X4": 0.625, "Y4": 0.1968, "page": 0, "Index": 11}, {"Word": "heart", "Confidence": 0.994, "X1": 0.64625, "Y1": 0.1782, "X2": 0.68875, "Y2": 0.178, "X3": 0.68875, "Y3": 0.1958, "X4": 0.645, "Y4": 0.1968, "page": 0, "Index": 12}, {"Word": "attack", "Confidence": 0.995, "X1": 0.69375, "Y1": 0.1782, "X2": 0.7425, "Y2": 0.178, "X3": 0.74125, "Y3": 0.1958, "X4": 0.6925, "Y4": 0.1958, "page": 0, "Index": 13}, {"Word": "risk,", "Confidence": 0.996, "X1": 0.74625, "Y1": 0.1782, "X2": 0.78375, "Y2": 0.178, "X3": 0.78375, "Y3": 0.1958, "X4": 0.74625, "Y4": 0.1958, "page": 0, "Index": 14}, {"Word": "while", "Confidence": 0.981, "X1": 0.7875, "Y1": 0.1782, "X2": 0.8325, "Y2": 0.178, "X3": 0.8325, "Y3": 0.1958, "X4": 0.7875, "Y4": 0.1958, "page": 0, "Index": 15}, {"Word": "casual", "Confidence": 0.955, "X1": 0.20125, "Y1": 0.2082, "X2": 0.2475, "Y2": 0.208, "X3": 0.2475, "Y3": 0.2248, "X4": 0.20125, "Y4": 0.2248, "page": 0, "Index": 16}, {"Word": "sports", "Confidence": 0.96, "X1": 0.25125, "Y1": 0.2072, "X2": 0.29625, "Y2": 0.207, "X3": 0.29625, "Y3": 0.2248, "X4": 0.25125, "Y4": 0.2248, "page": 0, "Index": 17}, {"Word": "play", "Confidence": 0.984, "X1": 0.3, "Y1": 0.2072, "X2": 0.3325, "Y2": 0.207, "X3": 0.3325, "Y3": 0.2248, "X4": 0.30125, "Y4": 0.2248, "page": 0, "Index": 18}, {"Word": "was", "Confidence": 0.956, "X1": 0.3375, "Y1": 0.2062, "X2": 0.365, "Y2": 0.206, "X3": 0.365, "Y3": 0.2248, "X4": 0.3375, "Y4": 0.2248, "page": 0, "Index": 19}, {"Word": "unrelated.\"", "Confidence": 0.831, "X1": 0.36875, "Y1": 0.2062, "X2": 0.4625, "Y2": 0.206, "X3": 0.4625, "Y3": 0.2248, "X4": 0.37, "Y4": 0.2248, "page": 0, "Index": 20}, {"Word": "Examples", "Confidence": 0.891, "X1": 0.47125, "Y1": 0.2052, "X2": 0.53875, "Y2": 0.205, "X3": 0.53875, "Y3": 0.2248, "X4": 0.4725, "Y4": 0.2248, "page": 0, "Index": 21}, {"Word": "of", "Confidence": 0.997, "X1": 0.54375, "Y1": 0.2052, "X2": 0.56125, "Y2": 0.205, "X3": 0.5625, "Y3": 0.2248, "X4": 0.54375, "Y4": 0.2248, "page": 0, "Index": 22}, {"Word": "strenuous", "Confidence": 0.991, "X1": 0.56625, "Y1": 0.2052, "X2": 0.64125, "Y2": 0.205, "X3": 0.64125, "Y3": 0.2248, "X4": 0.56625, "Y4": 0.2248, "page": 0, "Index": 23}, {"Word": "sports,", "Confidence": 0.993, "X1": 0.64625, "Y1": 0.2062, "X2": 0.6975, "Y2": 0.206, "X3": 0.69875, "Y3": 0.2248, "X4": 0.64625, "Y4": 0.2248, "page": 0, "Index": 24}, {"Word": "he", "Confidence": 0.993, "X1": 0.7025, "Y1": 0.2062, "X2": 0.72375, "Y2": 0.206, "X3": 0.72375, "Y3": 0.2248, "X4": 0.7025, "Y4": 0.2248, "page": 0, "Index": 25}, {"Word": "said,", "Confidence": 0.996, "X1": 0.72875, "Y1": 0.2062, "X2": 0.76625, "Y2": 0.206, "X3": 0.7675, "Y3": 0.2248, "X4": 0.72875, "Y4": 0.2248, "page": 0, "Index": 26}, {"Word": "include", "Confidence": 0.993, "X1": 0.77125, "Y1": 0.2072, "X2": 0.8325, "Y2": 0.207, "X3": 0.8325, "Y3": 0.2248, "X4": 0.77125, "Y4": 0.2248, "page": 0, "Index": 27}, {"Word": "swimming", "Confidence": 0.991, "X1": 0.20375, "Y1": 0.2342, "X2": 0.28, "Y2": 0.234, "X3": 0.27875, "Y3": 0.2518, "X4": 0.20125, "Y4": 0.2518, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.998, "X1": 0.285, "Y1": 0.2342, "X2": 0.315, "Y2": 0.234, "X3": 0.31375, "Y3": 0.2518, "X4": 0.28375, "Y4": 0.2518, "page": 0, "Index": 29}, {"Word": "running,", "Confidence": 0.955, "X1": 0.32, "Y1": 0.2342, "X2": 0.385, "Y2": 0.234, "X3": 0.38375, "Y3": 0.2518, "X4": 0.31875, "Y4": 0.2518, "page": 0, "Index": 30}, {"Word": "basketball;", "Confidence": 0.624, "X1": 0.38875, "Y1": 0.2332, "X2": 0.4825, "Y2": 0.233, "X3": 0.48125, "Y3": 0.2518, "X4": 0.3875, "Y4": 0.2518, "page": 0, "Index": 31}, {"Word": "handball,", "Confidence": 0.927, "X1": 0.4875, "Y1": 0.2332, "X2": 0.56, "Y2": 0.233, "X3": 0.55875, "Y3": 0.2518, "X4": 0.48625, "Y4": 0.2518, "page": 0, "Index": 32}, {"Word": "and", "Confidence": 0.998, "X1": 0.565, "Y1": 0.2332, "X2": 0.5975, "Y2": 0.233, "X3": 0.59625, "Y3": 0.2528, "X4": 0.56375, "Y4": 0.2518, "page": 0, "Index": 33}, {"Word": "squash,", "Confidence": 0.931, "X1": 0.6025, "Y1": 0.2322, "X2": 0.66625, "Y2": 0.232, "X3": 0.665, "Y3": 0.2528, "X4": 0.60125, "Y4": 0.2528, "page": 0, "Index": 34}, {"Word": "iwhile", "Confidence": 0.545, "X1": 0.67, "Y1": 0.2322, "X2": 0.71625, "Y2": 0.232, "X3": 0.71625, "Y3": 0.2528, "X4": 0.67, "Y4": 0.2528, "page": 0, "Index": 35}, {"Word": "casual", "Confidence": 0.967, "X1": 0.72125, "Y1": 0.2322, "X2": 0.77625, "Y2": 0.232, "X3": 0.77625, "Y3": 0.2528, "X4": 0.72125, "Y4": 0.2528, "page": 0, "Index": 36}, {"Word": "sports", "Confidence": 0.996, "X1": 0.78125, "Y1": 0.2322, "X2": 0.83375, "Y2": 0.232, "X3": 0.83375, "Y3": 0.2528, "X4": 0.78125, "Y4": 0.2528, "page": 0, "Index": 37}, {"Word": "he", "Confidence": 0.997, "X1": 0.8075, "Y1": 0.2592, "X2": 0.83375, "Y2": 0.259, "X3": 0.8325, "Y3": 0.2778, "X4": 0.80625, "Y4": 0.2788, "page": 0, "Index": 38}, {"Word": "includes", "Confidence": 0.968, "X1": 0.20375, "Y1": 0.2622, "X2": 0.25875, "Y2": 0.262, "X3": 0.25875, "Y3": 0.2788, "X4": 0.20375, "Y4": 0.2788, "page": 0, "Index": 39}, {"Word": "such", "Confidence": 0.981, "X1": 0.26375, "Y1": 0.2612, "X2": 0.2975, "Y2": 0.261, "X3": 0.29625, "Y3": 0.2788, "X4": 0.2625, "Y4": 0.2788, "page": 0, "Index": 40}, {"Word": "games", "Confidence": 0.991, "X1": 0.30125, "Y1": 0.2612, "X2": 0.34625, "Y2": 0.261, "X3": 0.345, "Y3": 0.2788, "X4": 0.30125, "Y4": 0.2788, "page": 0, "Index": 41}, {"Word": "as", "Confidence": 0.996, "X1": 0.35125, "Y1": 0.2612, "X2": 0.36625, "Y2": 0.261, "X3": 0.365, "Y3": 0.2788, "X4": 0.35, "Y4": 0.2788, "page": 0, "Index": 42}, {"Word": "golf,", "Confidence": 0.847, "X1": 0.37125, "Y1": 0.2602, "X2": 0.40625, "Y2": 0.26, "X3": 0.405, "Y3": 0.2788, "X4": 0.37, "Y4": 0.2788, "page": 0, "Index": 43}, {"Word": "bowling,", "Confidence": 0.716, "X1": 0.41, "Y1": 0.2602, "X2": 0.48, "Y2": 0.26, "X3": 0.47875, "Y3": 0.2788, "X4": 0.41, "Y4": 0.2788, "page": 0, "Index": 44}, {"Word": "baseball,", "Confidence": 0.894, "X1": 0.48375, "Y1": 0.2602, "X2": 0.5475, "Y2": 0.26, "X3": 0.54625, "Y3": 0.2788, "X4": 0.48375, "Y4": 0.2788, "page": 0, "Index": 45}, {"Word": "softball,", "Confidence": 0.848, "X1": 0.55125, "Y1": 0.2592, "X2": 0.6175, "Y2": 0.259, "X3": 0.61625, "Y3": 0.2788, "X4": 0.55125, "Y4": 0.2788, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.6225, "Y1": 0.2592, "X2": 0.65125, "Y2": 0.259, "X3": 0.65, "Y3": 0.2788, "X4": 0.62125, "Y4": 0.2788, "page": 0, "Index": 47}, {"Word": "volleyball.", "Confidence": 0.881, "X1": 0.65625, "Y1": 0.2592, "X2": 0.74125, "Y2": 0.259, "X3": 0.74125, "Y3": 0.2788, "X4": 0.655, "Y4": 0.2788, "page": 0, "Index": 48}, {"Word": "Tennis,", "Confidence": 0.993, "X1": 0.74625, "Y1": 0.2592, "X2": 0.80375, "Y2": 0.259, "X3": 0.8025, "Y3": 0.2788, "X4": 0.745, "Y4": 0.2788, "page": 0, "Index": 49}, {"Word": "said,", "Confidence": 0.661, "X1": 0.2025, "Y1": 0.2872, "X2": 0.235, "Y2": 0.287, "X3": 0.235, "Y3": 0.3048, "X4": 0.20125, "Y4": 0.3048, "page": 0, "Index": 50}, {"Word": "could", "Confidence": 0.995, "X1": 0.24, "Y1": 0.2872, "X2": 0.28, "Y2": 0.287, "X3": 0.27875, "Y3": 0.3048, "X4": 0.23875, "Y4": 0.3048, "page": 0, "Index": 51}, {"Word": "be", "Confidence": 0.963, "X1": 0.285, "Y1": 0.2872, "X2": 0.3025, "Y2": 0.287, "X3": 0.3025, "Y3": 0.3048, "X4": 0.28375, "Y4": 0.3048, "page": 0, "Index": 52}, {"Word": "classified", "Confidence": 0.884, "X1": 0.3075, "Y1": 0.2872, "X2": 0.37375, "Y2": 0.287, "X3": 0.37375, "Y3": 0.3058, "X4": 0.30625, "Y4": 0.3048, "page": 0, "Index": 53}, {"Word": "either", "Confidence": 0.971, "X1": 0.37875, "Y1": 0.2872, "X2": 0.42625, "Y2": 0.287, "X3": 0.42625, "Y3": 0.3058, "X4": 0.37875, "Y4": 0.3058, "page": 0, "Index": 54}, {"Word": "way,", "Confidence": 0.981, "X1": 0.43125, "Y1": 0.2872, "X2": 0.47, "Y2": 0.287, "X3": 0.47, "Y3": 0.3058, "X4": 0.43, "Y4": 0.3058, "page": 0, "Index": 55}, {"Word": "depending", "Confidence": 0.955, "X1": 0.475, "Y1": 0.2872, "X2": 0.54875, "Y2": 0.287, "X3": 0.5475, "Y3": 0.3058, "X4": 0.475, "Y4": 0.3058, "page": 0, "Index": 56}, {"Word": "upon", "Confidence": 0.983, "X1": 0.5525, "Y1": 0.2872, "X2": 0.5875, "Y2": 0.287, "X3": 0.5875, "Y3": 0.3058, "X4": 0.5525, "Y4": 0.3058, "page": 0, "Index": 57}, {"Word": "how", "Confidence": 0.995, "X1": 0.5925, "Y1": 0.2872, "X2": 0.625, "Y2": 0.287, "X3": 0.62375, "Y3": 0.3058, "X4": 0.5925, "Y4": 0.3058, "page": 0, "Index": 58}, {"Word": "it", "Confidence": 0.998, "X1": 0.62875, "Y1": 0.2872, "X2": 0.6425, "Y2": 0.287, "X3": 0.6425, "Y3": 0.3058, "X4": 0.62875, "Y4": 0.3058, "page": 0, "Index": 59}, {"Word": "is", "Confidence": 0.998, "X1": 0.6475, "Y1": 0.2872, "X2": 0.6625, "Y2": 0.287, "X3": 0.6625, "Y3": 0.3058, "X4": 0.6475, "Y4": 0.3058, "page": 0, "Index": 60}, {"Word": "played.", "Confidence": 0.754, "X1": 0.6675, "Y1": 0.2872, "X2": 0.72625, "Y2": 0.287, "X3": 0.72625, "Y3": 0.3058, "X4": 0.6675, "Y4": 0.3058, "page": 0, "Index": 61}, {"Word": "\"Batting", "Confidence": 0.981, "X1": 0.73125, "Y1": 0.2872, "X2": 0.79625, "Y2": 0.287, "X3": 0.79625, "Y3": 0.3058, "X4": 0.73125, "Y4": 0.3058, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.80125, "Y1": 0.2872, "X2": 0.8325, "Y2": 0.287, "X3": 0.8325, "Y3": 0.3048, "X4": 0.80125, "Y4": 0.3048, "page": 0, "Index": 63}, {"Word": "ball", "Confidence": 0.991, "X1": 0.2025, "Y1": 0.3152, "X2": 0.2275, "Y2": 0.315, "X3": 0.2275, "Y3": 0.3328, "X4": 0.2025, "Y4": 0.3328, "page": 0, "Index": 64}, {"Word": "around", "Confidence": 0.995, "X1": 0.2325, "Y1": 0.3152, "X2": 0.28125, "Y2": 0.315, "X3": 0.28, "Y3": 0.3328, "X4": 0.23125, "Y4": 0.3328, "page": 0, "Index": 65}, {"Word": "on", "Confidence": 0.936, "X1": 0.285, "Y1": 0.3152, "X2": 0.30125, "Y2": 0.315, "X3": 0.30125, "Y3": 0.3328, "X4": 0.285, "Y4": 0.3328, "page": 0, "Index": 66}, {"Word": "Sunday", "Confidence": 0.993, "X1": 0.30625, "Y1": 0.3152, "X2": 0.355, "Y2": 0.315, "X3": 0.355, "Y3": 0.3328, "X4": 0.30625, "Y4": 0.3328, "page": 0, "Index": 67}, {"Word": "with", "Confidence": 0.991, "X1": 0.36, "Y1": 0.3152, "X2": 0.3925, "Y2": 0.315, "X3": 0.3925, "Y3": 0.3328, "X4": 0.36, "Y4": 0.3328, "page": 0, "Index": 68}, {"Word": "young", "Confidence": 0.997, "X1": 0.3975, "Y1": 0.3152, "X2": 0.4425, "Y2": 0.315, "X3": 0.4425, "Y3": 0.3328, "X4": 0.39625, "Y4": 0.3328, "page": 0, "Index": 69}, {"Word": "children", "Confidence": 0.958, "X1": 0.4475, "Y1": 0.3152, "X2": 0.50875, "Y2": 0.315, "X3": 0.5075, "Y3": 0.3328, "X4": 0.4475, "Y4": 0.3328, "page": 0, "Index": 70}, {"Word": "generally", "Confidence": 0.902, "X1": 0.5125, "Y1": 0.3152, "X2": 0.5825, "Y2": 0.315, "X3": 0.5825, "Y3": 0.3328, "X4": 0.5125, "Y4": 0.3328, "page": 0, "Index": 71}, {"Word": "isn't", "Confidence": 0.959, "X1": 0.5875, "Y1": 0.3152, "X2": 0.62, "Y2": 0.315, "X3": 0.62, "Y3": 0.3328, "X4": 0.5875, "Y4": 0.3328, "page": 0, "Index": 72}, {"Word": "strenuous,\"", "Confidence": 0.881, "X1": 0.62375, "Y1": 0.3142, "X2": 0.71, "Y2": 0.314, "X3": 0.71, "Y3": 0.3328, "X4": 0.62375, "Y4": 0.3328, "page": 0, "Index": 73}, {"Word": "he", "Confidence": 0.97, "X1": 0.715, "Y1": 0.3142, "X2": 0.7325, "Y2": 0.314, "X3": 0.7325, "Y3": 0.3328, "X4": 0.715, "Y4": 0.3328, "page": 0, "Index": 74}, {"Word": "said,", "Confidence": 0.994, "X1": 0.7375, "Y1": 0.3142, "X2": 0.77625, "Y2": 0.314, "X3": 0.77625, "Y3": 0.3318, "X4": 0.7375, "Y4": 0.3328, "page": 0, "Index": 75}, {"Word": "\"but", "Confidence": 0.955, "X1": 0.78, "Y1": 0.3142, "X2": 0.8125, "Y2": 0.314, "X3": 0.8125, "Y3": 0.3318, "X4": 0.78, "Y4": 0.3318, "page": 0, "Index": 76}, {"Word": "a", "Confidence": 0.955, "X1": 0.8175, "Y1": 0.3142, "X2": 0.83, "Y2": 0.314, "X3": 0.83, "Y3": 0.3318, "X4": 0.8175, "Y4": 0.3318, "page": 0, "Index": 77}, {"Word": "garrie", "Confidence": 0.716, "X1": 0.33125, "Y1": 0.3412, "X2": 0.36875, "Y2": 0.341, "X3": 0.36875, "Y3": 0.3578, "X4": 0.33125, "Y4": 0.3588, "page": 0, "Index": 78}, {"Word": "of", "Confidence": 0.948, "X1": 0.3725, "Y1": 0.3412, "X2": 0.39, "Y2": 0.341, "X3": 0.39, "Y3": 0.3578, "X4": 0.37375, "Y4": 0.3578, "page": 0, "Index": 79}, {"Word": "singles", "Confidence": 0.885, "X1": 0.39375, "Y1": 0.3412, "X2": 0.44875, "Y2": 0.341, "X3": 0.44875, "Y3": 0.3578, "X4": 0.39375, "Y4": 0.3578, "page": 0, "Index": 80}, {"Word": "is.\"", "Confidence": 0.526, "X1": 0.4525, "Y1": 0.3412, "X2": 0.4825, "Y2": 0.341, "X3": 0.4825, "Y3": 0.3568, "X4": 0.4525, "Y4": 0.3578, "page": 0, "Index": 81}, {"Word": "stift,", "Confidence": 0.632, "X1": 0.20125, "Y1": 0.3422, "X2": 0.2375, "Y2": 0.342, "X3": 0.2375, "Y3": 0.3588, "X4": 0.20125, "Y4": 0.3588, "page": 0, "Index": 82}, {"Word": "competitive", "Confidence": 0.722, "X1": 0.24125, "Y1": 0.3422, "X2": 0.32625, "Y2": 0.342, "X3": 0.3275, "Y3": 0.3588, "X4": 0.24125, "Y4": 0.3588, "page": 0, "Index": 83}, {"Word": "And", "Confidence": 0.997, "X1": 0.245, "Y1": 0.3682, "X2": 0.2725, "Y2": 0.368, "X3": 0.27125, "Y3": 0.3848, "X4": 0.24375, "Y4": 0.3848, "page": 0, "Index": 84}, {"Word": "when", "Confidence": 0.991, "X1": 0.27625, "Y1": 0.3682, "X2": 0.31375, "Y2": 0.368, "X3": 0.3125, "Y3": 0.3848, "X4": 0.27625, "Y4": 0.3848, "page": 0, "Index": 85}, {"Word": "the", "Confidence": 0.998, "X1": 0.3175, "Y1": 0.3682, "X2": 0.34375, "Y2": 0.368, "X3": 0.3425, "Y3": 0.3848, "X4": 0.3175, "Y4": 0.3848, "page": 0, "Index": 86}, {"Word": "total", "Confidence": 0.991, "X1": 0.3475, "Y1": 0.3682, "X2": 0.385, "Y2": 0.368, "X3": 0.38375, "Y3": 0.3848, "X4": 0.3475, "Y4": 0.3848, "page": 0, "Index": 87}, {"Word": "number", "Confidence": 0.996, "X1": 0.38875, "Y1": 0.3682, "X2": 0.45, "Y2": 0.368, "X3": 0.45, "Y3": 0.3848, "X4": 0.38875, "Y4": 0.3848, "page": 0, "Index": 88}, {"Word": "of", "Confidence": 0.998, "X1": 0.455, "Y1": 0.3682, "X2": 0.475, "Y2": 0.368, "X3": 0.47375, "Y3": 0.3848, "X4": 0.45375, "Y4": 0.3848, "page": 0, "Index": 89}, {"Word": "calories", "Confidence": 0.944, "X1": 0.47875, "Y1": 0.3682, "X2": 0.53625, "Y2": 0.368, "X3": 0.535, "Y3": 0.3848, "X4": 0.4775, "Y4": 0.3848, "page": 0, "Index": 90}, {"Word": "that", "Confidence": 0.932, "X1": 0.54, "Y1": 0.3682, "X2": 0.575, "Y2": 0.368, "X3": 0.575, "Y3": 0.3848, "X4": 0.53875, "Y4": 0.3848, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.998, "X1": 0.58, "Y1": 0.3682, "X2": 0.605, "Y2": 0.368, "X3": 0.605, "Y3": 0.3848, "X4": 0.57875, "Y4": 0.3848, "page": 0, "Index": 92}, {"Word": "Harvard", "Confidence": 0.996, "X1": 0.61, "Y1": 0.3672, "X2": 0.67625, "Y2": 0.367, "X3": 0.67625, "Y3": 0.3848, "X4": 0.60875, "Y4": 0.3848, "page": 0, "Index": 93}, {"Word": "alumni", "Confidence": 0.996, "X1": 0.68125, "Y1": 0.3672, "X2": 0.73, "Y2": 0.367, "X3": 0.73, "Y3": 0.3848, "X4": 0.68, "Y4": 0.3848, "page": 0, "Index": 94}, {"Word": "expended", "Confidence": 0.991, "X1": 0.735, "Y1": 0.3672, "X2": 0.8075, "Y2": 0.367, "X3": 0.8075, "Y3": 0.3858, "X4": 0.73375, "Y4": 0.3848, "page": 0, "Index": 95}, {"Word": "in", "Confidence": 0.998, "X1": 0.81125, "Y1": 0.3672, "X2": 0.83125, "Y2": 0.367, "X3": 0.83125, "Y3": 0.3858, "X4": 0.81125, "Y4": 0.3858, "page": 0, "Index": 96}, {"Word": "..", "Confidence": 0.672, "X1": 0.0525, "Y1": 0.3972, "X2": 0.0525, "Y2": 0.397, "X3": 0.045, "Y3": 0.3978, "X4": 0.045, "Y4": 0.3878, "page": 0, "Index": 97}, {"Word": "-", "Confidence": 0.981, "X1": 0.0525, "Y1": 0.4122, "X2": 0.0525, "Y2": 0.412, "X3": 0.045, "Y3": 0.4118, "X4": 0.045, "Y4": 0.4088, "page": 0, "Index": 98}, {"Word": "all", "Confidence": 0.996, "X1": 0.20125, "Y1": 0.3962, "X2": 0.2175, "Y2": 0.396, "X3": 0.2175, "Y3": 0.4128, "X4": 0.20125, "Y4": 0.4128, "page": 0, "Index": 99}, {"Word": "activities", "Confidence": 0.991, "X1": 0.2225, "Y1": 0.3962, "X2": 0.29125, "Y2": 0.396, "X3": 0.29125, "Y3": 0.4128, "X4": 0.2225, "Y4": 0.4128, "page": 0, "Index": 100}, {"Word": "in", "Confidence": 0.998, "X1": 0.295, "Y1": 0.3962, "X2": 0.3075, "Y2": 0.396, "X3": 0.3075, "Y3": 0.4128, "X4": 0.295, "Y4": 0.4128, "page": 0, "Index": 101}, {"Word": "a", "Confidence": 0.997, "X1": 0.3125, "Y1": 0.3962, "X2": 0.32125, "Y2": 0.396, "X3": 0.32125, "Y3": 0.4128, "X4": 0.31125, "Y4": 0.4128, "page": 0, "Index": 102}, {"Word": "week", "Confidence": 0.982, "X1": 0.32625, "Y1": 0.3962, "X2": 0.36375, "Y2": 0.396, "X3": 0.36375, "Y3": 0.4128, "X4": 0.32625, "Y4": 0.4128, "page": 0, "Index": 103}, {"Word": "was", "Confidence": 0.998, "X1": 0.3675, "Y1": 0.3962, "X2": 0.395, "Y2": 0.396, "X3": 0.395, "Y3": 0.4128, "X4": 0.3675, "Y4": 0.4128, "page": 0, "Index": 104}, {"Word": "calculated,", "Confidence": 0.962, "X1": 0.39875, "Y1": 0.3962, "X2": 0.48875, "Y2": 0.396, "X3": 0.48875, "Y3": 0.4128, "X4": 0.39875, "Y4": 0.4128, "page": 0, "Index": 105}, {"Word": "he", "Confidence": 0.993, "X1": 0.4925, "Y1": 0.3952, "X2": 0.50875, "Y2": 0.395, "X3": 0.5075, "Y3": 0.4128, "X4": 0.4925, "Y4": 0.4128, "page": 0, "Index": 106}, {"Word": "said,", "Confidence": 0.991, "X1": 0.5125, "Y1": 0.3952, "X2": 0.54875, "Y2": 0.395, "X3": 0.54875, "Y3": 0.4128, "X4": 0.5125, "Y4": 0.4128, "page": 0, "Index": 107}, {"Word": "\"a", "Confidence": 0.955, "X1": 0.55375, "Y1": 0.3952, "X2": 0.57125, "Y2": 0.395, "X3": 0.57125, "Y3": 0.4128, "X4": 0.5525, "Y4": 0.4128, "page": 0, "Index": 108}, {"Word": "low", "Confidence": 0.997, "X1": 0.57625, "Y1": 0.3952, "X2": 0.60375, "Y2": 0.395, "X3": 0.6025, "Y3": 0.4128, "X4": 0.575, "Y4": 0.4128, "page": 0, "Index": 109}, {"Word": "composite", "Confidence": 0.994, "X1": 0.6075, "Y1": 0.3952, "X2": 0.6875, "Y2": 0.395, "X3": 0.6875, "Y3": 0.4128, "X4": 0.6075, "Y4": 0.4128, "page": 0, "Index": 110}, {"Word": "index", "Confidence": 0.994, "X1": 0.6925, "Y1": 0.3952, "X2": 0.73375, "Y2": 0.395, "X3": 0.73375, "Y3": 0.4128, "X4": 0.69125, "Y4": 0.4128, "page": 0, "Index": 111}, {"Word": "was", "Confidence": 0.998, "X1": 0.73875, "Y1": 0.3952, "X2": 0.76625, "Y2": 0.395, "X3": 0.76625, "Y3": 0.4128, "X4": 0.7375, "Y4": 0.4128, "page": 0, "Index": 112}, {"Word": "related", "Confidence": 0.994, "X1": 0.77125, "Y1": 0.3952, "X2": 0.83125, "Y2": 0.395, "X3": 0.83, "Y3": 0.4128, "X4": 0.77, "Y4": 0.4128, "page": 0, "Index": 113}, {"Word": "to", "Confidence": 0.998, "X1": 0.20125, "Y1": 0.4232, "X2": 0.215, "Y2": 0.423, "X3": 0.215, "Y3": 0.4398, "X4": 0.20125, "Y4": 0.4398, "page": 0, "Index": 114}, {"Word": "increased", "Confidence": 0.994, "X1": 0.21875, "Y1": 0.4232, "X2": 0.28875, "Y2": 0.423, "X3": 0.28875, "Y3": 0.4398, "X4": 0.22, "Y4": 0.4398, "page": 0, "Index": 115}, {"Word": "heart", "Confidence": 0.994, "X1": 0.29375, "Y1": 0.4232, "X2": 0.335, "Y2": 0.423, "X3": 0.335, "Y3": 0.4398, "X4": 0.29375, "Y4": 0.4398, "page": 0, "Index": 116}, {"Word": "attack", "Confidence": 0.964, "X1": 0.33875, "Y1": 0.4222, "X2": 0.3875, "Y2": 0.422, "X3": 0.3875, "Y3": 0.4388, "X4": 0.33875, "Y4": 0.4398, "page": 0, "Index": 117}, {"Word": "risk,", "Confidence": 0.997, "X1": 0.39125, "Y1": 0.4222, "X2": 0.4275, "Y2": 0.422, "X3": 0.4275, "Y3": 0.4388, "X4": 0.39125, "Y4": 0.4388, "page": 0, "Index": 118}, {"Word": "both", "Confidence": 0.991, "X1": 0.43125, "Y1": 0.4222, "X2": 0.4725, "Y2": 0.422, "X3": 0.4725, "Y3": 0.4388, "X4": 0.43125, "Y4": 0.4388, "page": 0, "Index": 119}, {"Word": "in", "Confidence": 0.998, "X1": 0.47625, "Y1": 0.4222, "X2": 0.4925, "Y2": 0.422, "X3": 0.4925, "Y3": 0.4388, "X4": 0.47625, "Y4": 0.4388, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.49625, "Y1": 0.4222, "X2": 0.51875, "Y2": 0.422, "X3": 0.51875, "Y3": 0.4388, "X4": 0.49625, "Y4": 0.4388, "page": 0, "Index": 121}, {"Word": "presence", "Confidence": 0.961, "X1": 0.52375, "Y1": 0.4222, "X2": 0.59375, "Y2": 0.422, "X3": 0.5925, "Y3": 0.4388, "X4": 0.52375, "Y4": 0.4388, "page": 0, "Index": 122}, {"Word": "and", "Confidence": 0.998, "X1": 0.5975, "Y1": 0.4222, "X2": 0.6275, "Y2": 0.422, "X3": 0.6275, "Y3": 0.4388, "X4": 0.5975, "Y4": 0.4388, "page": 0, "Index": 123}, {"Word": "in", "Confidence": 0.998, "X1": 0.63125, "Y1": 0.4222, "X2": 0.65, "Y2": 0.422, "X3": 0.65, "Y3": 0.4388, "X4": 0.63125, "Y4": 0.4388, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.993, "X1": 0.65375, "Y1": 0.4222, "X2": 0.68125, "Y2": 0.422, "X3": 0.68125, "Y3": 0.4388, "X4": 0.65375, "Y4": 0.4388, "page": 0, "Index": 125}, {"Word": "absence", "Confidence": 0.995, "X1": 0.68625, "Y1": 0.4222, "X2": 0.74375, "Y2": 0.422, "X3": 0.74375, "Y3": 0.4398, "X4": 0.685, "Y4": 0.4388, "page": 0, "Index": 126}, {"Word": "of", "Confidence": 0.998, "X1": 0.74875, "Y1": 0.4222, "X2": 0.76625, "Y2": 0.422, "X3": 0.76625, "Y3": 0.4398, "X4": 0.7475, "Y4": 0.4398, "page": 0, "Index": 127}, {"Word": "cigaret", "Confidence": 0.988, "X1": 0.77125, "Y1": 0.4222, "X2": 0.8325, "Y2": 0.422, "X3": 0.83125, "Y3": 0.4398, "X4": 0.77, "Y4": 0.4398, "page": 0, "Index": 128}, {"Word": "smoking,", "Confidence": 0.991, "X1": 0.2025, "Y1": 0.4502, "X2": 0.26125, "Y2": 0.45, "X3": 0.26125, "Y3": 0.4668, "X4": 0.2025, "Y4": 0.4668, "page": 0, "Index": 129}, {"Word": "high", "Confidence": 0.981, "X1": 0.265, "Y1": 0.4502, "X2": 0.29625, "Y2": 0.45, "X3": 0.29625, "Y3": 0.4668, "X4": 0.265, "Y4": 0.4668, "page": 0, "Index": 130}, {"Word": "blood", "Confidence": 0.932, "X1": 0.30125, "Y1": 0.4502, "X2": 0.33875, "Y2": 0.45, "X3": 0.33875, "Y3": 0.4668, "X4": 0.3, "Y4": 0.4668, "page": 0, "Index": 131}, {"Word": "pressure,", "Confidence": 0.994, "X1": 0.34375, "Y1": 0.4492, "X2": 0.41, "Y2": 0.449, "X3": 0.41, "Y3": 0.4668, "X4": 0.34375, "Y4": 0.4668, "page": 0, "Index": 132}, {"Word": "obesity,", "Confidence": 0.981, "X1": 0.41375, "Y1": 0.4492, "X2": 0.47875, "Y2": 0.449, "X3": 0.47875, "Y3": 0.4668, "X4": 0.41375, "Y4": 0.4668, "page": 0, "Index": 133}, {"Word": "parental", "Confidence": 0.991, "X1": 0.48375, "Y1": 0.4492, "X2": 0.5425, "Y2": 0.449, "X3": 0.5425, "Y3": 0.4668, "X4": 0.4825, "Y4": 0.4668, "page": 0, "Index": 134}, {"Word": "heart", "Confidence": 0.651, "X1": 0.54625, "Y1": 0.4492, "X2": 0.58875, "Y2": 0.449, "X3": 0.58875, "Y3": 0.4668, "X4": 0.54625, "Y4": 0.4668, "page": 0, "Index": 135}, {"Word": "attack,", "Confidence": 0.986, "X1": 0.59375, "Y1": 0.4492, "X2": 0.65, "Y2": 0.449, "X3": 0.65, "Y3": 0.4668, "X4": 0.59375, "Y4": 0.4668, "page": 0, "Index": 136}, {"Word": "and", "Confidence": 0.67, "X1": 0.65375, "Y1": 0.4482, "X2": 0.68, "Y2": 0.448, "X3": 0.68, "Y3": 0.4668, "X4": 0.65375, "Y4": 0.4668, "page": 0, "Index": 137}, {"Word": "prior", "Confidence": 0.996, "X1": 0.685, "Y1": 0.4482, "X2": 0.72, "Y2": 0.448, "X3": 0.72, "Y3": 0.4668, "X4": 0.685, "Y4": 0.4668, "page": 0, "Index": 138}, {"Word": "athleticism.\"", "Confidence": 0.681, "X1": 0.725, "Y1": 0.4482, "X2": 0.83, "Y2": 0.448, "X3": 0.83, "Y3": 0.4668, "X4": 0.725, "Y4": 0.4668, "page": 0, "Index": 139}, {"Word": ".", "Confidence": 0.654, "X1": 0.8375, "Y1": 0.4482, "X2": 0.845, "Y2": 0.448, "X3": 0.84625, "Y3": 0.4668, "X4": 0.8375, "Y4": 0.4668, "page": 0, "Index": 140}, {"Word": "Dr.", "Confidence": 0.994, "X1": 0.24125, "Y1": 0.4762, "X2": 0.27125, "Y2": 0.476, "X3": 0.27125, "Y3": 0.4938, "X4": 0.24125, "Y4": 0.4928, "page": 0, "Index": 141}, {"Word": "Paffenbarger's", "Confidence": 0.974, "X1": 0.27625, "Y1": 0.4762, "X2": 0.38875, "Y2": 0.476, "X3": 0.3875, "Y3": 0.4938, "X4": 0.275, "Y4": 0.4938, "page": 0, "Index": 142}, {"Word": "collaborators", "Confidence": 0.955, "X1": 0.39375, "Y1": 0.4762, "X2": 0.5025, "Y2": 0.476, "X3": 0.5025, "Y3": 0.4938, "X4": 0.3925, "Y4": 0.4938, "page": 0, "Index": 143}, {"Word": "in", "Confidence": 0.998, "X1": 0.5075, "Y1": 0.4762, "X2": 0.52625, "Y2": 0.476, "X3": 0.52625, "Y3": 0.4938, "X4": 0.5075, "Y4": 0.4938, "page": 0, "Index": 144}, {"Word": "the", "Confidence": 0.995, "X1": 0.535, "Y1": 0.4762, "X2": 0.565, "Y2": 0.476, "X3": 0.565, "Y3": 0.4938, "X4": 0.53375, "Y4": 0.4938, "page": 0, "Index": 145}, {"Word": "study", "Confidence": 0.995, "X1": 0.5725, "Y1": 0.4762, "X2": 0.62, "Y2": 0.476, "X3": 0.61875, "Y3": 0.4938, "X4": 0.57125, "Y4": 0.4938, "page": 0, "Index": 146}, {"Word": "were", "Confidence": 0.986, "X1": 0.6275, "Y1": 0.4762, "X2": 0.67125, "Y2": 0.476, "X3": 0.67, "Y3": 0.4948, "X4": 0.6275, "Y4": 0.4938, "page": 0, "Index": 147}, {"Word": "Alvin", "Confidence": 0.991, "X1": 0.68, "Y1": 0.4762, "X2": 0.72375, "Y2": 0.476, "X3": 0.7225, "Y3": 0.4948, "X4": 0.68, "Y4": 0.4948, "page": 0, "Index": 148}, {"Word": "L.", "Confidence": 0.995, "X1": 0.73125, "Y1": 0.4762, "X2": 0.755, "Y2": 0.476, "X3": 0.755, "Y3": 0.4948, "X4": 0.73125, "Y4": 0.4948, "page": 0, "Index": 149}, {"Word": "Wing,", "Confidence": 0.991, "X1": 0.76, "Y1": 0.4762, "X2": 0.81125, "Y2": 0.476, "X3": 0.81, "Y3": 0.4948, "X4": 0.75875, "Y4": 0.4948, "page": 0, "Index": 150}, {"Word": "a", "Confidence": 0.925, "X1": 0.815, "Y1": 0.4762, "X2": 0.82875, "Y2": 0.476, "X3": 0.8275, "Y3": 0.4948, "X4": 0.815, "Y4": 0.4948, "page": 0, "Index": 151}, {"Word": "biostatistician,", "Confidence": 0.991, "X1": 0.2, "Y1": 0.5032, "X2": 0.305, "Y2": 0.503, "X3": 0.30625, "Y3": 0.5198, "X4": 0.20125, "Y4": 0.5208, "page": 0, "Index": 152}, {"Word": "and", "Confidence": 0.998, "X1": 0.31, "Y1": 0.5022, "X2": 0.335, "Y2": 0.502, "X3": 0.33625, "Y3": 0.5198, "X4": 0.31, "Y4": 0.5198, "page": 0, "Index": 153}, {"Word": "Robert", "Confidence": 0.995, "X1": 0.34, "Y1": 0.5022, "X2": 0.39125, "Y2": 0.502, "X3": 0.3925, "Y3": 0.5198, "X4": 0.34, "Y4": 0.5198, "page": 0, "Index": 154}, {"Word": "T.", "Confidence": 0.97, "X1": 0.39625, "Y1": 0.5022, "X2": 0.41125, "Y2": 0.502, "X3": 0.41125, "Y3": 0.5198, "X4": 0.39625, "Y4": 0.5198, "page": 0, "Index": 155}, {"Word": "Hyde,", "Confidence": 0.97, "X1": 0.415, "Y1": 0.5022, "X2": 0.465, "Y2": 0.502, "X3": 0.465, "Y3": 0.5198, "X4": 0.41625, "Y4": 0.5198, "page": 0, "Index": 156}, {"Word": "a", "Confidence": 0.994, "X1": 0.46875, "Y1": 0.5022, "X2": 0.47875, "Y2": 0.502, "X3": 0.48, "Y3": 0.5198, "X4": 0.47, "Y4": 0.5198, "page": 0, "Index": 157}, {"Word": "data", "Confidence": 0.982, "X1": 0.48375, "Y1": 0.5022, "X2": 0.5125, "Y2": 0.502, "X3": 0.5125, "Y3": 0.5208, "X4": 0.485, "Y4": 0.5208, "page": 0, "Index": 158}, {"Word": "analyst.", "Confidence": 0.988, "X1": 0.51625, "Y1": 0.5022, "X2": 0.57875, "Y2": 0.502, "X3": 0.58, "Y3": 0.5208, "X4": 0.5175, "Y4": 0.5208, "page": 0, "Index": 159}, {"Word": "...", "Confidence": 0.933, "X1": 0.81625, "Y1": 0.5812, "X2": 0.8175, "Y2": 0.581, "X3": 0.8075, "Y3": 0.5818, "X4": 0.80625, "Y4": 0.5618, "page": 0, "Index": 160}, {"Word": "-", "Confidence": 0.662, "X1": 0.3575, "Y1": 0.7632, "X2": 0.35875, "Y2": 0.763, "X3": 0.3475, "Y3": 0.7628, "X4": 0.34625, "Y4": 0.7568, "page": 0, "Index": 161}, {"Word": "na-1222", "Confidence": 0.994, "X1": 0.20125, "Y1": 0.8012, "X2": 0.2575, "Y2": 0.801, "X3": 0.2575, "Y3": 0.8158, "X4": 0.20125, "Y4": 0.8168, "page": 0, "Index": 162}, {"Word": "10/18/77", "Confidence": 0.991, "X1": 0.20125, "Y1": 0.8122, "X2": 0.2625, "Y2": 0.812, "X3": 0.26375, "Y3": 0.8278, "X4": 0.20125, "Y4": 0.8278, "page": 0, "Index": 163}, {"Word": "10421594", "Confidence": 0.993, "X1": 0.48625, "Y1": 0.9812, "X2": 0.585, "Y2": 0.981, "X3": 0.5825, "Y3": 0.9948, "X4": 0.48625, "Y4": 0.9938, "page": 0, "Index": 164}, {"Word": "ZAHN", "Confidence": 0.981, "X1": 0.75125, "Y1": 0.9772, "X2": 0.80125, "Y2": 0.977, "X3": 0.80125, "Y3": 0.9928, "X4": 0.75, "Y4": 0.9918, "page": 0, "Index": 165}]}	"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"
ffvb0010	0	{"lines_data": [{"Word": "NEWS RELEASE", "Confidence": 0.7675, "X1": 0.1261, "Y1": 0.1112, "X2": 0.38714, "Y2": 0.111, "X3": 0.38714, "Y3": 0.1348, "X4": 0.1261, "Y4": 0.1348, "page": 0}, {"Word": "American Heart Association", "Confidence": 0.98433, "X1": 0.27238, "Y1": 0.1592, "X2": 0.7087, "Y2": 0.159, "X3": 0.7087, "Y3": 0.1858, "X4": 0.27238, "Y4": 0.1848, "page": 0}, {"Word": "7320 GREENVILLE AVENUE, DALLAS, TEXAS 7523'", "Confidence": 0.80917, "X1": 0.314, "Y1": 0.1882, "X2": 0.66835, "Y2": 0.188, "X3": 0.66835, "Y3": 0.2048, "X4": 0.314, "Y4": 0.2038, "page": 0}, {"Word": "Monday-5 (Paffenbarger)", "Confidence": 0.774, "X1": 0.6053, "Y1": 0.2112, "X2": 0.80832, "Y2": 0.211, "X3": 0.80832, "Y3": 0.2288, "X4": 0.6053, "Y4": 0.2288, "page": 0}, {"Word": "FOR RELEASE: After 11:00 a.m ., Monday", "Confidence": 0.976, "X1": 0.07945, "Y1": 0.2562, "X2": 0.39596, "Y2": 0.256, "X3": 0.39596, "Y3": 0.2708, "X4": 0.07945, "Y4": 0.2658, "page": 0}, {"Word": "Press Hqrs ., Nov. 28 - Dec. 1", "Confidence": 0.92575, "X1": 0.52963, "Y1": 0.2542, "X2": 0.75284, "Y2": 0.254, "X3": 0.75284, "Y3": 0.2688, "X4": 0.52963, "Y4": 0.2698, "page": 0}, {"Word": "November 28; 1977", "Confidence": 0.90133, "X1": 0.19924, "Y1": 0.2702, "X2": 0.34931, "Y2": 0.27, "X3": 0.34931, "Y3": 0.2838, "X4": 0.19924, "Y4": 0.2828, "page": 0}, {"Word": "Room 154, Convention Center.", "Confidence": 0.9845, "X1": 0.52963, "Y1": 0.2692, "X2": 0.76545, "Y2": 0.269, "X3": 0.76545, "Y3": 0.2818, "X4": 0.52963, "Y4": 0.2808, "page": 0}, {"Word": "Contact: Howard Lewis or Al Salerno", "Confidence": 0.91167, "X1": 0.5309, "Y1": 0.2812, "X2": 0.82346, "Y2": 0.281, "X3": 0.82346, "Y3": 0.2958, "X4": 0.5309, "Y4": 0.2958, "page": 0}, {"Word": "(305) 673-8020", "Confidence": 0.994, "X1": 0.60151, "Y1": 0.2942, "X2": 0.72257, "Y2": 0.294, "X3": 0.72257, "Y3": 0.3088, "X4": 0.60151, "Y4": 0.3088, "page": 0}, {"Word": "STRENUOUS SPORTS LIKE SWIMMING", "Confidence": 0.9925, "X1": 0.2005, "Y1": 0.3342, "X2": 0.49685, "Y2": 0.334, "X3": 0.49685, "Y3": 0.3488, "X4": 0.2005, "Y4": 0.3498, "page": 0}, {"Word": "BETTER FOR HEART THAN GOLF GAME", "Confidence": 0.99067, "X1": 0.19924, "Y1": 0.3492, "X2": 0.52081, "Y2": 0.349, "X3": 0.52081, "Y3": 0.3638, "X4": 0.19924, "Y4": 0.3648, "page": 0}, {"Word": "MIAMI BEACH, Nov. 28' -- Everyone believes that exercise will help to ward", "Confidence": 0.96477, "X1": 0.24212, "Y1": 0.4012, "X2": 0.82976, "Y2": 0.401, "X3": 0.82976, "Y3": 0.4188, "X4": 0.24212, "Y4": 0.4198, "page": 0}, {"Word": "off a heart attack, but not everyone may know that golf helps little, if at all, while", "Confidence": 0.94818, "X1": 0.19924, "Y1": 0.4282, "X2": 0.82976, "Y2": 0.428, "X3": 0.82976, "Y3": 0.4438, "X4": 0.19924, "Y4": 0.4468, "page": 0}, {"Word": "running sports and swimming may help a great deal. It is a high total energy output", "Confidence": 0.97994, "X1": 0.19924, "Y1": 0.4552, "X2": 0.82976, "Y2": 0.455, "X3": 0.82976, "Y3": 0.4718, "X4": 0.19924, "Y4": 0.4738, "page": 0}, {"Word": "that counts, especially exercise that requires bursts of output.", "Confidence": 0.97322, "X1": 0.2005, "Y1": 0.4832, "X2": 0.66583, "Y2": 0.483, "X3": 0.66583, "Y3": 0.4988, "X4": 0.2005, "Y4": 0.4998, "page": 0}, {"Word": "Men who participate in strenuous sports have a lower rate of heart attack", "Confidence": 0.99438, "X1": 0.24212, "Y1": 0.5082, "X2": 0.83102, "Y2": 0.508, "X3": 0.83102, "Y3": 0.5248, "X4": 0.24212, "Y4": 0.5268, "page": 0}, {"Word": "than men who expend the same amount of energy on all other sports, according to a", "Confidence": 0.97894, "X1": 0.19924, "Y1": 0.5362, "X2": 0.82976, "Y2": 0.536, "X3": 0.82976, "Y3": 0.5528, "X4": 0.19924, "Y4": 0.5538, "page": 0}, {"Word": "report by Ralph S. Paffenbarger, Jr ., M.D ., to the 50th Scientific Sessions of the", "Confidence": 0.94131, "X1": 0.19798, "Y1": 0.5612, "X2": 0.8285, "Y2": 0.561, "X3": 0.8285, "Y3": 0.5798, "X4": 0.19798, "Y4": 0.5818, "page": 0}, {"Word": "American Heart Association today.", "Confidence": 0.97225, "X1": 0.19798, "Y1": 0.5912, "X2": 0.46154, "Y2": 0.591, "X3": 0.46154, "Y3": 0.6068, "X4": 0.19798, "Y4": 0.6078, "page": 0}, {"Word": "This is one of the findings of a research program in which 16,936 male alumni", "Confidence": 0.97813, "X1": 0.24338, "Y1": 0.6162, "X2": 0.8285, "Y2": 0.616, "X3": 0.8285, "Y3": 0.6328, "X4": 0.24338, "Y4": 0.6338, "page": 0}, {"Word": "of Harvard University, aged 35 to 74, were studied periodically over a period of 6", "Confidence": 0.90693, "X1": 0.19798, "Y1": 0.6432, "X2": 0.82976, "Y2": 0.643, "X3": 0.82976, "Y3": 0.6608, "X4": 0.19798, "Y4": 0.6618, "page": 0}, {"Word": "to 10 years. The energy each man expended was appraised, both according to the", "Confidence": 0.97057, "X1": 0.19672, "Y1": 0.6712, "X2": 0.82976, "Y2": 0.671, "X3": 0.82976, "Y3": 0.6868, "X4": 0.19672, "Y4": 0.6888, "page": 0}, {"Word": "activity he engaged in, such as stairs climbed, blocks walked, and sports played, and", "Confidence": 0.96129, "X1": 0.19672, "Y1": 0.6972, "X2": 0.82976, "Y2": 0.697, "X3": 0.82976, "Y3": 0.7158, "X4": 0.19672, "Y4": 0.7178, "page": 0}, {"Word": "In terms of the total calories he burned each week.", "Confidence": 0.9694, "X1": 0.19924, "Y1": 0.7242, "X2": 0.57629, "Y2": 0.724, "X3": 0.57629, "Y3": 0.7418, "X4": 0.19924, "Y4": 0.7428, "page": 0}, {"Word": "During the study. there were a total of 572 heart attacks among the men, of", "Confidence": 0.97087, "X1": 0.24212, "Y1": 0.7502, "X2": 0.83102, "Y2": 0.75, "X3": 0.83228, "Y3": 0.7688, "X4": 0.24212, "Y4": 0.7698, "page": 0}, {"Word": "which 257 were fatal.", "Confidence": 0.946, "X1": 0.19672, "Y1": 0.7772, "X2": 0.36822, "Y2": 0.777, "X3": 0.36822, "Y3": 0.7958, "X4": 0.19798, "Y4": 0.7968, "page": 0}, {"Word": "\"Heart attack rates declined with increasing activity, whether measured as", "Confidence": 0.9893, "X1": 0.24086, "Y1": 0.8052, "X2": 0.82976, "Y2": 0.805, "X3": 0.82976, "Y3": 0.8218, "X4": 0.24086, "Y4": 0.8228, "page": 0}, {"Word": "stairs climbed, blocks walked or strenuous sports. This trend held for all ages and", "Confidence": 0.97271, "X1": 0.19546, "Y1": 0.8322, "X2": 0.83102, "Y2": 0.832, "X3": 0.83102, "Y3": 0.8488, "X4": 0.19546, "Y4": 0.8498, "page": 0}, {"Word": "for both nonfatal and fatal attacks,\" said Dr. Paffenbarger, of the School of Public", "Confidence": 0.922, "X1": 0.18285, "Y1": 0.8592, "X2": 0.83102, "Y2": 0.859, "X3": 0.83102, "Y3": 0.8768, "X4": 0.18285, "Y4": 0.8768, "page": 0}, {"Word": "Health, University of California, Berkeley.", "Confidence": 0.9762, "X1": 0.19798, "Y1": 0.8862, "X2": 0.51702, "Y2": 0.886, "X3": 0.51702, "Y3": 0.9038, "X4": 0.19798, "Y4": 0.9028, "page": 0}, {"Word": "(more)", "Confidence": 0.992, "X1": 0.46658, "Y1": 0.9142, "X2": 0.51955, "Y2": 0.914, "X3": 0.51828, "Y3": 0.9288, "X4": 0.46532, "Y4": 0.9298, "page": 0}, {"Word": "-", "Confidence": 0.711, "X1": 0.7024, "Y1": 0.9722, "X2": 0.70113, "Y2": 0.972, "X3": 0.69483, "Y3": 0.9718, "X4": 0.69483, "Y4": 0.9458, "page": 0}, {"Word": "10421593", "Confidence": 0.991, "X1": 0.48424, "Y1": 0.9802, "X2": 0.5889, "Y2": 0.98, "X3": 0.5889, "Y3": 0.9948, "X4": 0.48424, "Y4": 0.9938, "page": 0}, {"Word": "ZAHN .", "Confidence": 0.5195, "X1": 0.74905, "Y1": 0.9752, "X2": 0.82093, "Y2": 0.975, "X3": 0.82093, "Y3": 0.9908, "X4": 0.74905, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "NEWS", "Confidence": 0.673, "X1": 0.12736, "Y1": 0.1122, "X2": 0.2169, "Y2": 0.112, "X3": 0.2169, "Y3": 0.1338, "X4": 0.12736, "Y4": 0.1348, "page": 0, "Index": 0}, {"Word": "RELEASE", "Confidence": 0.862, "X1": 0.23077, "Y1": 0.1122, "X2": 0.37957, "Y2": 0.112, "X3": 0.37957, "Y3": 0.1348, "X4": 0.23077, "Y4": 0.1338, "page": 0, "Index": 1}, {"Word": "American", "Confidence": 0.961, "X1": 0.27617, "Y1": 0.1592, "X2": 0.4174, "Y2": 0.159, "X3": 0.4174, "Y3": 0.1858, "X4": 0.27491, "Y4": 0.1858, "page": 0, "Index": 2}, {"Word": "Heart", "Confidence": 0.998, "X1": 0.42749, "Y1": 0.1592, "X2": 0.52459, "Y2": 0.159, "X3": 0.52459, "Y3": 0.1858, "X4": 0.42749, "Y4": 0.1858, "page": 0, "Index": 3}, {"Word": "Association", "Confidence": 0.994, "X1": 0.53216, "Y1": 0.1602, "X2": 0.70113, "Y2": 0.16, "X3": 0.70113, "Y3": 0.1868, "X4": 0.53216, "Y4": 0.1858, "page": 0, "Index": 4}, {"Word": "7320", "Confidence": 0.885, "X1": 0.31652, "Y1": 0.1882, "X2": 0.34931, "Y2": 0.188, "X3": 0.34805, "Y3": 0.2038, "X4": 0.31526, "Y4": 0.2038, "page": 0, "Index": 5}, {"Word": "GREENVILLE", "Confidence": 0.823, "X1": 0.35309, "Y1": 0.1882, "X2": 0.43506, "Y2": 0.188, "X3": 0.4338, "Y3": 0.2048, "X4": 0.35183, "Y4": 0.2038, "page": 0, "Index": 6}, {"Word": "AVENUE,", "Confidence": 0.661, "X1": 0.43884, "Y1": 0.1892, "X2": 0.50315, "Y2": 0.189, "X3": 0.50189, "Y3": 0.2048, "X4": 0.43884, "Y4": 0.2048, "page": 0, "Index": 7}, {"Word": "DALLAS,", "Confidence": 0.643, "X1": 0.50694, "Y1": 0.1892, "X2": 0.56747, "Y2": 0.189, "X3": 0.5662, "Y3": 0.2048, "X4": 0.50567, "Y4": 0.2048, "page": 0, "Index": 8}, {"Word": "TEXAS", "Confidence": 0.994, "X1": 0.57125, "Y1": 0.1892, "X2": 0.61665, "Y2": 0.189, "X3": 0.61538, "Y3": 0.2048, "X4": 0.56999, "Y4": 0.2048, "page": 0, "Index": 9}, {"Word": "7523'", "Confidence": 0.849, "X1": 0.62043, "Y1": 0.1902, "X2": 0.66835, "Y2": 0.19, "X3": 0.66709, "Y3": 0.2038, "X4": 0.62043, "Y4": 0.2038, "page": 0, "Index": 10}, {"Word": "Monday-5", "Confidence": 0.655, "X1": 0.60782, "Y1": 0.2122, "X2": 0.68222, "Y2": 0.212, "X3": 0.68096, "Y3": 0.2288, "X4": 0.60656, "Y4": 0.2298, "page": 0, "Index": 11}, {"Word": "(Paffenbarger)", "Confidence": 0.893, "X1": 0.68726, "Y1": 0.2122, "X2": 0.80454, "Y2": 0.212, "X3": 0.80328, "Y3": 0.2288, "X4": 0.686, "Y4": 0.2288, "page": 0, "Index": 12}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.08197, "Y1": 0.2532, "X2": 0.11475, "Y2": 0.253, "X3": 0.11475, "Y3": 0.2668, "X4": 0.08071, "Y4": 0.2668, "page": 0, "Index": 13}, {"Word": "RELEASE:", "Confidence": 0.957, "X1": 0.1198, "Y1": 0.2542, "X2": 0.19924, "Y2": 0.254, "X3": 0.19798, "Y3": 0.2688, "X4": 0.11854, "Y4": 0.2668, "page": 0, "Index": 14}, {"Word": "After", "Confidence": 0.995, "X1": 0.20303, "Y1": 0.2552, "X2": 0.2459, "Y2": 0.255, "X3": 0.24464, "Y3": 0.2688, "X4": 0.20177, "Y4": 0.2688, "page": 0, "Index": 15}, {"Word": "11:00", "Confidence": 0.941, "X1": 0.24968, "Y1": 0.2552, "X2": 0.2913, "Y2": 0.255, "X3": 0.29004, "Y3": 0.2698, "X4": 0.24842, "Y4": 0.2688, "page": 0, "Index": 16}, {"Word": "a.m", "Confidence": 0.998, "X1": 0.29382, "Y1": 0.2552, "X2": 0.31904, "Y2": 0.255, "X3": 0.31904, "Y3": 0.2698, "X4": 0.29382, "Y4": 0.2698, "page": 0, "Index": 17}, {"Word": ".,", "Confidence": 0.957, "X1": 0.32282, "Y1": 0.2562, "X2": 0.33417, "Y2": 0.256, "X3": 0.33417, "Y3": 0.2708, "X4": 0.32282, "Y4": 0.2698, "page": 0, "Index": 18}, {"Word": "Monday", "Confidence": 0.986, "X1": 0.33796, "Y1": 0.2572, "X2": 0.39596, "Y2": 0.257, "X3": 0.3947, "Y3": 0.2708, "X4": 0.3367, "Y4": 0.2708, "page": 0, "Index": 19}, {"Word": "Press", "Confidence": 0.994, "X1": 0.5309, "Y1": 0.2552, "X2": 0.56873, "Y2": 0.255, "X3": 0.56873, "Y3": 0.2698, "X4": 0.5309, "Y4": 0.2698, "page": 0, "Index": 20}, {"Word": "Hqrs", "Confidence": 0.959, "X1": 0.57251, "Y1": 0.2552, "X2": 0.60656, "Y2": 0.255, "X3": 0.60656, "Y3": 0.2688, "X4": 0.57251, "Y4": 0.2698, "page": 0, "Index": 21}, {"Word": ".,", "Confidence": 0.955, "X1": 0.61034, "Y1": 0.2552, "X2": 0.61917, "Y2": 0.255, "X3": 0.61917, "Y3": 0.2688, "X4": 0.61034, "Y4": 0.2688, "page": 0, "Index": 22}, {"Word": "Nov.", "Confidence": 0.991, "X1": 0.62295, "Y1": 0.2552, "X2": 0.6633, "Y2": 0.255, "X3": 0.6633, "Y3": 0.2688, "X4": 0.62295, "Y4": 0.2688, "page": 0, "Index": 23}, {"Word": "28", "Confidence": 0.995, "X1": 0.66709, "Y1": 0.2552, "X2": 0.68474, "Y2": 0.255, "X3": 0.68474, "Y3": 0.2688, "X4": 0.66583, "Y4": 0.2688, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.725, "X1": 0.68852, "Y1": 0.2552, "X2": 0.69609, "Y2": 0.255, "X3": 0.69609, "Y3": 0.2688, "X4": 0.68852, "Y4": 0.2688, "page": 0, "Index": 25}, {"Word": "Dec.", "Confidence": 0.981, "X1": 0.69987, "Y1": 0.2552, "X2": 0.7377, "Y2": 0.255, "X3": 0.7377, "Y3": 0.2698, "X4": 0.69987, "Y4": 0.2688, "page": 0, "Index": 26}, {"Word": "1", "Confidence": 0.806, "X1": 0.74149, "Y1": 0.2542, "X2": 0.75158, "Y2": 0.254, "X3": 0.75158, "Y3": 0.2698, "X4": 0.74023, "Y4": 0.2698, "page": 0, "Index": 27}, {"Word": "November", "Confidence": 0.866, "X1": 0.2005, "Y1": 0.2692, "X2": 0.27995, "Y2": 0.269, "X3": 0.27869, "Y3": 0.2828, "X4": 0.2005, "Y4": 0.2828, "page": 0, "Index": 28}, {"Word": "28;", "Confidence": 0.881, "X1": 0.28373, "Y1": 0.2702, "X2": 0.30895, "Y2": 0.27, "X3": 0.30769, "Y3": 0.2838, "X4": 0.28247, "Y4": 0.2828, "page": 0, "Index": 29}, {"Word": "1977", "Confidence": 0.957, "X1": 0.31274, "Y1": 0.2702, "X2": 0.34678, "Y2": 0.27, "X3": 0.34552, "Y3": 0.2848, "X4": 0.31148, "Y4": 0.2838, "page": 0, "Index": 30}, {"Word": "Room", "Confidence": 0.988, "X1": 0.5309, "Y1": 0.2692, "X2": 0.56873, "Y2": 0.269, "X3": 0.56873, "Y3": 0.2818, "X4": 0.5309, "Y4": 0.2818, "page": 0, "Index": 31}, {"Word": "154,", "Confidence": 0.987, "X1": 0.57755, "Y1": 0.2692, "X2": 0.61034, "Y2": 0.269, "X3": 0.61034, "Y3": 0.2818, "X4": 0.57881, "Y4": 0.2818, "page": 0, "Index": 32}, {"Word": "Convention", "Confidence": 0.993, "X1": 0.61286, "Y1": 0.2702, "X2": 0.7024, "Y2": 0.27, "X3": 0.70113, "Y3": 0.2818, "X4": 0.61286, "Y4": 0.2818, "page": 0, "Index": 33}, {"Word": "Center.", "Confidence": 0.97, "X1": 0.70618, "Y1": 0.2702, "X2": 0.76545, "Y2": 0.27, "X3": 0.76545, "Y3": 0.2818, "X4": 0.70492, "Y4": 0.2818, "page": 0, "Index": 34}, {"Word": "Contact:", "Confidence": 0.994, "X1": 0.53216, "Y1": 0.2822, "X2": 0.60025, "Y2": 0.282, "X3": 0.60025, "Y3": 0.2958, "X4": 0.53216, "Y4": 0.2958, "page": 0, "Index": 35}, {"Word": "Howard", "Confidence": 0.994, "X1": 0.6053, "Y1": 0.2822, "X2": 0.66709, "Y2": 0.282, "X3": 0.66583, "Y3": 0.2948, "X4": 0.6053, "Y4": 0.2958, "page": 0, "Index": 36}, {"Word": "Lewis", "Confidence": 0.994, "X1": 0.66961, "Y1": 0.2822, "X2": 0.71627, "Y2": 0.282, "X3": 0.71501, "Y3": 0.2958, "X4": 0.66961, "Y4": 0.2948, "page": 0, "Index": 37}, {"Word": "or", "Confidence": 0.998, "X1": 0.72005, "Y1": 0.2822, "X2": 0.7377, "Y2": 0.282, "X3": 0.7377, "Y3": 0.2958, "X4": 0.71879, "Y4": 0.2958, "page": 0, "Index": 38}, {"Word": "Al", "Confidence": 0.849, "X1": 0.74149, "Y1": 0.2822, "X2": 0.7604, "Y2": 0.282, "X3": 0.75914, "Y3": 0.2958, "X4": 0.74149, "Y4": 0.2958, "page": 0, "Index": 39}, {"Word": "Salerno", "Confidence": 0.641, "X1": 0.76293, "Y1": 0.2822, "X2": 0.82219, "Y2": 0.282, "X3": 0.82093, "Y3": 0.2958, "X4": 0.76293, "Y4": 0.2958, "page": 0, "Index": 40}, {"Word": "(305)", "Confidence": 0.995, "X1": 0.60656, "Y1": 0.2942, "X2": 0.64565, "Y2": 0.294, "X3": 0.64565, "Y3": 0.3098, "X4": 0.60656, "Y4": 0.3088, "page": 0, "Index": 41}, {"Word": "673-8020", "Confidence": 0.993, "X1": 0.64943, "Y1": 0.2952, "X2": 0.72131, "Y2": 0.295, "X3": 0.72131, "Y3": 0.3088, "X4": 0.64943, "Y4": 0.3098, "page": 0, "Index": 42}, {"Word": "STRENUOUS", "Confidence": 0.991, "X1": 0.20177, "Y1": 0.3352, "X2": 0.30139, "Y2": 0.335, "X3": 0.30013, "Y3": 0.3498, "X4": 0.2005, "Y4": 0.3498, "page": 0, "Index": 43}, {"Word": "SPORTS", "Confidence": 0.996, "X1": 0.30517, "Y1": 0.3352, "X2": 0.36822, "Y2": 0.335, "X3": 0.36822, "Y3": 0.3498, "X4": 0.30391, "Y4": 0.3498, "page": 0, "Index": 44}, {"Word": "LIKE", "Confidence": 0.99, "X1": 0.37201, "Y1": 0.3352, "X2": 0.40858, "Y2": 0.335, "X3": 0.40731, "Y3": 0.3498, "X4": 0.37201, "Y4": 0.3498, "page": 0, "Index": 45}, {"Word": "SWIMMING", "Confidence": 0.993, "X1": 0.41236, "Y1": 0.3342, "X2": 0.49433, "Y2": 0.334, "X3": 0.49306, "Y3": 0.3488, "X4": 0.4111, "Y4": 0.3498, "page": 0, "Index": 46}, {"Word": "BETTER", "Confidence": 0.992, "X1": 0.2005, "Y1": 0.3502, "X2": 0.26482, "Y2": 0.35, "X3": 0.26356, "Y3": 0.3648, "X4": 0.2005, "Y4": 0.3648, "page": 0, "Index": 47}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.26986, "Y1": 0.3502, "X2": 0.30391, "Y2": 0.35, "X3": 0.30391, "Y3": 0.3648, "X4": 0.26986, "Y4": 0.3648, "page": 0, "Index": 48}, {"Word": "HEART", "Confidence": 0.997, "X1": 0.30895, "Y1": 0.3502, "X2": 0.36822, "Y2": 0.35, "X3": 0.36822, "Y3": 0.3648, "X4": 0.30895, "Y4": 0.3648, "page": 0, "Index": 49}, {"Word": "THAN", "Confidence": 0.988, "X1": 0.37327, "Y1": 0.3502, "X2": 0.41488, "Y2": 0.35, "X3": 0.41488, "Y3": 0.3648, "X4": 0.37327, "Y4": 0.3648, "page": 0, "Index": 50}, {"Word": "GOLF", "Confidence": 0.981, "X1": 0.41992, "Y1": 0.3502, "X2": 0.4628, "Y2": 0.35, "X3": 0.46154, "Y3": 0.3638, "X4": 0.41866, "Y4": 0.3648, "page": 0, "Index": 51}, {"Word": "GAME", "Confidence": 0.988, "X1": 0.46658, "Y1": 0.3492, "X2": 0.51702, "Y2": 0.349, "X3": 0.51702, "Y3": 0.3638, "X4": 0.46658, "Y4": 0.3638, "page": 0, "Index": 52}, {"Word": "MIAMI", "Confidence": 0.964, "X1": 0.24338, "Y1": 0.4032, "X2": 0.29634, "Y2": 0.403, "X3": 0.29634, "Y3": 0.4188, "X4": 0.24338, "Y4": 0.4198, "page": 0, "Index": 53}, {"Word": "BEACH,", "Confidence": 0.996, "X1": 0.30013, "Y1": 0.4022, "X2": 0.36444, "Y2": 0.402, "X3": 0.36444, "Y3": 0.4188, "X4": 0.30013, "Y4": 0.4188, "page": 0, "Index": 54}, {"Word": "Nov.", "Confidence": 0.991, "X1": 0.36948, "Y1": 0.4022, "X2": 0.40479, "Y2": 0.402, "X3": 0.40479, "Y3": 0.4188, "X4": 0.36948, "Y4": 0.4188, "page": 0, "Index": 55}, {"Word": "28'", "Confidence": 0.913, "X1": 0.40984, "Y1": 0.4022, "X2": 0.42623, "Y2": 0.402, "X3": 0.42623, "Y3": 0.4188, "X4": 0.40858, "Y4": 0.4188, "page": 0, "Index": 56}, {"Word": "--", "Confidence": 0.888, "X1": 0.43127, "Y1": 0.4022, "X2": 0.44388, "Y2": 0.402, "X3": 0.44388, "Y3": 0.4188, "X4": 0.43001, "Y4": 0.4188, "page": 0, "Index": 57}, {"Word": "Everyone", "Confidence": 0.994, "X1": 0.44767, "Y1": 0.4022, "X2": 0.51828, "Y2": 0.402, "X3": 0.51828, "Y3": 0.4188, "X4": 0.44767, "Y4": 0.4188, "page": 0, "Index": 58}, {"Word": "believes", "Confidence": 0.852, "X1": 0.52207, "Y1": 0.4022, "X2": 0.58386, "Y2": 0.402, "X3": 0.58386, "Y3": 0.4188, "X4": 0.52207, "Y4": 0.4188, "page": 0, "Index": 59}, {"Word": "that", "Confidence": 0.987, "X1": 0.5889, "Y1": 0.4022, "X2": 0.62169, "Y2": 0.402, "X3": 0.62043, "Y3": 0.4188, "X4": 0.58764, "Y4": 0.4188, "page": 0, "Index": 60}, {"Word": "exercise", "Confidence": 0.994, "X1": 0.62547, "Y1": 0.4022, "X2": 0.69231, "Y2": 0.402, "X3": 0.69231, "Y3": 0.4188, "X4": 0.62547, "Y4": 0.4188, "page": 0, "Index": 61}, {"Word": "will", "Confidence": 0.991, "X1": 0.69735, "Y1": 0.4022, "X2": 0.72383, "Y2": 0.402, "X3": 0.72383, "Y3": 0.4198, "X4": 0.69735, "Y4": 0.4188, "page": 0, "Index": 62}, {"Word": "help", "Confidence": 0.983, "X1": 0.72888, "Y1": 0.4022, "X2": 0.76293, "Y2": 0.402, "X3": 0.76293, "Y3": 0.4198, "X4": 0.72888, "Y4": 0.4198, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.998, "X1": 0.76671, "Y1": 0.4022, "X2": 0.78436, "Y2": 0.402, "X3": 0.78436, "Y3": 0.4198, "X4": 0.76671, "Y4": 0.4198, "page": 0, "Index": 64}, {"Word": "ward", "Confidence": 0.991, "X1": 0.78815, "Y1": 0.4012, "X2": 0.8285, "Y2": 0.401, "X3": 0.8285, "Y3": 0.4198, "X4": 0.78815, "Y4": 0.4198, "page": 0, "Index": 65}, {"Word": "off", "Confidence": 0.998, "X1": 0.2005, "Y1": 0.4312, "X2": 0.22194, "Y2": 0.431, "X3": 0.22194, "Y3": 0.4468, "X4": 0.2005, "Y4": 0.4468, "page": 0, "Index": 66}, {"Word": "a", "Confidence": 0.994, "X1": 0.22573, "Y1": 0.4312, "X2": 0.23581, "Y2": 0.431, "X3": 0.23581, "Y3": 0.4468, "X4": 0.22699, "Y4": 0.4468, "page": 0, "Index": 67}, {"Word": "heart", "Confidence": 0.997, "X1": 0.2396, "Y1": 0.4312, "X2": 0.28121, "Y2": 0.431, "X3": 0.28247, "Y3": 0.4468, "X4": 0.2396, "Y4": 0.4468, "page": 0, "Index": 68}, {"Word": "attack,", "Confidence": 0.965, "X1": 0.28625, "Y1": 0.4302, "X2": 0.34048, "Y2": 0.43, "X3": 0.34048, "Y3": 0.4468, "X4": 0.28625, "Y4": 0.4468, "page": 0, "Index": 69}, {"Word": "but", "Confidence": 0.998, "X1": 0.34426, "Y1": 0.4302, "X2": 0.36822, "Y2": 0.43, "X3": 0.36948, "Y3": 0.4468, "X4": 0.34426, "Y4": 0.4468, "page": 0, "Index": 70}, {"Word": "not", "Confidence": 0.998, "X1": 0.37327, "Y1": 0.4302, "X2": 0.39596, "Y2": 0.43, "X3": 0.39596, "Y3": 0.4468, "X4": 0.37327, "Y4": 0.4468, "page": 0, "Index": 71}, {"Word": "everyone", "Confidence": 0.995, "X1": 0.39975, "Y1": 0.4302, "X2": 0.46532, "Y2": 0.43, "X3": 0.46532, "Y3": 0.4458, "X4": 0.40101, "Y4": 0.4468, "page": 0, "Index": 72}, {"Word": "may", "Confidence": 0.998, "X1": 0.4691, "Y1": 0.4302, "X2": 0.50063, "Y2": 0.43, "X3": 0.50063, "Y3": 0.4458, "X4": 0.4691, "Y4": 0.4458, "page": 0, "Index": 73}, {"Word": "know", "Confidence": 0.983, "X1": 0.50441, "Y1": 0.4292, "X2": 0.54477, "Y2": 0.429, "X3": 0.54351, "Y3": 0.4458, "X4": 0.50567, "Y4": 0.4458, "page": 0, "Index": 74}, {"Word": "that", "Confidence": 0.988, "X1": 0.54855, "Y1": 0.4292, "X2": 0.57881, "Y2": 0.429, "X3": 0.57881, "Y3": 0.4458, "X4": 0.54855, "Y4": 0.4458, "page": 0, "Index": 75}, {"Word": "golf", "Confidence": 0.955, "X1": 0.5826, "Y1": 0.4292, "X2": 0.61412, "Y2": 0.429, "X3": 0.61412, "Y3": 0.4458, "X4": 0.5826, "Y4": 0.4458, "page": 0, "Index": 76}, {"Word": "helps", "Confidence": 0.908, "X1": 0.61791, "Y1": 0.4292, "X2": 0.66078, "Y2": 0.429, "X3": 0.65952, "Y3": 0.4458, "X4": 0.61791, "Y4": 0.4458, "page": 0, "Index": 77}, {"Word": "little,", "Confidence": 0.63, "X1": 0.66456, "Y1": 0.4292, "X2": 0.71122, "Y2": 0.429, "X3": 0.70996, "Y3": 0.4458, "X4": 0.66456, "Y4": 0.4458, "page": 0, "Index": 78}, {"Word": "if", "Confidence": 0.804, "X1": 0.71501, "Y1": 0.4292, "X2": 0.72888, "Y2": 0.429, "X3": 0.72762, "Y3": 0.4448, "X4": 0.71375, "Y4": 0.4458, "page": 0, "Index": 79}, {"Word": "at", "Confidence": 0.997, "X1": 0.73266, "Y1": 0.4292, "X2": 0.75032, "Y2": 0.429, "X3": 0.74905, "Y3": 0.4448, "X4": 0.7314, "Y4": 0.4448, "page": 0, "Index": 80}, {"Word": "all,", "Confidence": 0.953, "X1": 0.7541, "Y1": 0.4292, "X2": 0.78184, "Y2": 0.429, "X3": 0.78058, "Y3": 0.4448, "X4": 0.7541, "Y4": 0.4448, "page": 0, "Index": 81}, {"Word": "while", "Confidence": 0.958, "X1": 0.78562, "Y1": 0.4282, "X2": 0.8285, "Y2": 0.428, "X3": 0.8285, "Y3": 0.4448, "X4": 0.78436, "Y4": 0.4448, "page": 0, "Index": 82}, {"Word": "running", "Confidence": 0.994, "X1": 0.2005, "Y1": 0.4572, "X2": 0.25599, "Y2": 0.457, "X3": 0.25599, "Y3": 0.4738, "X4": 0.2005, "Y4": 0.4738, "page": 0, "Index": 83}, {"Word": "sports", "Confidence": 0.961, "X1": 0.25977, "Y1": 0.4562, "X2": 0.30769, "Y2": 0.456, "X3": 0.30769, "Y3": 0.4738, "X4": 0.25977, "Y4": 0.4738, "page": 0, "Index": 84}, {"Word": "and", "Confidence": 0.996, "X1": 0.31148, "Y1": 0.4562, "X2": 0.33796, "Y2": 0.456, "X3": 0.33796, "Y3": 0.4738, "X4": 0.31148, "Y4": 0.4738, "page": 0, "Index": 85}, {"Word": "swimming", "Confidence": 0.994, "X1": 0.34174, "Y1": 0.4562, "X2": 0.41362, "Y2": 0.456, "X3": 0.41362, "Y3": 0.4728, "X4": 0.34174, "Y4": 0.4738, "page": 0, "Index": 86}, {"Word": "may", "Confidence": 0.998, "X1": 0.41866, "Y1": 0.4562, "X2": 0.44515, "Y2": 0.456, "X3": 0.44515, "Y3": 0.4728, "X4": 0.41866, "Y4": 0.4728, "page": 0, "Index": 87}, {"Word": "help", "Confidence": 0.885, "X1": 0.45019, "Y1": 0.4552, "X2": 0.48298, "Y2": 0.455, "X3": 0.48298, "Y3": 0.4728, "X4": 0.45019, "Y4": 0.4728, "page": 0, "Index": 88}, {"Word": "a", "Confidence": 0.981, "X1": 0.48802, "Y1": 0.4552, "X2": 0.49559, "Y2": 0.455, "X3": 0.49559, "Y3": 0.4728, "X4": 0.48676, "Y4": 0.4728, "page": 0, "Index": 89}, {"Word": "great", "Confidence": 0.997, "X1": 0.50063, "Y1": 0.4552, "X2": 0.54224, "Y2": 0.455, "X3": 0.54224, "Y3": 0.4728, "X4": 0.50063, "Y4": 0.4728, "page": 0, "Index": 90}, {"Word": "deal.", "Confidence": 0.991, "X1": 0.54603, "Y1": 0.4552, "X2": 0.58512, "Y2": 0.455, "X3": 0.58512, "Y3": 0.4728, "X4": 0.54603, "Y4": 0.4728, "page": 0, "Index": 91}, {"Word": "It", "Confidence": 0.955, "X1": 0.59016, "Y1": 0.4552, "X2": 0.60404, "Y2": 0.455, "X3": 0.60404, "Y3": 0.4728, "X4": 0.5889, "Y4": 0.4728, "page": 0, "Index": 92}, {"Word": "is", "Confidence": 0.997, "X1": 0.60782, "Y1": 0.4552, "X2": 0.62295, "Y2": 0.455, "X3": 0.62295, "Y3": 0.4728, "X4": 0.60782, "Y4": 0.4728, "page": 0, "Index": 93}, {"Word": "a", "Confidence": 0.998, "X1": 0.62673, "Y1": 0.4552, "X2": 0.63682, "Y2": 0.455, "X3": 0.63682, "Y3": 0.4728, "X4": 0.62673, "Y4": 0.4728, "page": 0, "Index": 94}, {"Word": "high", "Confidence": 0.988, "X1": 0.64187, "Y1": 0.4552, "X2": 0.67465, "Y2": 0.455, "X3": 0.67465, "Y3": 0.4728, "X4": 0.64061, "Y4": 0.4728, "page": 0, "Index": 95}, {"Word": "total", "Confidence": 0.995, "X1": 0.67844, "Y1": 0.4552, "X2": 0.71501, "Y2": 0.455, "X3": 0.71501, "Y3": 0.4728, "X4": 0.67844, "Y4": 0.4728, "page": 0, "Index": 96}, {"Word": "energy", "Confidence": 0.994, "X1": 0.71879, "Y1": 0.4552, "X2": 0.77049, "Y2": 0.455, "X3": 0.77049, "Y3": 0.4728, "X4": 0.71879, "Y4": 0.4728, "page": 0, "Index": 97}, {"Word": "output", "Confidence": 0.955, "X1": 0.77554, "Y1": 0.4562, "X2": 0.8285, "Y2": 0.456, "X3": 0.8285, "Y3": 0.4728, "X4": 0.77554, "Y4": 0.4728, "page": 0, "Index": 98}, {"Word": "that", "Confidence": 0.991, "X1": 0.20177, "Y1": 0.4842, "X2": 0.23077, "Y2": 0.484, "X3": 0.22951, "Y3": 0.5008, "X4": 0.2005, "Y4": 0.5008, "page": 0, "Index": 99}, {"Word": "counts,", "Confidence": 0.996, "X1": 0.23455, "Y1": 0.4842, "X2": 0.29004, "Y2": 0.484, "X3": 0.29004, "Y3": 0.4998, "X4": 0.23329, "Y4": 0.5008, "page": 0, "Index": 100}, {"Word": "especially", "Confidence": 0.849, "X1": 0.29508, "Y1": 0.4832, "X2": 0.36948, "Y2": 0.483, "X3": 0.36822, "Y3": 0.4998, "X4": 0.29382, "Y4": 0.4998, "page": 0, "Index": 101}, {"Word": "exercise", "Confidence": 0.995, "X1": 0.37327, "Y1": 0.4832, "X2": 0.43253, "Y2": 0.483, "X3": 0.43127, "Y3": 0.4998, "X4": 0.37327, "Y4": 0.4998, "page": 0, "Index": 102}, {"Word": "that", "Confidence": 0.981, "X1": 0.43632, "Y1": 0.4832, "X2": 0.46658, "Y2": 0.483, "X3": 0.46658, "Y3": 0.4998, "X4": 0.43506, "Y4": 0.4998, "page": 0, "Index": 103}, {"Word": "requires", "Confidence": 0.993, "X1": 0.47037, "Y1": 0.4832, "X2": 0.5309, "Y2": 0.483, "X3": 0.52963, "Y3": 0.4998, "X4": 0.47037, "Y4": 0.4998, "page": 0, "Index": 104}, {"Word": "bursts", "Confidence": 0.991, "X1": 0.53468, "Y1": 0.4832, "X2": 0.58134, "Y2": 0.483, "X3": 0.58134, "Y3": 0.4998, "X4": 0.53468, "Y4": 0.4998, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.58638, "Y1": 0.4832, "X2": 0.60151, "Y2": 0.483, "X3": 0.60151, "Y3": 0.4998, "X4": 0.58512, "Y4": 0.4998, "page": 0, "Index": 106}, {"Word": "output.", "Confidence": 0.965, "X1": 0.6053, "Y1": 0.4832, "X2": 0.66583, "Y2": 0.483, "X3": 0.66583, "Y3": 0.4998, "X4": 0.6053, "Y4": 0.4998, "page": 0, "Index": 107}, {"Word": "Men", "Confidence": 0.997, "X1": 0.24338, "Y1": 0.5102, "X2": 0.27743, "Y2": 0.51, "X3": 0.27743, "Y3": 0.5278, "X4": 0.24338, "Y4": 0.5278, "page": 0, "Index": 108}, {"Word": "who", "Confidence": 0.998, "X1": 0.28121, "Y1": 0.5102, "X2": 0.31652, "Y2": 0.51, "X3": 0.31652, "Y3": 0.5278, "X4": 0.28121, "Y4": 0.5278, "page": 0, "Index": 109}, {"Word": "participate", "Confidence": 0.986, "X1": 0.3203, "Y1": 0.5102, "X2": 0.40353, "Y2": 0.51, "X3": 0.40353, "Y3": 0.5268, "X4": 0.3203, "Y4": 0.5278, "page": 0, "Index": 110}, {"Word": "in", "Confidence": 0.998, "X1": 0.40731, "Y1": 0.5102, "X2": 0.42371, "Y2": 0.51, "X3": 0.42245, "Y3": 0.5268, "X4": 0.40731, "Y4": 0.5268, "page": 0, "Index": 111}, {"Word": "strenuous", "Confidence": 0.994, "X1": 0.42749, "Y1": 0.5102, "X2": 0.49937, "Y2": 0.51, "X3": 0.49937, "Y3": 0.5268, "X4": 0.42749, "Y4": 0.5268, "page": 0, "Index": 112}, {"Word": "sports", "Confidence": 0.996, "X1": 0.50315, "Y1": 0.5102, "X2": 0.55107, "Y2": 0.51, "X3": 0.54981, "Y3": 0.5258, "X4": 0.50315, "Y4": 0.5268, "page": 0, "Index": 113}, {"Word": "have", "Confidence": 0.987, "X1": 0.55485, "Y1": 0.5102, "X2": 0.59395, "Y2": 0.51, "X3": 0.59395, "Y3": 0.5258, "X4": 0.55485, "Y4": 0.5258, "page": 0, "Index": 114}, {"Word": "a", "Confidence": 0.998, "X1": 0.59773, "Y1": 0.5102, "X2": 0.61034, "Y2": 0.51, "X3": 0.60908, "Y3": 0.5258, "X4": 0.59773, "Y4": 0.5258, "page": 0, "Index": 115}, {"Word": "lower", "Confidence": 0.997, "X1": 0.61412, "Y1": 0.5102, "X2": 0.66204, "Y2": 0.51, "X3": 0.66078, "Y3": 0.5258, "X4": 0.61412, "Y4": 0.5258, "page": 0, "Index": 116}, {"Word": "rate", "Confidence": 0.985, "X1": 0.66583, "Y1": 0.5102, "X2": 0.69987, "Y2": 0.51, "X3": 0.69987, "Y3": 0.5258, "X4": 0.66583, "Y4": 0.5258, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.70492, "Y1": 0.5092, "X2": 0.72257, "Y2": 0.509, "X3": 0.72257, "Y3": 0.5258, "X4": 0.70366, "Y4": 0.5258, "page": 0, "Index": 118}, {"Word": "heart", "Confidence": 0.996, "X1": 0.72636, "Y1": 0.5092, "X2": 0.77301, "Y2": 0.509, "X3": 0.77175, "Y3": 0.5258, "X4": 0.72636, "Y4": 0.5258, "page": 0, "Index": 119}, {"Word": "attack", "Confidence": 0.997, "X1": 0.7768, "Y1": 0.5092, "X2": 0.8285, "Y2": 0.509, "X3": 0.8285, "Y3": 0.5258, "X4": 0.7768, "Y4": 0.5258, "page": 0, "Index": 120}, {"Word": "than", "Confidence": 0.994, "X1": 0.2005, "Y1": 0.5382, "X2": 0.23077, "Y2": 0.538, "X3": 0.23077, "Y3": 0.5548, "X4": 0.19924, "Y4": 0.5548, "page": 0, "Index": 121}, {"Word": "men", "Confidence": 0.998, "X1": 0.23581, "Y1": 0.5382, "X2": 0.26986, "Y2": 0.538, "X3": 0.26986, "Y3": 0.5548, "X4": 0.23455, "Y4": 0.5548, "page": 0, "Index": 122}, {"Word": "who", "Confidence": 0.97, "X1": 0.27364, "Y1": 0.5372, "X2": 0.30391, "Y2": 0.537, "X3": 0.30391, "Y3": 0.5548, "X4": 0.27364, "Y4": 0.5548, "page": 0, "Index": 123}, {"Word": "expend", "Confidence": 0.993, "X1": 0.30895, "Y1": 0.5372, "X2": 0.36192, "Y2": 0.537, "X3": 0.36192, "Y3": 0.5538, "X4": 0.30769, "Y4": 0.5548, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.998, "X1": 0.3657, "Y1": 0.5372, "X2": 0.38714, "Y2": 0.537, "X3": 0.38714, "Y3": 0.5538, "X4": 0.3657, "Y4": 0.5538, "page": 0, "Index": 125}, {"Word": "same", "Confidence": 0.986, "X1": 0.39218, "Y1": 0.5372, "X2": 0.42749, "Y2": 0.537, "X3": 0.42749, "Y3": 0.5538, "X4": 0.39218, "Y4": 0.5538, "page": 0, "Index": 126}, {"Word": "amount", "Confidence": 0.804, "X1": 0.43253, "Y1": 0.5372, "X2": 0.48676, "Y2": 0.537, "X3": 0.48676, "Y3": 0.5538, "X4": 0.43253, "Y4": 0.5538, "page": 0, "Index": 127}, {"Word": "of", "Confidence": 0.998, "X1": 0.49054, "Y1": 0.5362, "X2": 0.50694, "Y2": 0.536, "X3": 0.50694, "Y3": 0.5538, "X4": 0.49054, "Y4": 0.5538, "page": 0, "Index": 128}, {"Word": "energy", "Confidence": 0.994, "X1": 0.51072, "Y1": 0.5362, "X2": 0.56116, "Y2": 0.536, "X3": 0.56116, "Y3": 0.5538, "X4": 0.51072, "Y4": 0.5538, "page": 0, "Index": 129}, {"Word": "on", "Confidence": 0.998, "X1": 0.56494, "Y1": 0.5362, "X2": 0.58386, "Y2": 0.536, "X3": 0.58386, "Y3": 0.5538, "X4": 0.56494, "Y4": 0.5538, "page": 0, "Index": 130}, {"Word": "all", "Confidence": 0.998, "X1": 0.5889, "Y1": 0.5362, "X2": 0.60908, "Y2": 0.536, "X3": 0.60908, "Y3": 0.5538, "X4": 0.5889, "Y4": 0.5538, "page": 0, "Index": 131}, {"Word": "other", "Confidence": 0.996, "X1": 0.61286, "Y1": 0.5362, "X2": 0.65448, "Y2": 0.536, "X3": 0.65448, "Y3": 0.5538, "X4": 0.61286, "Y4": 0.5538, "page": 0, "Index": 132}, {"Word": "sports,", "Confidence": 0.994, "X1": 0.65826, "Y1": 0.5362, "X2": 0.70996, "Y2": 0.536, "X3": 0.71122, "Y3": 0.5538, "X4": 0.65952, "Y4": 0.5538, "page": 0, "Index": 133}, {"Word": "according", "Confidence": 0.992, "X1": 0.71501, "Y1": 0.5362, "X2": 0.79067, "Y2": 0.536, "X3": 0.79067, "Y3": 0.5528, "X4": 0.71501, "Y4": 0.5538, "page": 0, "Index": 134}, {"Word": "to", "Confidence": 0.998, "X1": 0.79571, "Y1": 0.5362, "X2": 0.81084, "Y2": 0.536, "X3": 0.81084, "Y3": 0.5528, "X4": 0.79571, "Y4": 0.5528, "page": 0, "Index": 135}, {"Word": "a", "Confidence": 0.952, "X1": 0.81463, "Y1": 0.5362, "X2": 0.82724, "Y2": 0.536, "X3": 0.8285, "Y3": 0.5528, "X4": 0.81589, "Y4": 0.5528, "page": 0, "Index": 136}, {"Word": "report", "Confidence": 0.994, "X1": 0.19924, "Y1": 0.5642, "X2": 0.24842, "Y2": 0.564, "X3": 0.24716, "Y3": 0.5828, "X4": 0.19798, "Y4": 0.5828, "page": 0, "Index": 137}, {"Word": "by", "Confidence": 0.997, "X1": 0.25221, "Y1": 0.5642, "X2": 0.27364, "Y2": 0.564, "X3": 0.27364, "Y3": 0.5828, "X4": 0.25221, "Y4": 0.5828, "page": 0, "Index": 138}, {"Word": "Ralph", "Confidence": 0.661, "X1": 0.27869, "Y1": 0.5632, "X2": 0.32409, "Y2": 0.563, "X3": 0.32409, "Y3": 0.5818, "X4": 0.27743, "Y4": 0.5828, "page": 0, "Index": 139}, {"Word": "S.", "Confidence": 0.73, "X1": 0.32913, "Y1": 0.5632, "X2": 0.34678, "Y2": 0.563, "X3": 0.34552, "Y3": 0.5818, "X4": 0.32787, "Y4": 0.5818, "page": 0, "Index": 140}, {"Word": "Paffenbarger,", "Confidence": 0.991, "X1": 0.35057, "Y1": 0.5632, "X2": 0.44893, "Y2": 0.563, "X3": 0.44893, "Y3": 0.5808, "X4": 0.35057, "Y4": 0.5818, "page": 0, "Index": 141}, {"Word": "Jr", "Confidence": 0.92, "X1": 0.45397, "Y1": 0.5632, "X2": 0.46784, "Y2": 0.563, "X3": 0.46658, "Y3": 0.5808, "X4": 0.45271, "Y4": 0.5808, "page": 0, "Index": 142}, {"Word": ".,", "Confidence": 0.936, "X1": 0.47163, "Y1": 0.5632, "X2": 0.48172, "Y2": 0.563, "X3": 0.48045, "Y3": 0.5808, "X4": 0.47163, "Y4": 0.5808, "page": 0, "Index": 143}, {"Word": "M.D", "Confidence": 0.992, "X1": 0.4855, "Y1": 0.5632, "X2": 0.5145, "Y2": 0.563, "X3": 0.5145, "Y3": 0.5808, "X4": 0.4855, "Y4": 0.5808, "page": 0, "Index": 144}, {"Word": ".,", "Confidence": 0.993, "X1": 0.51955, "Y1": 0.5632, "X2": 0.5309, "Y2": 0.563, "X3": 0.52963, "Y3": 0.5808, "X4": 0.51955, "Y4": 0.5808, "page": 0, "Index": 145}, {"Word": "to", "Confidence": 0.998, "X1": 0.53468, "Y1": 0.5632, "X2": 0.55359, "Y2": 0.563, "X3": 0.55233, "Y3": 0.5808, "X4": 0.53468, "Y4": 0.5808, "page": 0, "Index": 146}, {"Word": "the", "Confidence": 0.998, "X1": 0.55864, "Y1": 0.5622, "X2": 0.58386, "Y2": 0.562, "X3": 0.58386, "Y3": 0.5808, "X4": 0.55738, "Y4": 0.5808, "page": 0, "Index": 147}, {"Word": "50th", "Confidence": 0.984, "X1": 0.5889, "Y1": 0.5622, "X2": 0.62421, "Y2": 0.562, "X3": 0.62295, "Y3": 0.5808, "X4": 0.58764, "Y4": 0.5808, "page": 0, "Index": 148}, {"Word": "Scientific", "Confidence": 0.882, "X1": 0.62926, "Y1": 0.5622, "X2": 0.70366, "Y2": 0.562, "X3": 0.70366, "Y3": 0.5798, "X4": 0.62799, "Y4": 0.5808, "page": 0, "Index": 149}, {"Word": "Sessions", "Confidence": 0.994, "X1": 0.7087, "Y1": 0.5622, "X2": 0.77301, "Y2": 0.562, "X3": 0.77301, "Y3": 0.5798, "X4": 0.70744, "Y4": 0.5798, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.998, "X1": 0.77806, "Y1": 0.5622, "X2": 0.79571, "Y2": 0.562, "X3": 0.79571, "Y3": 0.5798, "X4": 0.7768, "Y4": 0.5798, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.993, "X1": 0.80076, "Y1": 0.5622, "X2": 0.8285, "Y2": 0.562, "X3": 0.8285, "Y3": 0.5798, "X4": 0.80076, "Y4": 0.5798, "page": 0, "Index": 152}, {"Word": "American", "Confidence": 0.995, "X1": 0.2005, "Y1": 0.5912, "X2": 0.27364, "Y2": 0.591, "X3": 0.27364, "Y3": 0.6078, "X4": 0.2005, "Y4": 0.6078, "page": 0, "Index": 153}, {"Word": "Heart", "Confidence": 0.994, "X1": 0.27743, "Y1": 0.5912, "X2": 0.32156, "Y2": 0.591, "X3": 0.32156, "Y3": 0.6078, "X4": 0.27743, "Y4": 0.6078, "page": 0, "Index": 154}, {"Word": "Association", "Confidence": 0.905, "X1": 0.32535, "Y1": 0.5912, "X2": 0.4111, "Y2": 0.591, "X3": 0.4111, "Y3": 0.6068, "X4": 0.32661, "Y4": 0.6078, "page": 0, "Index": 155}, {"Word": "today.", "Confidence": 0.995, "X1": 0.41488, "Y1": 0.5912, "X2": 0.46154, "Y2": 0.591, "X3": 0.46154, "Y3": 0.6068, "X4": 0.41488, "Y4": 0.6068, "page": 0, "Index": 156}, {"Word": "This", "Confidence": 0.995, "X1": 0.24464, "Y1": 0.6182, "X2": 0.27491, "Y2": 0.618, "X3": 0.27491, "Y3": 0.6338, "X4": 0.24464, "Y4": 0.6338, "page": 0, "Index": 157}, {"Word": "is", "Confidence": 0.956, "X1": 0.27869, "Y1": 0.6182, "X2": 0.29382, "Y2": 0.618, "X3": 0.29382, "Y3": 0.6338, "X4": 0.27869, "Y4": 0.6338, "page": 0, "Index": 158}, {"Word": "one", "Confidence": 0.992, "X1": 0.2976, "Y1": 0.6182, "X2": 0.32535, "Y2": 0.618, "X3": 0.32535, "Y3": 0.6338, "X4": 0.2976, "Y4": 0.6338, "page": 0, "Index": 159}, {"Word": "of", "Confidence": 0.997, "X1": 0.32913, "Y1": 0.6182, "X2": 0.34805, "Y2": 0.618, "X3": 0.34805, "Y3": 0.6338, "X4": 0.32913, "Y4": 0.6338, "page": 0, "Index": 160}, {"Word": "the", "Confidence": 0.998, "X1": 0.35183, "Y1": 0.6182, "X2": 0.37579, "Y2": 0.618, "X3": 0.37579, "Y3": 0.6338, "X4": 0.35183, "Y4": 0.6338, "page": 0, "Index": 161}, {"Word": "findings", "Confidence": 0.992, "X1": 0.37957, "Y1": 0.6182, "X2": 0.43632, "Y2": 0.618, "X3": 0.43632, "Y3": 0.6338, "X4": 0.38083, "Y4": 0.6338, "page": 0, "Index": 162}, {"Word": "of", "Confidence": 0.998, "X1": 0.4401, "Y1": 0.6182, "X2": 0.45649, "Y2": 0.618, "X3": 0.45649, "Y3": 0.6338, "X4": 0.4401, "Y4": 0.6338, "page": 0, "Index": 163}, {"Word": "a", "Confidence": 0.998, "X1": 0.46028, "Y1": 0.6182, "X2": 0.46784, "Y2": 0.618, "X3": 0.4691, "Y3": 0.6338, "X4": 0.46028, "Y4": 0.6338, "page": 0, "Index": 164}, {"Word": "research", "Confidence": 0.995, "X1": 0.47163, "Y1": 0.6182, "X2": 0.5372, "Y2": 0.618, "X3": 0.53846, "Y3": 0.6338, "X4": 0.47289, "Y4": 0.6338, "page": 0, "Index": 165}, {"Word": "program", "Confidence": 0.982, "X1": 0.54224, "Y1": 0.6172, "X2": 0.60277, "Y2": 0.617, "X3": 0.60277, "Y3": 0.6338, "X4": 0.54224, "Y4": 0.6338, "page": 0, "Index": 166}, {"Word": "in", "Confidence": 0.998, "X1": 0.60908, "Y1": 0.6172, "X2": 0.62421, "Y2": 0.617, "X3": 0.62421, "Y3": 0.6338, "X4": 0.60908, "Y4": 0.6338, "page": 0, "Index": 167}, {"Word": "which", "Confidence": 0.998, "X1": 0.62799, "Y1": 0.6172, "X2": 0.67591, "Y2": 0.617, "X3": 0.67591, "Y3": 0.6328, "X4": 0.62926, "Y4": 0.6338, "page": 0, "Index": 168}, {"Word": "16,936", "Confidence": 0.958, "X1": 0.68096, "Y1": 0.6172, "X2": 0.72888, "Y2": 0.617, "X3": 0.72888, "Y3": 0.6328, "X4": 0.68096, "Y4": 0.6328, "page": 0, "Index": 169}, {"Word": "male", "Confidence": 0.984, "X1": 0.73266, "Y1": 0.6172, "X2": 0.77049, "Y2": 0.617, "X3": 0.77049, "Y3": 0.6328, "X4": 0.73266, "Y4": 0.6328, "page": 0, "Index": 170}, {"Word": "alumni", "Confidence": 0.831, "X1": 0.77427, "Y1": 0.6172, "X2": 0.82976, "Y2": 0.617, "X3": 0.82976, "Y3": 0.6328, "X4": 0.77427, "Y4": 0.6328, "page": 0, "Index": 171}, {"Word": "of", "Confidence": 0.996, "X1": 0.19924, "Y1": 0.6462, "X2": 0.21438, "Y2": 0.646, "X3": 0.21311, "Y3": 0.6618, "X4": 0.19798, "Y4": 0.6618, "page": 0, "Index": 172}, {"Word": "Harvard", "Confidence": 0.995, "X1": 0.21816, "Y1": 0.6462, "X2": 0.28247, "Y2": 0.646, "X3": 0.28247, "Y3": 0.6618, "X4": 0.21816, "Y4": 0.6618, "page": 0, "Index": 173}, {"Word": "University,", "Confidence": 0.824, "X1": 0.28752, "Y1": 0.6452, "X2": 0.37074, "Y2": 0.645, "X3": 0.37074, "Y3": 0.6618, "X4": 0.28625, "Y4": 0.6618, "page": 0, "Index": 174}, {"Word": "aged", "Confidence": 0.991, "X1": 0.37579, "Y1": 0.6452, "X2": 0.40858, "Y2": 0.645, "X3": 0.40858, "Y3": 0.6618, "X4": 0.37453, "Y4": 0.6618, "page": 0, "Index": 175}, {"Word": "35", "Confidence": 0.955, "X1": 0.41362, "Y1": 0.6452, "X2": 0.43001, "Y2": 0.645, "X3": 0.43001, "Y3": 0.6618, "X4": 0.41236, "Y4": 0.6618, "page": 0, "Index": 176}, {"Word": "to", "Confidence": 0.998, "X1": 0.4338, "Y1": 0.6452, "X2": 0.45019, "Y2": 0.645, "X3": 0.44893, "Y3": 0.6618, "X4": 0.4338, "Y4": 0.6618, "page": 0, "Index": 177}, {"Word": "74,", "Confidence": 0.932, "X1": 0.45397, "Y1": 0.6452, "X2": 0.48045, "Y2": 0.645, "X3": 0.48045, "Y3": 0.6618, "X4": 0.45271, "Y4": 0.6618, "page": 0, "Index": 178}, {"Word": "were", "Confidence": 0.983, "X1": 0.48424, "Y1": 0.6452, "X2": 0.52081, "Y2": 0.645, "X3": 0.52081, "Y3": 0.6618, "X4": 0.48424, "Y4": 0.6618, "page": 0, "Index": 179}, {"Word": "studied", "Confidence": 0.621, "X1": 0.52585, "Y1": 0.6452, "X2": 0.58134, "Y2": 0.645, "X3": 0.58134, "Y3": 0.6618, "X4": 0.52459, "Y4": 0.6618, "page": 0, "Index": 180}, {"Word": "periodically", "Confidence": 0.737, "X1": 0.58512, "Y1": 0.6442, "X2": 0.6797, "Y2": 0.644, "X3": 0.6797, "Y3": 0.6618, "X4": 0.58512, "Y4": 0.6618, "page": 0, "Index": 181}, {"Word": "over", "Confidence": 0.991, "X1": 0.68348, "Y1": 0.6442, "X2": 0.71879, "Y2": 0.644, "X3": 0.71879, "Y3": 0.6608, "X4": 0.68348, "Y4": 0.6618, "page": 0, "Index": 182}, {"Word": "a", "Confidence": 0.969, "X1": 0.72257, "Y1": 0.6442, "X2": 0.73392, "Y2": 0.644, "X3": 0.73392, "Y3": 0.6608, "X4": 0.72257, "Y4": 0.6608, "page": 0, "Index": 183}, {"Word": "period", "Confidence": 0.62, "X1": 0.7377, "Y1": 0.6442, "X2": 0.78815, "Y2": 0.644, "X3": 0.78815, "Y3": 0.6608, "X4": 0.7377, "Y4": 0.6608, "page": 0, "Index": 184}, {"Word": "of", "Confidence": 0.998, "X1": 0.79319, "Y1": 0.6442, "X2": 0.80958, "Y2": 0.644, "X3": 0.80958, "Y3": 0.6608, "X4": 0.79319, "Y4": 0.6608, "page": 0, "Index": 185}, {"Word": "6", "Confidence": 0.994, "X1": 0.81337, "Y1": 0.6442, "X2": 0.82598, "Y2": 0.644, "X3": 0.82598, "Y3": 0.6608, "X4": 0.81337, "Y4": 0.6608, "page": 0, "Index": 186}, {"Word": "was", "Confidence": 0.998, "X1": 0.54224, "Y1": 0.6722, "X2": 0.57125, "Y2": 0.672, "X3": 0.57125, "Y3": 0.6878, "X4": 0.54224, "Y4": 0.6878, "page": 0, "Index": 187}, {"Word": "appraised,", "Confidence": 0.994, "X1": 0.57503, "Y1": 0.6722, "X2": 0.65448, "Y2": 0.672, "X3": 0.65448, "Y3": 0.6878, "X4": 0.57503, "Y4": 0.6878, "page": 0, "Index": 188}, {"Word": "both", "Confidence": 0.991, "X1": 0.65826, "Y1": 0.6722, "X2": 0.69609, "Y2": 0.672, "X3": 0.69483, "Y3": 0.6878, "X4": 0.65826, "Y4": 0.6878, "page": 0, "Index": 189}, {"Word": "according", "Confidence": 0.994, "X1": 0.69987, "Y1": 0.6722, "X2": 0.77427, "Y2": 0.672, "X3": 0.77427, "Y3": 0.6878, "X4": 0.69861, "Y4": 0.6878, "page": 0, "Index": 190}, {"Word": "to", "Confidence": 0.998, "X1": 0.77932, "Y1": 0.6712, "X2": 0.79697, "Y2": 0.671, "X3": 0.79571, "Y3": 0.6878, "X4": 0.77806, "Y4": 0.6878, "page": 0, "Index": 191}, {"Word": "the", "Confidence": 0.998, "X1": 0.80076, "Y1": 0.6712, "X2": 0.8285, "Y2": 0.671, "X3": 0.8285, "Y3": 0.6878, "X4": 0.7995, "Y4": 0.6878, "page": 0, "Index": 192}, {"Word": "to", "Confidence": 0.995, "X1": 0.19924, "Y1": 0.6732, "X2": 0.2169, "Y2": 0.673, "X3": 0.2169, "Y3": 0.6898, "X4": 0.19924, "Y4": 0.6898, "page": 0, "Index": 193}, {"Word": "10", "Confidence": 0.995, "X1": 0.22068, "Y1": 0.6732, "X2": 0.24086, "Y2": 0.673, "X3": 0.24086, "Y3": 0.6888, "X4": 0.22068, "Y4": 0.6898, "page": 0, "Index": 194}, {"Word": "years.", "Confidence": 0.995, "X1": 0.24464, "Y1": 0.6732, "X2": 0.2976, "Y2": 0.673, "X3": 0.2976, "Y3": 0.6888, "X4": 0.24464, "Y4": 0.6888, "page": 0, "Index": 195}, {"Word": "The", "Confidence": 0.998, "X1": 0.30643, "Y1": 0.6732, "X2": 0.33417, "Y2": 0.673, "X3": 0.33417, "Y3": 0.6888, "X4": 0.30643, "Y4": 0.6888, "page": 0, "Index": 196}, {"Word": "energy", "Confidence": 0.995, "X1": 0.33796, "Y1": 0.6722, "X2": 0.3884, "Y2": 0.672, "X3": 0.3884, "Y3": 0.6888, "X4": 0.33796, "Y4": 0.6888, "page": 0, "Index": 197}, {"Word": "each", "Confidence": 0.648, "X1": 0.39218, "Y1": 0.6722, "X2": 0.42749, "Y2": 0.672, "X3": 0.42749, "Y3": 0.6888, "X4": 0.39218, "Y4": 0.6888, "page": 0, "Index": 198}, {"Word": "man", "Confidence": 0.998, "X1": 0.43253, "Y1": 0.6722, "X2": 0.46406, "Y2": 0.672, "X3": 0.4628, "Y3": 0.6888, "X4": 0.43127, "Y4": 0.6888, "page": 0, "Index": 199}, {"Word": "expended", "Confidence": 0.991, "X1": 0.46784, "Y1": 0.6722, "X2": 0.53846, "Y2": 0.672, "X3": 0.53846, "Y3": 0.6888, "X4": 0.46784, "Y4": 0.6888, "page": 0, "Index": 200}, {"Word": "activity", "Confidence": 0.992, "X1": 0.19924, "Y1": 0.7002, "X2": 0.25851, "Y2": 0.7, "X3": 0.25725, "Y3": 0.7168, "X4": 0.19798, "Y4": 0.7168, "page": 0, "Index": 201}, {"Word": "he", "Confidence": 0.997, "X1": 0.2623, "Y1": 0.7002, "X2": 0.28121, "Y2": 0.7, "X3": 0.27995, "Y3": 0.7168, "X4": 0.26103, "Y4": 0.7168, "page": 0, "Index": 202}, {"Word": "engaged", "Confidence": 0.605, "X1": 0.28499, "Y1": 0.6992, "X2": 0.34552, "Y2": 0.699, "X3": 0.34552, "Y3": 0.7158, "X4": 0.28499, "Y4": 0.7168, "page": 0, "Index": 203}, {"Word": "in,", "Confidence": 0.994, "X1": 0.35057, "Y1": 0.6992, "X2": 0.37074, "Y2": 0.699, "X3": 0.36948, "Y3": 0.7158, "X4": 0.34931, "Y4": 0.7158, "page": 0, "Index": 204}, {"Word": "such", "Confidence": 0.987, "X1": 0.37453, "Y1": 0.6992, "X2": 0.40605, "Y2": 0.699, "X3": 0.40605, "Y3": 0.7158, "X4": 0.37327, "Y4": 0.7158, "page": 0, "Index": 205}, {"Word": "as", "Confidence": 0.998, "X1": 0.4111, "Y1": 0.6992, "X2": 0.42371, "Y2": 0.699, "X3": 0.42245, "Y3": 0.7158, "X4": 0.40984, "Y4": 0.7158, "page": 0, "Index": 206}, {"Word": "stairs", "Confidence": 0.993, "X1": 0.42749, "Y1": 0.6982, "X2": 0.46784, "Y2": 0.698, "X3": 0.46784, "Y3": 0.7148, "X4": 0.42749, "Y4": 0.7158, "page": 0, "Index": 207}, {"Word": "climbed,", "Confidence": 0.991, "X1": 0.47289, "Y1": 0.6982, "X2": 0.5372, "Y2": 0.698, "X3": 0.53594, "Y3": 0.7148, "X4": 0.47163, "Y4": 0.7148, "page": 0, "Index": 208}, {"Word": "blocks", "Confidence": 0.963, "X1": 0.54098, "Y1": 0.6982, "X2": 0.5889, "Y2": 0.698, "X3": 0.5889, "Y3": 0.7148, "X4": 0.54098, "Y4": 0.7148, "page": 0, "Index": 209}, {"Word": "walked,", "Confidence": 0.991, "X1": 0.59269, "Y1": 0.6982, "X2": 0.65195, "Y2": 0.698, "X3": 0.65195, "Y3": 0.7148, "X4": 0.59269, "Y4": 0.7148, "page": 0, "Index": 210}, {"Word": "and", "Confidence": 0.998, "X1": 0.657, "Y1": 0.6982, "X2": 0.68348, "Y2": 0.698, "X3": 0.68348, "Y3": 0.7158, "X4": 0.65574, "Y4": 0.7148, "page": 0, "Index": 211}, {"Word": "sports", "Confidence": 0.995, "X1": 0.68852, "Y1": 0.6982, "X2": 0.73392, "Y2": 0.698, "X3": 0.73392, "Y3": 0.7158, "X4": 0.68726, "Y4": 0.7158, "page": 0, "Index": 212}, {"Word": "played,", "Confidence": 0.956, "X1": 0.73897, "Y1": 0.6982, "X2": 0.79319, "Y2": 0.698, "X3": 0.79319, "Y3": 0.7158, "X4": 0.7377, "Y4": 0.7158, "page": 0, "Index": 213}, {"Word": "and", "Confidence": 0.998, "X1": 0.79697, "Y1": 0.6982, "X2": 0.8285, "Y2": 0.698, "X3": 0.8285, "Y3": 0.7158, "X4": 0.79697, "Y4": 0.7158, "page": 0, "Index": 214}, {"Word": "In", "Confidence": 0.956, "X1": 0.2005, "Y1": 0.7272, "X2": 0.21311, "Y2": 0.727, "X3": 0.21311, "Y3": 0.7418, "X4": 0.19924, "Y4": 0.7418, "page": 0, "Index": 215}, {"Word": "terms", "Confidence": 0.995, "X1": 0.2169, "Y1": 0.7272, "X2": 0.2623, "Y2": 0.727, "X3": 0.2623, "Y3": 0.7418, "X4": 0.2169, "Y4": 0.7418, "page": 0, "Index": 216}, {"Word": "of", "Confidence": 0.998, "X1": 0.26608, "Y1": 0.7262, "X2": 0.28373, "Y2": 0.726, "X3": 0.28373, "Y3": 0.7418, "X4": 0.26608, "Y4": 0.7418, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.925, "X1": 0.28752, "Y1": 0.7262, "X2": 0.314, "Y2": 0.726, "X3": 0.31274, "Y3": 0.7418, "X4": 0.28752, "Y4": 0.7418, "page": 0, "Index": 218}, {"Word": "total", "Confidence": 0.993, "X1": 0.31778, "Y1": 0.7262, "X2": 0.35309, "Y2": 0.726, "X3": 0.35309, "Y3": 0.7418, "X4": 0.31652, "Y4": 0.7418, "page": 0, "Index": 219}, {"Word": "calories", "Confidence": 0.856, "X1": 0.35813, "Y1": 0.7262, "X2": 0.41362, "Y2": 0.726, "X3": 0.41362, "Y3": 0.7418, "X4": 0.35687, "Y4": 0.7418, "page": 0, "Index": 220}, {"Word": "he", "Confidence": 0.997, "X1": 0.4174, "Y1": 0.7262, "X2": 0.4338, "Y2": 0.726, "X3": 0.4338, "Y3": 0.7418, "X4": 0.4174, "Y4": 0.7418, "page": 0, "Index": 221}, {"Word": "burned", "Confidence": 0.994, "X1": 0.43758, "Y1": 0.7252, "X2": 0.48928, "Y2": 0.725, "X3": 0.48802, "Y3": 0.7418, "X4": 0.43758, "Y4": 0.7418, "page": 0, "Index": 222}, {"Word": "each", "Confidence": 0.986, "X1": 0.49306, "Y1": 0.7252, "X2": 0.52837, "Y2": 0.725, "X3": 0.52837, "Y3": 0.7418, "X4": 0.4918, "Y4": 0.7418, "page": 0, "Index": 223}, {"Word": "week.", "Confidence": 0.994, "X1": 0.53216, "Y1": 0.7252, "X2": 0.57755, "Y2": 0.725, "X3": 0.57629, "Y3": 0.7418, "X4": 0.53216, "Y4": 0.7418, "page": 0, "Index": 224}, {"Word": "During", "Confidence": 0.995, "X1": 0.24212, "Y1": 0.7522, "X2": 0.29382, "Y2": 0.752, "X3": 0.29382, "Y3": 0.7698, "X4": 0.24212, "Y4": 0.7698, "page": 0, "Index": 225}, {"Word": "the", "Confidence": 0.998, "X1": 0.2976, "Y1": 0.7522, "X2": 0.32409, "Y2": 0.752, "X3": 0.32535, "Y3": 0.7698, "X4": 0.29887, "Y4": 0.7698, "page": 0, "Index": 226}, {"Word": "study.", "Confidence": 0.926, "X1": 0.32913, "Y1": 0.7522, "X2": 0.37453, "Y2": 0.752, "X3": 0.37453, "Y3": 0.7698, "X4": 0.32913, "Y4": 0.7698, "page": 0, "Index": 227}, {"Word": "there", "Confidence": 0.997, "X1": 0.37957, "Y1": 0.7512, "X2": 0.4174, "Y2": 0.751, "X3": 0.4174, "Y3": 0.7698, "X4": 0.37957, "Y4": 0.7698, "page": 0, "Index": 228}, {"Word": "were", "Confidence": 0.988, "X1": 0.42245, "Y1": 0.7512, "X2": 0.45649, "Y2": 0.751, "X3": 0.45649, "Y3": 0.7698, "X4": 0.42245, "Y4": 0.7698, "page": 0, "Index": 229}, {"Word": "a", "Confidence": 0.996, "X1": 0.46028, "Y1": 0.7512, "X2": 0.47037, "Y2": 0.751, "X3": 0.47037, "Y3": 0.7698, "X4": 0.46028, "Y4": 0.7698, "page": 0, "Index": 230}, {"Word": "total", "Confidence": 0.766, "X1": 0.47541, "Y1": 0.7512, "X2": 0.51324, "Y2": 0.751, "X3": 0.51324, "Y3": 0.7698, "X4": 0.47541, "Y4": 0.7698, "page": 0, "Index": 231}, {"Word": "of", "Confidence": 0.998, "X1": 0.51828, "Y1": 0.7512, "X2": 0.53594, "Y2": 0.751, "X3": 0.53594, "Y3": 0.7698, "X4": 0.51828, "Y4": 0.7698, "page": 0, "Index": 232}, {"Word": "572", "Confidence": 0.938, "X1": 0.53972, "Y1": 0.7512, "X2": 0.56494, "Y2": 0.751, "X3": 0.56494, "Y3": 0.7698, "X4": 0.53972, "Y4": 0.7698, "page": 0, "Index": 233}, {"Word": "heart", "Confidence": 0.995, "X1": 0.56999, "Y1": 0.7512, "X2": 0.61286, "Y2": 0.751, "X3": 0.61286, "Y3": 0.7698, "X4": 0.56999, "Y4": 0.7698, "page": 0, "Index": 234}, {"Word": "attacks", "Confidence": 0.995, "X1": 0.61665, "Y1": 0.7512, "X2": 0.67591, "Y2": 0.751, "X3": 0.67591, "Y3": 0.7688, "X4": 0.61665, "Y4": 0.7698, "page": 0, "Index": 235}, {"Word": "among", "Confidence": 0.997, "X1": 0.68096, "Y1": 0.7522, "X2": 0.7314, "Y2": 0.752, "X3": 0.73014, "Y3": 0.7688, "X4": 0.68096, "Y4": 0.7688, "page": 0, "Index": 236}, {"Word": "the", "Confidence": 0.994, "X1": 0.73518, "Y1": 0.7522, "X2": 0.76166, "Y2": 0.752, "X3": 0.76166, "Y3": 0.7688, "X4": 0.73518, "Y4": 0.7688, "page": 0, "Index": 237}, {"Word": "men,", "Confidence": 0.982, "X1": 0.76671, "Y1": 0.7522, "X2": 0.80328, "Y2": 0.752, "X3": 0.80328, "Y3": 0.7688, "X4": 0.76545, "Y4": 0.7688, "page": 0, "Index": 238}, {"Word": "of", "Confidence": 0.998, "X1": 0.80706, "Y1": 0.7532, "X2": 0.83102, "Y2": 0.753, "X3": 0.83102, "Y3": 0.7688, "X4": 0.80706, "Y4": 0.7688, "page": 0, "Index": 239}, {"Word": "which", "Confidence": 0.997, "X1": 0.19798, "Y1": 0.7792, "X2": 0.24212, "Y2": 0.779, "X3": 0.24212, "Y3": 0.7958, "X4": 0.19798, "Y4": 0.7958, "page": 0, "Index": 240}, {"Word": "257", "Confidence": 0.998, "X1": 0.2459, "Y1": 0.7782, "X2": 0.27364, "Y2": 0.778, "X3": 0.27364, "Y3": 0.7948, "X4": 0.24716, "Y4": 0.7958, "page": 0, "Index": 241}, {"Word": "were", "Confidence": 0.932, "X1": 0.27869, "Y1": 0.7782, "X2": 0.31526, "Y2": 0.778, "X3": 0.31526, "Y3": 0.7958, "X4": 0.27869, "Y4": 0.7948, "page": 0, "Index": 242}, {"Word": "fatal.", "Confidence": 0.857, "X1": 0.3203, "Y1": 0.7772, "X2": 0.36822, "Y2": 0.777, "X3": 0.36696, "Y3": 0.7968, "X4": 0.3203, "Y4": 0.7958, "page": 0, "Index": 243}, {"Word": "\"Heart", "Confidence": 0.991, "X1": 0.24338, "Y1": 0.8072, "X2": 0.2976, "Y2": 0.807, "X3": 0.29634, "Y3": 0.8228, "X4": 0.24212, "Y4": 0.8228, "page": 0, "Index": 244}, {"Word": "attack", "Confidence": 0.995, "X1": 0.30139, "Y1": 0.8072, "X2": 0.35057, "Y2": 0.807, "X3": 0.34931, "Y3": 0.8228, "X4": 0.30013, "Y4": 0.8228, "page": 0, "Index": 245}, {"Word": "rates", "Confidence": 0.996, "X1": 0.35435, "Y1": 0.8072, "X2": 0.3947, "Y2": 0.807, "X3": 0.3947, "Y3": 0.8228, "X4": 0.35309, "Y4": 0.8228, "page": 0, "Index": 246}, {"Word": "declined", "Confidence": 0.969, "X1": 0.39849, "Y1": 0.8072, "X2": 0.46028, "Y2": 0.807, "X3": 0.45902, "Y3": 0.8228, "X4": 0.39849, "Y4": 0.8228, "page": 0, "Index": 247}, {"Word": "with", "Confidence": 0.98, "X1": 0.46406, "Y1": 0.8072, "X2": 0.49937, "Y2": 0.807, "X3": 0.49937, "Y3": 0.8228, "X4": 0.46406, "Y4": 0.8228, "page": 0, "Index": 248}, {"Word": "increasing", "Confidence": 0.994, "X1": 0.50441, "Y1": 0.8062, "X2": 0.5826, "Y2": 0.806, "X3": 0.5826, "Y3": 0.8228, "X4": 0.50315, "Y4": 0.8228, "page": 0, "Index": 249}, {"Word": "activity,", "Confidence": 0.993, "X1": 0.58638, "Y1": 0.8062, "X2": 0.65574, "Y2": 0.806, "X3": 0.65574, "Y3": 0.8228, "X4": 0.58638, "Y4": 0.8228, "page": 0, "Index": 250}, {"Word": "whether", "Confidence": 0.995, "X1": 0.66078, "Y1": 0.8062, "X2": 0.72509, "Y2": 0.806, "X3": 0.72509, "Y3": 0.8228, "X4": 0.65952, "Y4": 0.8228, "page": 0, "Index": 251}, {"Word": "measured", "Confidence": 0.982, "X1": 0.73014, "Y1": 0.8062, "X2": 0.80454, "Y2": 0.806, "X3": 0.80454, "Y3": 0.8218, "X4": 0.72888, "Y4": 0.8228, "page": 0, "Index": 252}, {"Word": "as", "Confidence": 0.998, "X1": 0.80832, "Y1": 0.8062, "X2": 0.82976, "Y2": 0.806, "X3": 0.8285, "Y3": 0.8218, "X4": 0.80832, "Y4": 0.8218, "page": 0, "Index": 253}, {"Word": "stairs", "Confidence": 0.994, "X1": 0.19798, "Y1": 0.8332, "X2": 0.24086, "Y2": 0.833, "X3": 0.24086, "Y3": 0.8508, "X4": 0.19798, "Y4": 0.8508, "page": 0, "Index": 254}, {"Word": "climbed,", "Confidence": 0.994, "X1": 0.24464, "Y1": 0.8332, "X2": 0.31148, "Y2": 0.833, "X3": 0.31021, "Y3": 0.8498, "X4": 0.24464, "Y4": 0.8508, "page": 0, "Index": 255}, {"Word": "blocks", "Confidence": 0.991, "X1": 0.31526, "Y1": 0.8332, "X2": 0.3657, "Y2": 0.833, "X3": 0.36444, "Y3": 0.8498, "X4": 0.31526, "Y4": 0.8498, "page": 0, "Index": 256}, {"Word": "walked", "Confidence": 0.992, "X1": 0.36948, "Y1": 0.8332, "X2": 0.4174, "Y2": 0.833, "X3": 0.4174, "Y3": 0.8498, "X4": 0.36822, "Y4": 0.8498, "page": 0, "Index": 257}, {"Word": "or", "Confidence": 0.976, "X1": 0.42119, "Y1": 0.8332, "X2": 0.43758, "Y2": 0.833, "X3": 0.43632, "Y3": 0.8488, "X4": 0.42119, "Y4": 0.8498, "page": 0, "Index": 258}, {"Word": "strenuous", "Confidence": 0.993, "X1": 0.44136, "Y1": 0.8332, "X2": 0.51324, "Y2": 0.833, "X3": 0.51198, "Y3": 0.8488, "X4": 0.4401, "Y4": 0.8488, "page": 0, "Index": 259}, {"Word": "sports.", "Confidence": 0.955, "X1": 0.51702, "Y1": 0.8332, "X2": 0.57503, "Y2": 0.833, "X3": 0.57377, "Y3": 0.8488, "X4": 0.51576, "Y4": 0.8488, "page": 0, "Index": 260}, {"Word": "This", "Confidence": 0.987, "X1": 0.58008, "Y1": 0.8332, "X2": 0.61286, "Y2": 0.833, "X3": 0.6116, "Y3": 0.8488, "X4": 0.58008, "Y4": 0.8488, "page": 0, "Index": 261}, {"Word": "trend", "Confidence": 0.997, "X1": 0.61665, "Y1": 0.8332, "X2": 0.65952, "Y2": 0.833, "X3": 0.65826, "Y3": 0.8488, "X4": 0.61538, "Y4": 0.8488, "page": 0, "Index": 262}, {"Word": "held", "Confidence": 0.962, "X1": 0.6633, "Y1": 0.8332, "X2": 0.69735, "Y2": 0.833, "X3": 0.69735, "Y3": 0.8488, "X4": 0.66204, "Y4": 0.8488, "page": 0, "Index": 263}, {"Word": "for", "Confidence": 0.998, "X1": 0.7024, "Y1": 0.8332, "X2": 0.72636, "Y2": 0.833, "X3": 0.72636, "Y3": 0.8488, "X4": 0.70113, "Y4": 0.8488, "page": 0, "Index": 264}, {"Word": "all", "Confidence": 0.793, "X1": 0.7314, "Y1": 0.8322, "X2": 0.75284, "Y2": 0.832, "X3": 0.75158, "Y3": 0.8498, "X4": 0.73014, "Y4": 0.8488, "page": 0, "Index": 265}, {"Word": "ages", "Confidence": 0.988, "X1": 0.75788, "Y1": 0.8322, "X2": 0.79445, "Y2": 0.832, "X3": 0.79319, "Y3": 0.8498, "X4": 0.75662, "Y4": 0.8498, "page": 0, "Index": 266}, {"Word": "and", "Confidence": 0.998, "X1": 0.79823, "Y1": 0.8322, "X2": 0.8285, "Y2": 0.832, "X3": 0.82724, "Y3": 0.8498, "X4": 0.79697, "Y4": 0.8498, "page": 0, "Index": 267}, {"Word": "for", "Confidence": 0.963, "X1": 0.19672, "Y1": 0.8602, "X2": 0.21942, "Y2": 0.86, "X3": 0.21816, "Y3": 0.8768, "X4": 0.19546, "Y4": 0.8768, "page": 0, "Index": 268}, {"Word": "both", "Confidence": 0.983, "X1": 0.22446, "Y1": 0.8602, "X2": 0.26103, "Y2": 0.86, "X3": 0.25977, "Y3": 0.8768, "X4": 0.2232, "Y4": 0.8768, "page": 0, "Index": 269}, {"Word": "nonfatal", "Confidence": 0.915, "X1": 0.26482, "Y1": 0.8602, "X2": 0.33039, "Y2": 0.86, "X3": 0.32913, "Y3": 0.8768, "X4": 0.26356, "Y4": 0.8768, "page": 0, "Index": 270}, {"Word": "and", "Confidence": 0.998, "X1": 0.33417, "Y1": 0.8602, "X2": 0.36066, "Y2": 0.86, "X3": 0.35939, "Y3": 0.8768, "X4": 0.33291, "Y4": 0.8768, "page": 0, "Index": 271}, {"Word": "fatal", "Confidence": 0.959, "X1": 0.3657, "Y1": 0.8602, "X2": 0.40227, "Y2": 0.86, "X3": 0.40101, "Y3": 0.8768, "X4": 0.36318, "Y4": 0.8768, "page": 0, "Index": 272}, {"Word": "attacks,\"", "Confidence": 0.958, "X1": 0.40605, "Y1": 0.8602, "X2": 0.47037, "Y2": 0.86, "X3": 0.4691, "Y3": 0.8758, "X4": 0.40479, "Y4": 0.8768, "page": 0, "Index": 273}, {"Word": "said", "Confidence": 0.787, "X1": 0.47541, "Y1": 0.8602, "X2": 0.50441, "Y2": 0.86, "X3": 0.50315, "Y3": 0.8768, "X4": 0.47415, "Y4": 0.8758, "page": 0, "Index": 274}, {"Word": "Dr.", "Confidence": 0.991, "X1": 0.50946, "Y1": 0.8602, "X2": 0.53594, "Y2": 0.86, "X3": 0.53468, "Y3": 0.8768, "X4": 0.5082, "Y4": 0.8768, "page": 0, "Index": 275}, {"Word": "Paffenbarger,", "Confidence": 0.764, "X1": 0.53972, "Y1": 0.8602, "X2": 0.64691, "Y2": 0.86, "X3": 0.64565, "Y3": 0.8768, "X4": 0.53846, "Y4": 0.8768, "page": 0, "Index": 276}, {"Word": "of", "Confidence": 0.998, "X1": 0.65195, "Y1": 0.8592, "X2": 0.66961, "Y2": 0.859, "X3": 0.66835, "Y3": 0.8768, "X4": 0.65069, "Y4": 0.8768, "page": 0, "Index": 277}, {"Word": "the", "Confidence": 0.998, "X1": 0.67465, "Y1": 0.8592, "X2": 0.69861, "Y2": 0.859, "X3": 0.69735, "Y3": 0.8768, "X4": 0.67339, "Y4": 0.8768, "page": 0, "Index": 278}, {"Word": "School", "Confidence": 0.713, "X1": 0.7024, "Y1": 0.8592, "X2": 0.75158, "Y2": 0.859, "X3": 0.75032, "Y3": 0.8768, "X4": 0.70113, "Y4": 0.8768, "page": 0, "Index": 279}, {"Word": "of", "Confidence": 0.998, "X1": 0.75662, "Y1": 0.8592, "X2": 0.77301, "Y2": 0.859, "X3": 0.77175, "Y3": 0.8768, "X4": 0.7541, "Y4": 0.8768, "page": 0, "Index": 280}, {"Word": "Public", "Confidence": 0.883, "X1": 0.7768, "Y1": 0.8592, "X2": 0.83102, "Y2": 0.859, "X3": 0.8285, "Y3": 0.8778, "X4": 0.77554, "Y4": 0.8768, "page": 0, "Index": 281}, {"Word": "Health,", "Confidence": 0.995, "X1": 0.19924, "Y1": 0.8872, "X2": 0.25473, "Y2": 0.887, "X3": 0.25347, "Y3": 0.9038, "X4": 0.19924, "Y4": 0.9038, "page": 0, "Index": 282}, {"Word": "University", "Confidence": 0.991, "X1": 0.25851, "Y1": 0.8872, "X2": 0.33796, "Y2": 0.887, "X3": 0.3367, "Y3": 0.9038, "X4": 0.25851, "Y4": 0.9038, "page": 0, "Index": 283}, {"Word": "of", "Confidence": 0.998, "X1": 0.34174, "Y1": 0.8872, "X2": 0.35939, "Y2": 0.887, "X3": 0.35813, "Y3": 0.9038, "X4": 0.34174, "Y4": 0.9038, "page": 0, "Index": 284}, {"Word": "California,", "Confidence": 0.966, "X1": 0.36318, "Y1": 0.8872, "X2": 0.4401, "Y2": 0.887, "X3": 0.43884, "Y3": 0.9038, "X4": 0.36192, "Y4": 0.9038, "page": 0, "Index": 285}, {"Word": "Berkeley.", "Confidence": 0.931, "X1": 0.44388, "Y1": 0.8872, "X2": 0.51828, "Y2": 0.887, "X3": 0.51702, "Y3": 0.9038, "X4": 0.44262, "Y4": 0.9038, "page": 0, "Index": 286}, {"Word": "(more)", "Confidence": 0.992, "X1": 0.46658, "Y1": 0.9142, "X2": 0.51828, "Y2": 0.914, "X3": 0.51955, "Y3": 0.9288, "X4": 0.46658, "Y4": 0.9298, "page": 0, "Index": 287}, {"Word": "-", "Confidence": 0.711, "X1": 0.7024, "Y1": 0.9542, "X2": 0.7024, "Y2": 0.954, "X3": 0.69483, "Y3": 0.9538, "X4": 0.69483, "Y4": 0.9498, "page": 0, "Index": 288}, {"Word": "10421593", "Confidence": 0.991, "X1": 0.4855, "Y1": 0.9802, "X2": 0.58386, "Y2": 0.98, "X3": 0.58386, "Y3": 0.9958, "X4": 0.48424, "Y4": 0.9938, "page": 0, "Index": 289}, {"Word": "ZAHN", "Confidence": 0.983, "X1": 0.75158, "Y1": 0.9762, "X2": 0.80076, "Y2": 0.976, "X3": 0.80076, "Y3": 0.9918, "X4": 0.75032, "Y4": 0.9908, "page": 0, "Index": 290}, {"Word": ".", "Confidence": 0.056, "X1": 0.81463, "Y1": 0.9762, "X2": 0.82093, "Y2": 0.976, "X3": 0.82219, "Y3": 0.9908, "X4": 0.81463, "Y4": 0.9908, "page": 0, "Index": 291}]}	"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"
ffxc0002	0	{"lines_data": [{"Word": "THE TOBACCO INSTITUTE", "Confidence": 0.995, "X1": 0.20921, "Y1": 0.0222, "X2": 0.63421, "Y2": 0.022, "X3": 0.63421, "Y3": 0.0468, "X4": 0.20921, "Y4": 0.0478, "page": 0}, {"Word": "1875 I STREET, NORTHWEST", "Confidence": 0.692, "X1": 0.43947, "Y1": 0.0492, "X2": 0.63289, "Y2": 0.049, "X3": 0.63289, "Y3": 0.0618, "X4": 0.43947, "Y4": 0.0628, "page": 0}, {"Word": "chron", "Confidence": 0.45, "X1": 0.03684, "Y1": 0.0512, "X2": 0.125, "Y2": 0.051, "X3": 0.14605, "Y3": 0.0698, "X4": 0.05526, "Y4": 0.1208, "page": 0}, {"Word": "WASHINGTON, DC 20006", "Confidence": 0.781, "X1": 0.46579, "Y1": 0.0642, "X2": 0.63421, "Y2": 0.064, "X3": 0.63421, "Y3": 0.0758, "X4": 0.46579, "Y4": 0.0758, "page": 0}, {"Word": "203/457-1800 . 800/424-9876", "Confidence": 0.55467, "X1": 0.44868, "Y1": 0.0772, "X2": 0.63289, "Y2": 0.077, "X3": 0.63289, "Y3": 0.0898, "X4": 0.44868, "Y4": 0.0898, "page": 0}, {"Word": "August 6, 1981", "Confidence": 0.99333, "X1": 0.46579, "Y1": 0.1122, "X2": 0.64342, "Y2": 0.112, "X3": 0.64342, "Y3": 0.1298, "X4": 0.46711, "Y4": 0.1308, "page": 0}, {"Word": "Ms. Susan Frank", "Confidence": 0.98367, "X1": 0.13421, "Y1": 0.1752, "X2": 0.325, "Y2": 0.175, "X3": 0.325, "Y3": 0.1918, "X4": 0.13421, "Y4": 0.1918, "page": 0}, {"Word": "Assistant Convention Coordinator", "Confidence": 0.994, "X1": 0.13553, "Y1": 0.1912, "X2": 0.53421, "Y2": 0.191, "X3": 0.53421, "Y3": 0.2078, "X4": 0.13553, "Y4": 0.2088, "page": 0}, {"Word": "The Carolina Inn", "Confidence": 0.99667, "X1": 0.13553, "Y1": 0.2092, "X2": 0.33816, "Y2": 0.209, "X3": 0.33684, "Y3": 0.2238, "X4": 0.13553, "Y4": 0.2228, "page": 0}, {"Word": "937 Assembly Street", "Confidence": 0.991, "X1": 0.13684, "Y1": 0.2242, "X2": 0.37237, "Y2": 0.224, "X3": 0.37237, "Y3": 0.2398, "X4": 0.13684, "Y4": 0.2388, "page": 0}, {"Word": "Columbia, SC 29202", "Confidence": 0.997, "X1": 0.13684, "Y1": 0.2392, "X2": 0.375, "Y2": 0.239, "X3": 0.375, "Y3": 0.2548, "X4": 0.13684, "Y4": 0.2558, "page": 0}, {"Word": "Dear Susan:", "Confidence": 0.993, "X1": 0.13684, "Y1": 0.2712, "X2": 0.27368, "Y2": 0.271, "X3": 0.27368, "Y3": 0.2858, "X4": 0.13684, "Y4": 0.2858, "page": 0}, {"Word": "You have not been forgotten!", "Confidence": 0.9928, "X1": 0.13684, "Y1": 0.2982, "X2": 0.5, "Y2": 0.298, "X3": 0.5, "Y3": 0.3178, "X4": 0.13684, "Y4": 0.3188, "page": 0}, {"Word": "Attached, for your planning file, is a draft event schedule", "Confidence": 0.9914, "X1": 0.13684, "Y1": 0.3322, "X2": 0.86579, "Y2": 0.332, "X3": 0.86579, "Y3": 0.3488, "X4": 0.13684, "Y4": 0.3488, "page": 0}, {"Word": "supplied to the Governor's office this week. I'll be in touch", "Confidence": 0.93245, "X1": 0.13816, "Y1": 0.3482, "X2": 0.90658, "Y2": 0.348, "X3": 0.90658, "Y3": 0.3658, "X4": 0.13816, "Y4": 0.3658, "page": 0}, {"Word": "as soon as there is a firm commitment.", "Confidence": 0.99475, "X1": 0.13816, "Y1": 0.3642, "X2": 0.60526, "Y2": 0.364, "X3": 0.60658, "Y3": 0.3798, "X4": 0.13816, "Y4": 0.3818, "page": 0}, {"Word": "Thank you for your continuing interest in our plans.", "Confidence": 0.99589, "X1": 0.13816, "Y1": 0.3952, "X2": 0.77895, "Y2": 0.395, "X3": 0.77895, "Y3": 0.4158, "X4": 0.13816, "Y4": 0.4148, "page": 0}, {"Word": "With best regards, I am", "Confidence": 0.9624, "X1": 0.13684, "Y1": 0.4262, "X2": 0.42763, "Y2": 0.426, "X3": 0.42763, "Y3": 0.4448, "X4": 0.13684, "Y4": 0.4448, "page": 0}, {"Word": "Cordially,", "Confidence": 0.967, "X1": 0.64342, "Y1": 0.4582, "X2": 0.76974, "Y2": 0.458, "X3": 0.76974, "Y3": 0.4778, "X4": 0.64342, "Y4": 0.4758, "page": 0}, {"Word": "George Yenowine", "Confidence": 0.995, "X1": 0.64211, "Y1": 0.5372, "X2": 0.83158, "Y2": 0.537, "X3": 0.83289, "Y3": 0.5548, "X4": 0.64211, "Y4": 0.5548, "page": 0}, {"Word": "Enclosure", "Confidence": 0.959, "X1": 0.13816, "Y1": 0.5842, "X2": 0.25395, "Y2": 0.584, "X3": 0.25395, "Y3": 0.6008, "X4": 0.13816, "Y4": 0.6008, "page": 0}, {"Word": "TI508112", "Confidence": 0.81, "X1": 0.89868, "Y1": 0.9822, "X2": 0.99737, "Y2": 0.982, "X3": 0.99868, "Y3": 0.9958, "X4": 0.89868, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.28816, "Y1": 0.0222, "X2": 0.43553, "Y2": 0.022, "X3": 0.43421, "Y3": 0.0478, "X4": 0.28684, "Y4": 0.0488, "page": 0, "Index": 0}, {"Word": "INSTITUTE", "Confidence": 0.994, "X1": 0.44605, "Y1": 0.0232, "X2": 0.63026, "Y2": 0.023, "X3": 0.63026, "Y3": 0.0468, "X4": 0.44605, "Y4": 0.0478, "page": 0, "Index": 1}, {"Word": "THE", "Confidence": 0.995, "X1": 0.21579, "Y1": 0.0222, "X2": 0.27895, "Y2": 0.022, "X3": 0.27763, "Y3": 0.0488, "X4": 0.21447, "Y4": 0.0488, "page": 0, "Index": 2}, {"Word": "1875", "Confidence": 0.981, "X1": 0.44079, "Y1": 0.0512, "X2": 0.46974, "Y2": 0.051, "X3": 0.46842, "Y3": 0.0628, "X4": 0.44079, "Y4": 0.0628, "page": 0, "Index": 3}, {"Word": "I", "Confidence": 0.159, "X1": 0.47237, "Y1": 0.0512, "X2": 0.47895, "Y2": 0.051, "X3": 0.47763, "Y3": 0.0628, "X4": 0.47237, "Y4": 0.0628, "page": 0, "Index": 4}, {"Word": "STREET,", "Confidence": 0.634, "X1": 0.48158, "Y1": 0.0502, "X2": 0.53816, "Y2": 0.05, "X3": 0.53684, "Y3": 0.0628, "X4": 0.48158, "Y4": 0.0628, "page": 0, "Index": 5}, {"Word": "NORTHWEST", "Confidence": 0.994, "X1": 0.54079, "Y1": 0.0502, "X2": 0.63289, "Y2": 0.05, "X3": 0.63158, "Y3": 0.0628, "X4": 0.54079, "Y4": 0.0628, "page": 0, "Index": 6}, {"Word": "chron", "Confidence": 0.45, "X1": 0.04474, "Y1": 0.0562, "X2": 0.11711, "Y2": 0.056, "X3": 0.13816, "Y3": 0.0758, "X4": 0.06447, "Y4": 0.1168, "page": 0, "Index": 7}, {"Word": "WASHINGTON,", "Confidence": 0.674, "X1": 0.46579, "Y1": 0.0642, "X2": 0.56711, "Y2": 0.064, "X3": 0.56711, "Y3": 0.0758, "X4": 0.46579, "Y4": 0.0758, "page": 0, "Index": 8}, {"Word": "DC", "Confidence": 0.675, "X1": 0.57105, "Y1": 0.0642, "X2": 0.59079, "Y2": 0.064, "X3": 0.59079, "Y3": 0.0758, "X4": 0.56974, "Y4": 0.0758, "page": 0, "Index": 9}, {"Word": "20006", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.0652, "X2": 0.63289, "Y2": 0.065, "X3": 0.63158, "Y3": 0.0768, "X4": 0.59474, "Y4": 0.0758, "page": 0, "Index": 10}, {"Word": "203/457-1800", "Confidence": 0.608, "X1": 0.45132, "Y1": 0.0782, "X2": 0.53421, "Y2": 0.078, "X3": 0.53289, "Y3": 0.0888, "X4": 0.45, "Y4": 0.0898, "page": 0, "Index": 11}, {"Word": ".", "Confidence": 0.207, "X1": 0.53816, "Y1": 0.0772, "X2": 0.54474, "Y2": 0.077, "X3": 0.54342, "Y3": 0.0888, "X4": 0.53684, "Y4": 0.0888, "page": 0, "Index": 12}, {"Word": "800/424-9876", "Confidence": 0.849, "X1": 0.54868, "Y1": 0.0782, "X2": 0.63289, "Y2": 0.078, "X3": 0.63158, "Y3": 0.0898, "X4": 0.54737, "Y4": 0.0888, "page": 0, "Index": 13}, {"Word": "August", "Confidence": 0.994, "X1": 0.46711, "Y1": 0.1132, "X2": 0.54079, "Y2": 0.113, "X3": 0.54211, "Y3": 0.1308, "X4": 0.46711, "Y4": 0.1308, "page": 0, "Index": 14}, {"Word": "6,", "Confidence": 0.998, "X1": 0.55395, "Y1": 0.1132, "X2": 0.58158, "Y2": 0.113, "X3": 0.58158, "Y3": 0.1308, "X4": 0.55395, "Y4": 0.1308, "page": 0, "Index": 15}, {"Word": "1981", "Confidence": 0.988, "X1": 0.59079, "Y1": 0.1132, "X2": 0.64079, "Y2": 0.113, "X3": 0.64079, "Y3": 0.1298, "X4": 0.59079, "Y4": 0.1308, "page": 0, "Index": 16}, {"Word": "Ms.", "Confidence": 0.998, "X1": 0.13553, "Y1": 0.1762, "X2": 0.175, "Y2": 0.176, "X3": 0.17368, "Y3": 0.1928, "X4": 0.13421, "Y4": 0.1928, "page": 0, "Index": 17}, {"Word": "Susan", "Confidence": 0.998, "X1": 0.18421, "Y1": 0.1762, "X2": 0.24737, "Y2": 0.176, "X3": 0.24605, "Y3": 0.1928, "X4": 0.18289, "Y4": 0.1928, "page": 0, "Index": 18}, {"Word": "Frank", "Confidence": 0.955, "X1": 0.25921, "Y1": 0.1762, "X2": 0.32237, "Y2": 0.176, "X3": 0.32105, "Y3": 0.1928, "X4": 0.25789, "Y4": 0.1928, "page": 0, "Index": 19}, {"Word": "Assistant", "Confidence": 0.993, "X1": 0.13553, "Y1": 0.1932, "X2": 0.24737, "Y2": 0.193, "X3": 0.24737, "Y3": 0.2088, "X4": 0.13553, "Y4": 0.2078, "page": 0, "Index": 20}, {"Word": "Convention", "Confidence": 0.995, "X1": 0.25789, "Y1": 0.1922, "X2": 0.38026, "Y2": 0.192, "X3": 0.38026, "Y3": 0.2088, "X4": 0.25789, "Y4": 0.2088, "page": 0, "Index": 21}, {"Word": "Coordinator", "Confidence": 0.994, "X1": 0.39342, "Y1": 0.1922, "X2": 0.52895, "Y2": 0.192, "X3": 0.52895, "Y3": 0.2088, "X4": 0.39342, "Y4": 0.2088, "page": 0, "Index": 22}, {"Word": "The", "Confidence": 0.998, "X1": 0.13684, "Y1": 0.2082, "X2": 0.17368, "Y2": 0.208, "X3": 0.17368, "Y3": 0.2228, "X4": 0.13684, "Y4": 0.2228, "page": 0, "Index": 23}, {"Word": "Carolina", "Confidence": 0.994, "X1": 0.18421, "Y1": 0.2092, "X2": 0.28289, "Y2": 0.209, "X3": 0.28158, "Y3": 0.2238, "X4": 0.18421, "Y4": 0.2238, "page": 0, "Index": 24}, {"Word": "Inn", "Confidence": 0.998, "X1": 0.29605, "Y1": 0.2092, "X2": 0.33289, "Y2": 0.209, "X3": 0.33289, "Y3": 0.2238, "X4": 0.29605, "Y4": 0.2238, "page": 0, "Index": 25}, {"Word": "937", "Confidence": 0.995, "X1": 0.13816, "Y1": 0.2242, "X2": 0.175, "Y2": 0.224, "X3": 0.175, "Y3": 0.2398, "X4": 0.13816, "Y4": 0.2398, "page": 0, "Index": 26}, {"Word": "Assembly", "Confidence": 0.981, "X1": 0.18421, "Y1": 0.2252, "X2": 0.28289, "Y2": 0.225, "X3": 0.28289, "Y3": 0.2408, "X4": 0.18421, "Y4": 0.2398, "page": 0, "Index": 27}, {"Word": "Street", "Confidence": 0.997, "X1": 0.29474, "Y1": 0.2262, "X2": 0.37105, "Y2": 0.226, "X3": 0.37105, "Y3": 0.2398, "X4": 0.29474, "Y4": 0.2398, "page": 0, "Index": 28}, {"Word": "Columbia,", "Confidence": 0.995, "X1": 0.13684, "Y1": 0.2402, "X2": 0.24868, "Y2": 0.24, "X3": 0.24868, "Y3": 0.2558, "X4": 0.13684, "Y4": 0.2558, "page": 0, "Index": 29}, {"Word": "SC", "Confidence": 0.998, "X1": 0.25789, "Y1": 0.2402, "X2": 0.28421, "Y2": 0.24, "X3": 0.28289, "Y3": 0.2558, "X4": 0.25789, "Y4": 0.2558, "page": 0, "Index": 30}, {"Word": "29202", "Confidence": 0.998, "X1": 0.31053, "Y1": 0.2402, "X2": 0.37237, "Y2": 0.24, "X3": 0.37105, "Y3": 0.2548, "X4": 0.30921, "Y4": 0.2558, "page": 0, "Index": 31}, {"Word": "Dear", "Confidence": 0.991, "X1": 0.13816, "Y1": 0.2712, "X2": 0.18684, "Y2": 0.271, "X3": 0.18553, "Y3": 0.2868, "X4": 0.13684, "Y4": 0.2868, "page": 0, "Index": 32}, {"Word": "Susan:", "Confidence": 0.995, "X1": 0.19868, "Y1": 0.2722, "X2": 0.27368, "Y2": 0.272, "X3": 0.27237, "Y3": 0.2868, "X4": 0.19737, "Y4": 0.2868, "page": 0, "Index": 33}, {"Word": "You", "Confidence": 0.995, "X1": 0.13816, "Y1": 0.3012, "X2": 0.17763, "Y2": 0.301, "X3": 0.17632, "Y3": 0.3178, "X4": 0.13816, "Y4": 0.3178, "page": 0, "Index": 34}, {"Word": "have", "Confidence": 0.991, "X1": 0.18553, "Y1": 0.3012, "X2": 0.23816, "Y2": 0.301, "X3": 0.23816, "Y3": 0.3188, "X4": 0.18553, "Y4": 0.3188, "page": 0, "Index": 35}, {"Word": "not", "Confidence": 0.998, "X1": 0.24474, "Y1": 0.3012, "X2": 0.28553, "Y2": 0.301, "X3": 0.28553, "Y3": 0.3188, "X4": 0.24474, "Y4": 0.3188, "page": 0, "Index": 36}, {"Word": "been", "Confidence": 0.989, "X1": 0.29474, "Y1": 0.3012, "X2": 0.34605, "Y2": 0.301, "X3": 0.34605, "Y3": 0.3188, "X4": 0.29474, "Y4": 0.3188, "page": 0, "Index": 37}, {"Word": "forgotten!", "Confidence": 0.991, "X1": 0.35789, "Y1": 0.2992, "X2": 0.48421, "Y2": 0.299, "X3": 0.48421, "Y3": 0.3188, "X4": 0.35789, "Y4": 0.3188, "page": 0, "Index": 38}, {"Word": "Attached,", "Confidence": 0.994, "X1": 0.13816, "Y1": 0.3322, "X2": 0.25132, "Y2": 0.332, "X3": 0.25132, "Y3": 0.3498, "X4": 0.13816, "Y4": 0.3488, "page": 0, "Index": 39}, {"Word": "for", "Confidence": 0.994, "X1": 0.25921, "Y1": 0.3322, "X2": 0.29737, "Y2": 0.332, "X3": 0.29737, "Y3": 0.3498, "X4": 0.25921, "Y4": 0.3498, "page": 0, "Index": 40}, {"Word": "your", "Confidence": 0.989, "X1": 0.30789, "Y1": 0.3322, "X2": 0.36053, "Y2": 0.332, "X3": 0.36053, "Y3": 0.3498, "X4": 0.30789, "Y4": 0.3498, "page": 0, "Index": 41}, {"Word": "planning", "Confidence": 0.957, "X1": 0.36974, "Y1": 0.3322, "X2": 0.47237, "Y2": 0.332, "X3": 0.47105, "Y3": 0.3498, "X4": 0.36974, "Y4": 0.3498, "page": 0, "Index": 42}, {"Word": "file,", "Confidence": 0.997, "X1": 0.48289, "Y1": 0.3322, "X2": 0.54605, "Y2": 0.332, "X3": 0.54605, "Y3": 0.3498, "X4": 0.48289, "Y4": 0.3498, "page": 0, "Index": 43}, {"Word": "is", "Confidence": 0.998, "X1": 0.55658, "Y1": 0.3322, "X2": 0.58158, "Y2": 0.332, "X3": 0.58158, "Y3": 0.3498, "X4": 0.55658, "Y4": 0.3498, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.996, "X1": 0.59342, "Y1": 0.3322, "X2": 0.60658, "Y2": 0.332, "X3": 0.60658, "Y3": 0.3498, "X4": 0.59342, "Y4": 0.3498, "page": 0, "Index": 45}, {"Word": "draft", "Confidence": 0.997, "X1": 0.61711, "Y1": 0.3332, "X2": 0.68026, "Y2": 0.333, "X3": 0.68026, "Y3": 0.3498, "X4": 0.61711, "Y4": 0.3498, "page": 0, "Index": 46}, {"Word": "event", "Confidence": 0.997, "X1": 0.69079, "Y1": 0.3332, "X2": 0.75395, "Y2": 0.333, "X3": 0.75395, "Y3": 0.3498, "X4": 0.69079, "Y4": 0.3498, "page": 0, "Index": 47}, {"Word": "schedule", "Confidence": 0.995, "X1": 0.76447, "Y1": 0.3342, "X2": 0.86316, "Y2": 0.334, "X3": 0.86316, "Y3": 0.3498, "X4": 0.76447, "Y4": 0.3498, "page": 0, "Index": 48}, {"Word": "supplied", "Confidence": 0.994, "X1": 0.13947, "Y1": 0.3492, "X2": 0.23684, "Y2": 0.349, "X3": 0.23553, "Y3": 0.3648, "X4": 0.13947, "Y4": 0.3658, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.24868, "Y1": 0.3492, "X2": 0.27237, "Y2": 0.349, "X3": 0.27237, "Y3": 0.3648, "X4": 0.24737, "Y4": 0.3648, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.998, "X1": 0.28553, "Y1": 0.3492, "X2": 0.32237, "Y2": 0.349, "X3": 0.32237, "Y3": 0.3648, "X4": 0.28553, "Y4": 0.3648, "page": 0, "Index": 51}, {"Word": "Governor's", "Confidence": 0.993, "X1": 0.33421, "Y1": 0.3492, "X2": 0.45789, "Y2": 0.349, "X3": 0.45789, "Y3": 0.3648, "X4": 0.33421, "Y4": 0.3648, "page": 0, "Index": 52}, {"Word": "office", "Confidence": 0.997, "X1": 0.46974, "Y1": 0.3482, "X2": 0.54342, "Y2": 0.348, "X3": 0.54342, "Y3": 0.3648, "X4": 0.46974, "Y4": 0.3648, "page": 0, "Index": 53}, {"Word": "this", "Confidence": 0.991, "X1": 0.55658, "Y1": 0.3482, "X2": 0.60658, "Y2": 0.348, "X3": 0.60658, "Y3": 0.3648, "X4": 0.55658, "Y4": 0.3648, "page": 0, "Index": 54}, {"Word": "week.", "Confidence": 0.993, "X1": 0.61711, "Y1": 0.3482, "X2": 0.68158, "Y2": 0.348, "X3": 0.68289, "Y3": 0.3648, "X4": 0.61711, "Y4": 0.3648, "page": 0, "Index": 55}, {"Word": "I'll", "Confidence": 0.299, "X1": 0.70526, "Y1": 0.3492, "X2": 0.75526, "Y2": 0.349, "X3": 0.75526, "Y3": 0.3658, "X4": 0.70526, "Y4": 0.3648, "page": 0, "Index": 56}, {"Word": "be", "Confidence": 0.998, "X1": 0.76447, "Y1": 0.3492, "X2": 0.79079, "Y2": 0.349, "X3": 0.79079, "Y3": 0.3658, "X4": 0.76447, "Y4": 0.3658, "page": 0, "Index": 57}, {"Word": "in", "Confidence": 0.998, "X1": 0.80395, "Y1": 0.3492, "X2": 0.82632, "Y2": 0.349, "X3": 0.82632, "Y3": 0.3658, "X4": 0.80395, "Y4": 0.3658, "page": 0, "Index": 58}, {"Word": "touch", "Confidence": 0.998, "X1": 0.83947, "Y1": 0.3492, "X2": 0.90132, "Y2": 0.349, "X3": 0.90132, "Y3": 0.3668, "X4": 0.83947, "Y4": 0.3658, "page": 0, "Index": 59}, {"Word": "as", "Confidence": 0.998, "X1": 0.13947, "Y1": 0.3672, "X2": 0.16184, "Y2": 0.367, "X3": 0.16184, "Y3": 0.3818, "X4": 0.13947, "Y4": 0.3818, "page": 0, "Index": 60}, {"Word": "soon", "Confidence": 0.989, "X1": 0.175, "Y1": 0.3662, "X2": 0.22368, "Y2": 0.366, "X3": 0.22368, "Y3": 0.3808, "X4": 0.175, "Y4": 0.3818, "page": 0, "Index": 61}, {"Word": "as", "Confidence": 0.998, "X1": 0.23684, "Y1": 0.3662, "X2": 0.26053, "Y2": 0.366, "X3": 0.26053, "Y3": 0.3808, "X4": 0.23553, "Y4": 0.3808, "page": 0, "Index": 62}, {"Word": "there", "Confidence": 0.998, "X1": 0.27368, "Y1": 0.3652, "X2": 0.33421, "Y2": 0.365, "X3": 0.33421, "Y3": 0.3808, "X4": 0.27237, "Y4": 0.3808, "page": 0, "Index": 63}, {"Word": "is", "Confidence": 0.998, "X1": 0.34868, "Y1": 0.3652, "X2": 0.37105, "Y2": 0.365, "X3": 0.37105, "Y3": 0.3808, "X4": 0.34737, "Y4": 0.3808, "page": 0, "Index": 64}, {"Word": "a", "Confidence": 0.996, "X1": 0.38553, "Y1": 0.3652, "X2": 0.39737, "Y2": 0.365, "X3": 0.39605, "Y3": 0.3808, "X4": 0.38421, "Y4": 0.3808, "page": 0, "Index": 65}, {"Word": "firm", "Confidence": 0.99, "X1": 0.40921, "Y1": 0.3652, "X2": 0.45789, "Y2": 0.365, "X3": 0.45789, "Y3": 0.3808, "X4": 0.40921, "Y4": 0.3808, "page": 0, "Index": 66}, {"Word": "commitment.", "Confidence": 0.991, "X1": 0.47105, "Y1": 0.3652, "X2": 0.60658, "Y2": 0.365, "X3": 0.60526, "Y3": 0.3808, "X4": 0.46974, "Y4": 0.3808, "page": 0, "Index": 67}, {"Word": "Thank", "Confidence": 0.994, "X1": 0.13947, "Y1": 0.3962, "X2": 0.20132, "Y2": 0.396, "X3": 0.20132, "Y3": 0.4138, "X4": 0.13947, "Y4": 0.4138, "page": 0, "Index": 68}, {"Word": "you", "Confidence": 0.998, "X1": 0.21053, "Y1": 0.3952, "X2": 0.25, "Y2": 0.395, "X3": 0.25, "Y3": 0.4138, "X4": 0.21053, "Y4": 0.4138, "page": 0, "Index": 69}, {"Word": "for", "Confidence": 0.998, "X1": 0.26053, "Y1": 0.3952, "X2": 0.29868, "Y2": 0.395, "X3": 0.29868, "Y3": 0.4138, "X4": 0.26053, "Y4": 0.4138, "page": 0, "Index": 70}, {"Word": "your", "Confidence": 0.991, "X1": 0.30921, "Y1": 0.3952, "X2": 0.36316, "Y2": 0.395, "X3": 0.36316, "Y3": 0.4138, "X4": 0.30921, "Y4": 0.4138, "page": 0, "Index": 71}, {"Word": "continuing", "Confidence": 0.994, "X1": 0.37105, "Y1": 0.3952, "X2": 0.49868, "Y2": 0.395, "X3": 0.49868, "Y3": 0.4138, "X4": 0.36974, "Y4": 0.4138, "page": 0, "Index": 72}, {"Word": "interest", "Confidence": 0.996, "X1": 0.50658, "Y1": 0.3952, "X2": 0.60789, "Y2": 0.395, "X3": 0.60789, "Y3": 0.4148, "X4": 0.50658, "Y4": 0.4138, "page": 0, "Index": 73}, {"Word": "in", "Confidence": 0.998, "X1": 0.61842, "Y1": 0.3952, "X2": 0.64474, "Y2": 0.395, "X3": 0.64474, "Y3": 0.4148, "X4": 0.61842, "Y4": 0.4148, "page": 0, "Index": 74}, {"Word": "our", "Confidence": 0.998, "X1": 0.65395, "Y1": 0.3962, "X2": 0.69474, "Y2": 0.396, "X3": 0.69474, "Y3": 0.4158, "X4": 0.65395, "Y4": 0.4148, "page": 0, "Index": 75}, {"Word": "plans.", "Confidence": 0.996, "X1": 0.70263, "Y1": 0.3962, "X2": 0.77895, "Y2": 0.396, "X3": 0.77895, "Y3": 0.4168, "X4": 0.70395, "Y4": 0.4158, "page": 0, "Index": 76}, {"Word": "With", "Confidence": 0.985, "X1": 0.13816, "Y1": 0.4262, "X2": 0.19079, "Y2": 0.426, "X3": 0.19079, "Y3": 0.4458, "X4": 0.13684, "Y4": 0.4448, "page": 0, "Index": 77}, {"Word": "best", "Confidence": 0.989, "X1": 0.19868, "Y1": 0.4262, "X2": 0.25132, "Y2": 0.426, "X3": 0.25132, "Y3": 0.4458, "X4": 0.19737, "Y4": 0.4458, "page": 0, "Index": 78}, {"Word": "regards,", "Confidence": 0.996, "X1": 0.26053, "Y1": 0.4262, "X2": 0.36447, "Y2": 0.426, "X3": 0.36579, "Y3": 0.4458, "X4": 0.25921, "Y4": 0.4458, "page": 0, "Index": 79}, {"Word": "I", "Confidence": 0.994, "X1": 0.37237, "Y1": 0.4262, "X2": 0.38684, "Y2": 0.426, "X3": 0.38684, "Y3": 0.4458, "X4": 0.37237, "Y4": 0.4458, "page": 0, "Index": 80}, {"Word": "am", "Confidence": 0.848, "X1": 0.39737, "Y1": 0.4262, "X2": 0.425, "Y2": 0.426, "X3": 0.42632, "Y3": 0.4458, "X4": 0.39737, "Y4": 0.4458, "page": 0, "Index": 81}, {"Word": "Cordially,", "Confidence": 0.967, "X1": 0.64342, "Y1": 0.4592, "X2": 0.76974, "Y2": 0.459, "X3": 0.76974, "Y3": 0.4788, "X4": 0.64342, "Y4": 0.4758, "page": 0, "Index": 82}, {"Word": "George", "Confidence": 0.994, "X1": 0.64342, "Y1": 0.5382, "X2": 0.71974, "Y2": 0.538, "X3": 0.71974, "Y3": 0.5558, "X4": 0.64342, "Y4": 0.5548, "page": 0, "Index": 83}, {"Word": "Yenowine", "Confidence": 0.996, "X1": 0.73026, "Y1": 0.5382, "X2": 0.82895, "Y2": 0.538, "X3": 0.82895, "Y3": 0.5548, "X4": 0.73026, "Y4": 0.5558, "page": 0, "Index": 84}, {"Word": "Enclosure", "Confidence": 0.959, "X1": 0.13947, "Y1": 0.5852, "X2": 0.25263, "Y2": 0.585, "X3": 0.25132, "Y3": 0.6018, "X4": 0.13816, "Y4": 0.6018, "page": 0, "Index": 85}, {"Word": "TI508112", "Confidence": 0.81, "X1": 0.90395, "Y1": 0.9822, "X2": 0.99342, "Y2": 0.982, "X3": 0.99342, "Y3": 0.9968, "X4": 0.90263, "Y4": 0.9978, "page": 0, "Index": 86}]}	"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"
ffxf0083	0	{"lines_data": [{"Word": "Cenaen - 2.81 g G", "Confidence": 0.325, "X1": 0.26166, "Y1": 0.0012, "X2": 0.66062, "Y2": 0.001, "X3": 0.66062, "Y3": 0.0248, "X4": 0.26166, "Y4": 0.0258, "page": 0}, {"Word": "Institute questions basis for codes", "Confidence": 0.9906, "X1": 0.06865, "Y1": 0.0402, "X2": 0.85751, "Y2": 0.04, "X3": 0.85751, "Y3": 0.0768, "X4": 0.06865, "Y4": 0.0788, "page": 0}, {"Word": "Increasing attempts at both city", "Confidence": 0.9734, "X1": 0.08938, "Y1": 0.0892, "X2": 0.32772, "Y2": 0.089, "X3": 0.32772, "Y3": 0.1058, "X4": 0.08808, "Y4": 0.1038, "page": 0}, {"Word": "ful commercial advertising as a form", "Confidence": 0.98617, "X1": 0.38212, "Y1": 0.0882, "X2": 0.66192, "Y2": 0.088, "X3": 0.66192, "Y3": 0.1048, "X4": 0.38212, "Y4": 0.1038, "page": 0}, {"Word": "Widespread sampling bans would", "Confidence": 0.994, "X1": 0.72021, "Y1": 0.0912, "X2": 0.96244, "Y2": 0.091, "X3": 0.96244, "Y3": 0.1058, "X4": 0.71891, "Y4": 0.1038, "page": 0}, {"Word": "and state levels to ban the distribu.", "Confidence": 0.96314, "X1": 0.07254, "Y1": 0.1052, "X2": 0.33161, "Y2": 0.105, "X3": 0.33161, "Y3": 0.1208, "X4": 0.07254, "Y4": 0.1198, "page": 0}, {"Word": "of free speech.", "Confidence": 0.98933, "X1": 0.38342, "Y1": 0.1052, "X2": 0.49611, "Y2": 0.105, "X3": 0.49611, "Y3": 0.1198, "X4": 0.38342, "Y4": 0.1198, "page": 0}, {"Word": "seriously interfere with cigarette", "Confidence": 0.955, "X1": 0.70207, "Y1": 0.1062, "X2": 0.93135, "Y2": 0.106, "X3": 0.93135, "Y3": 0.1208, "X4": 0.70207, "Y4": 0.1188, "page": 0}, {"Word": "tion of free cigarette samples are in", "Confidence": 0.99486, "X1": 0.07254, "Y1": 0.1222, "X2": 0.33938, "Y2": 0.122, "X3": 0.33938, "Y3": 0.1358, "X4": 0.07254, "Y4": 0.1358, "page": 0}, {"Word": "Groups supporting sampling bans", "Confidence": 0.9935, "X1": 0.39637, "Y1": 0.1202, "X2": 0.66062, "Y2": 0.12, "X3": 0.66062, "Y3": 0.1358, "X4": 0.39637, "Y4": 0.1358, "page": 0}, {"Word": "manufacturers' legitimate promo", "Confidence": 0.96967, "X1": 0.70078, "Y1": 0.1222, "X2": 0.94301, "Y2": 0.122, "X3": 0.94301, "Y3": 0.1368, "X4": 0.70078, "Y4": 0.1348, "page": 0}, {"Word": "violation of federal statute and", "Confidence": 0.992, "X1": 0.07254, "Y1": 0.1372, "X2": 0.30052, "Y2": 0.137, "X3": 0.30052, "Y3": 0.1508, "X4": 0.07254, "Y4": 0.1508, "page": 0}, {"Word": "cite concerns about the distribution", "Confidence": 0.9508, "X1": 0.38472, "Y1": 0.1372, "X2": 0.65026, "Y2": 0.137, "X3": 0.65026, "Y3": 0.1518, "X4": 0.38472, "Y4": 0.1518, "page": 0}, {"Word": "tional activities.", "Confidence": 0.968, "X1": 0.69948, "Y1": 0.1372, "X2": 0.81477, "Y2": 0.137, "X3": 0.81477, "Y3": 0.1498, "X4": 0.69948, "Y4": 0.1508, "page": 0}, {"Word": "unwarranted, according to The To-", "Confidence": 0.951, "X1": 0.07383, "Y1": 0.1522, "X2": 0.33549, "Y2": 0.152, "X3": 0.33549, "Y3": 0.1678, "X4": 0.07383, "Y4": 0.1678, "page": 0}, {"Word": "of samples to minors. street conges-", "Confidence": 0.90733, "X1": 0.38472, "Y1": 0.1542, "X2": 0.65674, "Y2": 0.154, "X3": 0.65674, "Y3": 0.1678, "X4": 0.38472, "Y4": 0.1678, "page": 0}, {"Word": "\"Sampling plays an increasingly", "Confidence": 0.97225, "X1": 0.71762, "Y1": 0.1542, "X2": 0.95078, "Y2": 0.154, "X3": 0.94948, "Y3": 0.1698, "X4": 0.71762, "Y4": 0.1658, "page": 0}, {"Word": "bacco Institute.", "Confidence": 0.951, "X1": 0.07254, "Y1": 0.1692, "X2": 0.18523, "Y2": 0.169, "X3": 0.18523, "Y3": 0.1828, "X4": 0.07254, "Y4": 0.1828, "page": 0}, {"Word": "tion. and litter problems. The efforts", "Confidence": 0.96683, "X1": 0.38212, "Y1": 0.1692, "X2": 0.65415, "Y2": 0.169, "X3": 0.65415, "Y3": 0.1828, "X4": 0.38212, "Y4": 0.1828, "page": 0}, {"Word": "important role in our marketing", "Confidence": 0.9848, "X1": 0.69819, "Y1": 0.1702, "X2": 0.93653, "Y2": 0.17, "X3": 0.93653, "Y3": 0.1838, "X4": 0.69819, "Y4": 0.1828, "page": 0}, {"Word": "Attempts to enact such bills or", "Confidence": 0.95717, "X1": 0.08549, "Y1": 0.1852, "X2": 0.32124, "Y2": 0.185, "X3": 0.32124, "Y3": 0.1988, "X4": 0.08549, "Y4": 0.1988, "page": 0}, {"Word": "to ban distribution of cigarette sam-", "Confidence": 0.94233, "X1": 0.38342, "Y1": 0.1852, "X2": 0.65155, "Y2": 0.185, "X3": 0.65155, "Y3": 0.1998, "X4": 0.38342, "Y4": 0.1978, "page": 0}, {"Word": "activities.\" says Glover. \"In a period", "Confidence": 0.96367, "X1": 0.69819, "Y1": 0.1862, "X2": 0.95725, "Y2": 0.186, "X3": 0.95725, "Y3": 0.1998, "X4": 0.69819, "Y4": 0.1988, "page": 0}, {"Word": "ordinances conflict with U.S. Con-", "Confidence": 0.9822, "X1": 0.07254, "Y1": 0.2012, "X2": 0.32642, "Y2": 0.201, "X3": 0.32642, "Y3": 0.2148, "X4": 0.07254, "Y4": 0.2158, "page": 0}, {"Word": "ples to minors, ironically. is an", "Confidence": 0.929, "X1": 0.38472, "Y1": 0.2012, "X2": 0.61528, "Y2": 0.201, "X3": 0.61528, "Y3": 0.2158, "X4": 0.38472, "Y4": 0.2148, "page": 0}, {"Word": "when economic considerations are", "Confidence": 0.99175, "X1": 0.70078, "Y1": 0.2022, "X2": 0.95466, "Y2": 0.202, "X3": 0.95466, "Y3": 0.2158, "X4": 0.70078, "Y4": 0.2158, "page": 0}, {"Word": "gressional policy. The federal Public", "Confidence": 0.9938, "X1": 0.07124, "Y1": 0.2162, "X2": 0.34197, "Y2": 0.216, "X3": 0.34326, "Y3": 0.2308, "X4": 0.07124, "Y4": 0.2338, "page": 0}, {"Word": "attempt to ban a tobacco industry", "Confidence": 0.99283, "X1": 0.38342, "Y1": 0.2172, "X2": 0.6399, "Y2": 0.217, "X3": 0.6399, "Y3": 0.2318, "X4": 0.38342, "Y4": 0.2318, "page": 0}, {"Word": "foremost in many consumers'", "Confidence": 0.93875, "X1": 0.70078, "Y1": 0.2182, "X2": 0.92098, "Y2": 0.218, "X3": 0.92098, "Y3": 0.2328, "X4": 0.69948, "Y4": 0.2308, "page": 0}, {"Word": "Health Smoking Act of 1969 prohib-", "Confidence": 0.97733, "X1": 0.07254, "Y1": 0.2322, "X2": 0.34456, "Y2": 0.232, "X3": 0.34585, "Y3": 0.2478, "X4": 0.07254, "Y4": 0.2478, "page": 0}, {"Word": "practice which does not exist.", "Confidence": 0.9922, "X1": 0.38083, "Y1": 0.2332, "X2": 0.60492, "Y2": 0.233, "X3": 0.60492, "Y3": 0.2468, "X4": 0.38083, "Y4": 0.2468, "page": 0}, {"Word": "minds. sampling gives smokers the", "Confidence": 0.9572, "X1": 0.69948, "Y1": 0.2342, "X2": 0.96114, "Y2": 0.234, "X3": 0.96114, "Y3": 0.2488, "X4": 0.69948, "Y4": 0.2478, "page": 0}, {"Word": "its states and localities from regulat-", "Confidence": 0.98517, "X1": 0.07254, "Y1": 0.2492, "X2": 0.34067, "Y2": 0.249, "X3": 0.34067, "Y3": 0.2638, "X4": 0.07254, "Y4": 0.2638, "page": 0}, {"Word": "opportunity to try new brands with-", "Confidence": 0.96283, "X1": 0.69948, "Y1": 0.2502, "X2": 0.95207, "Y2": 0.25, "X3": 0.95207, "Y3": 0.2638, "X4": 0.69948, "Y4": 0.2638, "page": 0}, {"Word": "Forbidden sampling", "Confidence": 0.995, "X1": 0.44301, "Y1": 0.2572, "X2": 0.60104, "Y2": 0.257, "X3": 0.60104, "Y3": 0.2718, "X4": 0.44301, "Y4": 0.2708, "page": 0}, {"Word": "ing cigarette advertising or promo-", "Confidence": 0.988, "X1": 0.07254, "Y1": 0.2652, "X2": 0.3329, "Y2": 0.265, "X3": 0.3329, "Y3": 0.2808, "X4": 0.07254, "Y4": 0.2798, "page": 0}, {"Word": "out having to make an investment", "Confidence": 0.9905, "X1": 0.70078, "Y1": 0.2662, "X2": 0.95337, "Y2": 0.266, "X3": 0.95337, "Y3": 0.2798, "X4": 0.70078, "Y4": 0.2788, "page": 0}, {"Word": "tion based on the", "Confidence": 0.9935, "X1": 0.07383, "Y1": 0.2812, "X2": 0.20596, "Y2": 0.281, "X3": 0.20596, "Y3": 0.2948, "X4": 0.07383, "Y4": 0.2958, "page": 0}, {"Word": "Such proposals are directed", "Confidence": 0.9935, "X1": 0.40026, "Y1": 0.2802, "X2": 0.61399, "Y2": 0.28, "X3": 0.61399, "Y3": 0.2948, "X4": 0.40026, "Y4": 0.2948, "page": 0}, {"Word": "\"Sampling is one of the primary", "Confidence": 0.984, "X1": 0.71632, "Y1": 0.2822, "X2": 0.95337, "Y2": 0.282, "X3": 0.95337, "Y3": 0.2958, "X4": 0.71632, "Y4": 0.2938, "page": 0}, {"Word": "smoking-and-health issue.", "Confidence": 0.792, "X1": 0.07383, "Y1": 0.2972, "X2": 0.26554, "Y2": 0.297, "X3": 0.26684, "Y3": 0.3108, "X4": 0.07383, "Y4": 0.3108, "page": 0}, {"Word": "toward intercept sampling. or distri-", "Confidence": 0.9698, "X1": 0.38342, "Y1": 0.2962, "X2": 0.65674, "Y2": 0.296, "X3": 0.65803, "Y3": 0.3108, "X4": 0.38342, "Y4": 0.3108, "page": 0}, {"Word": "tools used by the industry to make", "Confidence": 0.98843, "X1": 0.69819, "Y1": 0.2972, "X2": 0.95466, "Y2": 0.297, "X3": 0.95466, "Y3": 0.3118, "X4": 0.69819, "Y4": 0.3098, "page": 0}, {"Word": "Any tobacco products regulation", "Confidence": 0.99425, "X1": 0.08679, "Y1": 0.3132, "X2": 0.33808, "Y2": 0.313, "X3": 0.33808, "Y3": 0.3258, "X4": 0.08679, "Y4": 0.3268, "page": 0}, {"Word": "buting free packs in public places", "Confidence": 0.99533, "X1": 0.38212, "Y1": 0.3122, "X2": 0.6386, "Y2": 0.312, "X3": 0.6386, "Y3": 0.3268, "X4": 0.38212, "Y4": 0.3258, "page": 0}, {"Word": "consumers aware of new products.\"", "Confidence": 0.9538, "X1": 0.69948, "Y1": 0.3132, "X2": 0.96244, "Y2": 0.313, "X3": 0.96244, "Y3": 0.3268, "X4": 0.69948, "Y4": 0.3268, "page": 0}, {"Word": "designed to protect public health", "Confidence": 0.9774, "X1": 0.07383, "Y1": 0.3282, "X2": 0.31995, "Y2": 0.328, "X3": 0.31995, "Y3": 0.3428, "X4": 0.07383, "Y4": 0.3428, "page": 0}, {"Word": "such as sidewalks and shopping", "Confidence": 0.9948, "X1": 0.38342, "Y1": 0.3282, "X2": 0.62694, "Y2": 0.328, "X3": 0.62694, "Y3": 0.3418, "X4": 0.38342, "Y4": 0.3418, "page": 0}, {"Word": "Glover continues. \"The consumers", "Confidence": 0.88575, "X1": 0.70078, "Y1": 0.3292, "X2": 0.95725, "Y2": 0.329, "X3": 0.95596, "Y3": 0.3428, "X4": 0.70078, "Y4": 0.3418, "page": 0}, {"Word": "and welfare is restricted to the fed-", "Confidence": 0.99143, "X1": 0.07254, "Y1": 0.3442, "X2": 0.32902, "Y2": 0.344, "X3": 0.32902, "Y3": 0.3578, "X4": 0.07254, "Y4": 0.3588, "page": 0}, {"Word": "malls. Distribution of samples to", "Confidence": 0.9928, "X1": 0.38342, "Y1": 0.3442, "X2": 0.62824, "Y2": 0.344, "X3": 0.62824, "Y3": 0.3578, "X4": 0.38342, "Y4": 0.3578, "page": 0}, {"Word": "in areas where sampling bans have", "Confidence": 0.99267, "X1": 0.69948, "Y1": 0.3452, "X2": 0.95725, "Y2": 0.345, "X3": 0.95725, "Y3": 0.3588, "X4": 0.69948, "Y4": 0.3578, "page": 0}, {"Word": "eral level by the 1969 Act. Thus.", "Confidence": 0.97414, "X1": 0.07124, "Y1": 0.3602, "X2": 0.31477, "Y2": 0.36, "X3": 0.31477, "Y3": 0.3738, "X4": 0.07124, "Y4": 0.3748, "page": 0}, {"Word": "minors. however. is expressly for-", "Confidence": 0.8782, "X1": 0.38342, "Y1": 0.3592, "X2": 0.63083, "Y2": 0.359, "X3": 0.63083, "Y3": 0.3738, "X4": 0.38342, "Y4": 0.3738, "page": 0}, {"Word": "been imposed are really being", "Confidence": 0.9556, "X1": 0.70078, "Y1": 0.3612, "X2": 0.92487, "Y2": 0.361, "X3": 0.92487, "Y3": 0.3758, "X4": 0.70078, "Y4": 0.3748, "page": 0}, {"Word": "state or local sampling bans are", "Confidence": 0.99433, "X1": 0.07124, "Y1": 0.3772, "X2": 0.31218, "Y2": 0.377, "X3": 0.31218, "Y3": 0.3908, "X4": 0.07124, "Y4": 0.3908, "page": 0}, {"Word": "bidden in the contracts Reynolds", "Confidence": 0.9902, "X1": 0.38212, "Y1": 0.3752, "X2": 0.63212, "Y2": 0.375, "X3": 0.63212, "Y3": 0.3908, "X4": 0.38212, "Y4": 0.3898, "page": 0}, {"Word": "treated unfairly.\"", "Confidence": 0.9765, "X1": 0.69819, "Y1": 0.3762, "X2": 0.82124, "Y2": 0.376, "X3": 0.82254, "Y3": 0.3898, "X4": 0.69819, "Y4": 0.3908, "page": 0}, {"Word": "invalid under the Supremacy Clause", "Confidence": 0.9928, "X1": 0.07254, "Y1": 0.3932, "X2": 0.34456, "Y2": 0.393, "X3": 0.34456, "Y3": 0.4068, "X4": 0.07124, "Y4": 0.4058, "page": 0}, {"Word": "Tobacco makes with sampling", "Confidence": 0.994, "X1": 0.38601, "Y1": 0.3922, "X2": 0.61658, "Y2": 0.392, "X3": 0.61658, "Y3": 0.4078, "X4": 0.38601, "Y4": 0.4058, "page": 0}, {"Word": "Boston ban defeated", "Confidence": 0.994, "X1": 0.75777, "Y1": 0.3992, "X2": 0.91839, "Y2": 0.399, "X3": 0.91839, "Y3": 0.4138, "X4": 0.75777, "Y4": 0.4138, "page": 0}, {"Word": "of the United States Constitution.", "Confidence": 0.9908, "X1": 0.07124, "Y1": 0.4082, "X2": 0.31865, "Y2": 0.408, "X3": 0.31865, "Y3": 0.4228, "X4": 0.07124, "Y4": 0.4228, "page": 0}, {"Word": "agencies.", "Confidence": 0.955, "X1": 0.38472, "Y1": 0.4082, "X2": 0.45725, "Y2": 0.408, "X3": 0.45725, "Y3": 0.4228, "X4": 0.38472, "Y4": 0.4228, "page": 0}, {"Word": "Apparently. a similar attitude was", "Confidence": 0.9666, "X1": 0.71503, "Y1": 0.4242, "X2": 0.95725, "Y2": 0.424, "X3": 0.95725, "Y3": 0.4378, "X4": 0.71503, "Y4": 0.4388, "page": 0}, {"Word": "Discriminating", "Confidence": 0.892, "X1": 0.15026, "Y1": 0.4322, "X2": 0.26813, "Y2": 0.432, "X3": 0.26813, "Y3": 0.4458, "X4": 0.15026, "Y4": 0.4458, "page": 0}, {"Word": "\"The purpose of cigarette sam-", "Confidence": 0.9894, "X1": 0.40155, "Y1": 0.4242, "X2": 0.6386, "Y2": 0.424, "X3": 0.6386, "Y3": 0.4388, "X4": 0.40155, "Y4": 0.4378, "page": 0}, {"Word": "pling is to try to convert adult smok-", "Confidence": 0.9235, "X1": 0.38212, "Y1": 0.4402, "X2": 0.65285, "Y2": 0.44, "X3": 0.65285, "Y3": 0.4548, "X4": 0.38212, "Y4": 0.4558, "page": 0}, {"Word": "present in Boston last month. when", "Confidence": 0.96783, "X1": 0.69689, "Y1": 0.4402, "X2": 0.96114, "Y2": 0.44, "X3": 0.96114, "Y3": 0.4538, "X4": 0.69689, "Y4": 0.4548, "page": 0}, {"Word": "Furthermore. such bills unfairly", "Confidence": 0.9265, "X1": 0.08549, "Y1": 0.4562, "X2": 0.32642, "Y2": 0.456, "X3": 0.32642, "Y3": 0.4708, "X4": 0.08549, "Y4": 0.4698, "page": 0}, {"Word": "ers who use competitive brands to", "Confidence": 0.99517, "X1": 0.38212, "Y1": 0.4562, "X2": 0.64378, "Y2": 0.456, "X3": 0.64378, "Y3": 0.4698, "X4": 0.38212, "Y4": 0.4698, "page": 0}, {"Word": "an ordinance to ban the sampling of", "Confidence": 0.997, "X1": 0.69689, "Y1": 0.4562, "X2": 0.96762, "Y2": 0.456, "X3": 0.96762, "Y3": 0.4698, "X4": 0.69689, "Y4": 0.4698, "page": 0}, {"Word": "discriminate against a single type of", "Confidence": 0.99433, "X1": 0.07124, "Y1": 0.4722, "X2": 0.34197, "Y2": 0.472, "X3": 0.34197, "Y3": 0.4868, "X4": 0.07124, "Y4": 0.4868, "page": 0}, {"Word": "one of our brands.\" explains Nick", "Confidence": 0.96383, "X1": 0.38212, "Y1": 0.4712, "X2": 0.6386, "Y2": 0.471, "X3": 0.6386, "Y3": 0.4858, "X4": 0.38212, "Y4": 0.4858, "page": 0}, {"Word": "tobacco products failed to pass in a", "Confidence": 0.99114, "X1": 0.69689, "Y1": 0.4722, "X2": 0.96373, "Y2": 0.472, "X3": 0.96373, "Y3": 0.4858, "X4": 0.69689, "Y4": 0.4848, "page": 0}, {"Word": "lawful product. Sampling is com.", "Confidence": 0.863, "X1": 0.06995, "Y1": 0.4882, "X2": 0.31995, "Y2": 0.488, "X3": 0.31995, "Y3": 0.5028, "X4": 0.06995, "Y4": 0.5018, "page": 0}, {"Word": "Glover. group director of brand", "Confidence": 0.9562, "X1": 0.38342, "Y1": 0.4872, "X2": 0.62047, "Y2": 0.487, "X3": 0.62047, "Y3": 0.5008, "X4": 0.38342, "Y4": 0.5018, "page": 0}, {"Word": "tie vote by the city council.", "Confidence": 0.98017, "X1": 0.69689, "Y1": 0.4882, "X2": 0.90155, "Y2": 0.488, "X3": 0.90155, "Y3": 0.5018, "X4": 0.69689, "Y4": 0.5018, "page": 0}, {"Word": "marketing. \"Sampling is not used to", "Confidence": 0.99233, "X1": 0.38083, "Y1": 0.5032, "X2": 0.65674, "Y2": 0.503, "X3": 0.65674, "Y3": 0.5178, "X4": 0.38083, "Y4": 0.5178, "page": 0}, {"Word": "At present. only three cities have", "Confidence": 0.9785, "X1": 0.71503, "Y1": 0.5042, "X2": 0.95596, "Y2": 0.504, "X3": 0.95596, "Y3": 0.5178, "X4": 0.71503, "Y4": 0.5178, "page": 0}, {"Word": "mon among manufacturers of soap.", "Confidence": 0.968, "X1": 0.07124, "Y1": 0.5042, "X2": 0.34197, "Y2": 0.504, "X3": 0.34197, "Y3": 0.5188, "X4": 0.07124, "Y4": 0.5188, "page": 0}, {"Word": "cosmetics, toiletries, food and other", "Confidence": 0.9788, "X1": 0.06995, "Y1": 0.5192, "X2": 0.34326, "Y2": 0.519, "X3": 0.34326, "Y3": 0.5338, "X4": 0.06995, "Y4": 0.5348, "page": 0}, {"Word": "induce non-smokers or non-adult", "Confidence": 0.935, "X1": 0.38342, "Y1": 0.5192, "X2": 0.63601, "Y2": 0.519, "X3": 0.63601, "Y3": 0.5328, "X4": 0.38342, "Y4": 0.5338, "page": 0}, {"Word": "ordinances banning cigarette sam-", "Confidence": 0.9885, "X1": 0.70078, "Y1": 0.5192, "X2": 0.95466, "Y2": 0.519, "X3": 0.95466, "Y3": 0.5338, "X4": 0.70078, "Y4": 0.5328, "page": 0}, {"Word": "smokers.\"", "Confidence": 0.899, "X1": 0.38342, "Y1": 0.5342, "X2": 0.46114, "Y2": 0.534, "X3": 0.46114, "Y3": 0.5468, "X4": 0.38342, "Y4": 0.5488, "page": 0}, {"Word": "consumer products. A ban extended", "Confidence": 0.9896, "X1": 0.06995, "Y1": 0.5352, "X2": 0.34715, "Y2": 0.535, "X3": 0.34715, "Y3": 0.5498, "X4": 0.06995, "Y4": 0.5498, "page": 0}, {"Word": "pling: Minneapolis. St. Paul and", "Confidence": 0.9646, "X1": 0.69689, "Y1": 0.5342, "X2": 0.93264, "Y2": 0.534, "X3": 0.93264, "Y3": 0.5488, "X4": 0.69689, "Y4": 0.5498, "page": 0}, {"Word": "only to tobacco products violates", "Confidence": 0.9582, "X1": 0.07124, "Y1": 0.5512, "X2": 0.32124, "Y2": 0.551, "X3": 0.32124, "Y3": 0.5658, "X4": 0.07124, "Y4": 0.5648, "page": 0}, {"Word": "Glover continues. \"Our contracts", "Confidence": 0.934, "X1": 0.40155, "Y1": 0.5502, "X2": 0.65155, "Y2": 0.55, "X3": 0.65155, "Y3": 0.5648, "X4": 0.40155, "Y4": 0.5658, "page": 0}, {"Word": "Albert Lea. Minn. Last year. however.", "Confidence": 0.91967, "X1": 0.6956, "Y1": 0.5512, "X2": 0.96762, "Y2": 0.551, "X3": 0.96762, "Y3": 0.5648, "X4": 0.6956, "Y4": 0.5648, "page": 0}, {"Word": "the Fourteenth Amendment to the", "Confidence": 0.9956, "X1": 0.07124, "Y1": 0.5672, "X2": 0.33031, "Y2": 0.567, "X3": 0.33031, "Y3": 0.5818, "X4": 0.07124, "Y4": 0.5808, "page": 0}, {"Word": "with companies who do our on-the-", "Confidence": 0.9685, "X1": 0.38731, "Y1": 0.5662, "X2": 0.65155, "Y2": 0.566, "X3": 0.65155, "Y3": 0.5808, "X4": 0.38731, "Y4": 0.5808, "page": 0}, {"Word": "there were attempts to enact bans in", "Confidence": 0.99271, "X1": 0.69819, "Y1": 0.5662, "X2": 0.96632, "Y2": 0.566, "X3": 0.96632, "Y3": 0.5808, "X4": 0.69819, "Y4": 0.5808, "page": 0}, {"Word": "U.S. Constitution. which guarantees", "Confidence": 0.9355, "X1": 0.06995, "Y1": 0.5832, "X2": 0.33938, "Y2": 0.583, "X3": 0.33938, "Y3": 0.5978, "X4": 0.06995, "Y4": 0.5958, "page": 0}, {"Word": "street sampling state that samples", "Confidence": 0.9508, "X1": 0.38472, "Y1": 0.5812, "X2": 0.64767, "Y2": 0.581, "X3": 0.64767, "Y3": 0.5968, "X4": 0.38472, "Y4": 0.5978, "page": 0}, {"Word": "several other major market cities.", "Confidence": 0.9558, "X1": 0.69819, "Y1": 0.5822, "X2": 0.9456, "Y2": 0.582, "X3": 0.9456, "Y3": 0.5968, "X4": 0.69819, "Y4": 0.5978, "page": 0}, {"Word": "equal protection.", "Confidence": 0.969, "X1": 0.07254, "Y1": 0.5992, "X2": 0.19948, "Y2": 0.599, "X3": 0.19948, "Y3": 0.6128, "X4": 0.07254, "Y4": 0.6138, "page": 0}, {"Word": "are to be distributed only to smokers", "Confidence": 0.97786, "X1": 0.38472, "Y1": 0.5972, "X2": 0.66451, "Y2": 0.597, "X3": 0.66451, "Y3": 0.6118, "X4": 0.38472, "Y4": 0.6128, "page": 0}, {"Word": "including Seattle. Chicago and", "Confidence": 0.97375, "X1": 0.69819, "Y1": 0.5972, "X2": 0.93135, "Y2": 0.597, "X3": 0.93135, "Y3": 0.6128, "X4": 0.69819, "Y4": 0.6128, "page": 0}, {"Word": "21 years of age or older. We require", "Confidence": 0.996, "X1": 0.38342, "Y1": 0.6122, "X2": 0.65803, "Y2": 0.612, "X3": 0.65803, "Y3": 0.6278, "X4": 0.38342, "Y4": 0.6288, "page": 0}, {"Word": "Boston.", "Confidence": 0.979, "X1": 0.6956, "Y1": 0.6152, "X2": 0.75907, "Y2": 0.615, "X3": 0.75907, "Y3": 0.6278, "X4": 0.6943, "Y4": 0.6268, "page": 0}, {"Word": "In addition, sampling bans inter-", "Confidence": 0.9206, "X1": 0.07902, "Y1": 0.6142, "X2": 0.33031, "Y2": 0.614, "X3": 0.33031, "Y3": 0.6288, "X4": 0.07902, "Y4": 0.6278, "page": 0}, {"Word": "fere with the exercise of First", "Confidence": 0.9935, "X1": 0.07124, "Y1": 0.6302, "X2": 0.28627, "Y2": 0.63, "X3": 0.28627, "Y3": 0.6448, "X4": 0.07124, "Y4": 0.6438, "page": 0}, {"Word": "that the samplers request proof of", "Confidence": 0.983, "X1": 0.38472, "Y1": 0.6282, "X2": 0.64378, "Y2": 0.628, "X3": 0.64378, "Y3": 0.6428, "X4": 0.38472, "Y4": 0.6438, "page": 0}, {"Word": "Proposals for state bans are also", "Confidence": 0.99, "X1": 0.70984, "Y1": 0.6292, "X2": 0.95855, "Y2": 0.629, "X3": 0.95855, "Y3": 0.6438, "X4": 0.70984, "Y4": 0.6438, "page": 0}, {"Word": "Amendment rights, denying tobacco", "Confidence": 0.974, "X1": 0.07124, "Y1": 0.6462, "X2": 0.34845, "Y2": 0.646, "X3": 0.34845, "Y3": 0.6608, "X4": 0.07124, "Y4": 0.6598, "page": 0}, {"Word": "age if a person is not obviously at", "Confidence": 0.95475, "X1": 0.38472, "Y1": 0.6442, "X2": 0.6399, "Y2": 0.644, "X3": 0.6399, "Y3": 0.6598, "X4": 0.38472, "Y4": 0.6618, "page": 0}, {"Word": "increasing at an alarming rate.", "Confidence": 0.9848, "X1": 0.69819, "Y1": 0.6462, "X2": 0.92617, "Y2": 0.646, "X3": 0.92617, "Y3": 0.6598, "X4": 0.69689, "Y4": 0.6598, "page": 0}, {"Word": "manufacturers of their right to con-", "Confidence": 0.91967, "X1": 0.06995, "Y1": 0.6622, "X2": 0.3329, "Y2": 0.662, "X3": 0.3329, "Y3": 0.6768, "X4": 0.06995, "Y4": 0.6758, "page": 0}, {"Word": "least 21 years old.\"", "Confidence": 0.9695, "X1": 0.38472, "Y1": 0.6602, "X2": 0.5285, "Y2": 0.66, "X3": 0.5285, "Y3": 0.6748, "X4": 0.38472, "Y4": 0.6758, "page": 0}, {"Word": "according to a Tobacco Institute", "Confidence": 0.9184, "X1": 0.69689, "Y1": 0.6612, "X2": 0.94301, "Y2": 0.661, "X3": 0.94301, "Y3": 0.6758, "X4": 0.69689, "Y4": 0.6768, "page": 0}, {"Word": "vey truthful information about their", "Confidence": 0.9946, "X1": 0.06995, "Y1": 0.6772, "X2": 0.3329, "Y2": 0.677, "X3": 0.3329, "Y3": 0.6928, "X4": 0.06995, "Y4": 0.6928, "page": 0}, {"Word": "He adds. \"Since our sampling pol-", "Confidence": 0.95783, "X1": 0.39767, "Y1": 0.6772, "X2": 0.66062, "Y2": 0.677, "X3": 0.66062, "Y3": 0.6938, "X4": 0.39767, "Y4": 0.6928, "page": 0}, {"Word": "spokesman. Statewide ban propos-", "Confidence": 0.92475, "X1": 0.69689, "Y1": 0.6772, "X2": 0.95855, "Y2": 0.677, "X3": 0.95855, "Y3": 0.6928, "X4": 0.69689, "Y4": 0.6928, "page": 0}, {"Word": "icies have been in force, to my", "Confidence": 0.964, "X1": 0.38601, "Y1": 0.6932, "X2": 0.61788, "Y2": 0.693, "X3": 0.61788, "Y3": 0.7078, "X4": 0.38601, "Y4": 0.7078, "page": 0}, {"Word": "als are pending in New York and", "Confidence": 0.99643, "X1": 0.69689, "Y1": 0.6932, "X2": 0.9443, "Y2": 0.693, "X3": 0.9443, "Y3": 0.7068, "X4": 0.69689, "Y4": 0.7088, "page": 0}, {"Word": "products. Federal law protects truth-", "Confidence": 0.9846, "X1": 0.06995, "Y1": 0.6942, "X2": 0.33938, "Y2": 0.694, "X3": 0.33938, "Y3": 0.7088, "X4": 0.06995, "Y4": 0.7098, "page": 0}, {"Word": "knowledge Reynolds Tobacco has", "Confidence": 0.98475, "X1": 0.38601, "Y1": 0.7092, "X2": 0.64637, "Y2": 0.709, "X3": 0.64637, "Y3": 0.7228, "X4": 0.38601, "Y4": 0.7238, "page": 0}, {"Word": "Ohio, and were defeated last year in", "Confidence": 0.93671, "X1": 0.69819, "Y1": 0.7092, "X2": 0.96503, "Y2": 0.709, "X3": 0.96503, "Y3": 0.7228, "X4": 0.69819, "Y4": 0.7228, "page": 0}, {"Word": "Horrigan elected chairman", "Confidence": 0.87033, "X1": 0.06606, "Y1": 0.7202, "X2": 0.35104, "Y2": 0.72, "X3": 0.35104, "Y3": 0.7388, "X4": 0.06606, "Y4": 0.7378, "page": 0}, {"Word": "not received a legitimate complaint", "Confidence": 0.9856, "X1": 0.38472, "Y1": 0.7242, "X2": 0.65026, "Y2": 0.724, "X3": 0.65155, "Y3": 0.7388, "X4": 0.38472, "Y4": 0.7408, "page": 0}, {"Word": "California. Minnesota. Massachusetts", "Confidence": 0.89367, "X1": 0.69948, "Y1": 0.7252, "X2": 0.9715, "Y2": 0.725, "X3": 0.9715, "Y3": 0.7398, "X4": 0.69948, "Y4": 0.7388, "page": 0}, {"Word": "of Tl executive committee", "Confidence": 0.94825, "X1": 0.06606, "Y1": 0.7392, "X2": 0.34845, "Y2": 0.739, "X3": 0.34845, "Y3": 0.7578, "X4": 0.06606, "Y4": 0.7568, "page": 0}, {"Word": "that its cigarettes were being given", "Confidence": 0.99533, "X1": 0.38601, "Y1": 0.7412, "X2": 0.64896, "Y2": 0.741, "X3": 0.64896, "Y3": 0.7558, "X4": 0.38601, "Y4": 0.7558, "page": 0}, {"Word": "and Pennsylvania.", "Confidence": 0.9515, "X1": 0.69689, "Y1": 0.7412, "X2": 0.83679, "Y2": 0.741, "X3": 0.83679, "Y3": 0.7548, "X4": 0.69689, "Y4": 0.7558, "page": 0}, {"Word": "Edward A. Horrigan Jr ., chairman", "Confidence": 0.95683, "X1": 0.08031, "Y1": 0.7612, "X2": 0.33808, "Y2": 0.761, "X3": 0.33808, "Y3": 0.7768, "X4": 0.08031, "Y4": 0.7758, "page": 0}, {"Word": "to non-adults.\"", "Confidence": 0.8325, "X1": 0.38472, "Y1": 0.7562, "X2": 0.49611, "Y2": 0.756, "X3": 0.49741, "Y3": 0.7688, "X4": 0.38472, "Y4": 0.7718, "page": 0}, {"Word": "\"No sampling ban proposals were", "Confidence": 0.9886, "X1": 0.71762, "Y1": 0.7602, "X2": 0.9728, "Y2": 0.76, "X3": 0.9715, "Y3": 0.7758, "X4": 0.71762, "Y4": 0.7748, "page": 0}, {"Word": "Widespread misconception", "Confidence": 0.989, "X1": 0.4171, "Y1": 0.7732, "X2": 0.62953, "Y2": 0.773, "X3": 0.62953, "Y3": 0.7878, "X4": 0.4171, "Y4": 0.7868, "page": 0}, {"Word": "of the board of Reynolds Tobacco.", "Confidence": 0.98783, "X1": 0.06606, "Y1": 0.7782, "X2": 0.32772, "Y2": 0.778, "X3": 0.32772, "Y3": 0.7928, "X4": 0.06606, "Y4": 0.7918, "page": 0}, {"Word": "introduced at the state level during", "Confidence": 0.996, "X1": 0.69819, "Y1": 0.7772, "X2": 0.95725, "Y2": 0.777, "X3": 0.95725, "Y3": 0.7918, "X4": 0.69689, "Y4": 0.7898, "page": 0}, {"Word": "was elected chairman of the execu-", "Confidence": 0.996, "X1": 0.06606, "Y1": 0.7942, "X2": 0.33161, "Y2": 0.794, "X3": 0.33161, "Y3": 0.8078, "X4": 0.06606, "Y4": 0.8078, "page": 0}, {"Word": "1975 or 1976.\" the spokesman said.", "Confidence": 0.952, "X1": 0.69948, "Y1": 0.7922, "X2": 0.96891, "Y2": 0.792, "X3": 0.96891, "Y3": 0.8078, "X4": 0.69948, "Y4": 0.8048, "page": 0}, {"Word": "Yet the misconception regarding", "Confidence": 0.995, "X1": 0.40285, "Y1": 0.7962, "X2": 0.65155, "Y2": 0.796, "X3": 0.65155, "Y3": 0.8118, "X4": 0.40155, "Y4": 0.8108, "page": 0}, {"Word": "tive committee of the board of direc-", "Confidence": 0.96371, "X1": 0.06606, "Y1": 0.8092, "X2": 0.34067, "Y2": 0.809, "X3": 0.34067, "Y3": 0.8238, "X4": 0.06606, "Y4": 0.8238, "page": 0}, {"Word": "intercept sampling is so widespread", "Confidence": 0.9906, "X1": 0.38601, "Y1": 0.8122, "X2": 0.65803, "Y2": 0.812, "X3": 0.65803, "Y3": 0.8268, "X4": 0.38601, "Y4": 0.8268, "page": 0}, {"Word": "\"But such activity is on the rise -", "Confidence": 0.99225, "X1": 0.69689, "Y1": 0.8072, "X2": 0.95337, "Y2": 0.807, "X3": 0.95337, "Y3": 0.8228, "X4": 0.69689, "Y4": 0.8208, "page": 0}, {"Word": "there were five proposed state bans", "Confidence": 0.99167, "X1": 0.6956, "Y1": 0.8232, "X2": 0.96114, "Y2": 0.823, "X3": 0.96114, "Y3": 0.8378, "X4": 0.6956, "Y4": 0.8378, "page": 0}, {"Word": "tors of The Tobacco Institute.", "Confidence": 0.9864, "X1": 0.06606, "Y1": 0.8252, "X2": 0.28756, "Y2": 0.825, "X3": 0.28756, "Y3": 0.8398, "X4": 0.06606, "Y4": 0.8398, "page": 0}, {"Word": "that a recent U.S. Surgeon General's", "Confidence": 0.9045, "X1": 0.38601, "Y1": 0.8272, "X2": 0.66192, "Y2": 0.827, "X3": 0.66192, "Y3": 0.8428, "X4": 0.38601, "Y4": 0.8428, "page": 0}, {"Word": "\"I feel the work of The Tobacco", "Confidence": 0.94686, "X1": 0.08031, "Y1": 0.8422, "X2": 0.32383, "Y2": 0.842, "X3": 0.32383, "Y3": 0.8578, "X4": 0.08031, "Y4": 0.8558, "page": 0}, {"Word": "report recommended that the fed-", "Confidence": 0.9182, "X1": 0.38342, "Y1": 0.8432, "X2": 0.64378, "Y2": 0.843, "X3": 0.64378, "Y3": 0.8578, "X4": 0.38342, "Y4": 0.8598, "page": 0}, {"Word": "in 1978. seven in 1979. and 10 last", "Confidence": 0.94275, "X1": 0.6956, "Y1": 0.8382, "X2": 0.96373, "Y2": 0.838, "X3": 0.96373, "Y3": 0.8538, "X4": 0.6956, "Y4": 0.8538, "page": 0}, {"Word": "Institute is extremely important.\"", "Confidence": 0.901, "X1": 0.06606, "Y1": 0.8572, "X2": 0.31218, "Y2": 0.857, "X3": 0.31218, "Y3": 0.8728, "X4": 0.06606, "Y4": 0.8728, "page": 0}, {"Word": "eral government ban the distribution", "Confidence": 0.9896, "X1": 0.38342, "Y1": 0.8592, "X2": 0.66192, "Y2": 0.859, "X3": 0.66192, "Y3": 0.8738, "X4": 0.38342, "Y4": 0.8758, "page": 0}, {"Word": "year.\"", "Confidence": 0.992, "X1": 0.6956, "Y1": 0.8562, "X2": 0.74352, "Y2": 0.856, "X3": 0.74093, "Y3": 0.8688, "X4": 0.6956, "Y4": 0.8698, "page": 0}, {"Word": "The Tobacco Institute works with", "Confidence": 0.992, "X1": 0.71891, "Y1": 0.8722, "X2": 0.96373, "Y2": 0.872, "X3": 0.96373, "Y3": 0.8868, "X4": 0.71891, "Y4": 0.8868, "page": 0}, {"Word": "Horrigan said. \"Much of the criticism", "Confidence": 0.96833, "X1": 0.06736, "Y1": 0.8732, "X2": 0.34456, "Y2": 0.873, "X3": 0.34456, "Y3": 0.8888, "X4": 0.06736, "Y4": 0.8888, "page": 0}, {"Word": "of cigarette samples to minors.", "Confidence": 0.99, "X1": 0.3886, "Y1": 0.8752, "X2": 0.61917, "Y2": 0.875, "X3": 0.61917, "Y3": 0.8888, "X4": 0.3886, "Y4": 0.8908, "page": 0}, {"Word": "leveled against our industry is unfair", "Confidence": 0.98817, "X1": 0.06736, "Y1": 0.8892, "X2": 0.33808, "Y2": 0.889, "X3": 0.33808, "Y3": 0.9038, "X4": 0.06736, "Y4": 0.9048, "page": 0}, {"Word": "Regarding other alleged sampling", "Confidence": 0.99275, "X1": 0.40285, "Y1": 0.8912, "X2": 0.66062, "Y2": 0.891, "X3": 0.66062, "Y3": 0.9058, "X4": 0.40285, "Y4": 0.9068, "page": 0}, {"Word": "legislative bodies or city councils", "Confidence": 0.9842, "X1": 0.6956, "Y1": 0.8892, "X2": 0.9456, "Y2": 0.889, "X3": 0.9456, "Y3": 0.9038, "X4": 0.6956, "Y4": 0.9038, "page": 0}, {"Word": "and not founded in fact, and the", "Confidence": 0.93457, "X1": 0.06606, "Y1": 0.9052, "X2": 0.30959, "Y2": 0.905, "X3": 0.30959, "Y3": 0.9198, "X4": 0.06606, "Y4": 0.9198, "page": 0}, {"Word": "problems, such as street congestion", "Confidence": 0.9816, "X1": 0.38601, "Y1": 0.9072, "X2": 0.65933, "Y2": 0.907, "X3": 0.65933, "Y3": 0.9228, "X4": 0.38601, "Y4": 0.9238, "page": 0}, {"Word": "considering bans. The Institute out-", "Confidence": 0.9764, "X1": 0.69689, "Y1": 0.9052, "X2": 0.96373, "Y2": 0.905, "X3": 0.96373, "Y3": 0.9188, "X4": 0.69689, "Y4": 0.9198, "page": 0}, {"Word": "Institute has an important role to", "Confidence": 0.98183, "X1": 0.06606, "Y1": 0.9202, "X2": 0.31347, "Y2": 0.92, "X3": 0.31347, "Y3": 0.9358, "X4": 0.06606, "Y4": 0.9358, "page": 0}, {"Word": "or litter, contracts with sampling", "Confidence": 0.9526, "X1": 0.38731, "Y1": 0.9232, "X2": 0.62824, "Y2": 0.923, "X3": 0.62824, "Y3": 0.9378, "X4": 0.38731, "Y4": 0.9388, "page": 0}, {"Word": "lines cigarette manufacturers' efforts", "Confidence": 0.9615, "X1": 0.6956, "Y1": 0.9202, "X2": 0.97021, "Y2": 0.92, "X3": 0.9715, "Y3": 0.9338, "X4": 0.6956, "Y4": 0.9358, "page": 0}, {"Word": "play in ensuring that our side of the", "Confidence": 0.9925, "X1": 0.06736, "Y1": 0.9362, "X2": 0.33549, "Y2": 0.936, "X3": 0.33549, "Y3": 0.9518, "X4": 0.06736, "Y4": 0.9528, "page": 0}, {"Word": "agencies also prohibit actions which", "Confidence": 0.9938, "X1": 0.38472, "Y1": 0.9382, "X2": 0.66062, "Y2": 0.938, "X3": 0.66062, "Y3": 0.9528, "X4": 0.38472, "Y4": 0.9548, "page": 0}, {"Word": "to control conscientious distribution", "Confidence": 0.9925, "X1": 0.6956, "Y1": 0.9362, "X2": 0.96762, "Y2": 0.936, "X3": 0.96762, "Y3": 0.9508, "X4": 0.6956, "Y4": 0.9518, "page": 0}, {"Word": "story is told.\"", "Confidence": 0.88133, "X1": 0.06736, "Y1": 0.9502, "X2": 0.1671, "Y2": 0.95, "X3": 0.16839, "Y3": 0.9648, "X4": 0.06736, "Y4": 0.9688, "page": 0}, {"Word": "of their samples.", "Confidence": 0.98333, "X1": 0.69819, "Y1": 0.9532, "X2": 0.82513, "Y2": 0.953, "X3": 0.82513, "Y3": 0.9668, "X4": 0.69819, "Y4": 0.9658, "page": 0}, {"Word": "lead to such problems.", "Confidence": 0.988, "X1": 0.38601, "Y1": 0.9542, "X2": 0.56088, "Y2": 0.954, "X3": 0.56088, "Y3": 0.9688, "X4": 0.38601, "Y4": 0.9698, "page": 0}, {"Word": "6", "Confidence": 0.991, "X1": 0.06865, "Y1": 0.9812, "X2": 0.08161, "Y2": 0.981, "X3": 0.08031, "Y3": 0.9928, "X4": 0.06736, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "Cenaen", "Confidence": 0.059, "X1": 0.26295, "Y1": 0.0032, "X2": 0.43264, "Y2": 0.003, "X3": 0.43394, "Y3": 0.0268, "X4": 0.26295, "Y4": 0.0268, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.779, "X1": 0.4456, "Y1": 0.0032, "X2": 0.46632, "Y2": 0.003, "X3": 0.46632, "Y3": 0.0268, "X4": 0.44689, "Y4": 0.0268, "page": 0, "Index": 1}, {"Word": "2.81", "Confidence": 0.628, "X1": 0.49093, "Y1": 0.0022, "X2": 0.57254, "Y2": 0.002, "X3": 0.57254, "Y3": 0.0258, "X4": 0.49223, "Y4": 0.0258, "page": 0, "Index": 2}, {"Word": "g", "Confidence": 0.07, "X1": 0.59326, "Y1": 0.0022, "X2": 0.61269, "Y2": 0.002, "X3": 0.61399, "Y3": 0.0248, "X4": 0.59456, "Y4": 0.0248, "page": 0, "Index": 3}, {"Word": "G", "Confidence": 0.089, "X1": 0.63731, "Y1": 0.0022, "X2": 0.65803, "Y2": 0.002, "X3": 0.65933, "Y3": 0.0248, "X4": 0.6386, "Y4": 0.0248, "page": 0, "Index": 4}, {"Word": "basis", "Confidence": 0.997, "X1": 0.50518, "Y1": 0.0412, "X2": 0.62953, "Y2": 0.041, "X3": 0.63083, "Y3": 0.0778, "X4": 0.50518, "Y4": 0.0788, "page": 0, "Index": 5}, {"Word": "for", "Confidence": 0.998, "X1": 0.6399, "Y1": 0.0412, "X2": 0.70855, "Y2": 0.041, "X3": 0.70855, "Y3": 0.0768, "X4": 0.6399, "Y4": 0.0778, "page": 0, "Index": 6}, {"Word": "codes", "Confidence": 0.998, "X1": 0.71762, "Y1": 0.0412, "X2": 0.85622, "Y2": 0.041, "X3": 0.85751, "Y3": 0.0748, "X4": 0.71762, "Y4": 0.0768, "page": 0, "Index": 7}, {"Word": "Institute", "Confidence": 0.966, "X1": 0.06995, "Y1": 0.0412, "X2": 0.25777, "Y2": 0.041, "X3": 0.25777, "Y3": 0.0788, "X4": 0.06865, "Y4": 0.0768, "page": 0, "Index": 8}, {"Word": "questions", "Confidence": 0.994, "X1": 0.26813, "Y1": 0.0412, "X2": 0.49482, "Y2": 0.041, "X3": 0.49482, "Y3": 0.0788, "X4": 0.26813, "Y4": 0.0788, "page": 0, "Index": 9}, {"Word": "Increasing", "Confidence": 0.948, "X1": 0.09067, "Y1": 0.0892, "X2": 0.1671, "Y2": 0.089, "X3": 0.1671, "Y3": 0.1038, "X4": 0.08938, "Y4": 0.1048, "page": 0, "Index": 10}, {"Word": "attempts", "Confidence": 0.949, "X1": 0.17228, "Y1": 0.0902, "X2": 0.23705, "Y2": 0.09, "X3": 0.23575, "Y3": 0.1048, "X4": 0.17098, "Y4": 0.1038, "page": 0, "Index": 11}, {"Word": "at", "Confidence": 0.994, "X1": 0.24093, "Y1": 0.0902, "X2": 0.25389, "Y2": 0.09, "X3": 0.25389, "Y3": 0.1048, "X4": 0.24093, "Y4": 0.1048, "page": 0, "Index": 12}, {"Word": "both", "Confidence": 0.988, "X1": 0.25907, "Y1": 0.0902, "X2": 0.29404, "Y2": 0.09, "X3": 0.29404, "Y3": 0.1048, "X4": 0.25777, "Y4": 0.1048, "page": 0, "Index": 13}, {"Word": "city", "Confidence": 0.988, "X1": 0.29793, "Y1": 0.0902, "X2": 0.32772, "Y2": 0.09, "X3": 0.32772, "Y3": 0.1058, "X4": 0.29793, "Y4": 0.1048, "page": 0, "Index": 14}, {"Word": "ful", "Confidence": 0.997, "X1": 0.38342, "Y1": 0.0882, "X2": 0.40155, "Y2": 0.088, "X3": 0.40155, "Y3": 0.1048, "X4": 0.38342, "Y4": 0.1048, "page": 0, "Index": 15}, {"Word": "commercial", "Confidence": 0.944, "X1": 0.40674, "Y1": 0.0882, "X2": 0.49482, "Y2": 0.088, "X3": 0.49482, "Y3": 0.1048, "X4": 0.40674, "Y4": 0.1048, "page": 0, "Index": 16}, {"Word": "advertising", "Confidence": 0.993, "X1": 0.5, "Y1": 0.0892, "X2": 0.58161, "Y2": 0.089, "X3": 0.58161, "Y3": 0.1048, "X4": 0.5, "Y4": 0.1048, "page": 0, "Index": 17}, {"Word": "as", "Confidence": 0.998, "X1": 0.58549, "Y1": 0.0892, "X2": 0.60233, "Y2": 0.089, "X3": 0.60233, "Y3": 0.1048, "X4": 0.58549, "Y4": 0.1048, "page": 0, "Index": 18}, {"Word": "a", "Confidence": 0.995, "X1": 0.60622, "Y1": 0.0892, "X2": 0.61658, "Y2": 0.089, "X3": 0.61658, "Y3": 0.1048, "X4": 0.60622, "Y4": 0.1048, "page": 0, "Index": 19}, {"Word": "form", "Confidence": 0.99, "X1": 0.62047, "Y1": 0.0892, "X2": 0.65544, "Y2": 0.089, "X3": 0.65544, "Y3": 0.1048, "X4": 0.62047, "Y4": 0.1048, "page": 0, "Index": 20}, {"Word": "Widespread", "Confidence": 0.994, "X1": 0.7215, "Y1": 0.0902, "X2": 0.80829, "Y2": 0.09, "X3": 0.80699, "Y3": 0.1038, "X4": 0.72021, "Y4": 0.1038, "page": 0, "Index": 21}, {"Word": "sampling", "Confidence": 0.996, "X1": 0.81218, "Y1": 0.0902, "X2": 0.87824, "Y2": 0.09, "X3": 0.87694, "Y3": 0.1048, "X4": 0.81088, "Y4": 0.1038, "page": 0, "Index": 22}, {"Word": "bans", "Confidence": 0.988, "X1": 0.88212, "Y1": 0.0912, "X2": 0.9158, "Y2": 0.091, "X3": 0.9158, "Y3": 0.1058, "X4": 0.88083, "Y4": 0.1048, "page": 0, "Index": 23}, {"Word": "would", "Confidence": 0.998, "X1": 0.91969, "Y1": 0.0912, "X2": 0.96373, "Y2": 0.091, "X3": 0.96244, "Y3": 0.1068, "X4": 0.91969, "Y4": 0.1058, "page": 0, "Index": 24}, {"Word": "and", "Confidence": 0.997, "X1": 0.07383, "Y1": 0.1062, "X2": 0.10233, "Y2": 0.106, "X3": 0.10233, "Y3": 0.1208, "X4": 0.07383, "Y4": 0.1208, "page": 0, "Index": 25}, {"Word": "state", "Confidence": 0.994, "X1": 0.10622, "Y1": 0.1062, "X2": 0.14119, "Y2": 0.106, "X3": 0.1399, "Y3": 0.1198, "X4": 0.10622, "Y4": 0.1208, "page": 0, "Index": 26}, {"Word": "levels", "Confidence": 0.993, "X1": 0.14508, "Y1": 0.1062, "X2": 0.18653, "Y2": 0.106, "X3": 0.18523, "Y3": 0.1198, "X4": 0.14378, "Y4": 0.1198, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.998, "X1": 0.19041, "Y1": 0.1062, "X2": 0.20466, "Y2": 0.106, "X3": 0.20466, "Y3": 0.1198, "X4": 0.18912, "Y4": 0.1198, "page": 0, "Index": 28}, {"Word": "ban", "Confidence": 0.998, "X1": 0.20855, "Y1": 0.1062, "X2": 0.23705, "Y2": 0.106, "X3": 0.23705, "Y3": 0.1198, "X4": 0.20855, "Y4": 0.1198, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.998, "X1": 0.24093, "Y1": 0.1062, "X2": 0.26684, "Y2": 0.106, "X3": 0.26684, "Y3": 0.1198, "X4": 0.24093, "Y4": 0.1198, "page": 0, "Index": 30}, {"Word": "distribu.", "Confidence": 0.764, "X1": 0.27073, "Y1": 0.1062, "X2": 0.33161, "Y2": 0.106, "X3": 0.33161, "Y3": 0.1208, "X4": 0.27073, "Y4": 0.1208, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.995, "X1": 0.38472, "Y1": 0.1062, "X2": 0.39767, "Y2": 0.106, "X3": 0.39637, "Y3": 0.1198, "X4": 0.38342, "Y4": 0.1198, "page": 0, "Index": 32}, {"Word": "free", "Confidence": 0.991, "X1": 0.40155, "Y1": 0.1062, "X2": 0.43135, "Y2": 0.106, "X3": 0.43005, "Y3": 0.1198, "X4": 0.40026, "Y4": 0.1198, "page": 0, "Index": 33}, {"Word": "speech.", "Confidence": 0.982, "X1": 0.43523, "Y1": 0.1062, "X2": 0.49741, "Y2": 0.106, "X3": 0.49611, "Y3": 0.1208, "X4": 0.43394, "Y4": 0.1198, "page": 0, "Index": 34}, {"Word": "seriously", "Confidence": 0.993, "X1": 0.70337, "Y1": 0.1052, "X2": 0.76684, "Y2": 0.105, "X3": 0.76684, "Y3": 0.1198, "X4": 0.70207, "Y4": 0.1198, "page": 0, "Index": 35}, {"Word": "interfere", "Confidence": 0.991, "X1": 0.77073, "Y1": 0.1062, "X2": 0.8329, "Y2": 0.106, "X3": 0.83161, "Y3": 0.1208, "X4": 0.77073, "Y4": 0.1198, "page": 0, "Index": 36}, {"Word": "with", "Confidence": 0.989, "X1": 0.83549, "Y1": 0.1072, "X2": 0.86658, "Y2": 0.107, "X3": 0.86528, "Y3": 0.1208, "X4": 0.83549, "Y4": 0.1208, "page": 0, "Index": 37}, {"Word": "cigarette", "Confidence": 0.847, "X1": 0.86917, "Y1": 0.1092, "X2": 0.93264, "Y2": 0.109, "X3": 0.93135, "Y3": 0.1208, "X4": 0.86917, "Y4": 0.1208, "page": 0, "Index": 38}, {"Word": "tion", "Confidence": 0.996, "X1": 0.07383, "Y1": 0.1222, "X2": 0.10233, "Y2": 0.122, "X3": 0.10104, "Y3": 0.1358, "X4": 0.07383, "Y4": 0.1358, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.10492, "Y1": 0.1222, "X2": 0.12047, "Y2": 0.122, "X3": 0.12047, "Y3": 0.1358, "X4": 0.10492, "Y4": 0.1358, "page": 0, "Index": 40}, {"Word": "free", "Confidence": 0.988, "X1": 0.12435, "Y1": 0.1222, "X2": 0.15415, "Y2": 0.122, "X3": 0.15285, "Y3": 0.1358, "X4": 0.12435, "Y4": 0.1358, "page": 0, "Index": 41}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.15803, "Y1": 0.1222, "X2": 0.2215, "Y2": 0.122, "X3": 0.22021, "Y3": 0.1358, "X4": 0.15674, "Y4": 0.1358, "page": 0, "Index": 42}, {"Word": "samples", "Confidence": 0.991, "X1": 0.22539, "Y1": 0.1222, "X2": 0.28886, "Y2": 0.122, "X3": 0.28756, "Y3": 0.1358, "X4": 0.22409, "Y4": 0.1358, "page": 0, "Index": 43}, {"Word": "are", "Confidence": 0.998, "X1": 0.29275, "Y1": 0.1232, "X2": 0.31736, "Y2": 0.123, "X3": 0.31606, "Y3": 0.1368, "X4": 0.29145, "Y4": 0.1358, "page": 0, "Index": 44}, {"Word": "in", "Confidence": 0.998, "X1": 0.32124, "Y1": 0.1232, "X2": 0.33808, "Y2": 0.123, "X3": 0.33679, "Y3": 0.1368, "X4": 0.31995, "Y4": 0.1368, "page": 0, "Index": 45}, {"Word": "Groups", "Confidence": 0.994, "X1": 0.40026, "Y1": 0.1222, "X2": 0.45596, "Y2": 0.122, "X3": 0.45466, "Y3": 0.1358, "X4": 0.40026, "Y4": 0.1358, "page": 0, "Index": 46}, {"Word": "supporting", "Confidence": 0.994, "X1": 0.45984, "Y1": 0.1222, "X2": 0.54275, "Y2": 0.122, "X3": 0.54275, "Y3": 0.1358, "X4": 0.45855, "Y4": 0.1358, "page": 0, "Index": 47}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.54663, "Y1": 0.1212, "X2": 0.61528, "Y2": 0.121, "X3": 0.61528, "Y3": 0.1358, "X4": 0.54663, "Y4": 0.1358, "page": 0, "Index": 48}, {"Word": "bans", "Confidence": 0.991, "X1": 0.61917, "Y1": 0.1212, "X2": 0.66062, "Y2": 0.121, "X3": 0.66062, "Y3": 0.1358, "X4": 0.61917, "Y4": 0.1358, "page": 0, "Index": 49}, {"Word": "manufacturers'", "Confidence": 0.955, "X1": 0.70207, "Y1": 0.1222, "X2": 0.81347, "Y2": 0.122, "X3": 0.81218, "Y3": 0.1358, "X4": 0.70207, "Y4": 0.1348, "page": 0, "Index": 50}, {"Word": "legitimate", "Confidence": 0.957, "X1": 0.81736, "Y1": 0.1232, "X2": 0.8886, "Y2": 0.123, "X3": 0.8886, "Y3": 0.1368, "X4": 0.81606, "Y4": 0.1358, "page": 0, "Index": 51}, {"Word": "promo", "Confidence": 0.997, "X1": 0.89249, "Y1": 0.1242, "X2": 0.94171, "Y2": 0.124, "X3": 0.94041, "Y3": 0.1378, "X4": 0.89119, "Y4": 0.1368, "page": 0, "Index": 52}, {"Word": "violation", "Confidence": 0.992, "X1": 0.07383, "Y1": 0.1382, "X2": 0.13601, "Y2": 0.138, "X3": 0.13472, "Y3": 0.1518, "X4": 0.07383, "Y4": 0.1518, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.995, "X1": 0.1399, "Y1": 0.1382, "X2": 0.15544, "Y2": 0.138, "X3": 0.15415, "Y3": 0.1518, "X4": 0.1386, "Y4": 0.1518, "page": 0, "Index": 54}, {"Word": "federal", "Confidence": 0.994, "X1": 0.15803, "Y1": 0.1382, "X2": 0.20984, "Y2": 0.138, "X3": 0.20855, "Y3": 0.1508, "X4": 0.15803, "Y4": 0.1518, "page": 0, "Index": 55}, {"Word": "statute", "Confidence": 0.981, "X1": 0.21373, "Y1": 0.1382, "X2": 0.26554, "Y2": 0.138, "X3": 0.26425, "Y3": 0.1518, "X4": 0.21244, "Y4": 0.1508, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.26943, "Y1": 0.1382, "X2": 0.29922, "Y2": 0.138, "X3": 0.29793, "Y3": 0.1518, "X4": 0.26684, "Y4": 0.1518, "page": 0, "Index": 57}, {"Word": "cite", "Confidence": 0.982, "X1": 0.38601, "Y1": 0.1382, "X2": 0.41062, "Y2": 0.138, "X3": 0.41062, "Y3": 0.1518, "X4": 0.38472, "Y4": 0.1528, "page": 0, "Index": 58}, {"Word": "concerns", "Confidence": 0.795, "X1": 0.41451, "Y1": 0.1382, "X2": 0.48446, "Y2": 0.138, "X3": 0.48446, "Y3": 0.1518, "X4": 0.41321, "Y4": 0.1518, "page": 0, "Index": 59}, {"Word": "about", "Confidence": 0.997, "X1": 0.48834, "Y1": 0.1382, "X2": 0.53238, "Y2": 0.138, "X3": 0.53109, "Y3": 0.1508, "X4": 0.48705, "Y4": 0.1518, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.53497, "Y1": 0.1382, "X2": 0.56088, "Y2": 0.138, "X3": 0.55959, "Y3": 0.1508, "X4": 0.53497, "Y4": 0.1508, "page": 0, "Index": 61}, {"Word": "distribution", "Confidence": 0.982, "X1": 0.56347, "Y1": 0.1392, "X2": 0.64767, "Y2": 0.139, "X3": 0.64767, "Y3": 0.1508, "X4": 0.56347, "Y4": 0.1508, "page": 0, "Index": 62}, {"Word": "tional", "Confidence": 0.981, "X1": 0.70078, "Y1": 0.1382, "X2": 0.74352, "Y2": 0.138, "X3": 0.74223, "Y3": 0.1508, "X4": 0.70078, "Y4": 0.1508, "page": 0, "Index": 63}, {"Word": "activities.", "Confidence": 0.955, "X1": 0.74611, "Y1": 0.1382, "X2": 0.81606, "Y2": 0.138, "X3": 0.81477, "Y3": 0.1508, "X4": 0.74611, "Y4": 0.1508, "page": 0, "Index": 64}, {"Word": "unwarranted,", "Confidence": 0.77, "X1": 0.07383, "Y1": 0.1542, "X2": 0.16969, "Y2": 0.154, "X3": 0.16969, "Y3": 0.1678, "X4": 0.07383, "Y4": 0.1678, "page": 0, "Index": 65}, {"Word": "according", "Confidence": 0.994, "X1": 0.17358, "Y1": 0.1532, "X2": 0.2487, "Y2": 0.153, "X3": 0.2487, "Y3": 0.1678, "X4": 0.17358, "Y4": 0.1678, "page": 0, "Index": 66}, {"Word": "to", "Confidence": 0.996, "X1": 0.25259, "Y1": 0.1532, "X2": 0.26943, "Y2": 0.153, "X3": 0.26943, "Y3": 0.1678, "X4": 0.25259, "Y4": 0.1678, "page": 0, "Index": 67}, {"Word": "The", "Confidence": 0.998, "X1": 0.27332, "Y1": 0.1532, "X2": 0.30311, "Y2": 0.153, "X3": 0.30311, "Y3": 0.1678, "X4": 0.27332, "Y4": 0.1678, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.38472, "Y1": 0.1532, "X2": 0.39896, "Y2": 0.153, "X3": 0.39896, "Y3": 0.1678, "X4": 0.38472, "Y4": 0.1678, "page": 0, "Index": 69}, {"Word": "samples", "Confidence": 0.994, "X1": 0.40285, "Y1": 0.1532, "X2": 0.46503, "Y2": 0.153, "X3": 0.46373, "Y3": 0.1668, "X4": 0.40285, "Y4": 0.1678, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.998, "X1": 0.46891, "Y1": 0.1532, "X2": 0.48446, "Y2": 0.153, "X3": 0.48446, "Y3": 0.1668, "X4": 0.46762, "Y4": 0.1668, "page": 0, "Index": 71}, {"Word": "minors.", "Confidence": 0.671, "X1": 0.48834, "Y1": 0.1542, "X2": 0.54663, "Y2": 0.154, "X3": 0.54663, "Y3": 0.1668, "X4": 0.48834, "Y4": 0.1668, "page": 0, "Index": 72}, {"Word": "street", "Confidence": 0.996, "X1": 0.55052, "Y1": 0.1542, "X2": 0.59197, "Y2": 0.154, "X3": 0.59197, "Y3": 0.1678, "X4": 0.54922, "Y4": 0.1668, "page": 0, "Index": 73}, {"Word": "\"Sampling", "Confidence": 0.903, "X1": 0.71891, "Y1": 0.1542, "X2": 0.79922, "Y2": 0.154, "X3": 0.79793, "Y3": 0.1678, "X4": 0.71762, "Y4": 0.1648, "page": 0, "Index": 74}, {"Word": "To-", "Confidence": 0.997, "X1": 0.30699, "Y1": 0.1532, "X2": 0.33549, "Y2": 0.153, "X3": 0.33549, "Y3": 0.1688, "X4": 0.30699, "Y4": 0.1678, "page": 0, "Index": 75}, {"Word": "conges-", "Confidence": 0.787, "X1": 0.59585, "Y1": 0.1552, "X2": 0.65674, "Y2": 0.155, "X3": 0.65544, "Y3": 0.1688, "X4": 0.59456, "Y4": 0.1678, "page": 0, "Index": 76}, {"Word": "plays", "Confidence": 0.997, "X1": 0.80311, "Y1": 0.1542, "X2": 0.84197, "Y2": 0.154, "X3": 0.84067, "Y3": 0.1688, "X4": 0.80181, "Y4": 0.1678, "page": 0, "Index": 77}, {"Word": "an", "Confidence": 0.998, "X1": 0.84585, "Y1": 0.1552, "X2": 0.86399, "Y2": 0.155, "X3": 0.86269, "Y3": 0.1688, "X4": 0.84456, "Y4": 0.1688, "page": 0, "Index": 78}, {"Word": "increasingly", "Confidence": 0.991, "X1": 0.86788, "Y1": 0.1552, "X2": 0.95078, "Y2": 0.155, "X3": 0.94948, "Y3": 0.1688, "X4": 0.86658, "Y4": 0.1688, "page": 0, "Index": 79}, {"Word": "bacco", "Confidence": 0.995, "X1": 0.07383, "Y1": 0.1702, "X2": 0.11917, "Y2": 0.17, "X3": 0.11917, "Y3": 0.1828, "X4": 0.07383, "Y4": 0.1828, "page": 0, "Index": 80}, {"Word": "Institute.", "Confidence": 0.907, "X1": 0.12306, "Y1": 0.1702, "X2": 0.18653, "Y2": 0.17, "X3": 0.18523, "Y3": 0.1838, "X4": 0.12176, "Y4": 0.1828, "page": 0, "Index": 81}, {"Word": "tion.", "Confidence": 0.844, "X1": 0.38342, "Y1": 0.1692, "X2": 0.4158, "Y2": 0.169, "X3": 0.4158, "Y3": 0.1838, "X4": 0.38342, "Y4": 0.1838, "page": 0, "Index": 82}, {"Word": "and", "Confidence": 0.998, "X1": 0.41969, "Y1": 0.1692, "X2": 0.44819, "Y2": 0.169, "X3": 0.44819, "Y3": 0.1828, "X4": 0.41969, "Y4": 0.1838, "page": 0, "Index": 83}, {"Word": "litter", "Confidence": 0.995, "X1": 0.45207, "Y1": 0.1692, "X2": 0.48575, "Y2": 0.169, "X3": 0.48575, "Y3": 0.1828, "X4": 0.45078, "Y4": 0.1828, "page": 0, "Index": 84}, {"Word": "problems.", "Confidence": 0.97, "X1": 0.48964, "Y1": 0.1692, "X2": 0.56736, "Y2": 0.169, "X3": 0.56736, "Y3": 0.1828, "X4": 0.48964, "Y4": 0.1828, "page": 0, "Index": 85}, {"Word": "The", "Confidence": 0.998, "X1": 0.57124, "Y1": 0.1692, "X2": 0.59974, "Y2": 0.169, "X3": 0.59974, "Y3": 0.1828, "X4": 0.57124, "Y4": 0.1828, "page": 0, "Index": 86}, {"Word": "efforts", "Confidence": 0.996, "X1": 0.60363, "Y1": 0.1702, "X2": 0.65415, "Y2": 0.17, "X3": 0.65415, "Y3": 0.1828, "X4": 0.60233, "Y4": 0.1828, "page": 0, "Index": 87}, {"Word": "important", "Confidence": 0.991, "X1": 0.70078, "Y1": 0.1692, "X2": 0.77461, "Y2": 0.169, "X3": 0.77332, "Y3": 0.1828, "X4": 0.69948, "Y4": 0.1828, "page": 0, "Index": 88}, {"Word": "role", "Confidence": 0.987, "X1": 0.7785, "Y1": 0.1702, "X2": 0.80829, "Y2": 0.17, "X3": 0.80699, "Y3": 0.1838, "X4": 0.7772, "Y4": 0.1828, "page": 0, "Index": 89}, {"Word": "in", "Confidence": 0.998, "X1": 0.81088, "Y1": 0.1702, "X2": 0.82513, "Y2": 0.17, "X3": 0.82513, "Y3": 0.1838, "X4": 0.81088, "Y4": 0.1838, "page": 0, "Index": 90}, {"Word": "our", "Confidence": 0.998, "X1": 0.82902, "Y1": 0.1702, "X2": 0.85492, "Y2": 0.17, "X3": 0.85492, "Y3": 0.1838, "X4": 0.82902, "Y4": 0.1838, "page": 0, "Index": 91}, {"Word": "marketing", "Confidence": 0.95, "X1": 0.85881, "Y1": 0.1712, "X2": 0.93264, "Y2": 0.171, "X3": 0.93264, "Y3": 0.1848, "X4": 0.85881, "Y4": 0.1838, "page": 0, "Index": 92}, {"Word": "Attempts", "Confidence": 0.864, "X1": 0.09197, "Y1": 0.1852, "X2": 0.15803, "Y2": 0.185, "X3": 0.15674, "Y3": 0.1998, "X4": 0.09067, "Y4": 0.1998, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.998, "X1": 0.16192, "Y1": 0.1852, "X2": 0.17746, "Y2": 0.185, "X3": 0.17617, "Y3": 0.1998, "X4": 0.16062, "Y4": 0.1998, "page": 0, "Index": 94}, {"Word": "enact", "Confidence": 0.997, "X1": 0.18135, "Y1": 0.1852, "X2": 0.2228, "Y2": 0.185, "X3": 0.2215, "Y3": 0.1988, "X4": 0.18005, "Y4": 0.1988, "page": 0, "Index": 95}, {"Word": "such", "Confidence": 0.988, "X1": 0.22668, "Y1": 0.1852, "X2": 0.26295, "Y2": 0.185, "X3": 0.26295, "Y3": 0.1988, "X4": 0.22539, "Y4": 0.1988, "page": 0, "Index": 96}, {"Word": "bills", "Confidence": 0.944, "X1": 0.26684, "Y1": 0.1852, "X2": 0.29793, "Y2": 0.185, "X3": 0.29793, "Y3": 0.1988, "X4": 0.26684, "Y4": 0.1988, "page": 0, "Index": 97}, {"Word": "or", "Confidence": 0.952, "X1": 0.30181, "Y1": 0.1862, "X2": 0.32124, "Y2": 0.186, "X3": 0.32124, "Y3": 0.1988, "X4": 0.30181, "Y4": 0.1988, "page": 0, "Index": 98}, {"Word": "to", "Confidence": 0.994, "X1": 0.38472, "Y1": 0.1852, "X2": 0.39896, "Y2": 0.185, "X3": 0.39767, "Y3": 0.1988, "X4": 0.38342, "Y4": 0.1978, "page": 0, "Index": 99}, {"Word": "ban", "Confidence": 0.998, "X1": 0.40155, "Y1": 0.1852, "X2": 0.43135, "Y2": 0.185, "X3": 0.43135, "Y3": 0.1988, "X4": 0.40155, "Y4": 0.1988, "page": 0, "Index": 100}, {"Word": "distribution", "Confidence": 0.991, "X1": 0.43523, "Y1": 0.1852, "X2": 0.51943, "Y2": 0.185, "X3": 0.51813, "Y3": 0.1998, "X4": 0.43394, "Y4": 0.1988, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.52332, "Y1": 0.1852, "X2": 0.53886, "Y2": 0.185, "X3": 0.53756, "Y3": 0.1998, "X4": 0.52202, "Y4": 0.1998, "page": 0, "Index": 102}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.54275, "Y1": 0.1862, "X2": 0.60881, "Y2": 0.186, "X3": 0.60751, "Y3": 0.1998, "X4": 0.54145, "Y4": 0.1998, "page": 0, "Index": 103}, {"Word": "sam-", "Confidence": 0.682, "X1": 0.61269, "Y1": 0.1862, "X2": 0.65155, "Y2": 0.186, "X3": 0.65026, "Y3": 0.1998, "X4": 0.6114, "Y4": 0.1998, "page": 0, "Index": 104}, {"Word": "activities.\"", "Confidence": 0.881, "X1": 0.70207, "Y1": 0.1852, "X2": 0.7772, "Y2": 0.185, "X3": 0.77591, "Y3": 0.1998, "X4": 0.70078, "Y4": 0.1988, "page": 0, "Index": 105}, {"Word": "says", "Confidence": 0.987, "X1": 0.78109, "Y1": 0.1852, "X2": 0.81347, "Y2": 0.185, "X3": 0.81347, "Y3": 0.1998, "X4": 0.77979, "Y4": 0.1998, "page": 0, "Index": 106}, {"Word": "Glover.", "Confidence": 0.952, "X1": 0.81736, "Y1": 0.1862, "X2": 0.86788, "Y2": 0.186, "X3": 0.86788, "Y3": 0.2008, "X4": 0.81606, "Y4": 0.1998, "page": 0, "Index": 107}, {"Word": "\"In", "Confidence": 0.97, "X1": 0.87176, "Y1": 0.1862, "X2": 0.89378, "Y2": 0.186, "X3": 0.89378, "Y3": 0.2008, "X4": 0.87176, "Y4": 0.2008, "page": 0, "Index": 108}, {"Word": "a", "Confidence": 0.995, "X1": 0.89767, "Y1": 0.1862, "X2": 0.90674, "Y2": 0.186, "X3": 0.90544, "Y3": 0.2008, "X4": 0.89767, "Y4": 0.2008, "page": 0, "Index": 109}, {"Word": "period", "Confidence": 0.997, "X1": 0.90933, "Y1": 0.1872, "X2": 0.95466, "Y2": 0.187, "X3": 0.95466, "Y3": 0.2008, "X4": 0.90933, "Y4": 0.2008, "page": 0, "Index": 110}, {"Word": "ordinances", "Confidence": 0.991, "X1": 0.07383, "Y1": 0.2012, "X2": 0.15544, "Y2": 0.201, "X3": 0.15544, "Y3": 0.2158, "X4": 0.07254, "Y4": 0.2168, "page": 0, "Index": 111}, {"Word": "conflict", "Confidence": 0.991, "X1": 0.15933, "Y1": 0.2012, "X2": 0.21373, "Y2": 0.201, "X3": 0.21373, "Y3": 0.2148, "X4": 0.15803, "Y4": 0.2158, "page": 0, "Index": 112}, {"Word": "with", "Confidence": 0.989, "X1": 0.21762, "Y1": 0.2012, "X2": 0.2487, "Y2": 0.201, "X3": 0.2487, "Y3": 0.2148, "X4": 0.21762, "Y4": 0.2148, "page": 0, "Index": 113}, {"Word": "U.S.", "Confidence": 0.97, "X1": 0.25259, "Y1": 0.2012, "X2": 0.28497, "Y2": 0.201, "X3": 0.28368, "Y3": 0.2148, "X4": 0.25259, "Y4": 0.2148, "page": 0, "Index": 114}, {"Word": "Con-", "Confidence": 0.97, "X1": 0.28756, "Y1": 0.2012, "X2": 0.32642, "Y2": 0.201, "X3": 0.32642, "Y3": 0.2158, "X4": 0.28756, "Y4": 0.2148, "page": 0, "Index": 115}, {"Word": "ples", "Confidence": 0.994, "X1": 0.38601, "Y1": 0.2022, "X2": 0.41321, "Y2": 0.202, "X3": 0.41192, "Y3": 0.2158, "X4": 0.38472, "Y4": 0.2158, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.997, "X1": 0.4171, "Y1": 0.2022, "X2": 0.43394, "Y2": 0.202, "X3": 0.43264, "Y3": 0.2158, "X4": 0.4158, "Y4": 0.2158, "page": 0, "Index": 117}, {"Word": "minors,", "Confidence": 0.796, "X1": 0.43653, "Y1": 0.2022, "X2": 0.49482, "Y2": 0.202, "X3": 0.49482, "Y3": 0.2158, "X4": 0.43653, "Y4": 0.2158, "page": 0, "Index": 118}, {"Word": "ironically.", "Confidence": 0.791, "X1": 0.4987, "Y1": 0.2022, "X2": 0.56865, "Y2": 0.202, "X3": 0.56865, "Y3": 0.2158, "X4": 0.49741, "Y4": 0.2158, "page": 0, "Index": 119}, {"Word": "is", "Confidence": 0.998, "X1": 0.57254, "Y1": 0.2022, "X2": 0.58549, "Y2": 0.202, "X3": 0.58549, "Y3": 0.2158, "X4": 0.57254, "Y4": 0.2158, "page": 0, "Index": 120}, {"Word": "an", "Confidence": 0.998, "X1": 0.58938, "Y1": 0.2022, "X2": 0.6101, "Y2": 0.202, "X3": 0.6101, "Y3": 0.2158, "X4": 0.58938, "Y4": 0.2158, "page": 0, "Index": 121}, {"Word": "when", "Confidence": 0.982, "X1": 0.70207, "Y1": 0.2022, "X2": 0.74093, "Y2": 0.202, "X3": 0.74093, "Y3": 0.2158, "X4": 0.70207, "Y4": 0.2148, "page": 0, "Index": 122}, {"Word": "economic", "Confidence": 0.994, "X1": 0.74482, "Y1": 0.2022, "X2": 0.82124, "Y2": 0.202, "X3": 0.81995, "Y3": 0.2168, "X4": 0.74482, "Y4": 0.2158, "page": 0, "Index": 123}, {"Word": "considerations", "Confidence": 0.993, "X1": 0.82383, "Y1": 0.2032, "X2": 0.92876, "Y2": 0.203, "X3": 0.92746, "Y3": 0.2158, "X4": 0.82383, "Y4": 0.2168, "page": 0, "Index": 124}, {"Word": "are", "Confidence": 0.998, "X1": 0.93264, "Y1": 0.2032, "X2": 0.95466, "Y2": 0.203, "X3": 0.95337, "Y3": 0.2158, "X4": 0.93135, "Y4": 0.2158, "page": 0, "Index": 125}, {"Word": "gressional", "Confidence": 0.991, "X1": 0.07254, "Y1": 0.2172, "X2": 0.14896, "Y2": 0.217, "X3": 0.14896, "Y3": 0.2338, "X4": 0.07254, "Y4": 0.2338, "page": 0, "Index": 126}, {"Word": "policy.", "Confidence": 0.993, "X1": 0.15285, "Y1": 0.2172, "X2": 0.20078, "Y2": 0.217, "X3": 0.20078, "Y3": 0.2328, "X4": 0.15285, "Y4": 0.2338, "page": 0, "Index": 127}, {"Word": "The", "Confidence": 0.998, "X1": 0.20466, "Y1": 0.2172, "X2": 0.23316, "Y2": 0.217, "X3": 0.23316, "Y3": 0.2328, "X4": 0.20466, "Y4": 0.2328, "page": 0, "Index": 128}, {"Word": "federal", "Confidence": 0.993, "X1": 0.23705, "Y1": 0.2172, "X2": 0.29016, "Y2": 0.217, "X3": 0.29016, "Y3": 0.2318, "X4": 0.23705, "Y4": 0.2328, "page": 0, "Index": 129}, {"Word": "Public", "Confidence": 0.994, "X1": 0.29404, "Y1": 0.2172, "X2": 0.34326, "Y2": 0.217, "X3": 0.34326, "Y3": 0.2308, "X4": 0.29404, "Y4": 0.2318, "page": 0, "Index": 130}, {"Word": "attempt", "Confidence": 0.981, "X1": 0.38472, "Y1": 0.2182, "X2": 0.43912, "Y2": 0.218, "X3": 0.43912, "Y3": 0.2318, "X4": 0.38342, "Y4": 0.2328, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.44301, "Y1": 0.2182, "X2": 0.45855, "Y2": 0.218, "X3": 0.45855, "Y3": 0.2318, "X4": 0.44301, "Y4": 0.2318, "page": 0, "Index": 132}, {"Word": "ban", "Confidence": 0.998, "X1": 0.46244, "Y1": 0.2182, "X2": 0.49352, "Y2": 0.218, "X3": 0.49223, "Y3": 0.2318, "X4": 0.46244, "Y4": 0.2318, "page": 0, "Index": 133}, {"Word": "a", "Confidence": 0.993, "X1": 0.49741, "Y1": 0.2182, "X2": 0.50648, "Y2": 0.218, "X3": 0.50518, "Y3": 0.2318, "X4": 0.49611, "Y4": 0.2318, "page": 0, "Index": 134}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.51036, "Y1": 0.2182, "X2": 0.57254, "Y2": 0.218, "X3": 0.57124, "Y3": 0.2318, "X4": 0.50907, "Y4": 0.2318, "page": 0, "Index": 135}, {"Word": "industry", "Confidence": 0.991, "X1": 0.57642, "Y1": 0.2182, "X2": 0.6399, "Y2": 0.218, "X3": 0.63731, "Y3": 0.2328, "X4": 0.57513, "Y4": 0.2318, "page": 0, "Index": 136}, {"Word": "foremost", "Confidence": 0.887, "X1": 0.70207, "Y1": 0.2182, "X2": 0.76813, "Y2": 0.218, "X3": 0.76684, "Y3": 0.2318, "X4": 0.70078, "Y4": 0.2308, "page": 0, "Index": 137}, {"Word": "in", "Confidence": 0.998, "X1": 0.77202, "Y1": 0.2182, "X2": 0.78886, "Y2": 0.218, "X3": 0.78756, "Y3": 0.2328, "X4": 0.77073, "Y4": 0.2318, "page": 0, "Index": 138}, {"Word": "many", "Confidence": 0.988, "X1": 0.79145, "Y1": 0.2192, "X2": 0.8342, "Y2": 0.219, "X3": 0.8329, "Y3": 0.2328, "X4": 0.79145, "Y4": 0.2328, "page": 0, "Index": 139}, {"Word": "consumers'", "Confidence": 0.882, "X1": 0.83808, "Y1": 0.2192, "X2": 0.92098, "Y2": 0.219, "X3": 0.92098, "Y3": 0.2318, "X4": 0.83679, "Y4": 0.2328, "page": 0, "Index": 140}, {"Word": "Act", "Confidence": 0.998, "X1": 0.19689, "Y1": 0.2342, "X2": 0.2215, "Y2": 0.234, "X3": 0.2215, "Y3": 0.2478, "X4": 0.1956, "Y4": 0.2488, "page": 0, "Index": 141}, {"Word": "of", "Confidence": 0.998, "X1": 0.22539, "Y1": 0.2342, "X2": 0.24352, "Y2": 0.234, "X3": 0.24223, "Y3": 0.2478, "X4": 0.22409, "Y4": 0.2478, "page": 0, "Index": 142}, {"Word": "1969", "Confidence": 0.955, "X1": 0.24741, "Y1": 0.2332, "X2": 0.28627, "Y2": 0.233, "X3": 0.28497, "Y3": 0.2478, "X4": 0.24611, "Y4": 0.2478, "page": 0, "Index": 143}, {"Word": "prohib-", "Confidence": 0.948, "X1": 0.29016, "Y1": 0.2332, "X2": 0.34585, "Y2": 0.233, "X3": 0.34456, "Y3": 0.2478, "X4": 0.28886, "Y4": 0.2478, "page": 0, "Index": 144}, {"Word": "practice", "Confidence": 0.995, "X1": 0.38212, "Y1": 0.2342, "X2": 0.44171, "Y2": 0.234, "X3": 0.44171, "Y3": 0.2468, "X4": 0.38342, "Y4": 0.2478, "page": 0, "Index": 145}, {"Word": "which", "Confidence": 0.998, "X1": 0.4456, "Y1": 0.2342, "X2": 0.48964, "Y2": 0.234, "X3": 0.48964, "Y3": 0.2468, "X4": 0.4456, "Y4": 0.2468, "page": 0, "Index": 146}, {"Word": "does", "Confidence": 0.987, "X1": 0.49482, "Y1": 0.2342, "X2": 0.53238, "Y2": 0.234, "X3": 0.53238, "Y3": 0.2468, "X4": 0.49482, "Y4": 0.2468, "page": 0, "Index": 147}, {"Word": "not", "Confidence": 0.998, "X1": 0.53627, "Y1": 0.2342, "X2": 0.56347, "Y2": 0.234, "X3": 0.56088, "Y3": 0.2468, "X4": 0.53497, "Y4": 0.2468, "page": 0, "Index": 148}, {"Word": "exist.", "Confidence": 0.983, "X1": 0.56606, "Y1": 0.2342, "X2": 0.60622, "Y2": 0.234, "X3": 0.60363, "Y3": 0.2468, "X4": 0.56477, "Y4": 0.2468, "page": 0, "Index": 149}, {"Word": "minds.", "Confidence": 0.804, "X1": 0.70078, "Y1": 0.2342, "X2": 0.7513, "Y2": 0.234, "X3": 0.7513, "Y3": 0.2478, "X4": 0.70078, "Y4": 0.2468, "page": 0, "Index": 150}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.87176, "Y1": 0.2352, "X2": 0.93005, "Y2": 0.235, "X3": 0.93005, "Y3": 0.2478, "X4": 0.87047, "Y4": 0.2488, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.995, "X1": 0.93394, "Y1": 0.2352, "X2": 0.95855, "Y2": 0.235, "X3": 0.95855, "Y3": 0.2478, "X4": 0.93394, "Y4": 0.2478, "page": 0, "Index": 152}, {"Word": "Health", "Confidence": 0.968, "X1": 0.07513, "Y1": 0.2332, "X2": 0.12047, "Y2": 0.233, "X3": 0.11917, "Y3": 0.2488, "X4": 0.07383, "Y4": 0.2488, "page": 0, "Index": 153}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.12435, "Y1": 0.2342, "X2": 0.19301, "Y2": 0.234, "X3": 0.19171, "Y3": 0.2488, "X4": 0.12306, "Y4": 0.2488, "page": 0, "Index": 154}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.75518, "Y1": 0.2342, "X2": 0.82513, "Y2": 0.234, "X3": 0.82513, "Y3": 0.2488, "X4": 0.75518, "Y4": 0.2478, "page": 0, "Index": 155}, {"Word": "gives", "Confidence": 0.997, "X1": 0.82902, "Y1": 0.2352, "X2": 0.86788, "Y2": 0.235, "X3": 0.86658, "Y3": 0.2488, "X4": 0.82772, "Y4": 0.2488, "page": 0, "Index": 156}, {"Word": "its", "Confidence": 0.996, "X1": 0.07383, "Y1": 0.2492, "X2": 0.09067, "Y2": 0.249, "X3": 0.08938, "Y3": 0.2648, "X4": 0.07383, "Y4": 0.2648, "page": 0, "Index": 157}, {"Word": "states", "Confidence": 0.993, "X1": 0.09456, "Y1": 0.2492, "X2": 0.13601, "Y2": 0.249, "X3": 0.13601, "Y3": 0.2638, "X4": 0.09326, "Y4": 0.2648, "page": 0, "Index": 158}, {"Word": "and", "Confidence": 0.998, "X1": 0.1399, "Y1": 0.2492, "X2": 0.16839, "Y2": 0.249, "X3": 0.16839, "Y3": 0.2638, "X4": 0.1399, "Y4": 0.2638, "page": 0, "Index": 159}, {"Word": "localities", "Confidence": 0.994, "X1": 0.17228, "Y1": 0.2492, "X2": 0.23575, "Y2": 0.249, "X3": 0.23575, "Y3": 0.2638, "X4": 0.17228, "Y4": 0.2638, "page": 0, "Index": 160}, {"Word": "from", "Confidence": 0.988, "X1": 0.23964, "Y1": 0.2492, "X2": 0.27461, "Y2": 0.249, "X3": 0.27461, "Y3": 0.2638, "X4": 0.23964, "Y4": 0.2638, "page": 0, "Index": 161}, {"Word": "regulat-", "Confidence": 0.942, "X1": 0.28238, "Y1": 0.2502, "X2": 0.34067, "Y2": 0.25, "X3": 0.34067, "Y3": 0.2648, "X4": 0.28238, "Y4": 0.2638, "page": 0, "Index": 162}, {"Word": "opportunity", "Confidence": 0.991, "X1": 0.70078, "Y1": 0.2502, "X2": 0.78627, "Y2": 0.25, "X3": 0.78497, "Y3": 0.2648, "X4": 0.69948, "Y4": 0.2638, "page": 0, "Index": 163}, {"Word": "to", "Confidence": 0.998, "X1": 0.79016, "Y1": 0.2502, "X2": 0.8057, "Y2": 0.25, "X3": 0.8044, "Y3": 0.2648, "X4": 0.78886, "Y4": 0.2648, "page": 0, "Index": 164}, {"Word": "try", "Confidence": 0.998, "X1": 0.80959, "Y1": 0.2502, "X2": 0.83031, "Y2": 0.25, "X3": 0.82902, "Y3": 0.2648, "X4": 0.80829, "Y4": 0.2648, "page": 0, "Index": 165}, {"Word": "new", "Confidence": 0.998, "X1": 0.8329, "Y1": 0.2502, "X2": 0.86269, "Y2": 0.25, "X3": 0.8614, "Y3": 0.2638, "X4": 0.8329, "Y4": 0.2648, "page": 0, "Index": 166}, {"Word": "brands", "Confidence": 0.997, "X1": 0.86788, "Y1": 0.2502, "X2": 0.9171, "Y2": 0.25, "X3": 0.9158, "Y3": 0.2638, "X4": 0.86658, "Y4": 0.2638, "page": 0, "Index": 167}, {"Word": "with-", "Confidence": 0.795, "X1": 0.92098, "Y1": 0.2502, "X2": 0.95207, "Y2": 0.25, "X3": 0.95207, "Y3": 0.2638, "X4": 0.91969, "Y4": 0.2638, "page": 0, "Index": 168}, {"Word": "Forbidden", "Confidence": 0.994, "X1": 0.44301, "Y1": 0.2572, "X2": 0.52332, "Y2": 0.257, "X3": 0.52202, "Y3": 0.2718, "X4": 0.44301, "Y4": 0.2708, "page": 0, "Index": 169}, {"Word": "sampling", "Confidence": 0.996, "X1": 0.5272, "Y1": 0.2582, "X2": 0.59974, "Y2": 0.258, "X3": 0.59845, "Y3": 0.2728, "X4": 0.52591, "Y4": 0.2718, "page": 0, "Index": 170}, {"Word": "ing", "Confidence": 0.998, "X1": 0.07383, "Y1": 0.2652, "X2": 0.09585, "Y2": 0.265, "X3": 0.09585, "Y3": 0.2808, "X4": 0.07254, "Y4": 0.2808, "page": 0, "Index": 171}, {"Word": "cigarette", "Confidence": 0.993, "X1": 0.09974, "Y1": 0.2652, "X2": 0.16451, "Y2": 0.265, "X3": 0.16321, "Y3": 0.2798, "X4": 0.09974, "Y4": 0.2808, "page": 0, "Index": 172}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.16839, "Y1": 0.2662, "X2": 0.25, "Y2": 0.266, "X3": 0.25, "Y3": 0.2808, "X4": 0.1671, "Y4": 0.2798, "page": 0, "Index": 173}, {"Word": "or", "Confidence": 0.997, "X1": 0.25389, "Y1": 0.2662, "X2": 0.27073, "Y2": 0.266, "X3": 0.26943, "Y3": 0.2808, "X4": 0.25389, "Y4": 0.2808, "page": 0, "Index": 174}, {"Word": "promo-", "Confidence": 0.958, "X1": 0.27461, "Y1": 0.2672, "X2": 0.3329, "Y2": 0.267, "X3": 0.33161, "Y3": 0.2808, "X4": 0.27332, "Y4": 0.2808, "page": 0, "Index": 175}, {"Word": "out", "Confidence": 0.998, "X1": 0.70207, "Y1": 0.2662, "X2": 0.72539, "Y2": 0.266, "X3": 0.72409, "Y3": 0.2798, "X4": 0.70207, "Y4": 0.2798, "page": 0, "Index": 176}, {"Word": "having", "Confidence": 0.997, "X1": 0.72927, "Y1": 0.2662, "X2": 0.77979, "Y2": 0.266, "X3": 0.7785, "Y3": 0.2798, "X4": 0.72798, "Y4": 0.2798, "page": 0, "Index": 177}, {"Word": "to", "Confidence": 0.998, "X1": 0.78368, "Y1": 0.2662, "X2": 0.79922, "Y2": 0.266, "X3": 0.79922, "Y3": 0.2798, "X4": 0.78238, "Y4": 0.2798, "page": 0, "Index": 178}, {"Word": "make", "Confidence": 0.991, "X1": 0.80311, "Y1": 0.2662, "X2": 0.84585, "Y2": 0.266, "X3": 0.84456, "Y3": 0.2798, "X4": 0.80181, "Y4": 0.2798, "page": 0, "Index": 179}, {"Word": "an", "Confidence": 0.998, "X1": 0.84974, "Y1": 0.2662, "X2": 0.86788, "Y2": 0.266, "X3": 0.86658, "Y3": 0.2798, "X4": 0.84845, "Y4": 0.2798, "page": 0, "Index": 180}, {"Word": "investment", "Confidence": 0.961, "X1": 0.87176, "Y1": 0.2672, "X2": 0.95337, "Y2": 0.267, "X3": 0.95207, "Y3": 0.2808, "X4": 0.87047, "Y4": 0.2798, "page": 0, "Index": 181}, {"Word": "tion", "Confidence": 0.981, "X1": 0.07383, "Y1": 0.2822, "X2": 0.10104, "Y2": 0.282, "X3": 0.10104, "Y3": 0.2958, "X4": 0.07383, "Y4": 0.2958, "page": 0, "Index": 182}, {"Word": "based", "Confidence": 0.997, "X1": 0.10363, "Y1": 0.2822, "X2": 0.15026, "Y2": 0.282, "X3": 0.15026, "Y3": 0.2948, "X4": 0.10363, "Y4": 0.2958, "page": 0, "Index": 183}, {"Word": "on", "Confidence": 0.998, "X1": 0.15415, "Y1": 0.2822, "X2": 0.17358, "Y2": 0.282, "X3": 0.17228, "Y3": 0.2948, "X4": 0.15415, "Y4": 0.2948, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.17746, "Y1": 0.2822, "X2": 0.20337, "Y2": 0.282, "X3": 0.20337, "Y3": 0.2948, "X4": 0.17617, "Y4": 0.2948, "page": 0, "Index": 185}, {"Word": "Such", "Confidence": 0.989, "X1": 0.40155, "Y1": 0.2812, "X2": 0.43912, "Y2": 0.281, "X3": 0.43912, "Y3": 0.2948, "X4": 0.40026, "Y4": 0.2948, "page": 0, "Index": 186}, {"Word": "proposals", "Confidence": 0.994, "X1": 0.44301, "Y1": 0.2812, "X2": 0.51813, "Y2": 0.281, "X3": 0.51813, "Y3": 0.2958, "X4": 0.44301, "Y4": 0.2948, "page": 0, "Index": 187}, {"Word": "are", "Confidence": 0.998, "X1": 0.52202, "Y1": 0.2812, "X2": 0.54534, "Y2": 0.281, "X3": 0.54534, "Y3": 0.2958, "X4": 0.52202, "Y4": 0.2958, "page": 0, "Index": 188}, {"Word": "directed", "Confidence": 0.993, "X1": 0.54922, "Y1": 0.2812, "X2": 0.61269, "Y2": 0.281, "X3": 0.61269, "Y3": 0.2948, "X4": 0.54922, "Y4": 0.2958, "page": 0, "Index": 189}, {"Word": "\"Sampling", "Confidence": 0.96, "X1": 0.71762, "Y1": 0.2812, "X2": 0.79793, "Y2": 0.281, "X3": 0.79793, "Y3": 0.2948, "X4": 0.71762, "Y4": 0.2938, "page": 0, "Index": 190}, {"Word": "is", "Confidence": 0.998, "X1": 0.80181, "Y1": 0.2822, "X2": 0.81477, "Y2": 0.282, "X3": 0.81477, "Y3": 0.2958, "X4": 0.80181, "Y4": 0.2948, "page": 0, "Index": 191}, {"Word": "one", "Confidence": 0.998, "X1": 0.81865, "Y1": 0.2822, "X2": 0.84715, "Y2": 0.282, "X3": 0.84715, "Y3": 0.2958, "X4": 0.81736, "Y4": 0.2958, "page": 0, "Index": 192}, {"Word": "of", "Confidence": 0.955, "X1": 0.85104, "Y1": 0.2822, "X2": 0.86528, "Y2": 0.282, "X3": 0.86528, "Y3": 0.2958, "X4": 0.85104, "Y4": 0.2958, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.998, "X1": 0.86917, "Y1": 0.2822, "X2": 0.89378, "Y2": 0.282, "X3": 0.89249, "Y3": 0.2958, "X4": 0.86788, "Y4": 0.2958, "page": 0, "Index": 194}, {"Word": "primary", "Confidence": 0.995, "X1": 0.89767, "Y1": 0.2832, "X2": 0.95337, "Y2": 0.283, "X3": 0.95337, "Y3": 0.2958, "X4": 0.89637, "Y4": 0.2958, "page": 0, "Index": 195}, {"Word": "smoking-and-health", "Confidence": 0.617, "X1": 0.07513, "Y1": 0.2972, "X2": 0.21891, "Y2": 0.297, "X3": 0.21762, "Y3": 0.3108, "X4": 0.07383, "Y4": 0.3118, "page": 0, "Index": 196}, {"Word": "issue.", "Confidence": 0.967, "X1": 0.2215, "Y1": 0.2982, "X2": 0.26554, "Y2": 0.298, "X3": 0.26425, "Y3": 0.3108, "X4": 0.22021, "Y4": 0.3108, "page": 0, "Index": 197}, {"Word": "toward", "Confidence": 0.995, "X1": 0.38472, "Y1": 0.2972, "X2": 0.43264, "Y2": 0.297, "X3": 0.43264, "Y3": 0.3108, "X4": 0.38342, "Y4": 0.3108, "page": 0, "Index": 198}, {"Word": "intercept", "Confidence": 0.991, "X1": 0.43653, "Y1": 0.2972, "X2": 0.50389, "Y2": 0.297, "X3": 0.50389, "Y3": 0.3108, "X4": 0.43653, "Y4": 0.3108, "page": 0, "Index": 199}, {"Word": "sampling.", "Confidence": 0.935, "X1": 0.50777, "Y1": 0.2972, "X2": 0.5829, "Y2": 0.297, "X3": 0.5829, "Y3": 0.3118, "X4": 0.50648, "Y4": 0.3108, "page": 0, "Index": 200}, {"Word": "or", "Confidence": 0.994, "X1": 0.58679, "Y1": 0.2972, "X2": 0.60233, "Y2": 0.297, "X3": 0.60233, "Y3": 0.3108, "X4": 0.58679, "Y4": 0.3108, "page": 0, "Index": 201}, {"Word": "distri-", "Confidence": 0.934, "X1": 0.60622, "Y1": 0.2972, "X2": 0.65415, "Y2": 0.297, "X3": 0.65415, "Y3": 0.3108, "X4": 0.60492, "Y4": 0.3108, "page": 0, "Index": 202}, {"Word": "tools", "Confidence": 0.955, "X1": 0.69948, "Y1": 0.2972, "X2": 0.73705, "Y2": 0.297, "X3": 0.73705, "Y3": 0.3108, "X4": 0.69948, "Y4": 0.3108, "page": 0, "Index": 203}, {"Word": "used", "Confidence": 0.987, "X1": 0.74093, "Y1": 0.2972, "X2": 0.7772, "Y2": 0.297, "X3": 0.7772, "Y3": 0.3108, "X4": 0.74093, "Y4": 0.3108, "page": 0, "Index": 204}, {"Word": "by", "Confidence": 0.998, "X1": 0.78109, "Y1": 0.2972, "X2": 0.80052, "Y2": 0.297, "X3": 0.79922, "Y3": 0.3108, "X4": 0.78109, "Y4": 0.3108, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.80311, "Y1": 0.2972, "X2": 0.82902, "Y2": 0.297, "X3": 0.82772, "Y3": 0.3108, "X4": 0.80311, "Y4": 0.3108, "page": 0, "Index": 206}, {"Word": "industry", "Confidence": 0.995, "X1": 0.83161, "Y1": 0.2982, "X2": 0.8899, "Y2": 0.298, "X3": 0.8886, "Y3": 0.3118, "X4": 0.83161, "Y4": 0.3108, "page": 0, "Index": 207}, {"Word": "to", "Confidence": 0.998, "X1": 0.89378, "Y1": 0.2982, "X2": 0.90933, "Y2": 0.298, "X3": 0.90803, "Y3": 0.3118, "X4": 0.89249, "Y4": 0.3118, "page": 0, "Index": 208}, {"Word": "make", "Confidence": 0.988, "X1": 0.91192, "Y1": 0.2982, "X2": 0.95337, "Y2": 0.298, "X3": 0.95207, "Y3": 0.3118, "X4": 0.91192, "Y4": 0.3118, "page": 0, "Index": 209}, {"Word": "Any", "Confidence": 0.998, "X1": 0.08938, "Y1": 0.3132, "X2": 0.11917, "Y2": 0.313, "X3": 0.11917, "Y3": 0.3278, "X4": 0.08938, "Y4": 0.3278, "page": 0, "Index": 210}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.12176, "Y1": 0.3132, "X2": 0.18264, "Y2": 0.313, "X3": 0.18264, "Y3": 0.3268, "X4": 0.12306, "Y4": 0.3278, "page": 0, "Index": 211}, {"Word": "products", "Confidence": 0.991, "X1": 0.18653, "Y1": 0.3132, "X2": 0.25518, "Y2": 0.313, "X3": 0.25518, "Y3": 0.3268, "X4": 0.18653, "Y4": 0.3268, "page": 0, "Index": 212}, {"Word": "regulation", "Confidence": 0.994, "X1": 0.25777, "Y1": 0.3132, "X2": 0.3342, "Y2": 0.313, "X3": 0.3342, "Y3": 0.3268, "X4": 0.25777, "Y4": 0.3268, "page": 0, "Index": 213}, {"Word": "buting", "Confidence": 0.996, "X1": 0.38472, "Y1": 0.3122, "X2": 0.43005, "Y2": 0.312, "X3": 0.43005, "Y3": 0.3268, "X4": 0.38342, "Y4": 0.3268, "page": 0, "Index": 214}, {"Word": "free", "Confidence": 0.988, "X1": 0.43394, "Y1": 0.3132, "X2": 0.46503, "Y2": 0.313, "X3": 0.46373, "Y3": 0.3268, "X4": 0.43264, "Y4": 0.3268, "page": 0, "Index": 215}, {"Word": "packs", "Confidence": 0.997, "X1": 0.46891, "Y1": 0.3132, "X2": 0.51295, "Y2": 0.313, "X3": 0.51166, "Y3": 0.3268, "X4": 0.46762, "Y4": 0.3268, "page": 0, "Index": 216}, {"Word": "in", "Confidence": 0.998, "X1": 0.51684, "Y1": 0.3132, "X2": 0.53238, "Y2": 0.313, "X3": 0.53109, "Y3": 0.3268, "X4": 0.51554, "Y4": 0.3268, "page": 0, "Index": 217}, {"Word": "public", "Confidence": 0.996, "X1": 0.53497, "Y1": 0.3132, "X2": 0.5829, "Y2": 0.313, "X3": 0.58161, "Y3": 0.3268, "X4": 0.53497, "Y4": 0.3268, "page": 0, "Index": 218}, {"Word": "places", "Confidence": 0.997, "X1": 0.58679, "Y1": 0.3132, "X2": 0.63731, "Y2": 0.313, "X3": 0.63731, "Y3": 0.3268, "X4": 0.58549, "Y4": 0.3268, "page": 0, "Index": 219}, {"Word": "consumers", "Confidence": 0.994, "X1": 0.70078, "Y1": 0.3132, "X2": 0.78627, "Y2": 0.313, "X3": 0.78627, "Y3": 0.3268, "X4": 0.70078, "Y4": 0.3268, "page": 0, "Index": 220}, {"Word": "aware", "Confidence": 0.997, "X1": 0.78886, "Y1": 0.3132, "X2": 0.8329, "Y2": 0.313, "X3": 0.8329, "Y3": 0.3268, "X4": 0.78886, "Y4": 0.3268, "page": 0, "Index": 221}, {"Word": "of", "Confidence": 0.998, "X1": 0.83679, "Y1": 0.3132, "X2": 0.85233, "Y2": 0.313, "X3": 0.85233, "Y3": 0.3268, "X4": 0.83679, "Y4": 0.3268, "page": 0, "Index": 222}, {"Word": "new", "Confidence": 0.955, "X1": 0.85622, "Y1": 0.3132, "X2": 0.88472, "Y2": 0.313, "X3": 0.88472, "Y3": 0.3268, "X4": 0.85622, "Y4": 0.3268, "page": 0, "Index": 223}, {"Word": "products.\"", "Confidence": 0.825, "X1": 0.8899, "Y1": 0.3132, "X2": 0.96244, "Y2": 0.313, "X3": 0.96244, "Y3": 0.3268, "X4": 0.8899, "Y4": 0.3268, "page": 0, "Index": 224}, {"Word": "designed", "Confidence": 0.995, "X1": 0.07383, "Y1": 0.3292, "X2": 0.1399, "Y2": 0.329, "X3": 0.1399, "Y3": 0.3428, "X4": 0.07383, "Y4": 0.3438, "page": 0, "Index": 225}, {"Word": "to", "Confidence": 0.998, "X1": 0.14378, "Y1": 0.3292, "X2": 0.15933, "Y2": 0.329, "X3": 0.15933, "Y3": 0.3428, "X4": 0.14378, "Y4": 0.3428, "page": 0, "Index": 226}, {"Word": "protect", "Confidence": 0.955, "X1": 0.16321, "Y1": 0.3292, "X2": 0.21632, "Y2": 0.329, "X3": 0.21632, "Y3": 0.3428, "X4": 0.16321, "Y4": 0.3428, "page": 0, "Index": 227}, {"Word": "public", "Confidence": 0.996, "X1": 0.22021, "Y1": 0.3292, "X2": 0.26684, "Y2": 0.329, "X3": 0.26684, "Y3": 0.3428, "X4": 0.22021, "Y4": 0.3428, "page": 0, "Index": 228}, {"Word": "health", "Confidence": 0.943, "X1": 0.27073, "Y1": 0.3292, "X2": 0.31865, "Y2": 0.329, "X3": 0.31865, "Y3": 0.3428, "X4": 0.27073, "Y4": 0.3428, "page": 0, "Index": 229}, {"Word": "such", "Confidence": 0.988, "X1": 0.38472, "Y1": 0.3292, "X2": 0.41969, "Y2": 0.329, "X3": 0.41969, "Y3": 0.3418, "X4": 0.38472, "Y4": 0.3418, "page": 0, "Index": 230}, {"Word": "as", "Confidence": 0.998, "X1": 0.42358, "Y1": 0.3292, "X2": 0.44041, "Y2": 0.329, "X3": 0.44041, "Y3": 0.3418, "X4": 0.42358, "Y4": 0.3418, "page": 0, "Index": 231}, {"Word": "sidewalks", "Confidence": 0.994, "X1": 0.4443, "Y1": 0.3292, "X2": 0.51813, "Y2": 0.329, "X3": 0.51813, "Y3": 0.3418, "X4": 0.4443, "Y4": 0.3418, "page": 0, "Index": 232}, {"Word": "and", "Confidence": 0.998, "X1": 0.52202, "Y1": 0.3292, "X2": 0.55052, "Y2": 0.329, "X3": 0.55052, "Y3": 0.3418, "X4": 0.52202, "Y4": 0.3418, "page": 0, "Index": 233}, {"Word": "shopping", "Confidence": 0.996, "X1": 0.5544, "Y1": 0.3292, "X2": 0.62565, "Y2": 0.329, "X3": 0.62565, "Y3": 0.3428, "X4": 0.5544, "Y4": 0.3418, "page": 0, "Index": 234}, {"Word": "Glover", "Confidence": 0.994, "X1": 0.70207, "Y1": 0.3282, "X2": 0.75, "Y2": 0.328, "X3": 0.75, "Y3": 0.3428, "X4": 0.70207, "Y4": 0.3418, "page": 0, "Index": 235}, {"Word": "continues.", "Confidence": 0.901, "X1": 0.75259, "Y1": 0.3292, "X2": 0.83161, "Y2": 0.329, "X3": 0.83161, "Y3": 0.3428, "X4": 0.75259, "Y4": 0.3428, "page": 0, "Index": 236}, {"Word": "\"The", "Confidence": 0.982, "X1": 0.83549, "Y1": 0.3302, "X2": 0.87176, "Y2": 0.33, "X3": 0.87176, "Y3": 0.3428, "X4": 0.83549, "Y4": 0.3428, "page": 0, "Index": 237}, {"Word": "consumers", "Confidence": 0.666, "X1": 0.87565, "Y1": 0.3312, "X2": 0.95725, "Y2": 0.331, "X3": 0.95596, "Y3": 0.3428, "X4": 0.87565, "Y4": 0.3428, "page": 0, "Index": 238}, {"Word": "restricted", "Confidence": 0.994, "X1": 0.17617, "Y1": 0.3452, "X2": 0.24611, "Y2": 0.345, "X3": 0.24611, "Y3": 0.3578, "X4": 0.17746, "Y4": 0.3578, "page": 0, "Index": 239}, {"Word": "and", "Confidence": 0.995, "X1": 0.07254, "Y1": 0.3452, "X2": 0.10104, "Y2": 0.345, "X3": 0.10104, "Y3": 0.3588, "X4": 0.07383, "Y4": 0.3598, "page": 0, "Index": 240}, {"Word": "welfare", "Confidence": 0.996, "X1": 0.10492, "Y1": 0.3452, "X2": 0.15674, "Y2": 0.345, "X3": 0.15674, "Y3": 0.3588, "X4": 0.10492, "Y4": 0.3588, "page": 0, "Index": 241}, {"Word": "is", "Confidence": 0.998, "X1": 0.16062, "Y1": 0.3452, "X2": 0.17358, "Y2": 0.345, "X3": 0.17358, "Y3": 0.3588, "X4": 0.16062, "Y4": 0.3588, "page": 0, "Index": 242}, {"Word": "to", "Confidence": 0.998, "X1": 0.25, "Y1": 0.3452, "X2": 0.26684, "Y2": 0.345, "X3": 0.26684, "Y3": 0.3588, "X4": 0.25, "Y4": 0.3578, "page": 0, "Index": 243}, {"Word": "the", "Confidence": 0.998, "X1": 0.27073, "Y1": 0.3442, "X2": 0.29404, "Y2": 0.344, "X3": 0.29404, "Y3": 0.3588, "X4": 0.27073, "Y4": 0.3588, "page": 0, "Index": 244}, {"Word": "fed-", "Confidence": 0.961, "X1": 0.29793, "Y1": 0.3442, "X2": 0.32902, "Y2": 0.344, "X3": 0.32902, "Y3": 0.3588, "X4": 0.29793, "Y4": 0.3588, "page": 0, "Index": 245}, {"Word": "malls.", "Confidence": 0.981, "X1": 0.38342, "Y1": 0.3452, "X2": 0.42746, "Y2": 0.345, "X3": 0.42746, "Y3": 0.3588, "X4": 0.38342, "Y4": 0.3588, "page": 0, "Index": 246}, {"Word": "Distribution", "Confidence": 0.992, "X1": 0.43005, "Y1": 0.3442, "X2": 0.51813, "Y2": 0.344, "X3": 0.51813, "Y3": 0.3588, "X4": 0.43005, "Y4": 0.3588, "page": 0, "Index": 247}, {"Word": "of", "Confidence": 0.998, "X1": 0.52202, "Y1": 0.3452, "X2": 0.53886, "Y2": 0.345, "X3": 0.53886, "Y3": 0.3588, "X4": 0.52202, "Y4": 0.3588, "page": 0, "Index": 248}, {"Word": "samples", "Confidence": 0.996, "X1": 0.54275, "Y1": 0.3452, "X2": 0.60622, "Y2": 0.345, "X3": 0.60492, "Y3": 0.3588, "X4": 0.54145, "Y4": 0.3588, "page": 0, "Index": 249}, {"Word": "to", "Confidence": 0.997, "X1": 0.6101, "Y1": 0.3452, "X2": 0.62694, "Y2": 0.345, "X3": 0.62565, "Y3": 0.3588, "X4": 0.60881, "Y4": 0.3588, "page": 0, "Index": 250}, {"Word": "in", "Confidence": 0.994, "X1": 0.70078, "Y1": 0.3452, "X2": 0.71503, "Y2": 0.345, "X3": 0.71503, "Y3": 0.3588, "X4": 0.70078, "Y4": 0.3588, "page": 0, "Index": 251}, {"Word": "areas", "Confidence": 0.997, "X1": 0.71891, "Y1": 0.3452, "X2": 0.76036, "Y2": 0.345, "X3": 0.75907, "Y3": 0.3588, "X4": 0.71762, "Y4": 0.3588, "page": 0, "Index": 252}, {"Word": "where", "Confidence": 0.994, "X1": 0.76295, "Y1": 0.3452, "X2": 0.80959, "Y2": 0.345, "X3": 0.80829, "Y3": 0.3588, "X4": 0.76295, "Y4": 0.3588, "page": 0, "Index": 253}, {"Word": "sampling", "Confidence": 0.994, "X1": 0.81218, "Y1": 0.3452, "X2": 0.88212, "Y2": 0.345, "X3": 0.88212, "Y3": 0.3588, "X4": 0.81218, "Y4": 0.3588, "page": 0, "Index": 254}, {"Word": "bans", "Confidence": 0.988, "X1": 0.88601, "Y1": 0.3462, "X2": 0.91969, "Y2": 0.346, "X3": 0.91969, "Y3": 0.3598, "X4": 0.88472, "Y4": 0.3588, "page": 0, "Index": 255}, {"Word": "have", "Confidence": 0.989, "X1": 0.92358, "Y1": 0.3462, "X2": 0.95855, "Y2": 0.346, "X3": 0.95725, "Y3": 0.3598, "X4": 0.92228, "Y4": 0.3598, "page": 0, "Index": 256}, {"Word": "eral", "Confidence": 0.994, "X1": 0.07254, "Y1": 0.3612, "X2": 0.09974, "Y2": 0.361, "X3": 0.09974, "Y3": 0.3748, "X4": 0.07254, "Y4": 0.3758, "page": 0, "Index": 257}, {"Word": "level", "Confidence": 0.991, "X1": 0.10363, "Y1": 0.3612, "X2": 0.13731, "Y2": 0.361, "X3": 0.13731, "Y3": 0.3748, "X4": 0.10363, "Y4": 0.3748, "page": 0, "Index": 258}, {"Word": "by", "Confidence": 0.998, "X1": 0.14119, "Y1": 0.3602, "X2": 0.15933, "Y2": 0.36, "X3": 0.15933, "Y3": 0.3748, "X4": 0.14119, "Y4": 0.3748, "page": 0, "Index": 259}, {"Word": "the", "Confidence": 0.998, "X1": 0.16321, "Y1": 0.3602, "X2": 0.18782, "Y2": 0.36, "X3": 0.18782, "Y3": 0.3748, "X4": 0.16321, "Y4": 0.3748, "page": 0, "Index": 260}, {"Word": "1969", "Confidence": 0.986, "X1": 0.19171, "Y1": 0.3602, "X2": 0.23057, "Y2": 0.36, "X3": 0.23057, "Y3": 0.3748, "X4": 0.19171, "Y4": 0.3748, "page": 0, "Index": 261}, {"Word": "Act.", "Confidence": 0.982, "X1": 0.23446, "Y1": 0.3602, "X2": 0.26554, "Y2": 0.36, "X3": 0.26554, "Y3": 0.3748, "X4": 0.23446, "Y4": 0.3748, "page": 0, "Index": 262}, {"Word": "Thus.", "Confidence": 0.87, "X1": 0.26943, "Y1": 0.3612, "X2": 0.31477, "Y2": 0.361, "X3": 0.31347, "Y3": 0.3748, "X4": 0.26943, "Y4": 0.3748, "page": 0, "Index": 263}, {"Word": "minors.", "Confidence": 0.849, "X1": 0.38342, "Y1": 0.3612, "X2": 0.43912, "Y2": 0.361, "X3": 0.43912, "Y3": 0.3738, "X4": 0.38342, "Y4": 0.3738, "page": 0, "Index": 264}, {"Word": "however.", "Confidence": 0.953, "X1": 0.44301, "Y1": 0.3612, "X2": 0.51036, "Y2": 0.361, "X3": 0.51036, "Y3": 0.3738, "X4": 0.44301, "Y4": 0.3738, "page": 0, "Index": 265}, {"Word": "is", "Confidence": 0.998, "X1": 0.51425, "Y1": 0.3612, "X2": 0.5272, "Y2": 0.361, "X3": 0.5272, "Y3": 0.3748, "X4": 0.51425, "Y4": 0.3738, "page": 0, "Index": 266}, {"Word": "expressly", "Confidence": 0.952, "X1": 0.53109, "Y1": 0.3602, "X2": 0.60104, "Y2": 0.36, "X3": 0.60104, "Y3": 0.3748, "X4": 0.53109, "Y4": 0.3748, "page": 0, "Index": 267}, {"Word": "for-", "Confidence": 0.639, "X1": 0.60363, "Y1": 0.3602, "X2": 0.63083, "Y2": 0.36, "X3": 0.63083, "Y3": 0.3748, "X4": 0.60363, "Y4": 0.3748, "page": 0, "Index": 268}, {"Word": "been", "Confidence": 0.981, "X1": 0.70078, "Y1": 0.3612, "X2": 0.73705, "Y2": 0.361, "X3": 0.73705, "Y3": 0.3748, "X4": 0.70078, "Y4": 0.3748, "page": 0, "Index": 269}, {"Word": "imposed", "Confidence": 0.996, "X1": 0.74093, "Y1": 0.3612, "X2": 0.80699, "Y2": 0.361, "X3": 0.80699, "Y3": 0.3748, "X4": 0.74093, "Y4": 0.3748, "page": 0, "Index": 270}, {"Word": "are", "Confidence": 0.998, "X1": 0.81088, "Y1": 0.3612, "X2": 0.83549, "Y2": 0.361, "X3": 0.83549, "Y3": 0.3748, "X4": 0.81088, "Y4": 0.3748, "page": 0, "Index": 271}, {"Word": "really", "Confidence": 0.805, "X1": 0.83938, "Y1": 0.3612, "X2": 0.87824, "Y2": 0.361, "X3": 0.87694, "Y3": 0.3758, "X4": 0.83808, "Y4": 0.3748, "page": 0, "Index": 272}, {"Word": "being", "Confidence": 0.998, "X1": 0.88083, "Y1": 0.3622, "X2": 0.92358, "Y2": 0.362, "X3": 0.92228, "Y3": 0.3758, "X4": 0.88083, "Y4": 0.3758, "page": 0, "Index": 273}, {"Word": "state", "Confidence": 0.995, "X1": 0.07254, "Y1": 0.3772, "X2": 0.10751, "Y2": 0.377, "X3": 0.10751, "Y3": 0.3908, "X4": 0.07254, "Y4": 0.3908, "page": 0, "Index": 274}, {"Word": "or", "Confidence": 0.994, "X1": 0.1114, "Y1": 0.3772, "X2": 0.12694, "Y2": 0.377, "X3": 0.12565, "Y3": 0.3908, "X4": 0.1101, "Y4": 0.3908, "page": 0, "Index": 275}, {"Word": "local", "Confidence": 0.992, "X1": 0.13083, "Y1": 0.3772, "X2": 0.1671, "Y2": 0.377, "X3": 0.1671, "Y3": 0.3908, "X4": 0.12953, "Y4": 0.3908, "page": 0, "Index": 276}, {"Word": "sampling", "Confidence": 0.996, "X1": 0.17098, "Y1": 0.3772, "X2": 0.23964, "Y2": 0.377, "X3": 0.23964, "Y3": 0.3918, "X4": 0.17098, "Y4": 0.3908, "page": 0, "Index": 277}, {"Word": "bans", "Confidence": 0.991, "X1": 0.24352, "Y1": 0.3772, "X2": 0.28109, "Y2": 0.377, "X3": 0.28109, "Y3": 0.3918, "X4": 0.24352, "Y4": 0.3918, "page": 0, "Index": 278}, {"Word": "are", "Confidence": 0.998, "X1": 0.28497, "Y1": 0.3772, "X2": 0.31218, "Y2": 0.377, "X3": 0.31218, "Y3": 0.3918, "X4": 0.28497, "Y4": 0.3918, "page": 0, "Index": 279}, {"Word": "bidden", "Confidence": 0.994, "X1": 0.38342, "Y1": 0.3762, "X2": 0.43394, "Y2": 0.376, "X3": 0.43394, "Y3": 0.3898, "X4": 0.38342, "Y4": 0.3898, "page": 0, "Index": 280}, {"Word": "in", "Confidence": 0.998, "X1": 0.43782, "Y1": 0.3762, "X2": 0.45337, "Y2": 0.376, "X3": 0.45337, "Y3": 0.3898, "X4": 0.43782, "Y4": 0.3898, "page": 0, "Index": 281}, {"Word": "the", "Confidence": 0.998, "X1": 0.45725, "Y1": 0.3762, "X2": 0.48057, "Y2": 0.376, "X3": 0.48057, "Y3": 0.3898, "X4": 0.45596, "Y4": 0.3898, "page": 0, "Index": 282}, {"Word": "contracts", "Confidence": 0.994, "X1": 0.48446, "Y1": 0.3762, "X2": 0.5557, "Y2": 0.376, "X3": 0.5557, "Y3": 0.3908, "X4": 0.48446, "Y4": 0.3898, "page": 0, "Index": 283}, {"Word": "Reynolds", "Confidence": 0.967, "X1": 0.55959, "Y1": 0.3762, "X2": 0.63083, "Y2": 0.376, "X3": 0.63212, "Y3": 0.3908, "X4": 0.55959, "Y4": 0.3908, "page": 0, "Index": 284}, {"Word": "treated", "Confidence": 0.993, "X1": 0.69948, "Y1": 0.3762, "X2": 0.75259, "Y2": 0.376, "X3": 0.75259, "Y3": 0.3908, "X4": 0.69819, "Y4": 0.3918, "page": 0, "Index": 285}, {"Word": "unfairly.\"", "Confidence": 0.96, "X1": 0.75777, "Y1": 0.3762, "X2": 0.82254, "Y2": 0.376, "X3": 0.82254, "Y3": 0.3898, "X4": 0.75648, "Y4": 0.3908, "page": 0, "Index": 286}, {"Word": "invalid", "Confidence": 0.981, "X1": 0.07254, "Y1": 0.3922, "X2": 0.12047, "Y2": 0.392, "X3": 0.12047, "Y3": 0.4058, "X4": 0.07254, "Y4": 0.4058, "page": 0, "Index": 287}, {"Word": "under", "Confidence": 0.995, "X1": 0.12435, "Y1": 0.3932, "X2": 0.1671, "Y2": 0.393, "X3": 0.1671, "Y3": 0.4068, "X4": 0.12435, "Y4": 0.4058, "page": 0, "Index": 288}, {"Word": "the", "Confidence": 0.998, "X1": 0.17098, "Y1": 0.3932, "X2": 0.1956, "Y2": 0.393, "X3": 0.1956, "Y3": 0.4068, "X4": 0.17098, "Y4": 0.4068, "page": 0, "Index": 289}, {"Word": "Supremacy", "Confidence": 0.994, "X1": 0.19948, "Y1": 0.3932, "X2": 0.28627, "Y2": 0.393, "X3": 0.28627, "Y3": 0.4078, "X4": 0.19948, "Y4": 0.4068, "page": 0, "Index": 290}, {"Word": "Clause", "Confidence": 0.996, "X1": 0.29016, "Y1": 0.3942, "X2": 0.34326, "Y2": 0.394, "X3": 0.34326, "Y3": 0.4078, "X4": 0.28886, "Y4": 0.4078, "page": 0, "Index": 291}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.38601, "Y1": 0.3922, "X2": 0.44819, "Y2": 0.392, "X3": 0.44819, "Y3": 0.4058, "X4": 0.38601, "Y4": 0.4058, "page": 0, "Index": 292}, {"Word": "makes", "Confidence": 0.997, "X1": 0.45207, "Y1": 0.3932, "X2": 0.50389, "Y2": 0.393, "X3": 0.50389, "Y3": 0.4068, "X4": 0.45207, "Y4": 0.4058, "page": 0, "Index": 293}, {"Word": "with", "Confidence": 0.989, "X1": 0.50777, "Y1": 0.3932, "X2": 0.53886, "Y2": 0.393, "X3": 0.53886, "Y3": 0.4068, "X4": 0.50777, "Y4": 0.4068, "page": 0, "Index": 294}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.54275, "Y1": 0.3932, "X2": 0.61528, "Y2": 0.393, "X3": 0.61399, "Y3": 0.4088, "X4": 0.54275, "Y4": 0.4068, "page": 0, "Index": 295}, {"Word": "Boston", "Confidence": 0.993, "X1": 0.75907, "Y1": 0.4002, "X2": 0.81347, "Y2": 0.4, "X3": 0.81347, "Y3": 0.4138, "X4": 0.75907, "Y4": 0.4138, "page": 0, "Index": 296}, {"Word": "ban", "Confidence": 0.998, "X1": 0.81736, "Y1": 0.4002, "X2": 0.84585, "Y2": 0.4, "X3": 0.84585, "Y3": 0.4138, "X4": 0.81736, "Y4": 0.4138, "page": 0, "Index": 297}, {"Word": "defeated", "Confidence": 0.991, "X1": 0.84974, "Y1": 0.4002, "X2": 0.9158, "Y2": 0.4, "X3": 0.9158, "Y3": 0.4138, "X4": 0.84974, "Y4": 0.4138, "page": 0, "Index": 298}, {"Word": "of", "Confidence": 0.996, "X1": 0.07254, "Y1": 0.4082, "X2": 0.08679, "Y2": 0.408, "X3": 0.08679, "Y3": 0.4228, "X4": 0.07254, "Y4": 0.4228, "page": 0, "Index": 299}, {"Word": "the", "Confidence": 0.994, "X1": 0.09067, "Y1": 0.4082, "X2": 0.11399, "Y2": 0.408, "X3": 0.11399, "Y3": 0.4228, "X4": 0.09067, "Y4": 0.4228, "page": 0, "Index": 300}, {"Word": "United", "Confidence": 0.996, "X1": 0.11788, "Y1": 0.4082, "X2": 0.16839, "Y2": 0.408, "X3": 0.1671, "Y3": 0.4228, "X4": 0.11788, "Y4": 0.4228, "page": 0, "Index": 301}, {"Word": "States", "Confidence": 0.996, "X1": 0.17098, "Y1": 0.4082, "X2": 0.21762, "Y2": 0.408, "X3": 0.21762, "Y3": 0.4228, "X4": 0.17098, "Y4": 0.4218, "page": 0, "Index": 302}, {"Word": "Constitution.", "Confidence": 0.972, "X1": 0.2215, "Y1": 0.4092, "X2": 0.31995, "Y2": 0.409, "X3": 0.31995, "Y3": 0.4238, "X4": 0.22021, "Y4": 0.4228, "page": 0, "Index": 303}, {"Word": "agencies.", "Confidence": 0.955, "X1": 0.38601, "Y1": 0.4102, "X2": 0.45725, "Y2": 0.41, "X3": 0.45596, "Y3": 0.4228, "X4": 0.38472, "Y4": 0.4238, "page": 0, "Index": 304}, {"Word": "\"The", "Confidence": 0.992, "X1": 0.40285, "Y1": 0.4242, "X2": 0.43782, "Y2": 0.424, "X3": 0.43782, "Y3": 0.4378, "X4": 0.40285, "Y4": 0.4368, "page": 0, "Index": 305}, {"Word": "sam-", "Confidence": 0.97, "X1": 0.59715, "Y1": 0.4252, "X2": 0.6386, "Y2": 0.425, "X3": 0.6386, "Y3": 0.4378, "X4": 0.59585, "Y4": 0.4388, "page": 0, "Index": 306}, {"Word": "Apparently.", "Confidence": 0.883, "X1": 0.71762, "Y1": 0.4242, "X2": 0.80311, "Y2": 0.424, "X3": 0.80181, "Y3": 0.4378, "X4": 0.71632, "Y4": 0.4398, "page": 0, "Index": 307}, {"Word": "a", "Confidence": 0.995, "X1": 0.80699, "Y1": 0.4242, "X2": 0.81736, "Y2": 0.424, "X3": 0.81606, "Y3": 0.4378, "X4": 0.8057, "Y4": 0.4378, "page": 0, "Index": 308}, {"Word": "similar", "Confidence": 0.964, "X1": 0.82124, "Y1": 0.4242, "X2": 0.87047, "Y2": 0.424, "X3": 0.87047, "Y3": 0.4378, "X4": 0.81995, "Y4": 0.4378, "page": 0, "Index": 309}, {"Word": "attitude", "Confidence": 0.993, "X1": 0.87435, "Y1": 0.4252, "X2": 0.92746, "Y2": 0.425, "X3": 0.92617, "Y3": 0.4378, "X4": 0.87435, "Y4": 0.4378, "page": 0, "Index": 310}, {"Word": "Discriminating", "Confidence": 0.892, "X1": 0.15285, "Y1": 0.4332, "X2": 0.26554, "Y2": 0.433, "X3": 0.26425, "Y3": 0.4468, "X4": 0.15155, "Y4": 0.4468, "page": 0, "Index": 311}, {"Word": "purpose", "Confidence": 0.996, "X1": 0.44041, "Y1": 0.4242, "X2": 0.50389, "Y2": 0.424, "X3": 0.50389, "Y3": 0.4388, "X4": 0.44041, "Y4": 0.4378, "page": 0, "Index": 312}, {"Word": "of", "Confidence": 0.998, "X1": 0.50777, "Y1": 0.4242, "X2": 0.52332, "Y2": 0.424, "X3": 0.52332, "Y3": 0.4388, "X4": 0.50777, "Y4": 0.4388, "page": 0, "Index": 313}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.5272, "Y1": 0.4252, "X2": 0.59326, "Y2": 0.425, "X3": 0.59326, "Y3": 0.4388, "X4": 0.52591, "Y4": 0.4388, "page": 0, "Index": 314}, {"Word": "was", "Confidence": 0.998, "X1": 0.93135, "Y1": 0.4252, "X2": 0.95855, "Y2": 0.425, "X3": 0.95725, "Y3": 0.4388, "X4": 0.93005, "Y4": 0.4378, "page": 0, "Index": 315}, {"Word": "pling", "Confidence": 0.994, "X1": 0.38342, "Y1": 0.4412, "X2": 0.42098, "Y2": 0.441, "X3": 0.41969, "Y3": 0.4558, "X4": 0.38342, "Y4": 0.4558, "page": 0, "Index": 316}, {"Word": "is", "Confidence": 0.998, "X1": 0.42358, "Y1": 0.4412, "X2": 0.43523, "Y2": 0.441, "X3": 0.43394, "Y3": 0.4558, "X4": 0.42358, "Y4": 0.4558, "page": 0, "Index": 317}, {"Word": "to", "Confidence": 0.995, "X1": 0.43912, "Y1": 0.4412, "X2": 0.45466, "Y2": 0.441, "X3": 0.45337, "Y3": 0.4548, "X4": 0.43782, "Y4": 0.4548, "page": 0, "Index": 318}, {"Word": "try", "Confidence": 0.998, "X1": 0.45855, "Y1": 0.4412, "X2": 0.47798, "Y2": 0.441, "X3": 0.47798, "Y3": 0.4548, "X4": 0.45725, "Y4": 0.4548, "page": 0, "Index": 319}, {"Word": "to", "Confidence": 0.807, "X1": 0.48187, "Y1": 0.4412, "X2": 0.4987, "Y2": 0.441, "X3": 0.4987, "Y3": 0.4548, "X4": 0.48057, "Y4": 0.4548, "page": 0, "Index": 320}, {"Word": "convert", "Confidence": 0.946, "X1": 0.50259, "Y1": 0.4412, "X2": 0.56088, "Y2": 0.441, "X3": 0.55959, "Y3": 0.4548, "X4": 0.50259, "Y4": 0.4548, "page": 0, "Index": 321}, {"Word": "adult", "Confidence": 0.991, "X1": 0.56477, "Y1": 0.4412, "X2": 0.60233, "Y2": 0.441, "X3": 0.60104, "Y3": 0.4548, "X4": 0.56347, "Y4": 0.4548, "page": 0, "Index": 322}, {"Word": "smok-", "Confidence": 0.659, "X1": 0.60622, "Y1": 0.4412, "X2": 0.65285, "Y2": 0.441, "X3": 0.65285, "Y3": 0.4548, "X4": 0.60492, "Y4": 0.4548, "page": 0, "Index": 323}, {"Word": "present", "Confidence": 0.995, "X1": 0.69819, "Y1": 0.4412, "X2": 0.75648, "Y2": 0.441, "X3": 0.75518, "Y3": 0.4548, "X4": 0.69819, "Y4": 0.4558, "page": 0, "Index": 324}, {"Word": "in", "Confidence": 0.998, "X1": 0.75907, "Y1": 0.4412, "X2": 0.77591, "Y2": 0.441, "X3": 0.77461, "Y3": 0.4548, "X4": 0.75907, "Y4": 0.4548, "page": 0, "Index": 325}, {"Word": "Boston", "Confidence": 0.996, "X1": 0.77979, "Y1": 0.4412, "X2": 0.8329, "Y2": 0.441, "X3": 0.83161, "Y3": 0.4538, "X4": 0.7785, "Y4": 0.4548, "page": 0, "Index": 326}, {"Word": "last", "Confidence": 0.887, "X1": 0.83679, "Y1": 0.4412, "X2": 0.86269, "Y2": 0.441, "X3": 0.86269, "Y3": 0.4538, "X4": 0.83549, "Y4": 0.4538, "page": 0, "Index": 327}, {"Word": "month.", "Confidence": 0.941, "X1": 0.86658, "Y1": 0.4412, "X2": 0.91969, "Y2": 0.441, "X3": 0.91839, "Y3": 0.4538, "X4": 0.86528, "Y4": 0.4538, "page": 0, "Index": 328}, {"Word": "when", "Confidence": 0.99, "X1": 0.92228, "Y1": 0.4412, "X2": 0.95984, "Y2": 0.441, "X3": 0.95984, "Y3": 0.4538, "X4": 0.92228, "Y4": 0.4538, "page": 0, "Index": 329}, {"Word": "Furthermore.", "Confidence": 0.929, "X1": 0.08808, "Y1": 0.4562, "X2": 0.18912, "Y2": 0.456, "X3": 0.18782, "Y3": 0.4698, "X4": 0.08679, "Y4": 0.4708, "page": 0, "Index": 330}, {"Word": "such", "Confidence": 0.988, "X1": 0.19301, "Y1": 0.4562, "X2": 0.22798, "Y2": 0.456, "X3": 0.22668, "Y3": 0.4698, "X4": 0.19041, "Y4": 0.4698, "page": 0, "Index": 331}, {"Word": "bills", "Confidence": 0.795, "X1": 0.23187, "Y1": 0.4562, "X2": 0.26295, "Y2": 0.456, "X3": 0.26166, "Y3": 0.4708, "X4": 0.23057, "Y4": 0.4698, "page": 0, "Index": 332}, {"Word": "unfairly", "Confidence": 0.994, "X1": 0.26684, "Y1": 0.4572, "X2": 0.32642, "Y2": 0.457, "X3": 0.32513, "Y3": 0.4718, "X4": 0.26554, "Y4": 0.4708, "page": 0, "Index": 333}, {"Word": "ers", "Confidence": 0.994, "X1": 0.38342, "Y1": 0.4572, "X2": 0.40544, "Y2": 0.457, "X3": 0.40544, "Y3": 0.4708, "X4": 0.38342, "Y4": 0.4708, "page": 0, "Index": 334}, {"Word": "who", "Confidence": 0.993, "X1": 0.40933, "Y1": 0.4572, "X2": 0.44041, "Y2": 0.457, "X3": 0.44171, "Y3": 0.4708, "X4": 0.40933, "Y4": 0.4708, "page": 0, "Index": 335}, {"Word": "use", "Confidence": 0.998, "X1": 0.4443, "Y1": 0.4572, "X2": 0.4715, "Y2": 0.457, "X3": 0.4715, "Y3": 0.4708, "X4": 0.4443, "Y4": 0.4708, "page": 0, "Index": 336}, {"Word": "competitive", "Confidence": 0.992, "X1": 0.47539, "Y1": 0.4562, "X2": 0.56477, "Y2": 0.456, "X3": 0.56477, "Y3": 0.4708, "X4": 0.47539, "Y4": 0.4708, "page": 0, "Index": 337}, {"Word": "brands", "Confidence": 0.997, "X1": 0.56865, "Y1": 0.4572, "X2": 0.62047, "Y2": 0.457, "X3": 0.62047, "Y3": 0.4708, "X4": 0.56736, "Y4": 0.4708, "page": 0, "Index": 338}, {"Word": "to", "Confidence": 0.997, "X1": 0.62435, "Y1": 0.4572, "X2": 0.64119, "Y2": 0.457, "X3": 0.64119, "Y3": 0.4708, "X4": 0.62306, "Y4": 0.4708, "page": 0, "Index": 339}, {"Word": "an", "Confidence": 0.998, "X1": 0.69948, "Y1": 0.4572, "X2": 0.71762, "Y2": 0.457, "X3": 0.71762, "Y3": 0.4708, "X4": 0.69948, "Y4": 0.4708, "page": 0, "Index": 340}, {"Word": "ordinance", "Confidence": 0.993, "X1": 0.7215, "Y1": 0.4572, "X2": 0.79793, "Y2": 0.457, "X3": 0.79793, "Y3": 0.4698, "X4": 0.7215, "Y4": 0.4708, "page": 0, "Index": 341}, {"Word": "to", "Confidence": 0.998, "X1": 0.80181, "Y1": 0.4572, "X2": 0.81865, "Y2": 0.457, "X3": 0.81736, "Y3": 0.4698, "X4": 0.80052, "Y4": 0.4698, "page": 0, "Index": 342}, {"Word": "ban", "Confidence": 0.998, "X1": 0.82254, "Y1": 0.4572, "X2": 0.85104, "Y2": 0.457, "X3": 0.84974, "Y3": 0.4698, "X4": 0.82124, "Y4": 0.4698, "page": 0, "Index": 343}, {"Word": "the", "Confidence": 0.998, "X1": 0.85363, "Y1": 0.4572, "X2": 0.87824, "Y2": 0.457, "X3": 0.87824, "Y3": 0.4698, "X4": 0.85363, "Y4": 0.4698, "page": 0, "Index": 344}, {"Word": "sampling", "Confidence": 0.996, "X1": 0.88212, "Y1": 0.4572, "X2": 0.94689, "Y2": 0.457, "X3": 0.94689, "Y3": 0.4708, "X4": 0.88083, "Y4": 0.4698, "page": 0, "Index": 345}, {"Word": "of", "Confidence": 0.998, "X1": 0.95078, "Y1": 0.4572, "X2": 0.96891, "Y2": 0.457, "X3": 0.96762, "Y3": 0.4708, "X4": 0.94948, "Y4": 0.4708, "page": 0, "Index": 346}, {"Word": "discriminate", "Confidence": 0.991, "X1": 0.07254, "Y1": 0.4722, "X2": 0.16321, "Y2": 0.472, "X3": 0.16192, "Y3": 0.4868, "X4": 0.07124, "Y4": 0.4868, "page": 0, "Index": 347}, {"Word": "against", "Confidence": 0.995, "X1": 0.1671, "Y1": 0.4722, "X2": 0.22021, "Y2": 0.472, "X3": 0.21891, "Y3": 0.4868, "X4": 0.1658, "Y4": 0.4868, "page": 0, "Index": 348}, {"Word": "a", "Confidence": 0.996, "X1": 0.22409, "Y1": 0.4722, "X2": 0.23446, "Y2": 0.472, "X3": 0.23316, "Y3": 0.4868, "X4": 0.2228, "Y4": 0.4868, "page": 0, "Index": 349}, {"Word": "single", "Confidence": 0.995, "X1": 0.23834, "Y1": 0.4722, "X2": 0.28238, "Y2": 0.472, "X3": 0.28109, "Y3": 0.4868, "X4": 0.23705, "Y4": 0.4868, "page": 0, "Index": 350}, {"Word": "type", "Confidence": 0.991, "X1": 0.28627, "Y1": 0.4722, "X2": 0.31865, "Y2": 0.472, "X3": 0.31865, "Y3": 0.4878, "X4": 0.28497, "Y4": 0.4868, "page": 0, "Index": 351}, {"Word": "of", "Confidence": 0.998, "X1": 0.32254, "Y1": 0.4722, "X2": 0.34197, "Y2": 0.472, "X3": 0.34197, "Y3": 0.4878, "X4": 0.32254, "Y4": 0.4878, "page": 0, "Index": 352}, {"Word": "one", "Confidence": 0.994, "X1": 0.38342, "Y1": 0.4722, "X2": 0.41192, "Y2": 0.472, "X3": 0.41192, "Y3": 0.4858, "X4": 0.38342, "Y4": 0.4858, "page": 0, "Index": 353}, {"Word": "of", "Confidence": 0.998, "X1": 0.4158, "Y1": 0.4722, "X2": 0.43005, "Y2": 0.472, "X3": 0.43005, "Y3": 0.4858, "X4": 0.4158, "Y4": 0.4858, "page": 0, "Index": 354}, {"Word": "our", "Confidence": 0.998, "X1": 0.43394, "Y1": 0.4722, "X2": 0.45984, "Y2": 0.472, "X3": 0.45984, "Y3": 0.4858, "X4": 0.43394, "Y4": 0.4858, "page": 0, "Index": 355}, {"Word": "brands.\"", "Confidence": 0.812, "X1": 0.46373, "Y1": 0.4722, "X2": 0.52979, "Y2": 0.472, "X3": 0.5285, "Y3": 0.4858, "X4": 0.46373, "Y4": 0.4858, "page": 0, "Index": 356}, {"Word": "explains", "Confidence": 0.994, "X1": 0.53368, "Y1": 0.4722, "X2": 0.59456, "Y2": 0.472, "X3": 0.59456, "Y3": 0.4858, "X4": 0.53238, "Y4": 0.4858, "page": 0, "Index": 357}, {"Word": "Nick", "Confidence": 0.987, "X1": 0.59845, "Y1": 0.4712, "X2": 0.63472, "Y2": 0.471, "X3": 0.63342, "Y3": 0.4858, "X4": 0.59715, "Y4": 0.4858, "page": 0, "Index": 358}, {"Word": "tobacco", "Confidence": 0.984, "X1": 0.69819, "Y1": 0.4722, "X2": 0.76036, "Y2": 0.472, "X3": 0.75907, "Y3": 0.4858, "X4": 0.69819, "Y4": 0.4858, "page": 0, "Index": 359}, {"Word": "products", "Confidence": 0.978, "X1": 0.76554, "Y1": 0.4732, "X2": 0.83161, "Y2": 0.473, "X3": 0.83161, "Y3": 0.4858, "X4": 0.76425, "Y4": 0.4858, "page": 0, "Index": 360}, {"Word": "failed", "Confidence": 0.995, "X1": 0.83549, "Y1": 0.4722, "X2": 0.87565, "Y2": 0.472, "X3": 0.87565, "Y3": 0.4858, "X4": 0.83549, "Y4": 0.4858, "page": 0, "Index": 361}, {"Word": "to", "Confidence": 0.997, "X1": 0.87953, "Y1": 0.4722, "X2": 0.89378, "Y2": 0.472, "X3": 0.89378, "Y3": 0.4858, "X4": 0.87953, "Y4": 0.4858, "page": 0, "Index": 362}, {"Word": "pass", "Confidence": 0.988, "X1": 0.89767, "Y1": 0.4722, "X2": 0.93135, "Y2": 0.472, "X3": 0.93135, "Y3": 0.4858, "X4": 0.89767, "Y4": 0.4858, "page": 0, "Index": 363}, {"Word": "in", "Confidence": 0.998, "X1": 0.93523, "Y1": 0.4722, "X2": 0.94689, "Y2": 0.472, "X3": 0.94689, "Y3": 0.4858, "X4": 0.93394, "Y4": 0.4858, "page": 0, "Index": 364}, {"Word": "a", "Confidence": 0.998, "X1": 0.95078, "Y1": 0.4722, "X2": 0.96114, "Y2": 0.472, "X3": 0.96114, "Y3": 0.4868, "X4": 0.95078, "Y4": 0.4858, "page": 0, "Index": 365}, {"Word": "lawful", "Confidence": 0.914, "X1": 0.06995, "Y1": 0.4882, "X2": 0.11399, "Y2": 0.488, "X3": 0.11399, "Y3": 0.5028, "X4": 0.06995, "Y4": 0.5028, "page": 0, "Index": 366}, {"Word": "product.", "Confidence": 0.967, "X1": 0.11788, "Y1": 0.4882, "X2": 0.18005, "Y2": 0.488, "X3": 0.18005, "Y3": 0.5028, "X4": 0.11788, "Y4": 0.5028, "page": 0, "Index": 367}, {"Word": "Sampling", "Confidence": 0.993, "X1": 0.18394, "Y1": 0.4882, "X2": 0.25777, "Y2": 0.488, "X3": 0.25777, "Y3": 0.5028, "X4": 0.18394, "Y4": 0.5028, "page": 0, "Index": 368}, {"Word": "is", "Confidence": 0.998, "X1": 0.26166, "Y1": 0.4882, "X2": 0.27332, "Y2": 0.488, "X3": 0.27332, "Y3": 0.5028, "X4": 0.26166, "Y4": 0.5028, "page": 0, "Index": 369}, {"Word": "com.", "Confidence": 0.443, "X1": 0.2772, "Y1": 0.4882, "X2": 0.31995, "Y2": 0.488, "X3": 0.31995, "Y3": 0.5028, "X4": 0.2772, "Y4": 0.5028, "page": 0, "Index": 370}, {"Word": "Glover.", "Confidence": 0.794, "X1": 0.38472, "Y1": 0.4872, "X2": 0.43523, "Y2": 0.487, "X3": 0.43394, "Y3": 0.5018, "X4": 0.38472, "Y4": 0.5018, "page": 0, "Index": 371}, {"Word": "group", "Confidence": 0.997, "X1": 0.43782, "Y1": 0.4872, "X2": 0.48446, "Y2": 0.487, "X3": 0.48446, "Y3": 0.5018, "X4": 0.43782, "Y4": 0.5018, "page": 0, "Index": 372}, {"Word": "director", "Confidence": 0.995, "X1": 0.48834, "Y1": 0.4872, "X2": 0.54922, "Y2": 0.487, "X3": 0.54793, "Y3": 0.5018, "X4": 0.48834, "Y4": 0.5018, "page": 0, "Index": 373}, {"Word": "of", "Confidence": 0.998, "X1": 0.55311, "Y1": 0.4872, "X2": 0.56865, "Y2": 0.487, "X3": 0.56736, "Y3": 0.5018, "X4": 0.55181, "Y4": 0.5018, "page": 0, "Index": 374}, {"Word": "brand", "Confidence": 0.997, "X1": 0.57254, "Y1": 0.4872, "X2": 0.61917, "Y2": 0.487, "X3": 0.61658, "Y3": 0.5018, "X4": 0.57124, "Y4": 0.5018, "page": 0, "Index": 375}, {"Word": "tie", "Confidence": 0.998, "X1": 0.69948, "Y1": 0.4882, "X2": 0.71762, "Y2": 0.488, "X3": 0.71762, "Y3": 0.5018, "X4": 0.69819, "Y4": 0.5018, "page": 0, "Index": 376}, {"Word": "vote", "Confidence": 0.959, "X1": 0.7215, "Y1": 0.4882, "X2": 0.75259, "Y2": 0.488, "X3": 0.75259, "Y3": 0.5028, "X4": 0.7215, "Y4": 0.5018, "page": 0, "Index": 377}, {"Word": "by", "Confidence": 0.998, "X1": 0.75648, "Y1": 0.4882, "X2": 0.77591, "Y2": 0.488, "X3": 0.77461, "Y3": 0.5028, "X4": 0.75648, "Y4": 0.5028, "page": 0, "Index": 378}, {"Word": "the", "Confidence": 0.998, "X1": 0.77979, "Y1": 0.4882, "X2": 0.8044, "Y2": 0.488, "X3": 0.8044, "Y3": 0.5028, "X4": 0.7785, "Y4": 0.5028, "page": 0, "Index": 379}, {"Word": "city", "Confidence": 0.992, "X1": 0.80829, "Y1": 0.4892, "X2": 0.8342, "Y2": 0.489, "X3": 0.8342, "Y3": 0.5028, "X4": 0.80829, "Y4": 0.5028, "page": 0, "Index": 380}, {"Word": "council.", "Confidence": 0.936, "X1": 0.83808, "Y1": 0.4892, "X2": 0.90155, "Y2": 0.489, "X3": 0.90155, "Y3": 0.5028, "X4": 0.83808, "Y4": 0.5028, "page": 0, "Index": 381}, {"Word": "among", "Confidence": 0.997, "X1": 0.1114, "Y1": 0.5042, "X2": 0.16451, "Y2": 0.504, "X3": 0.16451, "Y3": 0.5178, "X4": 0.1114, "Y4": 0.5188, "page": 0, "Index": 382}, {"Word": "not", "Confidence": 0.998, "X1": 0.56865, "Y1": 0.5042, "X2": 0.59326, "Y2": 0.504, "X3": 0.59326, "Y3": 0.5178, "X4": 0.56736, "Y4": 0.5188, "page": 0, "Index": 383}, {"Word": "used", "Confidence": 0.988, "X1": 0.59715, "Y1": 0.5042, "X2": 0.63472, "Y2": 0.504, "X3": 0.63342, "Y3": 0.5178, "X4": 0.59715, "Y4": 0.5178, "page": 0, "Index": 384}, {"Word": "to", "Confidence": 0.998, "X1": 0.63731, "Y1": 0.5042, "X2": 0.65544, "Y2": 0.504, "X3": 0.65544, "Y3": 0.5178, "X4": 0.63731, "Y4": 0.5178, "page": 0, "Index": 385}, {"Word": "At", "Confidence": 0.97, "X1": 0.71632, "Y1": 0.5042, "X2": 0.73446, "Y2": 0.504, "X3": 0.73446, "Y3": 0.5178, "X4": 0.71632, "Y4": 0.5188, "page": 0, "Index": 386}, {"Word": "present.", "Confidence": 0.941, "X1": 0.73834, "Y1": 0.5042, "X2": 0.79793, "Y2": 0.504, "X3": 0.79793, "Y3": 0.5178, "X4": 0.73705, "Y4": 0.5178, "page": 0, "Index": 387}, {"Word": "only", "Confidence": 0.983, "X1": 0.80181, "Y1": 0.5042, "X2": 0.83549, "Y2": 0.504, "X3": 0.8342, "Y3": 0.5178, "X4": 0.80181, "Y4": 0.5178, "page": 0, "Index": 388}, {"Word": "three", "Confidence": 0.994, "X1": 0.83808, "Y1": 0.5042, "X2": 0.87694, "Y2": 0.504, "X3": 0.87694, "Y3": 0.5178, "X4": 0.83808, "Y4": 0.5178, "page": 0, "Index": 389}, {"Word": "cities", "Confidence": 0.994, "X1": 0.87953, "Y1": 0.5042, "X2": 0.91839, "Y2": 0.504, "X3": 0.91839, "Y3": 0.5178, "X4": 0.87953, "Y4": 0.5178, "page": 0, "Index": 390}, {"Word": "have", "Confidence": 0.989, "X1": 0.92098, "Y1": 0.5042, "X2": 0.95596, "Y2": 0.504, "X3": 0.95596, "Y3": 0.5178, "X4": 0.92098, "Y4": 0.5178, "page": 0, "Index": 391}, {"Word": "mon", "Confidence": 0.996, "X1": 0.07124, "Y1": 0.5052, "X2": 0.10751, "Y2": 0.505, "X3": 0.10751, "Y3": 0.5188, "X4": 0.07254, "Y4": 0.5188, "page": 0, "Index": 392}, {"Word": "manufacturers", "Confidence": 0.97, "X1": 0.16839, "Y1": 0.5042, "X2": 0.2785, "Y2": 0.504, "X3": 0.2785, "Y3": 0.5188, "X4": 0.16839, "Y4": 0.5178, "page": 0, "Index": 393}, {"Word": "of", "Confidence": 0.998, "X1": 0.28238, "Y1": 0.5052, "X2": 0.29793, "Y2": 0.505, "X3": 0.29793, "Y3": 0.5188, "X4": 0.28238, "Y4": 0.5188, "page": 0, "Index": 394}, {"Word": "soap.", "Confidence": 0.879, "X1": 0.30052, "Y1": 0.5052, "X2": 0.34197, "Y2": 0.505, "X3": 0.34197, "Y3": 0.5188, "X4": 0.30052, "Y4": 0.5188, "page": 0, "Index": 395}, {"Word": "marketing.", "Confidence": 0.981, "X1": 0.38212, "Y1": 0.5032, "X2": 0.46244, "Y2": 0.503, "X3": 0.46244, "Y3": 0.5188, "X4": 0.38342, "Y4": 0.5188, "page": 0, "Index": 396}, {"Word": "\"Sampling", "Confidence": 0.991, "X1": 0.46632, "Y1": 0.5032, "X2": 0.54793, "Y2": 0.503, "X3": 0.54793, "Y3": 0.5188, "X4": 0.46632, "Y4": 0.5188, "page": 0, "Index": 397}, {"Word": "is", "Confidence": 0.998, "X1": 0.55181, "Y1": 0.5032, "X2": 0.56477, "Y2": 0.503, "X3": 0.56477, "Y3": 0.5188, "X4": 0.55181, "Y4": 0.5188, "page": 0, "Index": 398}, {"Word": "cosmetics,", "Confidence": 0.955, "X1": 0.07124, "Y1": 0.5202, "X2": 0.15026, "Y2": 0.52, "X3": 0.15026, "Y3": 0.5338, "X4": 0.07124, "Y4": 0.5348, "page": 0, "Index": 399}, {"Word": "toiletries,", "Confidence": 0.955, "X1": 0.15415, "Y1": 0.5202, "X2": 0.22021, "Y2": 0.52, "X3": 0.22021, "Y3": 0.5338, "X4": 0.15415, "Y4": 0.5338, "page": 0, "Index": 400}, {"Word": "food", "Confidence": 0.988, "X1": 0.22409, "Y1": 0.5202, "X2": 0.25907, "Y2": 0.52, "X3": 0.25907, "Y3": 0.5338, "X4": 0.22409, "Y4": 0.5338, "page": 0, "Index": 401}, {"Word": "and", "Confidence": 0.998, "X1": 0.26295, "Y1": 0.5202, "X2": 0.29404, "Y2": 0.52, "X3": 0.29404, "Y3": 0.5338, "X4": 0.26295, "Y4": 0.5338, "page": 0, "Index": 402}, {"Word": "other", "Confidence": 0.998, "X1": 0.29793, "Y1": 0.5202, "X2": 0.34067, "Y2": 0.52, "X3": 0.34067, "Y3": 0.5348, "X4": 0.29663, "Y4": 0.5338, "page": 0, "Index": 403}, {"Word": "induce", "Confidence": 0.995, "X1": 0.38472, "Y1": 0.5202, "X2": 0.43264, "Y2": 0.52, "X3": 0.43264, "Y3": 0.5338, "X4": 0.38472, "Y4": 0.5338, "page": 0, "Index": 404}, {"Word": "non-smokers", "Confidence": 0.806, "X1": 0.43653, "Y1": 0.5202, "X2": 0.53627, "Y2": 0.52, "X3": 0.53497, "Y3": 0.5338, "X4": 0.43653, "Y4": 0.5338, "page": 0, "Index": 405}, {"Word": "or", "Confidence": 0.998, "X1": 0.54016, "Y1": 0.5202, "X2": 0.55699, "Y2": 0.52, "X3": 0.5557, "Y3": 0.5338, "X4": 0.53886, "Y4": 0.5338, "page": 0, "Index": 406}, {"Word": "non-adult", "Confidence": 0.941, "X1": 0.56088, "Y1": 0.5192, "X2": 0.63731, "Y2": 0.519, "X3": 0.63472, "Y3": 0.5338, "X4": 0.55959, "Y4": 0.5338, "page": 0, "Index": 407}, {"Word": "ordinances", "Confidence": 0.991, "X1": 0.70207, "Y1": 0.5202, "X2": 0.78238, "Y2": 0.52, "X3": 0.78238, "Y3": 0.5338, "X4": 0.70207, "Y4": 0.5338, "page": 0, "Index": 408}, {"Word": "banning", "Confidence": 0.997, "X1": 0.78627, "Y1": 0.5202, "X2": 0.84974, "Y2": 0.52, "X3": 0.84845, "Y3": 0.5338, "X4": 0.78627, "Y4": 0.5338, "page": 0, "Index": 409}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.85233, "Y1": 0.5202, "X2": 0.9158, "Y2": 0.52, "X3": 0.9158, "Y3": 0.5338, "X4": 0.85233, "Y4": 0.5338, "page": 0, "Index": 410}, {"Word": "sam-", "Confidence": 0.971, "X1": 0.91969, "Y1": 0.5202, "X2": 0.95596, "Y2": 0.52, "X3": 0.95466, "Y3": 0.5338, "X4": 0.91969, "Y4": 0.5338, "page": 0, "Index": 411}, {"Word": "smokers.\"", "Confidence": 0.899, "X1": 0.38472, "Y1": 0.5352, "X2": 0.46114, "Y2": 0.535, "X3": 0.45984, "Y3": 0.5468, "X4": 0.38472, "Y4": 0.5498, "page": 0, "Index": 412}, {"Word": "consumer", "Confidence": 0.994, "X1": 0.07124, "Y1": 0.5362, "X2": 0.14767, "Y2": 0.536, "X3": 0.14767, "Y3": 0.5498, "X4": 0.07124, "Y4": 0.5508, "page": 0, "Index": 413}, {"Word": "products.", "Confidence": 0.967, "X1": 0.15155, "Y1": 0.5352, "X2": 0.2215, "Y2": 0.535, "X3": 0.2215, "Y3": 0.5498, "X4": 0.15026, "Y4": 0.5498, "page": 0, "Index": 414}, {"Word": "A", "Confidence": 0.994, "X1": 0.22539, "Y1": 0.5352, "X2": 0.23575, "Y2": 0.535, "X3": 0.23575, "Y3": 0.5498, "X4": 0.22539, "Y4": 0.5498, "page": 0, "Index": 415}, {"Word": "ban", "Confidence": 0.998, "X1": 0.24093, "Y1": 0.5362, "X2": 0.27073, "Y2": 0.536, "X3": 0.27073, "Y3": 0.5498, "X4": 0.24093, "Y4": 0.5498, "page": 0, "Index": 416}, {"Word": "extended", "Confidence": 0.995, "X1": 0.27461, "Y1": 0.5362, "X2": 0.34585, "Y2": 0.536, "X3": 0.34585, "Y3": 0.5508, "X4": 0.27461, "Y4": 0.5498, "page": 0, "Index": 417}, {"Word": "pling:", "Confidence": 0.944, "X1": 0.69819, "Y1": 0.5352, "X2": 0.74093, "Y2": 0.535, "X3": 0.73964, "Y3": 0.5498, "X4": 0.69819, "Y4": 0.5508, "page": 0, "Index": 418}, {"Word": "Minneapolis.", "Confidence": 0.901, "X1": 0.74482, "Y1": 0.5352, "X2": 0.83938, "Y2": 0.535, "X3": 0.83938, "Y3": 0.5498, "X4": 0.74352, "Y4": 0.5498, "page": 0, "Index": 419}, {"Word": "St.", "Confidence": 0.998, "X1": 0.84326, "Y1": 0.5352, "X2": 0.86399, "Y2": 0.535, "X3": 0.86269, "Y3": 0.5498, "X4": 0.84326, "Y4": 0.5498, "page": 0, "Index": 420}, {"Word": "Paul", "Confidence": 0.982, "X1": 0.86788, "Y1": 0.5352, "X2": 0.90026, "Y2": 0.535, "X3": 0.89896, "Y3": 0.5498, "X4": 0.86658, "Y4": 0.5498, "page": 0, "Index": 421}, {"Word": "and", "Confidence": 0.998, "X1": 0.90415, "Y1": 0.5352, "X2": 0.93264, "Y2": 0.535, "X3": 0.93135, "Y3": 0.5498, "X4": 0.90285, "Y4": 0.5498, "page": 0, "Index": 422}, {"Word": "only", "Confidence": 0.991, "X1": 0.07124, "Y1": 0.5512, "X2": 0.10233, "Y2": 0.551, "X3": 0.10233, "Y3": 0.5658, "X4": 0.07254, "Y4": 0.5658, "page": 0, "Index": 423}, {"Word": "to", "Confidence": 0.998, "X1": 0.10622, "Y1": 0.5512, "X2": 0.12047, "Y2": 0.551, "X3": 0.12176, "Y3": 0.5658, "X4": 0.10622, "Y4": 0.5658, "page": 0, "Index": 424}, {"Word": "tobacco", "Confidence": 0.849, "X1": 0.12435, "Y1": 0.5512, "X2": 0.18523, "Y2": 0.551, "X3": 0.18523, "Y3": 0.5658, "X4": 0.12565, "Y4": 0.5658, "page": 0, "Index": 425}, {"Word": "products", "Confidence": 0.959, "X1": 0.18912, "Y1": 0.5512, "X2": 0.25648, "Y2": 0.551, "X3": 0.25648, "Y3": 0.5658, "X4": 0.18912, "Y4": 0.5658, "page": 0, "Index": 426}, {"Word": "violates", "Confidence": 0.994, "X1": 0.26036, "Y1": 0.5522, "X2": 0.31995, "Y2": 0.552, "X3": 0.31995, "Y3": 0.5658, "X4": 0.26036, "Y4": 0.5658, "page": 0, "Index": 427}, {"Word": "Glover", "Confidence": 0.996, "X1": 0.40285, "Y1": 0.5512, "X2": 0.45078, "Y2": 0.551, "X3": 0.44948, "Y3": 0.5658, "X4": 0.40285, "Y4": 0.5658, "page": 0, "Index": 428}, {"Word": "continues.", "Confidence": 0.797, "X1": 0.45466, "Y1": 0.5502, "X2": 0.53368, "Y2": 0.55, "X3": 0.53238, "Y3": 0.5648, "X4": 0.45337, "Y4": 0.5658, "page": 0, "Index": 429}, {"Word": "\"Our", "Confidence": 0.981, "X1": 0.53756, "Y1": 0.5502, "X2": 0.57642, "Y2": 0.55, "X3": 0.57513, "Y3": 0.5648, "X4": 0.53627, "Y4": 0.5648, "page": 0, "Index": 430}, {"Word": "contracts", "Confidence": 0.962, "X1": 0.58031, "Y1": 0.5502, "X2": 0.65155, "Y2": 0.55, "X3": 0.65155, "Y3": 0.5648, "X4": 0.57902, "Y4": 0.5648, "page": 0, "Index": 431}, {"Word": "Albert", "Confidence": 0.858, "X1": 0.69948, "Y1": 0.5512, "X2": 0.74352, "Y2": 0.551, "X3": 0.74352, "Y3": 0.5658, "X4": 0.69819, "Y4": 0.5648, "page": 0, "Index": 432}, {"Word": "Lea.", "Confidence": 0.839, "X1": 0.74741, "Y1": 0.5512, "X2": 0.77979, "Y2": 0.551, "X3": 0.77979, "Y3": 0.5658, "X4": 0.74741, "Y4": 0.5658, "page": 0, "Index": 433}, {"Word": "Minn.", "Confidence": 0.944, "X1": 0.78368, "Y1": 0.5512, "X2": 0.82642, "Y2": 0.551, "X3": 0.82513, "Y3": 0.5658, "X4": 0.78368, "Y4": 0.5658, "page": 0, "Index": 434}, {"Word": "Last", "Confidence": 0.986, "X1": 0.83031, "Y1": 0.5512, "X2": 0.86269, "Y2": 0.551, "X3": 0.8614, "Y3": 0.5658, "X4": 0.82902, "Y4": 0.5658, "page": 0, "Index": 435}, {"Word": "year.", "Confidence": 0.963, "X1": 0.86658, "Y1": 0.5512, "X2": 0.90026, "Y2": 0.551, "X3": 0.90026, "Y3": 0.5658, "X4": 0.86528, "Y4": 0.5658, "page": 0, "Index": 436}, {"Word": "however.", "Confidence": 0.928, "X1": 0.90415, "Y1": 0.5512, "X2": 0.96891, "Y2": 0.551, "X3": 0.96762, "Y3": 0.5648, "X4": 0.90415, "Y4": 0.5658, "page": 0, "Index": 437}, {"Word": "the", "Confidence": 0.993, "X1": 0.07124, "Y1": 0.5672, "X2": 0.09456, "Y2": 0.567, "X3": 0.09456, "Y3": 0.5808, "X4": 0.07124, "Y4": 0.5818, "page": 0, "Index": 438}, {"Word": "Fourteenth", "Confidence": 0.994, "X1": 0.09845, "Y1": 0.5672, "X2": 0.18135, "Y2": 0.567, "X3": 0.18135, "Y3": 0.5808, "X4": 0.09845, "Y4": 0.5808, "page": 0, "Index": 439}, {"Word": "Amendment", "Confidence": 0.995, "X1": 0.18523, "Y1": 0.5682, "X2": 0.28109, "Y2": 0.568, "X3": 0.28109, "Y3": 0.5818, "X4": 0.18523, "Y4": 0.5808, "page": 0, "Index": 440}, {"Word": "to", "Confidence": 0.998, "X1": 0.28497, "Y1": 0.5682, "X2": 0.29922, "Y2": 0.568, "X3": 0.29922, "Y3": 0.5818, "X4": 0.28497, "Y4": 0.5818, "page": 0, "Index": 441}, {"Word": "the", "Confidence": 0.998, "X1": 0.30311, "Y1": 0.5682, "X2": 0.33031, "Y2": 0.568, "X3": 0.33031, "Y3": 0.5818, "X4": 0.30311, "Y4": 0.5818, "page": 0, "Index": 442}, {"Word": "with", "Confidence": 1, "X1": 0.38731, "Y1": 0.5672, "X2": 0.4158, "Y2": 0.567, "X3": 0.4158, "Y3": 0.5818, "X4": 0.38731, "Y4": 0.5818, "page": 0, "Index": 443}, {"Word": "companies", "Confidence": 1, "X1": 0.41839, "Y1": 0.5672, "X2": 0.50259, "Y2": 0.567, "X3": 0.5013, "Y3": 0.5808, "X4": 0.41839, "Y4": 0.5818, "page": 0, "Index": 444}, {"Word": "who", "Confidence": 1, "X1": 0.50518, "Y1": 0.5672, "X2": 0.53886, "Y2": 0.567, "X3": 0.53756, "Y3": 0.5808, "X4": 0.50518, "Y4": 0.5808, "page": 0, "Index": 445}, {"Word": "do", "Confidence": 1, "X1": 0.54275, "Y1": 0.5672, "X2": 0.56347, "Y2": 0.567, "X3": 0.56218, "Y3": 0.5808, "X4": 0.54145, "Y4": 0.5808, "page": 0, "Index": 446}, {"Word": "our", "Confidence": 1, "X1": 0.56736, "Y1": 0.5672, "X2": 0.59326, "Y2": 0.567, "X3": 0.59326, "Y3": 0.5808, "X4": 0.56606, "Y4": 0.5808, "page": 0, "Index": 447}, {"Word": "on-the-", "Confidence": 0.811, "X1": 0.59715, "Y1": 0.5662, "X2": 0.65155, "Y2": 0.566, "X3": 0.65026, "Y3": 0.5808, "X4": 0.59715, "Y4": 0.5808, "page": 0, "Index": 448}, {"Word": "there", "Confidence": 0.997, "X1": 0.69948, "Y1": 0.5672, "X2": 0.73834, "Y2": 0.567, "X3": 0.73705, "Y3": 0.5808, "X4": 0.69819, "Y4": 0.5808, "page": 0, "Index": 449}, {"Word": "were", "Confidence": 0.982, "X1": 0.74093, "Y1": 0.5672, "X2": 0.7772, "Y2": 0.567, "X3": 0.7772, "Y3": 0.5808, "X4": 0.74093, "Y4": 0.5808, "page": 0, "Index": 450}, {"Word": "attempts", "Confidence": 0.99, "X1": 0.78109, "Y1": 0.5672, "X2": 0.84715, "Y2": 0.567, "X3": 0.84715, "Y3": 0.5808, "X4": 0.78109, "Y4": 0.5808, "page": 0, "Index": 451}, {"Word": "to", "Confidence": 0.997, "X1": 0.85104, "Y1": 0.5672, "X2": 0.86658, "Y2": 0.567, "X3": 0.86658, "Y3": 0.5808, "X4": 0.85104, "Y4": 0.5808, "page": 0, "Index": 452}, {"Word": "enact", "Confidence": 0.997, "X1": 0.87047, "Y1": 0.5672, "X2": 0.91192, "Y2": 0.567, "X3": 0.91192, "Y3": 0.5808, "X4": 0.87047, "Y4": 0.5808, "page": 0, "Index": 453}, {"Word": "bans", "Confidence": 0.988, "X1": 0.91451, "Y1": 0.5672, "X2": 0.94948, "Y2": 0.567, "X3": 0.94948, "Y3": 0.5808, "X4": 0.91451, "Y4": 0.5808, "page": 0, "Index": 454}, {"Word": "in", "Confidence": 0.998, "X1": 0.95337, "Y1": 0.5672, "X2": 0.96762, "Y2": 0.567, "X3": 0.96762, "Y3": 0.5808, "X4": 0.95337, "Y4": 0.5808, "page": 0, "Index": 455}, {"Word": "U.S.", "Confidence": 0.982, "X1": 0.07124, "Y1": 0.5822, "X2": 0.10104, "Y2": 0.582, "X3": 0.10104, "Y3": 0.5968, "X4": 0.07124, "Y4": 0.5968, "page": 0, "Index": 456}, {"Word": "Constitution.", "Confidence": 0.77, "X1": 0.10492, "Y1": 0.5832, "X2": 0.19948, "Y2": 0.583, "X3": 0.19948, "Y3": 0.5968, "X4": 0.10492, "Y4": 0.5968, "page": 0, "Index": 457}, {"Word": "which", "Confidence": 0.998, "X1": 0.20337, "Y1": 0.5832, "X2": 0.2487, "Y2": 0.583, "X3": 0.2487, "Y3": 0.5978, "X4": 0.20337, "Y4": 0.5968, "page": 0, "Index": 458}, {"Word": "street", "Confidence": 0.995, "X1": 0.38601, "Y1": 0.5832, "X2": 0.42487, "Y2": 0.583, "X3": 0.42617, "Y3": 0.5968, "X4": 0.38601, "Y4": 0.5978, "page": 0, "Index": 459}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.42876, "Y1": 0.5832, "X2": 0.4987, "Y2": 0.583, "X3": 0.4987, "Y3": 0.5968, "X4": 0.43005, "Y4": 0.5968, "page": 0, "Index": 460}, {"Word": "state", "Confidence": 0.849, "X1": 0.50259, "Y1": 0.5822, "X2": 0.53886, "Y2": 0.582, "X3": 0.53886, "Y3": 0.5968, "X4": 0.50259, "Y4": 0.5968, "page": 0, "Index": 461}, {"Word": "that", "Confidence": 0.987, "X1": 0.54275, "Y1": 0.5822, "X2": 0.57254, "Y2": 0.582, "X3": 0.57254, "Y3": 0.5968, "X4": 0.54275, "Y4": 0.5968, "page": 0, "Index": 462}, {"Word": "samples", "Confidence": 0.928, "X1": 0.57642, "Y1": 0.5822, "X2": 0.64249, "Y2": 0.582, "X3": 0.64119, "Y3": 0.5968, "X4": 0.57642, "Y4": 0.5968, "page": 0, "Index": 463}, {"Word": "several", "Confidence": 0.814, "X1": 0.69819, "Y1": 0.5832, "X2": 0.7513, "Y2": 0.583, "X3": 0.75, "Y3": 0.5968, "X4": 0.69819, "Y4": 0.5978, "page": 0, "Index": 464}, {"Word": "other", "Confidence": 0.997, "X1": 0.75389, "Y1": 0.5832, "X2": 0.79534, "Y2": 0.583, "X3": 0.79534, "Y3": 0.5968, "X4": 0.75389, "Y4": 0.5968, "page": 0, "Index": 465}, {"Word": "major", "Confidence": 0.996, "X1": 0.79922, "Y1": 0.5832, "X2": 0.84456, "Y2": 0.583, "X3": 0.84456, "Y3": 0.5968, "X4": 0.79922, "Y4": 0.5968, "page": 0, "Index": 466}, {"Word": "market", "Confidence": 0.991, "X1": 0.84845, "Y1": 0.5832, "X2": 0.89896, "Y2": 0.583, "X3": 0.89896, "Y3": 0.5968, "X4": 0.84715, "Y4": 0.5968, "page": 0, "Index": 467}, {"Word": "cities.", "Confidence": 0.981, "X1": 0.90285, "Y1": 0.5832, "X2": 0.9456, "Y2": 0.583, "X3": 0.9456, "Y3": 0.5978, "X4": 0.90285, "Y4": 0.5968, "page": 0, "Index": 468}, {"Word": "guarantees", "Confidence": 0.992, "X1": 0.25259, "Y1": 0.5842, "X2": 0.33938, "Y2": 0.584, "X3": 0.33938, "Y3": 0.5988, "X4": 0.25259, "Y4": 0.5978, "page": 0, "Index": 469}, {"Word": "equal", "Confidence": 0.994, "X1": 0.07254, "Y1": 0.5992, "X2": 0.11269, "Y2": 0.599, "X3": 0.11269, "Y3": 0.6138, "X4": 0.07254, "Y4": 0.6138, "page": 0, "Index": 470}, {"Word": "protection.", "Confidence": 0.944, "X1": 0.11658, "Y1": 0.6002, "X2": 0.19948, "Y2": 0.6, "X3": 0.19819, "Y3": 0.6138, "X4": 0.11528, "Y4": 0.6138, "page": 0, "Index": 471}, {"Word": "are", "Confidence": 0.994, "X1": 0.38472, "Y1": 0.5992, "X2": 0.40674, "Y2": 0.599, "X3": 0.40803, "Y3": 0.6138, "X4": 0.38601, "Y4": 0.6138, "page": 0, "Index": 472}, {"Word": "to", "Confidence": 0.944, "X1": 0.41062, "Y1": 0.5992, "X2": 0.42746, "Y2": 0.599, "X3": 0.42746, "Y3": 0.6128, "X4": 0.41192, "Y4": 0.6138, "page": 0, "Index": 473}, {"Word": "be", "Confidence": 0.998, "X1": 0.43135, "Y1": 0.5992, "X2": 0.44948, "Y2": 0.599, "X3": 0.44948, "Y3": 0.6128, "X4": 0.43135, "Y4": 0.6128, "page": 0, "Index": 474}, {"Word": "distributed", "Confidence": 0.992, "X1": 0.45337, "Y1": 0.5982, "X2": 0.53497, "Y2": 0.598, "X3": 0.53497, "Y3": 0.6128, "X4": 0.45337, "Y4": 0.6128, "page": 0, "Index": 475}, {"Word": "only", "Confidence": 0.987, "X1": 0.53886, "Y1": 0.5982, "X2": 0.57124, "Y2": 0.598, "X3": 0.57124, "Y3": 0.6128, "X4": 0.53886, "Y4": 0.6128, "page": 0, "Index": 476}, {"Word": "to", "Confidence": 0.998, "X1": 0.57513, "Y1": 0.5982, "X2": 0.59067, "Y2": 0.598, "X3": 0.59067, "Y3": 0.6128, "X4": 0.57513, "Y4": 0.6128, "page": 0, "Index": 477}, {"Word": "smokers", "Confidence": 0.932, "X1": 0.59456, "Y1": 0.5982, "X2": 0.66451, "Y2": 0.598, "X3": 0.66321, "Y3": 0.6128, "X4": 0.59456, "Y4": 0.6128, "page": 0, "Index": 478}, {"Word": "including", "Confidence": 0.991, "X1": 0.69819, "Y1": 0.5982, "X2": 0.76813, "Y2": 0.598, "X3": 0.76813, "Y3": 0.6128, "X4": 0.69819, "Y4": 0.6128, "page": 0, "Index": 479}, {"Word": "Seattle.", "Confidence": 0.91, "X1": 0.77202, "Y1": 0.5982, "X2": 0.82902, "Y2": 0.598, "X3": 0.82902, "Y3": 0.6138, "X4": 0.77202, "Y4": 0.6128, "page": 0, "Index": 480}, {"Word": "Chicago", "Confidence": 0.996, "X1": 0.8329, "Y1": 0.5982, "X2": 0.89378, "Y2": 0.598, "X3": 0.89249, "Y3": 0.6138, "X4": 0.8329, "Y4": 0.6138, "page": 0, "Index": 481}, {"Word": "and", "Confidence": 0.998, "X1": 0.89767, "Y1": 0.5982, "X2": 0.92876, "Y2": 0.598, "X3": 0.92876, "Y3": 0.6138, "X4": 0.89637, "Y4": 0.6138, "page": 0, "Index": 482}, {"Word": "require", "Confidence": 0.996, "X1": 0.59974, "Y1": 0.6132, "X2": 0.65544, "Y2": 0.613, "X3": 0.65544, "Y3": 0.6278, "X4": 0.59974, "Y4": 0.6288, "page": 0, "Index": 483}, {"Word": "Boston.", "Confidence": 0.979, "X1": 0.69948, "Y1": 0.6162, "X2": 0.75907, "Y2": 0.616, "X3": 0.75777, "Y3": 0.6278, "X4": 0.69819, "Y4": 0.6268, "page": 0, "Index": 484}, {"Word": "In", "Confidence": 0.958, "X1": 0.08679, "Y1": 0.6142, "X2": 0.10363, "Y2": 0.614, "X3": 0.10233, "Y3": 0.6288, "X4": 0.08549, "Y4": 0.6288, "page": 0, "Index": 485}, {"Word": "addition,", "Confidence": 0.821, "X1": 0.10622, "Y1": 0.6152, "X2": 0.17098, "Y2": 0.615, "X3": 0.16969, "Y3": 0.6288, "X4": 0.10622, "Y4": 0.6288, "page": 0, "Index": 486}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.17487, "Y1": 0.6152, "X2": 0.24482, "Y2": 0.615, "X3": 0.24352, "Y3": 0.6298, "X4": 0.17358, "Y4": 0.6288, "page": 0, "Index": 487}, {"Word": "bans", "Confidence": 0.988, "X1": 0.2487, "Y1": 0.6152, "X2": 0.28497, "Y2": 0.615, "X3": 0.28368, "Y3": 0.6298, "X4": 0.24741, "Y4": 0.6298, "page": 0, "Index": 488}, {"Word": "inter-", "Confidence": 0.841, "X1": 0.28886, "Y1": 0.6152, "X2": 0.33161, "Y2": 0.615, "X3": 0.33031, "Y3": 0.6288, "X4": 0.28756, "Y4": 0.6298, "page": 0, "Index": 489}, {"Word": "21", "Confidence": 0.996, "X1": 0.38472, "Y1": 0.6142, "X2": 0.40285, "Y2": 0.614, "X3": 0.40415, "Y3": 0.6288, "X4": 0.38601, "Y4": 0.6288, "page": 0, "Index": 490}, {"Word": "years", "Confidence": 0.997, "X1": 0.40674, "Y1": 0.6142, "X2": 0.44689, "Y2": 0.614, "X3": 0.44689, "Y3": 0.6288, "X4": 0.40803, "Y4": 0.6288, "page": 0, "Index": 491}, {"Word": "of", "Confidence": 0.998, "X1": 0.45078, "Y1": 0.6142, "X2": 0.46632, "Y2": 0.614, "X3": 0.46762, "Y3": 0.6288, "X4": 0.45078, "Y4": 0.6288, "page": 0, "Index": 492}, {"Word": "age", "Confidence": 0.998, "X1": 0.47021, "Y1": 0.6142, "X2": 0.4987, "Y2": 0.614, "X3": 0.4987, "Y3": 0.6288, "X4": 0.4715, "Y4": 0.6288, "page": 0, "Index": 493}, {"Word": "or", "Confidence": 0.991, "X1": 0.50259, "Y1": 0.6142, "X2": 0.51943, "Y2": 0.614, "X3": 0.51943, "Y3": 0.6288, "X4": 0.50259, "Y4": 0.6288, "page": 0, "Index": 494}, {"Word": "older.", "Confidence": 0.994, "X1": 0.52332, "Y1": 0.6142, "X2": 0.56736, "Y2": 0.614, "X3": 0.56736, "Y3": 0.6288, "X4": 0.52332, "Y4": 0.6288, "page": 0, "Index": 495}, {"Word": "We", "Confidence": 0.998, "X1": 0.57124, "Y1": 0.6132, "X2": 0.59585, "Y2": 0.613, "X3": 0.59585, "Y3": 0.6288, "X4": 0.57124, "Y4": 0.6288, "page": 0, "Index": 496}, {"Word": "fere", "Confidence": 0.988, "X1": 0.07124, "Y1": 0.6302, "X2": 0.09974, "Y2": 0.63, "X3": 0.09974, "Y3": 0.6448, "X4": 0.07124, "Y4": 0.6448, "page": 0, "Index": 497}, {"Word": "with", "Confidence": 0.988, "X1": 0.10363, "Y1": 0.6312, "X2": 0.13342, "Y2": 0.631, "X3": 0.13212, "Y3": 0.6448, "X4": 0.10363, "Y4": 0.6448, "page": 0, "Index": 498}, {"Word": "the", "Confidence": 0.994, "X1": 0.13731, "Y1": 0.6312, "X2": 0.16192, "Y2": 0.631, "X3": 0.16062, "Y3": 0.6448, "X4": 0.13601, "Y4": 0.6448, "page": 0, "Index": 499}, {"Word": "exercise", "Confidence": 0.996, "X1": 0.1658, "Y1": 0.6312, "X2": 0.22539, "Y2": 0.631, "X3": 0.22539, "Y3": 0.6448, "X4": 0.16451, "Y4": 0.6448, "page": 0, "Index": 500}, {"Word": "of", "Confidence": 0.998, "X1": 0.22927, "Y1": 0.6312, "X2": 0.24611, "Y2": 0.631, "X3": 0.24482, "Y3": 0.6448, "X4": 0.22798, "Y4": 0.6448, "page": 0, "Index": 501}, {"Word": "First", "Confidence": 0.997, "X1": 0.25, "Y1": 0.6312, "X2": 0.28627, "Y2": 0.631, "X3": 0.28497, "Y3": 0.6448, "X4": 0.2487, "Y4": 0.6448, "page": 0, "Index": 502}, {"Word": "that", "Confidence": 0.994, "X1": 0.38472, "Y1": 0.6302, "X2": 0.41321, "Y2": 0.63, "X3": 0.41321, "Y3": 0.6448, "X4": 0.38472, "Y4": 0.6448, "page": 0, "Index": 503}, {"Word": "the", "Confidence": 0.998, "X1": 0.4171, "Y1": 0.6302, "X2": 0.44171, "Y2": 0.63, "X3": 0.44171, "Y3": 0.6448, "X4": 0.4171, "Y4": 0.6448, "page": 0, "Index": 504}, {"Word": "samplers", "Confidence": 0.982, "X1": 0.4456, "Y1": 0.6302, "X2": 0.51554, "Y2": 0.63, "X3": 0.51425, "Y3": 0.6438, "X4": 0.4456, "Y4": 0.6448, "page": 0, "Index": 505}, {"Word": "request", "Confidence": 0.996, "X1": 0.51813, "Y1": 0.6302, "X2": 0.57642, "Y2": 0.63, "X3": 0.57642, "Y3": 0.6438, "X4": 0.51813, "Y4": 0.6438, "page": 0, "Index": 506}, {"Word": "proof", "Confidence": 0.994, "X1": 0.58031, "Y1": 0.6292, "X2": 0.62047, "Y2": 0.629, "X3": 0.62047, "Y3": 0.6438, "X4": 0.58031, "Y4": 0.6438, "page": 0, "Index": 507}, {"Word": "of", "Confidence": 0.934, "X1": 0.62435, "Y1": 0.6292, "X2": 0.64378, "Y2": 0.629, "X3": 0.64378, "Y3": 0.6438, "X4": 0.62435, "Y4": 0.6438, "page": 0, "Index": 508}, {"Word": "Proposals", "Confidence": 0.994, "X1": 0.71503, "Y1": 0.6302, "X2": 0.79016, "Y2": 0.63, "X3": 0.78886, "Y3": 0.6438, "X4": 0.71373, "Y4": 0.6438, "page": 0, "Index": 509}, {"Word": "for", "Confidence": 0.998, "X1": 0.79404, "Y1": 0.6302, "X2": 0.81606, "Y2": 0.63, "X3": 0.81477, "Y3": 0.6438, "X4": 0.79275, "Y4": 0.6438, "page": 0, "Index": 510}, {"Word": "state", "Confidence": 0.993, "X1": 0.81865, "Y1": 0.6312, "X2": 0.85492, "Y2": 0.631, "X3": 0.85363, "Y3": 0.6438, "X4": 0.81865, "Y4": 0.6438, "page": 0, "Index": 511}, {"Word": "bans", "Confidence": 0.988, "X1": 0.85881, "Y1": 0.6302, "X2": 0.89508, "Y2": 0.63, "X3": 0.89378, "Y3": 0.6438, "X4": 0.85751, "Y4": 0.6438, "page": 0, "Index": 512}, {"Word": "are", "Confidence": 0.998, "X1": 0.89896, "Y1": 0.6302, "X2": 0.92228, "Y2": 0.63, "X3": 0.92098, "Y3": 0.6438, "X4": 0.89767, "Y4": 0.6438, "page": 0, "Index": 513}, {"Word": "also", "Confidence": 0.969, "X1": 0.92487, "Y1": 0.6302, "X2": 0.95596, "Y2": 0.63, "X3": 0.95466, "Y3": 0.6438, "X4": 0.92487, "Y4": 0.6438, "page": 0, "Index": 514}, {"Word": "Amendment", "Confidence": 0.994, "X1": 0.07124, "Y1": 0.6462, "X2": 0.1658, "Y2": 0.646, "X3": 0.16451, "Y3": 0.6608, "X4": 0.07124, "Y4": 0.6598, "page": 0, "Index": 515}, {"Word": "rights,", "Confidence": 0.911, "X1": 0.16839, "Y1": 0.6462, "X2": 0.21503, "Y2": 0.646, "X3": 0.21373, "Y3": 0.6618, "X4": 0.16839, "Y4": 0.6608, "page": 0, "Index": 516}, {"Word": "denying", "Confidence": 0.996, "X1": 0.21891, "Y1": 0.6472, "X2": 0.27979, "Y2": 0.647, "X3": 0.2785, "Y3": 0.6618, "X4": 0.21762, "Y4": 0.6618, "page": 0, "Index": 517}, {"Word": "tobacco", "Confidence": 0.995, "X1": 0.28368, "Y1": 0.6472, "X2": 0.34585, "Y2": 0.647, "X3": 0.34585, "Y3": 0.6618, "X4": 0.28238, "Y4": 0.6618, "page": 0, "Index": 518}, {"Word": "age", "Confidence": 0.998, "X1": 0.38601, "Y1": 0.6472, "X2": 0.41192, "Y2": 0.647, "X3": 0.41192, "Y3": 0.6618, "X4": 0.38601, "Y4": 0.6618, "page": 0, "Index": 519}, {"Word": "if", "Confidence": 0.955, "X1": 0.4158, "Y1": 0.6472, "X2": 0.42617, "Y2": 0.647, "X3": 0.42617, "Y3": 0.6618, "X4": 0.4158, "Y4": 0.6618, "page": 0, "Index": 520}, {"Word": "a", "Confidence": 0.996, "X1": 0.43005, "Y1": 0.6472, "X2": 0.43912, "Y2": 0.647, "X3": 0.44041, "Y3": 0.6608, "X4": 0.43005, "Y4": 0.6608, "page": 0, "Index": 521}, {"Word": "person", "Confidence": 0.997, "X1": 0.44301, "Y1": 0.6462, "X2": 0.49611, "Y2": 0.646, "X3": 0.49611, "Y3": 0.6608, "X4": 0.4443, "Y4": 0.6608, "page": 0, "Index": 522}, {"Word": "is", "Confidence": 0.998, "X1": 0.5, "Y1": 0.6462, "X2": 0.51295, "Y2": 0.646, "X3": 0.51295, "Y3": 0.6608, "X4": 0.5, "Y4": 0.6608, "page": 0, "Index": 523}, {"Word": "not", "Confidence": 0.731, "X1": 0.51684, "Y1": 0.6462, "X2": 0.54145, "Y2": 0.646, "X3": 0.54145, "Y3": 0.6608, "X4": 0.51684, "Y4": 0.6608, "page": 0, "Index": 524}, {"Word": "obviously", "Confidence": 0.972, "X1": 0.54534, "Y1": 0.6452, "X2": 0.61788, "Y2": 0.645, "X3": 0.61658, "Y3": 0.6608, "X4": 0.54534, "Y4": 0.6608, "page": 0, "Index": 525}, {"Word": "at", "Confidence": 0.991, "X1": 0.62176, "Y1": 0.6452, "X2": 0.64119, "Y2": 0.645, "X3": 0.6399, "Y3": 0.6608, "X4": 0.62047, "Y4": 0.6608, "page": 0, "Index": 526}, {"Word": "increasing", "Confidence": 0.993, "X1": 0.69948, "Y1": 0.6472, "X2": 0.7772, "Y2": 0.647, "X3": 0.7772, "Y3": 0.6608, "X4": 0.69819, "Y4": 0.6598, "page": 0, "Index": 527}, {"Word": "at", "Confidence": 0.998, "X1": 0.78109, "Y1": 0.6472, "X2": 0.79534, "Y2": 0.647, "X3": 0.79404, "Y3": 0.6608, "X4": 0.77979, "Y4": 0.6608, "page": 0, "Index": 528}, {"Word": "an", "Confidence": 0.998, "X1": 0.79922, "Y1": 0.6472, "X2": 0.81865, "Y2": 0.647, "X3": 0.81736, "Y3": 0.6608, "X4": 0.79793, "Y4": 0.6608, "page": 0, "Index": 529}, {"Word": "alarming", "Confidence": 0.97, "X1": 0.82254, "Y1": 0.6472, "X2": 0.8899, "Y2": 0.647, "X3": 0.8886, "Y3": 0.6608, "X4": 0.82124, "Y4": 0.6608, "page": 0, "Index": 530}, {"Word": "rate.", "Confidence": 0.965, "X1": 0.89249, "Y1": 0.6472, "X2": 0.92617, "Y2": 0.647, "X3": 0.92487, "Y3": 0.6608, "X4": 0.89249, "Y4": 0.6608, "page": 0, "Index": 531}, {"Word": "manufacturers", "Confidence": 0.971, "X1": 0.07124, "Y1": 0.6622, "X2": 0.18005, "Y2": 0.662, "X3": 0.17876, "Y3": 0.6768, "X4": 0.06995, "Y4": 0.6758, "page": 0, "Index": 532}, {"Word": "of", "Confidence": 0.998, "X1": 0.18264, "Y1": 0.6622, "X2": 0.19819, "Y2": 0.662, "X3": 0.19689, "Y3": 0.6768, "X4": 0.18264, "Y4": 0.6768, "page": 0, "Index": 533}, {"Word": "their", "Confidence": 0.997, "X1": 0.20078, "Y1": 0.6632, "X2": 0.23575, "Y2": 0.663, "X3": 0.23575, "Y3": 0.6768, "X4": 0.20078, "Y4": 0.6768, "page": 0, "Index": 534}, {"Word": "right", "Confidence": 0.611, "X1": 0.23964, "Y1": 0.6632, "X2": 0.27461, "Y2": 0.663, "X3": 0.27461, "Y3": 0.6768, "X4": 0.23964, "Y4": 0.6768, "page": 0, "Index": 535}, {"Word": "to", "Confidence": 0.998, "X1": 0.2785, "Y1": 0.6632, "X2": 0.29534, "Y2": 0.663, "X3": 0.29534, "Y3": 0.6768, "X4": 0.2785, "Y4": 0.6768, "page": 0, "Index": 536}, {"Word": "con-", "Confidence": 0.943, "X1": 0.29922, "Y1": 0.6632, "X2": 0.3342, "Y2": 0.663, "X3": 0.3342, "Y3": 0.6768, "X4": 0.29922, "Y4": 0.6768, "page": 0, "Index": 537}, {"Word": "least", "Confidence": 0.929, "X1": 0.38601, "Y1": 0.6622, "X2": 0.42098, "Y2": 0.662, "X3": 0.41969, "Y3": 0.6758, "X4": 0.38601, "Y4": 0.6758, "page": 0, "Index": 538}, {"Word": "21", "Confidence": 0.997, "X1": 0.42358, "Y1": 0.6622, "X2": 0.44301, "Y2": 0.662, "X3": 0.44301, "Y3": 0.6758, "X4": 0.42358, "Y4": 0.6758, "page": 0, "Index": 539}, {"Word": "years", "Confidence": 0.997, "X1": 0.44689, "Y1": 0.6622, "X2": 0.48834, "Y2": 0.662, "X3": 0.48705, "Y3": 0.6758, "X4": 0.44689, "Y4": 0.6758, "page": 0, "Index": 540}, {"Word": "old.\"", "Confidence": 0.955, "X1": 0.49093, "Y1": 0.6612, "X2": 0.52979, "Y2": 0.661, "X3": 0.5285, "Y3": 0.6748, "X4": 0.49093, "Y4": 0.6758, "page": 0, "Index": 541}, {"Word": "according", "Confidence": 0.992, "X1": 0.69948, "Y1": 0.6622, "X2": 0.77461, "Y2": 0.662, "X3": 0.77332, "Y3": 0.6768, "X4": 0.69819, "Y4": 0.6758, "page": 0, "Index": 542}, {"Word": "to", "Confidence": 0.998, "X1": 0.7785, "Y1": 0.6622, "X2": 0.79404, "Y2": 0.662, "X3": 0.79275, "Y3": 0.6768, "X4": 0.7772, "Y4": 0.6768, "page": 0, "Index": 543}, {"Word": "a", "Confidence": 0.998, "X1": 0.79793, "Y1": 0.6622, "X2": 0.80829, "Y2": 0.662, "X3": 0.80699, "Y3": 0.6768, "X4": 0.79663, "Y4": 0.6768, "page": 0, "Index": 544}, {"Word": "Tobacco", "Confidence": 0.991, "X1": 0.81218, "Y1": 0.6622, "X2": 0.87694, "Y2": 0.662, "X3": 0.87565, "Y3": 0.6768, "X4": 0.81088, "Y4": 0.6768, "page": 0, "Index": 545}, {"Word": "Institute", "Confidence": 0.613, "X1": 0.88083, "Y1": 0.6622, "X2": 0.94171, "Y2": 0.662, "X3": 0.94171, "Y3": 0.6768, "X4": 0.87953, "Y4": 0.6768, "page": 0, "Index": 546}, {"Word": "vey", "Confidence": 0.994, "X1": 0.07124, "Y1": 0.6782, "X2": 0.09456, "Y2": 0.678, "X3": 0.09456, "Y3": 0.6938, "X4": 0.07124, "Y4": 0.6938, "page": 0, "Index": 547}, {"Word": "truthful", "Confidence": 0.994, "X1": 0.09845, "Y1": 0.6782, "X2": 0.15285, "Y2": 0.678, "X3": 0.15155, "Y3": 0.6928, "X4": 0.09845, "Y4": 0.6938, "page": 0, "Index": 548}, {"Word": "information", "Confidence": 0.994, "X1": 0.15674, "Y1": 0.6782, "X2": 0.24352, "Y2": 0.678, "X3": 0.24223, "Y3": 0.6928, "X4": 0.15544, "Y4": 0.6928, "page": 0, "Index": 549}, {"Word": "about", "Confidence": 0.997, "X1": 0.24741, "Y1": 0.6782, "X2": 0.29145, "Y2": 0.678, "X3": 0.29016, "Y3": 0.6928, "X4": 0.24611, "Y4": 0.6928, "page": 0, "Index": 550}, {"Word": "their", "Confidence": 0.994, "X1": 0.29534, "Y1": 0.6782, "X2": 0.3329, "Y2": 0.678, "X3": 0.33161, "Y3": 0.6928, "X4": 0.29404, "Y4": 0.6928, "page": 0, "Index": 551}, {"Word": "He", "Confidence": 0.997, "X1": 0.40285, "Y1": 0.6782, "X2": 0.42358, "Y2": 0.678, "X3": 0.42228, "Y3": 0.6918, "X4": 0.40155, "Y4": 0.6918, "page": 0, "Index": 552}, {"Word": "adds.", "Confidence": 0.816, "X1": 0.42746, "Y1": 0.6782, "X2": 0.46762, "Y2": 0.678, "X3": 0.46632, "Y3": 0.6918, "X4": 0.42617, "Y4": 0.6918, "page": 0, "Index": 553}, {"Word": "\"Since", "Confidence": 0.996, "X1": 0.4715, "Y1": 0.6782, "X2": 0.52332, "Y2": 0.678, "X3": 0.52202, "Y3": 0.6928, "X4": 0.47021, "Y4": 0.6918, "page": 0, "Index": 554}, {"Word": "our", "Confidence": 0.998, "X1": 0.5272, "Y1": 0.6782, "X2": 0.55311, "Y2": 0.678, "X3": 0.55181, "Y3": 0.6928, "X4": 0.52591, "Y4": 0.6928, "page": 0, "Index": 555}, {"Word": "sampling", "Confidence": 0.996, "X1": 0.55699, "Y1": 0.6772, "X2": 0.62694, "Y2": 0.677, "X3": 0.62565, "Y3": 0.6938, "X4": 0.5557, "Y4": 0.6928, "page": 0, "Index": 556}, {"Word": "pol-", "Confidence": 0.944, "X1": 0.63083, "Y1": 0.6772, "X2": 0.66062, "Y2": 0.677, "X3": 0.65933, "Y3": 0.6938, "X4": 0.62953, "Y4": 0.6938, "page": 0, "Index": 557}, {"Word": "spokesman.", "Confidence": 0.981, "X1": 0.69948, "Y1": 0.6782, "X2": 0.79145, "Y2": 0.678, "X3": 0.79016, "Y3": 0.6928, "X4": 0.69819, "Y4": 0.6938, "page": 0, "Index": 558}, {"Word": "Statewide", "Confidence": 0.991, "X1": 0.79404, "Y1": 0.6782, "X2": 0.86658, "Y2": 0.678, "X3": 0.86528, "Y3": 0.6928, "X4": 0.79404, "Y4": 0.6928, "page": 0, "Index": 559}, {"Word": "ban", "Confidence": 0.998, "X1": 0.87047, "Y1": 0.6782, "X2": 0.89896, "Y2": 0.678, "X3": 0.89767, "Y3": 0.6928, "X4": 0.86917, "Y4": 0.6928, "page": 0, "Index": 560}, {"Word": "propos-", "Confidence": 0.729, "X1": 0.90285, "Y1": 0.6782, "X2": 0.95855, "Y2": 0.678, "X3": 0.95725, "Y3": 0.6928, "X4": 0.90155, "Y4": 0.6928, "page": 0, "Index": 561}, {"Word": "have", "Confidence": 0.988, "X1": 0.42098, "Y1": 0.6942, "X2": 0.45725, "Y2": 0.694, "X3": 0.45725, "Y3": 0.7078, "X4": 0.42098, "Y4": 0.7088, "page": 0, "Index": 562}, {"Word": "been", "Confidence": 0.991, "X1": 0.46114, "Y1": 0.6942, "X2": 0.5, "Y2": 0.694, "X3": 0.4987, "Y3": 0.7078, "X4": 0.46114, "Y4": 0.7078, "page": 0, "Index": 563}, {"Word": "in", "Confidence": 0.998, "X1": 0.50389, "Y1": 0.6942, "X2": 0.51813, "Y2": 0.694, "X3": 0.51813, "Y3": 0.7078, "X4": 0.50259, "Y4": 0.7078, "page": 0, "Index": 564}, {"Word": "force,", "Confidence": 0.784, "X1": 0.52202, "Y1": 0.6942, "X2": 0.56606, "Y2": 0.694, "X3": 0.56606, "Y3": 0.7078, "X4": 0.52073, "Y4": 0.7078, "page": 0, "Index": 565}, {"Word": "to", "Confidence": 0.998, "X1": 0.56995, "Y1": 0.6942, "X2": 0.58549, "Y2": 0.694, "X3": 0.58549, "Y3": 0.7078, "X4": 0.56995, "Y4": 0.7078, "page": 0, "Index": 566}, {"Word": "my", "Confidence": 0.998, "X1": 0.58938, "Y1": 0.6952, "X2": 0.61788, "Y2": 0.695, "X3": 0.61658, "Y3": 0.7078, "X4": 0.58938, "Y4": 0.7078, "page": 0, "Index": 567}, {"Word": "New", "Confidence": 0.998, "X1": 0.83679, "Y1": 0.6942, "X2": 0.86917, "Y2": 0.694, "X3": 0.86917, "Y3": 0.7078, "X4": 0.83549, "Y4": 0.7088, "page": 0, "Index": 568}, {"Word": "York", "Confidence": 0.989, "X1": 0.87435, "Y1": 0.6932, "X2": 0.90933, "Y2": 0.693, "X3": 0.90803, "Y3": 0.7078, "X4": 0.87435, "Y4": 0.7078, "page": 0, "Index": 569}, {"Word": "and", "Confidence": 0.998, "X1": 0.91321, "Y1": 0.6932, "X2": 0.94301, "Y2": 0.693, "X3": 0.94171, "Y3": 0.7068, "X4": 0.91192, "Y4": 0.7078, "page": 0, "Index": 570}, {"Word": "products.", "Confidence": 0.982, "X1": 0.06995, "Y1": 0.6942, "X2": 0.1399, "Y2": 0.694, "X3": 0.1399, "Y3": 0.7098, "X4": 0.06995, "Y4": 0.7108, "page": 0, "Index": 571}, {"Word": "Federal", "Confidence": 0.995, "X1": 0.14378, "Y1": 0.6942, "X2": 0.19948, "Y2": 0.694, "X3": 0.19948, "Y3": 0.7098, "X4": 0.14378, "Y4": 0.7098, "page": 0, "Index": 572}, {"Word": "law", "Confidence": 0.998, "X1": 0.20337, "Y1": 0.6942, "X2": 0.22798, "Y2": 0.694, "X3": 0.22927, "Y3": 0.7098, "X4": 0.20466, "Y4": 0.7098, "page": 0, "Index": 573}, {"Word": "protects", "Confidence": 0.993, "X1": 0.23316, "Y1": 0.6952, "X2": 0.29404, "Y2": 0.695, "X3": 0.29404, "Y3": 0.7098, "X4": 0.23316, "Y4": 0.7098, "page": 0, "Index": 574}, {"Word": "truth-", "Confidence": 0.955, "X1": 0.29793, "Y1": 0.6952, "X2": 0.33938, "Y2": 0.695, "X3": 0.33938, "Y3": 0.7098, "X4": 0.29793, "Y4": 0.7098, "page": 0, "Index": 575}, {"Word": "icies", "Confidence": 0.991, "X1": 0.38601, "Y1": 0.6942, "X2": 0.41839, "Y2": 0.694, "X3": 0.41839, "Y3": 0.7088, "X4": 0.38601, "Y4": 0.7088, "page": 0, "Index": 576}, {"Word": "als", "Confidence": 0.998, "X1": 0.69948, "Y1": 0.6952, "X2": 0.72021, "Y2": 0.695, "X3": 0.71891, "Y3": 0.7088, "X4": 0.69819, "Y4": 0.7078, "page": 0, "Index": 577}, {"Word": "are", "Confidence": 0.998, "X1": 0.72409, "Y1": 0.6952, "X2": 0.7487, "Y2": 0.695, "X3": 0.74741, "Y3": 0.7088, "X4": 0.7228, "Y4": 0.7088, "page": 0, "Index": 578}, {"Word": "pending", "Confidence": 0.996, "X1": 0.7513, "Y1": 0.6942, "X2": 0.81477, "Y2": 0.694, "X3": 0.81347, "Y3": 0.7088, "X4": 0.75, "Y4": 0.7088, "page": 0, "Index": 579}, {"Word": "in", "Confidence": 0.998, "X1": 0.81865, "Y1": 0.6942, "X2": 0.8329, "Y2": 0.694, "X3": 0.8329, "Y3": 0.7088, "X4": 0.81736, "Y4": 0.7088, "page": 0, "Index": 580}, {"Word": "knowledge", "Confidence": 0.991, "X1": 0.38601, "Y1": 0.7102, "X2": 0.46503, "Y2": 0.71, "X3": 0.46503, "Y3": 0.7248, "X4": 0.38601, "Y4": 0.7248, "page": 0, "Index": 581}, {"Word": "Reynolds", "Confidence": 0.955, "X1": 0.46891, "Y1": 0.7092, "X2": 0.54145, "Y2": 0.709, "X3": 0.54145, "Y3": 0.7238, "X4": 0.46891, "Y4": 0.7248, "page": 0, "Index": 582}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.54534, "Y1": 0.7092, "X2": 0.6101, "Y2": 0.709, "X3": 0.6101, "Y3": 0.7238, "X4": 0.54534, "Y4": 0.7238, "page": 0, "Index": 583}, {"Word": "has", "Confidence": 0.998, "X1": 0.61399, "Y1": 0.7092, "X2": 0.64508, "Y2": 0.709, "X3": 0.64508, "Y3": 0.7238, "X4": 0.61399, "Y4": 0.7238, "page": 0, "Index": 584}, {"Word": "Ohio,", "Confidence": 0.647, "X1": 0.70078, "Y1": 0.7102, "X2": 0.74093, "Y2": 0.71, "X3": 0.73964, "Y3": 0.7238, "X4": 0.69948, "Y4": 0.7238, "page": 0, "Index": 585}, {"Word": "and", "Confidence": 0.998, "X1": 0.74482, "Y1": 0.7102, "X2": 0.77461, "Y2": 0.71, "X3": 0.77202, "Y3": 0.7238, "X4": 0.74223, "Y4": 0.7238, "page": 0, "Index": 586}, {"Word": "were", "Confidence": 0.991, "X1": 0.7772, "Y1": 0.7102, "X2": 0.81477, "Y2": 0.71, "X3": 0.81347, "Y3": 0.7238, "X4": 0.77591, "Y4": 0.7238, "page": 0, "Index": 587}, {"Word": "defeated", "Confidence": 0.994, "X1": 0.81865, "Y1": 0.7102, "X2": 0.88083, "Y2": 0.71, "X3": 0.87953, "Y3": 0.7238, "X4": 0.81736, "Y4": 0.7238, "page": 0, "Index": 588}, {"Word": "last", "Confidence": 0.941, "X1": 0.88472, "Y1": 0.7102, "X2": 0.91062, "Y2": 0.71, "X3": 0.90933, "Y3": 0.7238, "X4": 0.88342, "Y4": 0.7238, "page": 0, "Index": 589}, {"Word": "year", "Confidence": 0.988, "X1": 0.91451, "Y1": 0.7102, "X2": 0.9456, "Y2": 0.71, "X3": 0.9443, "Y3": 0.7238, "X4": 0.91321, "Y4": 0.7238, "page": 0, "Index": 590}, {"Word": "in", "Confidence": 0.998, "X1": 0.94948, "Y1": 0.7092, "X2": 0.96373, "Y2": 0.709, "X3": 0.96373, "Y3": 0.7238, "X4": 0.94819, "Y4": 0.7238, "page": 0, "Index": 591}, {"Word": "Horrigan", "Confidence": 0.621, "X1": 0.06865, "Y1": 0.7202, "X2": 0.16062, "Y2": 0.72, "X3": 0.15933, "Y3": 0.7388, "X4": 0.06736, "Y4": 0.7388, "page": 0, "Index": 592}, {"Word": "elected", "Confidence": 0.996, "X1": 0.1658, "Y1": 0.7202, "X2": 0.24093, "Y2": 0.72, "X3": 0.23964, "Y3": 0.7388, "X4": 0.16451, "Y4": 0.7388, "page": 0, "Index": 593}, {"Word": "chairman", "Confidence": 0.994, "X1": 0.24741, "Y1": 0.7222, "X2": 0.34715, "Y2": 0.722, "X3": 0.34715, "Y3": 0.7388, "X4": 0.24741, "Y4": 0.7388, "page": 0, "Index": 594}, {"Word": "not", "Confidence": 0.994, "X1": 0.38601, "Y1": 0.7262, "X2": 0.40933, "Y2": 0.726, "X3": 0.40933, "Y3": 0.7398, "X4": 0.38601, "Y4": 0.7398, "page": 0, "Index": 595}, {"Word": "received", "Confidence": 0.991, "X1": 0.41321, "Y1": 0.7262, "X2": 0.47668, "Y2": 0.726, "X3": 0.47668, "Y3": 0.7408, "X4": 0.41321, "Y4": 0.7398, "page": 0, "Index": 596}, {"Word": "a", "Confidence": 0.995, "X1": 0.48057, "Y1": 0.7262, "X2": 0.48964, "Y2": 0.726, "X3": 0.48834, "Y3": 0.7408, "X4": 0.48057, "Y4": 0.7408, "page": 0, "Index": 597}, {"Word": "legitimate", "Confidence": 0.957, "X1": 0.49352, "Y1": 0.7252, "X2": 0.56865, "Y2": 0.725, "X3": 0.56865, "Y3": 0.7398, "X4": 0.49223, "Y4": 0.7408, "page": 0, "Index": 598}, {"Word": "complaint", "Confidence": 0.991, "X1": 0.57254, "Y1": 0.7242, "X2": 0.65026, "Y2": 0.724, "X3": 0.64896, "Y3": 0.7388, "X4": 0.57254, "Y4": 0.7398, "page": 0, "Index": 599}, {"Word": "California.", "Confidence": 0.831, "X1": 0.70078, "Y1": 0.7252, "X2": 0.77461, "Y2": 0.725, "X3": 0.77332, "Y3": 0.7398, "X4": 0.69948, "Y4": 0.7388, "page": 0, "Index": 600}, {"Word": "Minnesota.", "Confidence": 0.868, "X1": 0.7785, "Y1": 0.7262, "X2": 0.8601, "Y2": 0.726, "X3": 0.8601, "Y3": 0.7398, "X4": 0.7772, "Y4": 0.7398, "page": 0, "Index": 601}, {"Word": "Massachusetts", "Confidence": 0.982, "X1": 0.86399, "Y1": 0.7252, "X2": 0.9715, "Y2": 0.725, "X3": 0.9715, "Y3": 0.7408, "X4": 0.86399, "Y4": 0.7398, "page": 0, "Index": 602}, {"Word": "of", "Confidence": 0.998, "X1": 0.06736, "Y1": 0.7402, "X2": 0.08938, "Y2": 0.74, "X3": 0.08938, "Y3": 0.7578, "X4": 0.06736, "Y4": 0.7578, "page": 0, "Index": 603}, {"Word": "Tl", "Confidence": 0.805, "X1": 0.09456, "Y1": 0.7402, "X2": 0.11528, "Y2": 0.74, "X3": 0.11658, "Y3": 0.7578, "X4": 0.09456, "Y4": 0.7578, "page": 0, "Index": 604}, {"Word": "executive", "Confidence": 0.995, "X1": 0.12047, "Y1": 0.7402, "X2": 0.22021, "Y2": 0.74, "X3": 0.22021, "Y3": 0.7578, "X4": 0.12047, "Y4": 0.7578, "page": 0, "Index": 605}, {"Word": "that", "Confidence": 0.993, "X1": 0.38731, "Y1": 0.7422, "X2": 0.41451, "Y2": 0.742, "X3": 0.41321, "Y3": 0.7558, "X4": 0.38601, "Y4": 0.7558, "page": 0, "Index": 606}, {"Word": "its", "Confidence": 0.998, "X1": 0.41839, "Y1": 0.7422, "X2": 0.43394, "Y2": 0.742, "X3": 0.43394, "Y3": 0.7558, "X4": 0.4171, "Y4": 0.7558, "page": 0, "Index": 607}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.43782, "Y1": 0.7422, "X2": 0.51166, "Y2": 0.742, "X3": 0.51166, "Y3": 0.7568, "X4": 0.43782, "Y4": 0.7558, "page": 0, "Index": 608}, {"Word": "were", "Confidence": 0.991, "X1": 0.51554, "Y1": 0.7422, "X2": 0.55181, "Y2": 0.742, "X3": 0.55181, "Y3": 0.7568, "X4": 0.51554, "Y4": 0.7568, "page": 0, "Index": 609}, {"Word": "being", "Confidence": 0.998, "X1": 0.5557, "Y1": 0.7422, "X2": 0.59845, "Y2": 0.742, "X3": 0.59845, "Y3": 0.7568, "X4": 0.5557, "Y4": 0.7568, "page": 0, "Index": 610}, {"Word": "given", "Confidence": 0.998, "X1": 0.60233, "Y1": 0.7422, "X2": 0.64508, "Y2": 0.742, "X3": 0.64508, "Y3": 0.7568, "X4": 0.60233, "Y4": 0.7568, "page": 0, "Index": 611}, {"Word": "and", "Confidence": 0.997, "X1": 0.69819, "Y1": 0.7422, "X2": 0.72668, "Y2": 0.742, "X3": 0.72539, "Y3": 0.7558, "X4": 0.69689, "Y4": 0.7558, "page": 0, "Index": 612}, {"Word": "Pennsylvania.", "Confidence": 0.906, "X1": 0.73057, "Y1": 0.7422, "X2": 0.83679, "Y2": 0.742, "X3": 0.83549, "Y3": 0.7548, "X4": 0.72927, "Y4": 0.7558, "page": 0, "Index": 613}, {"Word": "committee", "Confidence": 0.995, "X1": 0.22539, "Y1": 0.7402, "X2": 0.34456, "Y2": 0.74, "X3": 0.34456, "Y3": 0.7588, "X4": 0.22539, "Y4": 0.7578, "page": 0, "Index": 614}, {"Word": "non-adults.\"", "Confidence": 0.667, "X1": 0.40415, "Y1": 0.7562, "X2": 0.49611, "Y2": 0.756, "X3": 0.49611, "Y3": 0.7678, "X4": 0.40415, "Y4": 0.7718, "page": 0, "Index": 615}, {"Word": "Edward", "Confidence": 0.995, "X1": 0.0842, "Y1": 0.7612, "X2": 0.14119, "Y2": 0.761, "X3": 0.14119, "Y3": 0.7768, "X4": 0.0842, "Y4": 0.7768, "page": 0, "Index": 616}, {"Word": "A.", "Confidence": 0.969, "X1": 0.14508, "Y1": 0.7612, "X2": 0.16192, "Y2": 0.761, "X3": 0.16062, "Y3": 0.7768, "X4": 0.14508, "Y4": 0.7768, "page": 0, "Index": 617}, {"Word": "Horrigan", "Confidence": 0.992, "X1": 0.1658, "Y1": 0.7612, "X2": 0.23316, "Y2": 0.761, "X3": 0.23187, "Y3": 0.7768, "X4": 0.16451, "Y4": 0.7768, "page": 0, "Index": 618}, {"Word": "Jr", "Confidence": 0.998, "X1": 0.23705, "Y1": 0.7612, "X2": 0.24741, "Y2": 0.761, "X3": 0.24611, "Y3": 0.7768, "X4": 0.23575, "Y4": 0.7768, "page": 0, "Index": 619}, {"Word": ".,", "Confidence": 0.983, "X1": 0.2513, "Y1": 0.7622, "X2": 0.25907, "Y2": 0.762, "X3": 0.25777, "Y3": 0.7768, "X4": 0.25, "Y4": 0.7768, "page": 0, "Index": 620}, {"Word": "chairman", "Confidence": 0.804, "X1": 0.26295, "Y1": 0.7632, "X2": 0.33808, "Y2": 0.763, "X3": 0.33679, "Y3": 0.7768, "X4": 0.26166, "Y4": 0.7768, "page": 0, "Index": 621}, {"Word": "to", "Confidence": 0.998, "X1": 0.38601, "Y1": 0.7582, "X2": 0.40155, "Y2": 0.758, "X3": 0.40026, "Y3": 0.7718, "X4": 0.38472, "Y4": 0.7708, "page": 0, "Index": 622}, {"Word": "\"No", "Confidence": 0.97, "X1": 0.71891, "Y1": 0.7592, "X2": 0.74611, "Y2": 0.759, "X3": 0.74611, "Y3": 0.7748, "X4": 0.71891, "Y4": 0.7738, "page": 0, "Index": 623}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.75, "Y1": 0.7602, "X2": 0.82124, "Y2": 0.76, "X3": 0.81995, "Y3": 0.7758, "X4": 0.75, "Y4": 0.7748, "page": 0, "Index": 624}, {"Word": "ban", "Confidence": 0.998, "X1": 0.82513, "Y1": 0.7602, "X2": 0.85363, "Y2": 0.76, "X3": 0.85233, "Y3": 0.7758, "X4": 0.82383, "Y4": 0.7758, "page": 0, "Index": 625}, {"Word": "proposals", "Confidence": 0.993, "X1": 0.85751, "Y1": 0.7612, "X2": 0.93005, "Y2": 0.761, "X3": 0.92876, "Y3": 0.7758, "X4": 0.85751, "Y4": 0.7758, "page": 0, "Index": 626}, {"Word": "were", "Confidence": 0.987, "X1": 0.93394, "Y1": 0.7612, "X2": 0.9715, "Y2": 0.761, "X3": 0.97021, "Y3": 0.7758, "X4": 0.93264, "Y4": 0.7758, "page": 0, "Index": 627}, {"Word": "Widespread", "Confidence": 0.994, "X1": 0.41839, "Y1": 0.7732, "X2": 0.50518, "Y2": 0.773, "X3": 0.50389, "Y3": 0.7878, "X4": 0.41839, "Y4": 0.7868, "page": 0, "Index": 628}, {"Word": "of", "Confidence": 0.995, "X1": 0.06736, "Y1": 0.7782, "X2": 0.08161, "Y2": 0.778, "X3": 0.08161, "Y3": 0.7928, "X4": 0.06736, "Y4": 0.7928, "page": 0, "Index": 629}, {"Word": "the", "Confidence": 0.996, "X1": 0.08549, "Y1": 0.7772, "X2": 0.10881, "Y2": 0.777, "X3": 0.10881, "Y3": 0.7928, "X4": 0.08549, "Y4": 0.7928, "page": 0, "Index": 630}, {"Word": "board", "Confidence": 0.997, "X1": 0.11269, "Y1": 0.7772, "X2": 0.15803, "Y2": 0.777, "X3": 0.15803, "Y3": 0.7918, "X4": 0.11269, "Y4": 0.7928, "page": 0, "Index": 631}, {"Word": "of", "Confidence": 0.998, "X1": 0.16192, "Y1": 0.7772, "X2": 0.17617, "Y2": 0.777, "X3": 0.17617, "Y3": 0.7918, "X4": 0.16192, "Y4": 0.7918, "page": 0, "Index": 632}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.18005, "Y1": 0.7782, "X2": 0.2513, "Y2": 0.778, "X3": 0.2513, "Y3": 0.7928, "X4": 0.18005, "Y4": 0.7918, "page": 0, "Index": 633}, {"Word": "Tobacco.", "Confidence": 0.95, "X1": 0.25518, "Y1": 0.7792, "X2": 0.32772, "Y2": 0.779, "X3": 0.32772, "Y3": 0.7928, "X4": 0.25518, "Y4": 0.7928, "page": 0, "Index": 634}, {"Word": "misconception", "Confidence": 0.984, "X1": 0.50907, "Y1": 0.7752, "X2": 0.62435, "Y2": 0.775, "X3": 0.62435, "Y3": 0.7888, "X4": 0.50777, "Y4": 0.7878, "page": 0, "Index": 635}, {"Word": "introduced", "Confidence": 0.993, "X1": 0.69948, "Y1": 0.7762, "X2": 0.78109, "Y2": 0.776, "X3": 0.77979, "Y3": 0.7898, "X4": 0.69819, "Y4": 0.7908, "page": 0, "Index": 636}, {"Word": "at", "Confidence": 0.995, "X1": 0.78497, "Y1": 0.7762, "X2": 0.79793, "Y2": 0.776, "X3": 0.79663, "Y3": 0.7898, "X4": 0.78368, "Y4": 0.7898, "page": 0, "Index": 637}, {"Word": "the", "Confidence": 0.998, "X1": 0.80181, "Y1": 0.7762, "X2": 0.82642, "Y2": 0.776, "X3": 0.82513, "Y3": 0.7898, "X4": 0.80052, "Y4": 0.7898, "page": 0, "Index": 638}, {"Word": "state", "Confidence": 0.998, "X1": 0.83031, "Y1": 0.7772, "X2": 0.86658, "Y2": 0.777, "X3": 0.86528, "Y3": 0.7908, "X4": 0.82902, "Y4": 0.7898, "page": 0, "Index": 639}, {"Word": "level", "Confidence": 0.995, "X1": 0.87047, "Y1": 0.7772, "X2": 0.90285, "Y2": 0.777, "X3": 0.90285, "Y3": 0.7908, "X4": 0.86917, "Y4": 0.7908, "page": 0, "Index": 640}, {"Word": "during", "Confidence": 0.997, "X1": 0.90674, "Y1": 0.7772, "X2": 0.95725, "Y2": 0.777, "X3": 0.95596, "Y3": 0.7918, "X4": 0.90544, "Y4": 0.7908, "page": 0, "Index": 641}, {"Word": "elected", "Confidence": 0.996, "X1": 0.09974, "Y1": 0.7942, "X2": 0.15285, "Y2": 0.794, "X3": 0.15285, "Y3": 0.8078, "X4": 0.09974, "Y4": 0.8088, "page": 0, "Index": 642}, {"Word": "chairman", "Confidence": 0.995, "X1": 0.15674, "Y1": 0.7942, "X2": 0.22798, "Y2": 0.794, "X3": 0.22798, "Y3": 0.8078, "X4": 0.15674, "Y4": 0.8078, "page": 0, "Index": 643}, {"Word": "of", "Confidence": 0.998, "X1": 0.23187, "Y1": 0.7942, "X2": 0.24741, "Y2": 0.794, "X3": 0.24741, "Y3": 0.8078, "X4": 0.23187, "Y4": 0.8078, "page": 0, "Index": 644}, {"Word": "the", "Confidence": 0.998, "X1": 0.2513, "Y1": 0.7942, "X2": 0.27591, "Y2": 0.794, "X3": 0.27591, "Y3": 0.8078, "X4": 0.2513, "Y4": 0.8078, "page": 0, "Index": 645}, {"Word": "execu-", "Confidence": 0.992, "X1": 0.27979, "Y1": 0.7952, "X2": 0.33031, "Y2": 0.795, "X3": 0.33161, "Y3": 0.8078, "X4": 0.27979, "Y4": 0.8078, "page": 0, "Index": 646}, {"Word": "1975", "Confidence": 0.997, "X1": 0.70078, "Y1": 0.7912, "X2": 0.73834, "Y2": 0.791, "X3": 0.73705, "Y3": 0.8058, "X4": 0.69948, "Y4": 0.8058, "page": 0, "Index": 647}, {"Word": "or", "Confidence": 0.997, "X1": 0.74223, "Y1": 0.7912, "X2": 0.75907, "Y2": 0.791, "X3": 0.75907, "Y3": 0.8058, "X4": 0.74093, "Y4": 0.8058, "page": 0, "Index": 648}, {"Word": "1976.\"", "Confidence": 0.864, "X1": 0.76295, "Y1": 0.7912, "X2": 0.81347, "Y2": 0.791, "X3": 0.81218, "Y3": 0.8058, "X4": 0.76295, "Y4": 0.8058, "page": 0, "Index": 649}, {"Word": "the", "Confidence": 0.996, "X1": 0.81736, "Y1": 0.7912, "X2": 0.84326, "Y2": 0.791, "X3": 0.84197, "Y3": 0.8058, "X4": 0.81606, "Y4": 0.8058, "page": 0, "Index": 650}, {"Word": "spokesman", "Confidence": 0.995, "X1": 0.84715, "Y1": 0.7932, "X2": 0.93264, "Y2": 0.793, "X3": 0.93135, "Y3": 0.8078, "X4": 0.84585, "Y4": 0.8058, "page": 0, "Index": 651}, {"Word": "said.", "Confidence": 0.863, "X1": 0.93653, "Y1": 0.7942, "X2": 0.96891, "Y2": 0.794, "X3": 0.96891, "Y3": 0.8078, "X4": 0.93523, "Y4": 0.8078, "page": 0, "Index": 652}, {"Word": "was", "Confidence": 0.997, "X1": 0.06736, "Y1": 0.7942, "X2": 0.09585, "Y2": 0.794, "X3": 0.09585, "Y3": 0.8088, "X4": 0.06736, "Y4": 0.8088, "page": 0, "Index": 653}, {"Word": "Yet", "Confidence": 0.998, "X1": 0.40415, "Y1": 0.7962, "X2": 0.42746, "Y2": 0.796, "X3": 0.42617, "Y3": 0.8108, "X4": 0.40415, "Y4": 0.8108, "page": 0, "Index": 654}, {"Word": "the", "Confidence": 0.993, "X1": 0.43135, "Y1": 0.7962, "X2": 0.45466, "Y2": 0.796, "X3": 0.45466, "Y3": 0.8108, "X4": 0.43005, "Y4": 0.8108, "page": 0, "Index": 655}, {"Word": "misconception", "Confidence": 0.993, "X1": 0.45855, "Y1": 0.7972, "X2": 0.57124, "Y2": 0.797, "X3": 0.57124, "Y3": 0.8108, "X4": 0.45855, "Y4": 0.8108, "page": 0, "Index": 656}, {"Word": "regarding", "Confidence": 0.996, "X1": 0.57513, "Y1": 0.7972, "X2": 0.64896, "Y2": 0.797, "X3": 0.65026, "Y3": 0.8118, "X4": 0.57513, "Y4": 0.8118, "page": 0, "Index": 657}, {"Word": "tive", "Confidence": 0.986, "X1": 0.06736, "Y1": 0.8112, "X2": 0.09326, "Y2": 0.811, "X3": 0.09197, "Y3": 0.8248, "X4": 0.06606, "Y4": 0.8248, "page": 0, "Index": 658}, {"Word": "committee", "Confidence": 0.991, "X1": 0.09715, "Y1": 0.8102, "X2": 0.17746, "Y2": 0.81, "X3": 0.17746, "Y3": 0.8238, "X4": 0.09585, "Y4": 0.8238, "page": 0, "Index": 659}, {"Word": "of", "Confidence": 0.998, "X1": 0.18135, "Y1": 0.8102, "X2": 0.19689, "Y2": 0.81, "X3": 0.19689, "Y3": 0.8238, "X4": 0.18135, "Y4": 0.8238, "page": 0, "Index": 660}, {"Word": "the", "Confidence": 0.998, "X1": 0.20078, "Y1": 0.8102, "X2": 0.22409, "Y2": 0.81, "X3": 0.22409, "Y3": 0.8238, "X4": 0.19948, "Y4": 0.8238, "page": 0, "Index": 661}, {"Word": "board", "Confidence": 0.994, "X1": 0.22798, "Y1": 0.8102, "X2": 0.27461, "Y2": 0.81, "X3": 0.27332, "Y3": 0.8238, "X4": 0.22798, "Y4": 0.8238, "page": 0, "Index": 662}, {"Word": "of", "Confidence": 0.998, "X1": 0.2785, "Y1": 0.8102, "X2": 0.29404, "Y2": 0.81, "X3": 0.29275, "Y3": 0.8238, "X4": 0.2772, "Y4": 0.8238, "page": 0, "Index": 663}, {"Word": "direc-", "Confidence": 0.781, "X1": 0.29663, "Y1": 0.8102, "X2": 0.34197, "Y2": 0.81, "X3": 0.34067, "Y3": 0.8248, "X4": 0.29663, "Y4": 0.8238, "page": 0, "Index": 664}, {"Word": "intercept", "Confidence": 0.968, "X1": 0.38731, "Y1": 0.8132, "X2": 0.45078, "Y2": 0.813, "X3": 0.45078, "Y3": 0.8268, "X4": 0.38731, "Y4": 0.8278, "page": 0, "Index": 665}, {"Word": "sampling", "Confidence": 0.995, "X1": 0.45466, "Y1": 0.8132, "X2": 0.52591, "Y2": 0.813, "X3": 0.52461, "Y3": 0.8268, "X4": 0.45466, "Y4": 0.8268, "page": 0, "Index": 666}, {"Word": "is", "Confidence": 0.998, "X1": 0.52979, "Y1": 0.8132, "X2": 0.54275, "Y2": 0.813, "X3": 0.54145, "Y3": 0.8268, "X4": 0.5285, "Y4": 0.8268, "page": 0, "Index": 667}, {"Word": "so", "Confidence": 0.998, "X1": 0.54663, "Y1": 0.8132, "X2": 0.56477, "Y2": 0.813, "X3": 0.56477, "Y3": 0.8268, "X4": 0.54534, "Y4": 0.8268, "page": 0, "Index": 668}, {"Word": "widespread", "Confidence": 0.994, "X1": 0.56865, "Y1": 0.8132, "X2": 0.65544, "Y2": 0.813, "X3": 0.65415, "Y3": 0.8268, "X4": 0.56865, "Y4": 0.8268, "page": 0, "Index": 669}, {"Word": "\"But", "Confidence": 0.979, "X1": 0.69819, "Y1": 0.8072, "X2": 0.73316, "Y2": 0.807, "X3": 0.73316, "Y3": 0.8208, "X4": 0.69689, "Y4": 0.8208, "page": 0, "Index": 670}, {"Word": "such", "Confidence": 0.988, "X1": 0.73705, "Y1": 0.8072, "X2": 0.77332, "Y2": 0.807, "X3": 0.77332, "Y3": 0.8218, "X4": 0.73575, "Y4": 0.8218, "page": 0, "Index": 671}, {"Word": "activity", "Confidence": 0.995, "X1": 0.7772, "Y1": 0.8082, "X2": 0.83031, "Y2": 0.808, "X3": 0.82902, "Y3": 0.8228, "X4": 0.7772, "Y4": 0.8218, "page": 0, "Index": 672}, {"Word": "is", "Confidence": 0.998, "X1": 0.8342, "Y1": 0.8082, "X2": 0.84715, "Y2": 0.808, "X3": 0.84585, "Y3": 0.8228, "X4": 0.8329, "Y4": 0.8228, "page": 0, "Index": 673}, {"Word": "on", "Confidence": 0.998, "X1": 0.85104, "Y1": 0.8082, "X2": 0.87047, "Y2": 0.808, "X3": 0.86917, "Y3": 0.8228, "X4": 0.84974, "Y4": 0.8228, "page": 0, "Index": 674}, {"Word": "the", "Confidence": 0.998, "X1": 0.87435, "Y1": 0.8082, "X2": 0.89767, "Y2": 0.808, "X3": 0.89637, "Y3": 0.8228, "X4": 0.87306, "Y4": 0.8228, "page": 0, "Index": 675}, {"Word": "rise", "Confidence": 0.991, "X1": 0.90155, "Y1": 0.8082, "X2": 0.93135, "Y2": 0.808, "X3": 0.92876, "Y3": 0.8218, "X4": 0.90026, "Y4": 0.8228, "page": 0, "Index": 676}, {"Word": "-", "Confidence": 0.991, "X1": 0.93523, "Y1": 0.8092, "X2": 0.9456, "Y2": 0.809, "X3": 0.9443, "Y3": 0.8218, "X4": 0.93394, "Y4": 0.8218, "page": 0, "Index": 677}, {"Word": "there", "Confidence": 0.994, "X1": 0.69819, "Y1": 0.8242, "X2": 0.73705, "Y2": 0.824, "X3": 0.73705, "Y3": 0.8378, "X4": 0.69689, "Y4": 0.8378, "page": 0, "Index": 678}, {"Word": "were", "Confidence": 0.988, "X1": 0.74093, "Y1": 0.8242, "X2": 0.77591, "Y2": 0.824, "X3": 0.77461, "Y3": 0.8378, "X4": 0.74093, "Y4": 0.8378, "page": 0, "Index": 679}, {"Word": "five", "Confidence": 0.988, "X1": 0.77979, "Y1": 0.8242, "X2": 0.80699, "Y2": 0.824, "X3": 0.8057, "Y3": 0.8378, "X4": 0.7785, "Y4": 0.8378, "page": 0, "Index": 680}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.81088, "Y1": 0.8242, "X2": 0.88212, "Y2": 0.824, "X3": 0.88083, "Y3": 0.8378, "X4": 0.80959, "Y4": 0.8378, "page": 0, "Index": 681}, {"Word": "state", "Confidence": 0.997, "X1": 0.88601, "Y1": 0.8242, "X2": 0.92098, "Y2": 0.824, "X3": 0.92098, "Y3": 0.8378, "X4": 0.88472, "Y4": 0.8378, "page": 0, "Index": 682}, {"Word": "tors", "Confidence": 0.985, "X1": 0.06736, "Y1": 0.8262, "X2": 0.09585, "Y2": 0.826, "X3": 0.09456, "Y3": 0.8398, "X4": 0.06606, "Y4": 0.8398, "page": 0, "Index": 683}, {"Word": "of", "Confidence": 0.998, "X1": 0.09845, "Y1": 0.8262, "X2": 0.11528, "Y2": 0.826, "X3": 0.11528, "Y3": 0.8398, "X4": 0.09845, "Y4": 0.8398, "page": 0, "Index": 684}, {"Word": "The", "Confidence": 0.998, "X1": 0.11917, "Y1": 0.8252, "X2": 0.14896, "Y2": 0.825, "X3": 0.14896, "Y3": 0.8398, "X4": 0.11917, "Y4": 0.8398, "page": 0, "Index": 685}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.15285, "Y1": 0.8252, "X2": 0.21762, "Y2": 0.825, "X3": 0.21762, "Y3": 0.8398, "X4": 0.15285, "Y4": 0.8398, "page": 0, "Index": 686}, {"Word": "Institute.", "Confidence": 0.955, "X1": 0.2215, "Y1": 0.8272, "X2": 0.28886, "Y2": 0.827, "X3": 0.28756, "Y3": 0.8398, "X4": 0.2215, "Y4": 0.8398, "page": 0, "Index": 687}, {"Word": "that", "Confidence": 0.994, "X1": 0.38731, "Y1": 0.8292, "X2": 0.41451, "Y2": 0.829, "X3": 0.41451, "Y3": 0.8428, "X4": 0.38601, "Y4": 0.8428, "page": 0, "Index": 688}, {"Word": "a", "Confidence": 0.994, "X1": 0.41839, "Y1": 0.8292, "X2": 0.42746, "Y2": 0.829, "X3": 0.42746, "Y3": 0.8428, "X4": 0.41839, "Y4": 0.8428, "page": 0, "Index": 689}, {"Word": "recent", "Confidence": 0.89, "X1": 0.43135, "Y1": 0.8292, "X2": 0.47798, "Y2": 0.829, "X3": 0.47798, "Y3": 0.8428, "X4": 0.43135, "Y4": 0.8428, "page": 0, "Index": 690}, {"Word": "U.S.", "Confidence": 0.991, "X1": 0.48187, "Y1": 0.8282, "X2": 0.51425, "Y2": 0.828, "X3": 0.51425, "Y3": 0.8428, "X4": 0.48187, "Y4": 0.8428, "page": 0, "Index": 691}, {"Word": "Surgeon", "Confidence": 0.9, "X1": 0.51813, "Y1": 0.8282, "X2": 0.58549, "Y2": 0.828, "X3": 0.5842, "Y3": 0.8428, "X4": 0.51813, "Y4": 0.8428, "page": 0, "Index": 692}, {"Word": "General's", "Confidence": 0.658, "X1": 0.58938, "Y1": 0.8282, "X2": 0.66192, "Y2": 0.828, "X3": 0.66192, "Y3": 0.8428, "X4": 0.58808, "Y4": 0.8428, "page": 0, "Index": 693}, {"Word": "bans", "Confidence": 0.988, "X1": 0.92487, "Y1": 0.8242, "X2": 0.96114, "Y2": 0.824, "X3": 0.96114, "Y3": 0.8388, "X4": 0.92487, "Y4": 0.8378, "page": 0, "Index": 694}, {"Word": "\"I", "Confidence": 0.669, "X1": 0.0829, "Y1": 0.8412, "X2": 0.09585, "Y2": 0.841, "X3": 0.09585, "Y3": 0.8568, "X4": 0.08161, "Y4": 0.8568, "page": 0, "Index": 695}, {"Word": "feel", "Confidence": 0.982, "X1": 0.09974, "Y1": 0.8412, "X2": 0.12694, "Y2": 0.841, "X3": 0.12694, "Y3": 0.8568, "X4": 0.09974, "Y4": 0.8568, "page": 0, "Index": 696}, {"Word": "the", "Confidence": 0.998, "X1": 0.13212, "Y1": 0.8422, "X2": 0.15674, "Y2": 0.842, "X3": 0.15544, "Y3": 0.8568, "X4": 0.13083, "Y4": 0.8568, "page": 0, "Index": 697}, {"Word": "work", "Confidence": 0.988, "X1": 0.16062, "Y1": 0.8422, "X2": 0.19689, "Y2": 0.842, "X3": 0.1956, "Y3": 0.8568, "X4": 0.15933, "Y4": 0.8568, "page": 0, "Index": 698}, {"Word": "of", "Confidence": 0.998, "X1": 0.20078, "Y1": 0.8422, "X2": 0.21632, "Y2": 0.842, "X3": 0.21503, "Y3": 0.8568, "X4": 0.19948, "Y4": 0.8568, "page": 0, "Index": 699}, {"Word": "The", "Confidence": 0.998, "X1": 0.22021, "Y1": 0.8422, "X2": 0.25, "Y2": 0.842, "X3": 0.2487, "Y3": 0.8578, "X4": 0.21891, "Y4": 0.8568, "page": 0, "Index": 700}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.25389, "Y1": 0.8432, "X2": 0.32383, "Y2": 0.843, "X3": 0.32254, "Y3": 0.8578, "X4": 0.25259, "Y4": 0.8578, "page": 0, "Index": 701}, {"Word": "recommended", "Confidence": 0.991, "X1": 0.43523, "Y1": 0.8442, "X2": 0.54793, "Y2": 0.844, "X3": 0.54663, "Y3": 0.8578, "X4": 0.43394, "Y4": 0.8598, "page": 0, "Index": 702}, {"Word": "that", "Confidence": 0.994, "X1": 0.55181, "Y1": 0.8442, "X2": 0.58031, "Y2": 0.844, "X3": 0.58031, "Y3": 0.8578, "X4": 0.55052, "Y4": 0.8578, "page": 0, "Index": 703}, {"Word": "the", "Confidence": 0.998, "X1": 0.5842, "Y1": 0.8442, "X2": 0.60881, "Y2": 0.844, "X3": 0.60751, "Y3": 0.8578, "X4": 0.5842, "Y4": 0.8578, "page": 0, "Index": 704}, {"Word": "fed-", "Confidence": 0.614, "X1": 0.61269, "Y1": 0.8442, "X2": 0.64508, "Y2": 0.844, "X3": 0.64378, "Y3": 0.8578, "X4": 0.6114, "Y4": 0.8578, "page": 0, "Index": 705}, {"Word": "in", "Confidence": 0.997, "X1": 0.69819, "Y1": 0.8392, "X2": 0.71373, "Y2": 0.839, "X3": 0.71244, "Y3": 0.8538, "X4": 0.69819, "Y4": 0.8538, "page": 0, "Index": 706}, {"Word": "1978.", "Confidence": 0.658, "X1": 0.71762, "Y1": 0.8402, "X2": 0.76036, "Y2": 0.84, "X3": 0.76036, "Y3": 0.8538, "X4": 0.71632, "Y4": 0.8538, "page": 0, "Index": 707}, {"Word": "seven", "Confidence": 0.997, "X1": 0.76425, "Y1": 0.8392, "X2": 0.80699, "Y2": 0.839, "X3": 0.80699, "Y3": 0.8538, "X4": 0.76425, "Y4": 0.8538, "page": 0, "Index": 708}, {"Word": "in", "Confidence": 0.998, "X1": 0.81088, "Y1": 0.8392, "X2": 0.82772, "Y2": 0.839, "X3": 0.82772, "Y3": 0.8538, "X4": 0.81088, "Y4": 0.8538, "page": 0, "Index": 709}, {"Word": "1979.", "Confidence": 0.905, "X1": 0.83161, "Y1": 0.8392, "X2": 0.87435, "Y2": 0.839, "X3": 0.87435, "Y3": 0.8538, "X4": 0.83031, "Y4": 0.8538, "page": 0, "Index": 710}, {"Word": "and", "Confidence": 0.998, "X1": 0.87824, "Y1": 0.8392, "X2": 0.90803, "Y2": 0.839, "X3": 0.90674, "Y3": 0.8538, "X4": 0.87824, "Y4": 0.8538, "page": 0, "Index": 711}, {"Word": "10", "Confidence": 0.998, "X1": 0.91192, "Y1": 0.8392, "X2": 0.93005, "Y2": 0.839, "X3": 0.92876, "Y3": 0.8538, "X4": 0.91062, "Y4": 0.8538, "page": 0, "Index": 712}, {"Word": "last", "Confidence": 0.991, "X1": 0.93394, "Y1": 0.8382, "X2": 0.96373, "Y2": 0.838, "X3": 0.96373, "Y3": 0.8548, "X4": 0.93264, "Y4": 0.8538, "page": 0, "Index": 713}, {"Word": "report", "Confidence": 0.994, "X1": 0.38472, "Y1": 0.8462, "X2": 0.43135, "Y2": 0.846, "X3": 0.43005, "Y3": 0.8598, "X4": 0.38472, "Y4": 0.8608, "page": 0, "Index": 714}, {"Word": "Institute", "Confidence": 0.947, "X1": 0.06736, "Y1": 0.8582, "X2": 0.12565, "Y2": 0.858, "X3": 0.12435, "Y3": 0.8728, "X4": 0.06606, "Y4": 0.8728, "page": 0, "Index": 715}, {"Word": "is", "Confidence": 0.998, "X1": 0.12953, "Y1": 0.8582, "X2": 0.14249, "Y2": 0.858, "X3": 0.14119, "Y3": 0.8728, "X4": 0.12824, "Y4": 0.8728, "page": 0, "Index": 716}, {"Word": "extremely", "Confidence": 0.992, "X1": 0.14637, "Y1": 0.8592, "X2": 0.21762, "Y2": 0.859, "X3": 0.21632, "Y3": 0.8728, "X4": 0.14508, "Y4": 0.8728, "page": 0, "Index": 717}, {"Word": "important.\"", "Confidence": 0.667, "X1": 0.2215, "Y1": 0.8582, "X2": 0.31088, "Y2": 0.858, "X3": 0.30959, "Y3": 0.8718, "X4": 0.22021, "Y4": 0.8728, "page": 0, "Index": 718}, {"Word": "eral", "Confidence": 0.969, "X1": 0.38601, "Y1": 0.8612, "X2": 0.41451, "Y2": 0.861, "X3": 0.41321, "Y3": 0.8758, "X4": 0.38601, "Y4": 0.8758, "page": 0, "Index": 719}, {"Word": "government", "Confidence": 0.991, "X1": 0.41839, "Y1": 0.8612, "X2": 0.50777, "Y2": 0.861, "X3": 0.50777, "Y3": 0.8738, "X4": 0.4171, "Y4": 0.8758, "page": 0, "Index": 720}, {"Word": "ban", "Confidence": 0.998, "X1": 0.51166, "Y1": 0.8602, "X2": 0.54145, "Y2": 0.86, "X3": 0.54145, "Y3": 0.8738, "X4": 0.51036, "Y4": 0.8738, "page": 0, "Index": 721}, {"Word": "the", "Confidence": 0.998, "X1": 0.54534, "Y1": 0.8602, "X2": 0.57124, "Y2": 0.86, "X3": 0.57124, "Y3": 0.8738, "X4": 0.54534, "Y4": 0.8738, "page": 0, "Index": 722}, {"Word": "distribution", "Confidence": 0.992, "X1": 0.57513, "Y1": 0.8602, "X2": 0.65933, "Y2": 0.86, "X3": 0.65803, "Y3": 0.8748, "X4": 0.57383, "Y4": 0.8738, "page": 0, "Index": 723}, {"Word": "year.\"", "Confidence": 0.992, "X1": 0.69689, "Y1": 0.8562, "X2": 0.74223, "Y2": 0.856, "X3": 0.74223, "Y3": 0.8688, "X4": 0.69689, "Y4": 0.8698, "page": 0, "Index": 724}, {"Word": "\"Much", "Confidence": 0.991, "X1": 0.17487, "Y1": 0.8732, "X2": 0.22539, "Y2": 0.873, "X3": 0.22539, "Y3": 0.8878, "X4": 0.17358, "Y4": 0.8878, "page": 0, "Index": 725}, {"Word": "of", "Confidence": 0.998, "X1": 0.22927, "Y1": 0.8742, "X2": 0.24482, "Y2": 0.874, "X3": 0.24482, "Y3": 0.8878, "X4": 0.22927, "Y4": 0.8878, "page": 0, "Index": 726}, {"Word": "the", "Confidence": 0.998, "X1": 0.2487, "Y1": 0.8742, "X2": 0.27202, "Y2": 0.874, "X3": 0.27202, "Y3": 0.8878, "X4": 0.2487, "Y4": 0.8878, "page": 0, "Index": 727}, {"Word": "The", "Confidence": 0.997, "X1": 0.72021, "Y1": 0.8732, "X2": 0.74741, "Y2": 0.873, "X3": 0.74611, "Y3": 0.8868, "X4": 0.71891, "Y4": 0.8868, "page": 0, "Index": 728}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.7513, "Y1": 0.8732, "X2": 0.81477, "Y2": 0.873, "X3": 0.81477, "Y3": 0.8878, "X4": 0.75, "Y4": 0.8878, "page": 0, "Index": 729}, {"Word": "Institute", "Confidence": 0.991, "X1": 0.81865, "Y1": 0.8732, "X2": 0.87953, "Y2": 0.873, "X3": 0.87824, "Y3": 0.8878, "X4": 0.81865, "Y4": 0.8878, "page": 0, "Index": 730}, {"Word": "works", "Confidence": 0.997, "X1": 0.88342, "Y1": 0.8732, "X2": 0.92746, "Y2": 0.873, "X3": 0.92617, "Y3": 0.8868, "X4": 0.88212, "Y4": 0.8878, "page": 0, "Index": 731}, {"Word": "with", "Confidence": 0.981, "X1": 0.93135, "Y1": 0.8722, "X2": 0.96373, "Y2": 0.872, "X3": 0.96244, "Y3": 0.8868, "X4": 0.93005, "Y4": 0.8868, "page": 0, "Index": 732}, {"Word": "Horrigan", "Confidence": 0.955, "X1": 0.06865, "Y1": 0.8732, "X2": 0.13212, "Y2": 0.873, "X3": 0.13212, "Y3": 0.8888, "X4": 0.06865, "Y4": 0.8898, "page": 0, "Index": 733}, {"Word": "said.", "Confidence": 0.874, "X1": 0.13601, "Y1": 0.8732, "X2": 0.17098, "Y2": 0.873, "X3": 0.16969, "Y3": 0.8888, "X4": 0.13601, "Y4": 0.8888, "page": 0, "Index": 734}, {"Word": "criticism", "Confidence": 0.994, "X1": 0.27591, "Y1": 0.8752, "X2": 0.33679, "Y2": 0.875, "X3": 0.33679, "Y3": 0.8888, "X4": 0.27591, "Y4": 0.8878, "page": 0, "Index": 735}, {"Word": "of", "Confidence": 0.998, "X1": 0.3899, "Y1": 0.8762, "X2": 0.40155, "Y2": 0.876, "X3": 0.40026, "Y3": 0.8908, "X4": 0.3886, "Y4": 0.8908, "page": 0, "Index": 736}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.40544, "Y1": 0.8762, "X2": 0.47021, "Y2": 0.876, "X3": 0.47021, "Y3": 0.8908, "X4": 0.40415, "Y4": 0.8908, "page": 0, "Index": 737}, {"Word": "samples", "Confidence": 0.993, "X1": 0.47409, "Y1": 0.8762, "X2": 0.53756, "Y2": 0.876, "X3": 0.53627, "Y3": 0.8898, "X4": 0.4728, "Y4": 0.8908, "page": 0, "Index": 738}, {"Word": "to", "Confidence": 0.998, "X1": 0.54016, "Y1": 0.8762, "X2": 0.55829, "Y2": 0.876, "X3": 0.55699, "Y3": 0.8898, "X4": 0.54016, "Y4": 0.8898, "page": 0, "Index": 739}, {"Word": "minors.", "Confidence": 0.967, "X1": 0.56088, "Y1": 0.8762, "X2": 0.62047, "Y2": 0.876, "X3": 0.61917, "Y3": 0.8898, "X4": 0.56088, "Y4": 0.8898, "page": 0, "Index": 740}, {"Word": "leveled", "Confidence": 0.948, "X1": 0.06865, "Y1": 0.8892, "X2": 0.11917, "Y2": 0.889, "X3": 0.11788, "Y3": 0.9048, "X4": 0.06865, "Y4": 0.9048, "page": 0, "Index": 741}, {"Word": "against", "Confidence": 0.995, "X1": 0.12306, "Y1": 0.8892, "X2": 0.17617, "Y2": 0.889, "X3": 0.17617, "Y3": 0.9048, "X4": 0.12176, "Y4": 0.9048, "page": 0, "Index": 742}, {"Word": "our", "Confidence": 0.998, "X1": 0.18005, "Y1": 0.8892, "X2": 0.20596, "Y2": 0.889, "X3": 0.20596, "Y3": 0.9048, "X4": 0.18005, "Y4": 0.9048, "page": 0, "Index": 743}, {"Word": "industry", "Confidence": 0.995, "X1": 0.20984, "Y1": 0.8902, "X2": 0.27202, "Y2": 0.89, "X3": 0.27073, "Y3": 0.9038, "X4": 0.20984, "Y4": 0.9038, "page": 0, "Index": 744}, {"Word": "is", "Confidence": 0.998, "X1": 0.27591, "Y1": 0.8902, "X2": 0.28886, "Y2": 0.89, "X3": 0.28756, "Y3": 0.9048, "X4": 0.27461, "Y4": 0.9038, "page": 0, "Index": 745}, {"Word": "unfair", "Confidence": 0.995, "X1": 0.29275, "Y1": 0.8902, "X2": 0.33938, "Y2": 0.89, "X3": 0.33808, "Y3": 0.9048, "X4": 0.29145, "Y4": 0.9048, "page": 0, "Index": 746}, {"Word": "Regarding", "Confidence": 0.994, "X1": 0.40415, "Y1": 0.8922, "X2": 0.48057, "Y2": 0.892, "X3": 0.47927, "Y3": 0.9068, "X4": 0.40415, "Y4": 0.9078, "page": 0, "Index": 747}, {"Word": "other", "Confidence": 0.998, "X1": 0.48446, "Y1": 0.8912, "X2": 0.52461, "Y2": 0.891, "X3": 0.52332, "Y3": 0.9068, "X4": 0.48316, "Y4": 0.9068, "page": 0, "Index": 748}, {"Word": "alleged", "Confidence": 0.997, "X1": 0.5285, "Y1": 0.8912, "X2": 0.5842, "Y2": 0.891, "X3": 0.5829, "Y3": 0.9068, "X4": 0.5272, "Y4": 0.9068, "page": 0, "Index": 749}, {"Word": "sampling", "Confidence": 0.982, "X1": 0.58808, "Y1": 0.8922, "X2": 0.65933, "Y2": 0.892, "X3": 0.65803, "Y3": 0.9068, "X4": 0.58679, "Y4": 0.9068, "page": 0, "Index": 750}, {"Word": "legislative", "Confidence": 0.948, "X1": 0.69689, "Y1": 0.8892, "X2": 0.76943, "Y2": 0.889, "X3": 0.76943, "Y3": 0.9048, "X4": 0.69689, "Y4": 0.9048, "page": 0, "Index": 751}, {"Word": "bodies", "Confidence": 0.996, "X1": 0.77332, "Y1": 0.8892, "X2": 0.82513, "Y2": 0.889, "X3": 0.82383, "Y3": 0.9048, "X4": 0.77332, "Y4": 0.9048, "page": 0, "Index": 752}, {"Word": "or", "Confidence": 0.991, "X1": 0.82902, "Y1": 0.8892, "X2": 0.84585, "Y2": 0.889, "X3": 0.84456, "Y3": 0.9048, "X4": 0.82772, "Y4": 0.9048, "page": 0, "Index": 753}, {"Word": "city", "Confidence": 0.991, "X1": 0.84974, "Y1": 0.8892, "X2": 0.87565, "Y2": 0.889, "X3": 0.87435, "Y3": 0.9048, "X4": 0.84845, "Y4": 0.9048, "page": 0, "Index": 754}, {"Word": "councils", "Confidence": 0.995, "X1": 0.87953, "Y1": 0.8892, "X2": 0.9456, "Y2": 0.889, "X3": 0.9456, "Y3": 0.9048, "X4": 0.87824, "Y4": 0.9048, "page": 0, "Index": 755}, {"Word": "and", "Confidence": 0.964, "X1": 0.06736, "Y1": 0.9062, "X2": 0.09456, "Y2": 0.906, "X3": 0.09456, "Y3": 0.9208, "X4": 0.06736, "Y4": 0.9208, "page": 0, "Index": 756}, {"Word": "not", "Confidence": 0.954, "X1": 0.09845, "Y1": 0.9062, "X2": 0.12435, "Y2": 0.906, "X3": 0.12306, "Y3": 0.9208, "X4": 0.09845, "Y4": 0.9208, "page": 0, "Index": 757}, {"Word": "founded", "Confidence": 0.996, "X1": 0.12824, "Y1": 0.9052, "X2": 0.19041, "Y2": 0.905, "X3": 0.19041, "Y3": 0.9198, "X4": 0.12694, "Y4": 0.9208, "page": 0, "Index": 758}, {"Word": "in", "Confidence": 0.998, "X1": 0.1943, "Y1": 0.9052, "X2": 0.20855, "Y2": 0.905, "X3": 0.20725, "Y3": 0.9198, "X4": 0.1943, "Y4": 0.9198, "page": 0, "Index": 759}, {"Word": "fact,", "Confidence": 0.634, "X1": 0.21244, "Y1": 0.9052, "X2": 0.24482, "Y2": 0.905, "X3": 0.24482, "Y3": 0.9198, "X4": 0.21114, "Y4": 0.9198, "page": 0, "Index": 760}, {"Word": "and", "Confidence": 0.998, "X1": 0.2487, "Y1": 0.9062, "X2": 0.2785, "Y2": 0.906, "X3": 0.2785, "Y3": 0.9198, "X4": 0.24741, "Y4": 0.9198, "page": 0, "Index": 761}, {"Word": "the", "Confidence": 0.998, "X1": 0.28238, "Y1": 0.9062, "X2": 0.30959, "Y2": 0.906, "X3": 0.30829, "Y3": 0.9198, "X4": 0.28238, "Y4": 0.9198, "page": 0, "Index": 762}, {"Word": "problems,", "Confidence": 0.931, "X1": 0.38601, "Y1": 0.9082, "X2": 0.46114, "Y2": 0.908, "X3": 0.45984, "Y3": 0.9228, "X4": 0.38601, "Y4": 0.9248, "page": 0, "Index": 763}, {"Word": "such", "Confidence": 0.988, "X1": 0.46373, "Y1": 0.9082, "X2": 0.5013, "Y2": 0.908, "X3": 0.5013, "Y3": 0.9218, "X4": 0.46373, "Y4": 0.9228, "page": 0, "Index": 764}, {"Word": "as", "Confidence": 0.998, "X1": 0.50518, "Y1": 0.9082, "X2": 0.52332, "Y2": 0.908, "X3": 0.52332, "Y3": 0.9218, "X4": 0.50518, "Y4": 0.9218, "page": 0, "Index": 765}, {"Word": "street", "Confidence": 0.996, "X1": 0.5272, "Y1": 0.9082, "X2": 0.57124, "Y2": 0.908, "X3": 0.56995, "Y3": 0.9218, "X4": 0.52591, "Y4": 0.9218, "page": 0, "Index": 766}, {"Word": "congestion", "Confidence": 0.995, "X1": 0.57383, "Y1": 0.9102, "X2": 0.65803, "Y2": 0.91, "X3": 0.65674, "Y3": 0.9228, "X4": 0.57383, "Y4": 0.9218, "page": 0, "Index": 767}, {"Word": "considering", "Confidence": 0.97, "X1": 0.69819, "Y1": 0.9052, "X2": 0.78627, "Y2": 0.905, "X3": 0.78627, "Y3": 0.9198, "X4": 0.69819, "Y4": 0.9198, "page": 0, "Index": 768}, {"Word": "bans.", "Confidence": 0.997, "X1": 0.79016, "Y1": 0.9052, "X2": 0.8329, "Y2": 0.905, "X3": 0.83161, "Y3": 0.9198, "X4": 0.79016, "Y4": 0.9198, "page": 0, "Index": 769}, {"Word": "The", "Confidence": 0.998, "X1": 0.83549, "Y1": 0.9052, "X2": 0.86399, "Y2": 0.905, "X3": 0.86399, "Y3": 0.9198, "X4": 0.83549, "Y4": 0.9198, "page": 0, "Index": 770}, {"Word": "Institute", "Confidence": 0.961, "X1": 0.86788, "Y1": 0.9052, "X2": 0.92746, "Y2": 0.905, "X3": 0.92617, "Y3": 0.9198, "X4": 0.86658, "Y4": 0.9198, "page": 0, "Index": 771}, {"Word": "out-", "Confidence": 0.956, "X1": 0.93135, "Y1": 0.9052, "X2": 0.96244, "Y2": 0.905, "X3": 0.96244, "Y3": 0.9198, "X4": 0.93005, "Y4": 0.9198, "page": 0, "Index": 772}, {"Word": "Institute", "Confidence": 0.958, "X1": 0.06736, "Y1": 0.9212, "X2": 0.12565, "Y2": 0.921, "X3": 0.12435, "Y3": 0.9358, "X4": 0.06606, "Y4": 0.9358, "page": 0, "Index": 773}, {"Word": "has", "Confidence": 0.998, "X1": 0.12953, "Y1": 0.9212, "X2": 0.15674, "Y2": 0.921, "X3": 0.15544, "Y3": 0.9358, "X4": 0.12824, "Y4": 0.9358, "page": 0, "Index": 774}, {"Word": "an", "Confidence": 0.998, "X1": 0.16062, "Y1": 0.9212, "X2": 0.17876, "Y2": 0.921, "X3": 0.17876, "Y3": 0.9358, "X4": 0.15933, "Y4": 0.9358, "page": 0, "Index": 775}, {"Word": "important", "Confidence": 0.994, "X1": 0.18264, "Y1": 0.9212, "X2": 0.25648, "Y2": 0.921, "X3": 0.25648, "Y3": 0.9358, "X4": 0.18264, "Y4": 0.9358, "page": 0, "Index": 776}, {"Word": "role", "Confidence": 0.945, "X1": 0.26036, "Y1": 0.9212, "X2": 0.29016, "Y2": 0.921, "X3": 0.29016, "Y3": 0.9368, "X4": 0.26036, "Y4": 0.9358, "page": 0, "Index": 777}, {"Word": "to", "Confidence": 0.998, "X1": 0.29404, "Y1": 0.9212, "X2": 0.31218, "Y2": 0.921, "X3": 0.31218, "Y3": 0.9368, "X4": 0.29404, "Y4": 0.9368, "page": 0, "Index": 778}, {"Word": "litter,", "Confidence": 0.787, "X1": 0.40544, "Y1": 0.9242, "X2": 0.44171, "Y2": 0.924, "X3": 0.44171, "Y3": 0.9378, "X4": 0.40544, "Y4": 0.9378, "page": 0, "Index": 779}, {"Word": "contracts", "Confidence": 0.995, "X1": 0.4456, "Y1": 0.9242, "X2": 0.51684, "Y2": 0.924, "X3": 0.51684, "Y3": 0.9378, "X4": 0.4456, "Y4": 0.9378, "page": 0, "Index": 780}, {"Word": "with", "Confidence": 0.989, "X1": 0.52073, "Y1": 0.9242, "X2": 0.55181, "Y2": 0.924, "X3": 0.55181, "Y3": 0.9378, "X4": 0.52073, "Y4": 0.9378, "page": 0, "Index": 781}, {"Word": "lines", "Confidence": 0.993, "X1": 0.69819, "Y1": 0.9212, "X2": 0.73316, "Y2": 0.921, "X3": 0.73187, "Y3": 0.9358, "X4": 0.69689, "Y4": 0.9358, "page": 0, "Index": 782}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.73705, "Y1": 0.9212, "X2": 0.80181, "Y2": 0.921, "X3": 0.80181, "Y3": 0.9358, "X4": 0.73575, "Y4": 0.9358, "page": 0, "Index": 783}, {"Word": "manufacturers'", "Confidence": 0.868, "X1": 0.8057, "Y1": 0.9202, "X2": 0.91839, "Y2": 0.92, "X3": 0.9171, "Y3": 0.9348, "X4": 0.8044, "Y4": 0.9358, "page": 0, "Index": 784}, {"Word": "efforts", "Confidence": 0.994, "X1": 0.92228, "Y1": 0.9202, "X2": 0.97021, "Y2": 0.92, "X3": 0.96891, "Y3": 0.9348, "X4": 0.92098, "Y4": 0.9348, "page": 0, "Index": 785}, {"Word": "or", "Confidence": 0.998, "X1": 0.38731, "Y1": 0.9252, "X2": 0.40155, "Y2": 0.925, "X3": 0.40155, "Y3": 0.9388, "X4": 0.38731, "Y4": 0.9388, "page": 0, "Index": 786}, {"Word": "sampling", "Confidence": 0.994, "X1": 0.5557, "Y1": 0.9242, "X2": 0.62824, "Y2": 0.924, "X3": 0.62824, "Y3": 0.9388, "X4": 0.5557, "Y4": 0.9378, "page": 0, "Index": 787}, {"Word": "play", "Confidence": 0.994, "X1": 0.06736, "Y1": 0.9382, "X2": 0.09715, "Y2": 0.938, "X3": 0.09715, "Y3": 0.9528, "X4": 0.06736, "Y4": 0.9528, "page": 0, "Index": 788}, {"Word": "in", "Confidence": 0.998, "X1": 0.10104, "Y1": 0.9382, "X2": 0.11528, "Y2": 0.938, "X3": 0.11528, "Y3": 0.9518, "X4": 0.09974, "Y4": 0.9528, "page": 0, "Index": 789}, {"Word": "ensuring", "Confidence": 0.991, "X1": 0.11917, "Y1": 0.9372, "X2": 0.18394, "Y2": 0.937, "X3": 0.18394, "Y3": 0.9518, "X4": 0.11917, "Y4": 0.9518, "page": 0, "Index": 790}, {"Word": "that", "Confidence": 0.981, "X1": 0.18782, "Y1": 0.9372, "X2": 0.21762, "Y2": 0.937, "X3": 0.21632, "Y3": 0.9518, "X4": 0.18782, "Y4": 0.9518, "page": 0, "Index": 791}, {"Word": "our", "Confidence": 0.998, "X1": 0.2215, "Y1": 0.9372, "X2": 0.24741, "Y2": 0.937, "X3": 0.24741, "Y3": 0.9518, "X4": 0.22021, "Y4": 0.9518, "page": 0, "Index": 792}, {"Word": "side", "Confidence": 0.987, "X1": 0.2513, "Y1": 0.9372, "X2": 0.28368, "Y2": 0.937, "X3": 0.28238, "Y3": 0.9518, "X4": 0.2513, "Y4": 0.9518, "page": 0, "Index": 793}, {"Word": "of", "Confidence": 0.998, "X1": 0.28756, "Y1": 0.9372, "X2": 0.30181, "Y2": 0.937, "X3": 0.30181, "Y3": 0.9518, "X4": 0.28627, "Y4": 0.9518, "page": 0, "Index": 794}, {"Word": "the", "Confidence": 0.993, "X1": 0.3057, "Y1": 0.9372, "X2": 0.3342, "Y2": 0.937, "X3": 0.3329, "Y3": 0.9518, "X4": 0.3057, "Y4": 0.9518, "page": 0, "Index": 795}, {"Word": "agencies", "Confidence": 0.993, "X1": 0.3886, "Y1": 0.9402, "X2": 0.45207, "Y2": 0.94, "X3": 0.45078, "Y3": 0.9548, "X4": 0.38601, "Y4": 0.9558, "page": 0, "Index": 796}, {"Word": "also", "Confidence": 0.991, "X1": 0.45596, "Y1": 0.9392, "X2": 0.48834, "Y2": 0.939, "X3": 0.48575, "Y3": 0.9538, "X4": 0.45466, "Y4": 0.9548, "page": 0, "Index": 797}, {"Word": "prohibit", "Confidence": 0.992, "X1": 0.49223, "Y1": 0.9392, "X2": 0.55181, "Y2": 0.939, "X3": 0.54922, "Y3": 0.9538, "X4": 0.48964, "Y4": 0.9538, "page": 0, "Index": 798}, {"Word": "actions", "Confidence": 0.995, "X1": 0.5544, "Y1": 0.9392, "X2": 0.60881, "Y2": 0.939, "X3": 0.60751, "Y3": 0.9538, "X4": 0.55311, "Y4": 0.9538, "page": 0, "Index": 799}, {"Word": "which", "Confidence": 0.998, "X1": 0.61269, "Y1": 0.9392, "X2": 0.65803, "Y2": 0.939, "X3": 0.65674, "Y3": 0.9538, "X4": 0.6114, "Y4": 0.9538, "page": 0, "Index": 800}, {"Word": "to", "Confidence": 0.995, "X1": 0.69819, "Y1": 0.9382, "X2": 0.71244, "Y2": 0.938, "X3": 0.71114, "Y3": 0.9518, "X4": 0.69689, "Y4": 0.9518, "page": 0, "Index": 801}, {"Word": "control", "Confidence": 0.993, "X1": 0.71632, "Y1": 0.9372, "X2": 0.77073, "Y2": 0.937, "X3": 0.76943, "Y3": 0.9518, "X4": 0.71503, "Y4": 0.9518, "page": 0, "Index": 802}, {"Word": "conscientious", "Confidence": 0.991, "X1": 0.77461, "Y1": 0.9362, "X2": 0.87953, "Y2": 0.936, "X3": 0.87824, "Y3": 0.9518, "X4": 0.77332, "Y4": 0.9518, "page": 0, "Index": 803}, {"Word": "distribution", "Confidence": 0.991, "X1": 0.88342, "Y1": 0.9362, "X2": 0.96632, "Y2": 0.936, "X3": 0.96503, "Y3": 0.9518, "X4": 0.88212, "Y4": 0.9518, "page": 0, "Index": 804}, {"Word": "story", "Confidence": 0.994, "X1": 0.06736, "Y1": 0.9542, "X2": 0.10363, "Y2": 0.954, "X3": 0.10363, "Y3": 0.9678, "X4": 0.06736, "Y4": 0.9678, "page": 0, "Index": 805}, {"Word": "is", "Confidence": 0.998, "X1": 0.10622, "Y1": 0.9532, "X2": 0.12047, "Y2": 0.953, "X3": 0.11917, "Y3": 0.9668, "X4": 0.10622, "Y4": 0.9678, "page": 0, "Index": 806}, {"Word": "told.\"", "Confidence": 0.652, "X1": 0.12306, "Y1": 0.9512, "X2": 0.1671, "Y2": 0.951, "X3": 0.1671, "Y3": 0.9648, "X4": 0.12306, "Y4": 0.9668, "page": 0, "Index": 807}, {"Word": "of", "Confidence": 0.998, "X1": 0.69819, "Y1": 0.9532, "X2": 0.71244, "Y2": 0.953, "X3": 0.71244, "Y3": 0.9668, "X4": 0.69819, "Y4": 0.9668, "page": 0, "Index": 808}, {"Word": "their", "Confidence": 0.997, "X1": 0.71632, "Y1": 0.9532, "X2": 0.7513, "Y2": 0.953, "X3": 0.75, "Y3": 0.9668, "X4": 0.71632, "Y4": 0.9668, "page": 0, "Index": 809}, {"Word": "samples.", "Confidence": 0.955, "X1": 0.75518, "Y1": 0.9542, "X2": 0.82513, "Y2": 0.954, "X3": 0.82513, "Y3": 0.9668, "X4": 0.75389, "Y4": 0.9668, "page": 0, "Index": 810}, {"Word": "lead", "Confidence": 0.983, "X1": 0.3886, "Y1": 0.9552, "X2": 0.4171, "Y2": 0.955, "X3": 0.4171, "Y3": 0.9708, "X4": 0.38731, "Y4": 0.9708, "page": 0, "Index": 811}, {"Word": "to", "Confidence": 0.998, "X1": 0.42098, "Y1": 0.9552, "X2": 0.43653, "Y2": 0.955, "X3": 0.43653, "Y3": 0.9698, "X4": 0.42098, "Y4": 0.9708, "page": 0, "Index": 812}, {"Word": "such", "Confidence": 0.991, "X1": 0.44041, "Y1": 0.9552, "X2": 0.47668, "Y2": 0.955, "X3": 0.47668, "Y3": 0.9698, "X4": 0.44041, "Y4": 0.9698, "page": 0, "Index": 813}, {"Word": "problems.", "Confidence": 0.98, "X1": 0.48057, "Y1": 0.9552, "X2": 0.56088, "Y2": 0.955, "X3": 0.56088, "Y3": 0.9698, "X4": 0.48057, "Y4": 0.9698, "page": 0, "Index": 814}, {"Word": "6", "Confidence": 0.991, "X1": 0.06736, "Y1": 0.9812, "X2": 0.07772, "Y2": 0.981, "X3": 0.07772, "Y3": 0.9928, "X4": 0.06736, "Y4": 0.9928, "page": 0, "Index": 815}]}	"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"
ffkd0095	1	{"lines_data": [{"Word": "1. The commencement date of the gift is July 1, 1987. The Institution", "Confidence": 0.93485, "X1": 0.14361, "Y1": 0.1002, "X2": 0.89987, "Y2": 0.1, "X3": 0.89987, "Y3": 0.1158, "X4": 0.14361, "Y4": 0.1178, "page": 0}, {"Word": "shall invoice Reynolds on or after the commencement date for one-", "Confidence": 0.99255, "X1": 0.19631, "Y1": 0.1172, "X2": 0.87352, "Y2": 0.117, "X3": 0.87352, "Y3": 0.1318, "X4": 0.19631, "Y4": 0.1328, "page": 0}, {"Word": "half the amount of the gift. Thereafter, the Institution shall in-", "Confidence": 0.993, "X1": 0.19499, "Y1": 0.1322, "X2": 0.89592, "Y2": 0.132, "X3": 0.89592, "Y3": 0.1468, "X4": 0.19499, "Y4": 0.1478, "page": 0}, {"Word": "voice Reynolds at the end of the next three quarters for equal parts", "Confidence": 0.99508, "X1": 0.19499, "Y1": 0.1472, "X2": 0.90514, "Y2": 0.147, "X3": 0.90514, "Y3": 0.1628, "X4": 0.19499, "Y4": 0.1638, "page": 0}, {"Word": "of the remainder of the gift (16.67% of the total per quarter).", "Confidence": 0.99517, "X1": 0.19631, "Y1": 0.1632, "X2": 0.85771, "Y2": 0.163, "X3": 0.85771, "Y3": 0.1788, "X4": 0.19631, "Y4": 0.1788, "page": 0}, {"Word": "Payment of invoices shall be made within thirty days of receipt by", "Confidence": 0.99492, "X1": 0.19368, "Y1": 0.1792, "X2": 0.88669, "Y2": 0.179, "X3": 0.88669, "Y3": 0.1958, "X4": 0.19368, "Y4": 0.1958, "page": 0}, {"Word": "Reynolds.", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.1962, "X2": 0.28986, "Y2": 0.196, "X3": 0.28986, "Y3": 0.2128, "X4": 0.19236, "Y4": 0.2118, "page": 0}, {"Word": "2.", "Confidence": 0.994, "X1": 0.13966, "Y1": 0.2272, "X2": 0.16074, "Y2": 0.227, "X3": 0.16074, "Y3": 0.2428, "X4": 0.13966, "Y4": 0.2428, "page": 0}, {"Word": "The gift is to the Institution to be used for the purposes noted", "Confidence": 0.99508, "X1": 0.19368, "Y1": 0.2272, "X2": 0.86561, "Y2": 0.227, "X3": 0.86561, "Y3": 0.2458, "X4": 0.19368, "Y4": 0.2448, "page": 0}, {"Word": "above; you are to be the principal investigator. In the event you", "Confidence": 0.99658, "X1": 0.19236, "Y1": 0.2442, "X2": 0.88669, "Y2": 0.244, "X3": 0.88669, "Y3": 0.2598, "X4": 0.19236, "Y4": 0.2618, "page": 0}, {"Word": "become unavailable prior to the completion of the term of this basic", "Confidence": 0.99275, "X1": 0.19236, "Y1": 0.2602, "X2": 0.90382, "Y2": 0.26, "X3": 0.90382, "Y3": 0.2768, "X4": 0.19236, "Y4": 0.2768, "page": 0}, {"Word": "research program, a substitute principal investigator with appropri-", "Confidence": 0.99338, "X1": 0.19104, "Y1": 0.2762, "X2": 0.90382, "Y2": 0.276, "X3": 0.90382, "Y3": 0.2918, "X4": 0.19104, "Y4": 0.2918, "page": 0}, {"Word": "ate qualifications will be selected by the Institution. Reynolds'", "Confidence": 0.99156, "X1": 0.19236, "Y1": 0.2912, "X2": 0.88406, "Y2": 0.291, "X3": 0.88406, "Y3": 0.3078, "X4": 0.19236, "Y4": 0.3078, "page": 0}, {"Word": "continued support shall be contingent upon its approving such sub-", "Confidence": 0.9917, "X1": 0.19236, "Y1": 0.3082, "X2": 0.88142, "Y2": 0.308, "X3": 0.88142, "Y3": 0.3238, "X4": 0.19236, "Y4": 0.3238, "page": 0}, {"Word": "stitute investigator.", "Confidence": 0.9795, "X1": 0.19104, "Y1": 0.3242, "X2": 0.40975, "Y2": 0.324, "X3": 0.40975, "Y3": 0.3398, "X4": 0.19104, "Y4": 0.3388, "page": 0}, {"Word": "3.", "Confidence": 0.998, "X1": 0.13834, "Y1": 0.3542, "X2": 0.15679, "Y2": 0.354, "X3": 0.15679, "Y3": 0.3698, "X4": 0.13834, "Y4": 0.3698, "page": 0}, {"Word": "The design and conduct of the basic research program will be", "Confidence": 0.99482, "X1": 0.19236, "Y1": 0.3542, "X2": 0.82345, "Y2": 0.354, "X3": 0.82345, "Y3": 0.3708, "X4": 0.19236, "Y4": 0.3708, "page": 0}, {"Word": "generally along the lines indicated in the Proposal but with freedom", "Confidence": 0.99464, "X1": 0.19104, "Y1": 0.3702, "X2": 0.90514, "Y2": 0.37, "X3": 0.90514, "Y3": 0.3868, "X4": 0.19104, "Y4": 0.3868, "page": 0}, {"Word": "for the principal investigator to make such changes as he, with con-", "Confidence": 0.98942, "X1": 0.19236, "Y1": 0.3872, "X2": 0.90514, "Y2": 0.387, "X3": 0.90514, "Y3": 0.4028, "X4": 0.19236, "Y4": 0.4018, "page": 0}, {"Word": "sultation of his participating colleagues, may consider advisable.", "Confidence": 0.99513, "X1": 0.19104, "Y1": 0.4022, "X2": 0.88011, "Y2": 0.402, "X3": 0.88011, "Y3": 0.4188, "X4": 0.19104, "Y4": 0.4178, "page": 0}, {"Word": "The principal investigator shall also have freedom to make such", "Confidence": 0.9926, "X1": 0.19104, "Y1": 0.4172, "X2": 0.85375, "Y2": 0.417, "X3": 0.85375, "Y3": 0.4338, "X4": 0.19104, "Y4": 0.4338, "page": 0}, {"Word": "changes in the allocations of the gift set forth above to various", "Confidence": 0.99625, "X1": 0.19104, "Y1": 0.4342, "X2": 0.8722, "Y2": 0.434, "X3": 0.8722, "Y3": 0.4498, "X4": 0.19104, "Y4": 0.4488, "page": 0}, {"Word": "aspects of the program as he, with consultation of his participating", "Confidence": 0.99573, "X1": 0.19236, "Y1": 0.4502, "X2": 0.90514, "Y2": 0.45, "X3": 0.90514, "Y3": 0.4648, "X4": 0.19236, "Y4": 0.4648, "page": 0}, {"Word": "colleagues, may consider advisable, either for flexibility of timing", "Confidence": 0.99311, "X1": 0.18709, "Y1": 0.4652, "X2": 0.90646, "Y2": 0.465, "X3": 0.90646, "Y3": 0.4818, "X4": 0.18709, "Y4": 0.4818, "page": 0}, {"Word": "of expenditures or, if circumstances warrant, to reflect more endur-", "Confidence": 0.9952, "X1": 0.19104, "Y1": 0.4812, "X2": 0.90382, "Y2": 0.481, "X3": 0.90382, "Y3": 0.4968, "X4": 0.19104, "Y4": 0.4968, "page": 0}, {"Word": "ing shifts in research emphasis. In the latter event, Reynolds", "Confidence": 0.9931, "X1": 0.19104, "Y1": 0.4972, "X2": 0.85375, "Y2": 0.497, "X3": 0.85375, "Y3": 0.5138, "X4": 0.19104, "Y4": 0.5138, "page": 0}, {"Word": "should be advised of the proposed reallocations.", "Confidence": 0.99614, "X1": 0.18841, "Y1": 0.5132, "X2": 0.69302, "Y2": 0.513, "X3": 0.69302, "Y3": 0.5298, "X4": 0.18841, "Y4": 0.5298, "page": 0}, {"Word": "4.", "Confidence": 0.97, "X1": 0.1357, "Y1": 0.5462, "X2": 0.1581, "Y2": 0.546, "X3": 0.1581, "Y3": 0.5588, "X4": 0.1357, "Y4": 0.5578, "page": 0}, {"Word": "The Institution shall obtain patents on inventions made during work", "Confidence": 0.9932, "X1": 0.18972, "Y1": 0.5452, "X2": 0.89592, "Y2": 0.545, "X3": 0.89592, "Y3": 0.5608, "X4": 0.18972, "Y4": 0.5598, "page": 0}, {"Word": "done under the research program and resulting patents shall be owned", "Confidence": 0.99536, "X1": 0.18972, "Y1": 0.5612, "X2": 0.90646, "Y2": 0.561, "X3": 0.90646, "Y3": 0.5768, "X4": 0.18972, "Y4": 0.5758, "page": 0}, {"Word": "by the Institution. Upon request of Reynolds, the Institution shall", "Confidence": 0.9803, "X1": 0.18972, "Y1": 0.5762, "X2": 0.90514, "Y2": 0.576, "X3": 0.90514, "Y3": 0.5928, "X4": 0.18972, "Y4": 0.5918, "page": 0}, {"Word": "grant to Reynolds exclusive licenses under such inventions and pa-", "Confidence": 0.9954, "X1": 0.18972, "Y1": 0.5932, "X2": 0.88406, "Y2": 0.593, "X3": 0.88406, "Y3": 0.6088, "X4": 0.18972, "Y4": 0.6088, "page": 0}, {"Word": "tents at reasonable royalty rates which shall be negotiated on each", "Confidence": 0.99527, "X1": 0.19104, "Y1": 0.6092, "X2": 0.89592, "Y2": 0.609, "X3": 0.89592, "Y3": 0.6238, "X4": 0.19104, "Y4": 0.6238, "page": 0}, {"Word": "such license and any renewal thereof. Reynolds shall reimburse the", "Confidence": 0.9949, "X1": 0.19104, "Y1": 0.6252, "X2": 0.89592, "Y2": 0.625, "X3": 0.89592, "Y3": 0.6398, "X4": 0.19104, "Y4": 0.6398, "page": 0}, {"Word": "Institution the reasonable cost of obtaining each patent for which", "Confidence": 0.9939, "X1": 0.19104, "Y1": 0.6402, "X2": 0.88801, "Y2": 0.64, "X3": 0.88801, "Y3": 0.6558, "X4": 0.19104, "Y4": 0.6548, "page": 0}, {"Word": "Reynolds has requested and received an exclusive license and such", "Confidence": 0.9936, "X1": 0.18972, "Y1": 0.6562, "X2": 0.87484, "Y2": 0.656, "X3": 0.87484, "Y3": 0.6718, "X4": 0.18972, "Y4": 0.6708, "page": 0}, {"Word": "reimbursement shall be credited against royalties which accrue to", "Confidence": 0.99433, "X1": 0.19104, "Y1": 0.6722, "X2": 0.87484, "Y2": 0.672, "X3": 0.87484, "Y3": 0.6878, "X4": 0.19104, "Y4": 0.6878, "page": 0}, {"Word": "the University under such license. The Institution shall keep", "Confidence": 0.98178, "X1": 0.19104, "Y1": 0.6882, "X2": 0.84321, "Y2": 0.688, "X3": 0.84321, "Y3": 0.7048, "X4": 0.19104, "Y4": 0.7038, "page": 0}, {"Word": "Reynolds informed of inventions or discoveries made and patent ap-", "Confidence": 0.9949, "X1": 0.18841, "Y1": 0.7062, "X2": 0.88406, "Y2": 0.706, "X3": 0.88274, "Y3": 0.7208, "X4": 0.18841, "Y4": 0.7188, "page": 0}, {"Word": "plications filed and shall take care to assure that patent rights", "Confidence": 0.99427, "X1": 0.18841, "Y1": 0.7212, "X2": 0.87352, "Y2": 0.721, "X3": 0.87352, "Y3": 0.7368, "X4": 0.18841, "Y4": 0.7358, "page": 0}, {"Word": "are not lost by early publication. Manuscripts concerning the basic", "Confidence": 0.9938, "X1": 0.18709, "Y1": 0.7372, "X2": 0.90646, "Y2": 0.737, "X3": 0.90646, "Y3": 0.7528, "X4": 0.18709, "Y4": 0.7528, "page": 0}, {"Word": "research program which are proposed to be submitted for publication", "Confidence": 0.9957, "X1": 0.18709, "Y1": 0.7532, "X2": 0.89592, "Y2": 0.753, "X3": 0.89592, "Y3": 0.7688, "X4": 0.18709, "Y4": 0.7688, "page": 0}, {"Word": "shall first be sent by Certified Mail. return receipt requested. to", "Confidence": 0.89045, "X1": 0.18709, "Y1": 0.7692, "X2": 0.89592, "Y2": 0.769, "X3": 0.89592, "Y3": 0.7848, "X4": 0.18709, "Y4": 0.7838, "page": 0}, {"Word": "Dr. A. Wallace Hayes. Group Director, Biochemical/Biobehavioral R&D.", "Confidence": 0.84613, "X1": 0.18577, "Y1": 0.7842, "X2": 0.89987, "Y2": 0.784, "X3": 0.89987, "Y3": 0.7998, "X4": 0.18577, "Y4": 0.7998, "page": 0}, {"Word": "Reynolds shall have up to thirty days after receipt to review each", "Confidence": 0.97633, "X1": 0.18577, "Y1": 0.8002, "X2": 0.89328, "Y2": 0.8, "X3": 0.89328, "Y3": 0.8158, "X4": 0.18577, "Y4": 0.8158, "page": 0}, {"Word": "such manuscript prior to its submission in order to provide time for", "Confidence": 0.99008, "X1": 0.18841, "Y1": 0.8172, "X2": 0.90646, "Y2": 0.817, "X3": 0.90646, "Y3": 0.8318, "X4": 0.18841, "Y4": 0.8318, "page": 0}, {"Word": "Reynolds to evaluate patentability.", "Confidence": 0.94125, "X1": 0.18577, "Y1": 0.8332, "X2": 0.55468, "Y2": 0.833, "X3": 0.55468, "Y3": 0.8488, "X4": 0.18577, "Y4": 0.8478, "page": 0}, {"Word": "5.", "Confidence": 0.997, "X1": 0.13439, "Y1": 0.8642, "X2": 0.15547, "Y2": 0.864, "X3": 0.15415, "Y3": 0.8778, "X4": 0.13307, "Y4": 0.8778, "page": 0}, {"Word": "Subject to the review process described in the preceding paragraph.", "Confidence": 0.9952, "X1": 0.18577, "Y1": 0.8662, "X2": 0.89196, "Y2": 0.866, "X3": 0.89196, "Y3": 0.8818, "X4": 0.18577, "Y4": 0.8798, "page": 0}, {"Word": "all researchers are free to publish results and data developed in", "Confidence": 0.98545, "X1": 0.18972, "Y1": 0.8812, "X2": 0.88011, "Y2": 0.881, "X3": 0.88011, "Y3": 0.8978, "X4": 0.18972, "Y4": 0.8958, "page": 0}, {"Word": "the program at such times and in such scientific journals as they", "Confidence": 0.97858, "X1": 0.18709, "Y1": 0.8972, "X2": 0.87484, "Y2": 0.897, "X3": 0.87484, "Y3": 0.9138, "X4": 0.18709, "Y4": 0.9128, "page": 0}, {"Word": "- 2 .", "Confidence": 0.46967, "X1": 0.47167, "Y1": 0.9762, "X2": 0.5191, "Y2": 0.976, "X3": 0.52042, "Y3": 0.9908, "X4": 0.47036, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "1.", "Confidence": 0.894, "X1": 0.14493, "Y1": 0.1012, "X2": 0.16601, "Y2": 0.101, "X3": 0.16469, "Y3": 0.1178, "X4": 0.14361, "Y4": 0.1178, "page": 0, "Index": 0}, {"Word": "The", "Confidence": 0.809, "X1": 0.19368, "Y1": 0.1012, "X2": 0.22925, "Y2": 0.101, "X3": 0.22793, "Y3": 0.1178, "X4": 0.19368, "Y4": 0.1178, "page": 0, "Index": 1}, {"Word": "commencement", "Confidence": 0.991, "X1": 0.23584, "Y1": 0.1012, "X2": 0.36495, "Y2": 0.101, "X3": 0.36495, "Y3": 0.1178, "X4": 0.23584, "Y4": 0.1178, "page": 0, "Index": 2}, {"Word": "date", "Confidence": 0.987, "X1": 0.37154, "Y1": 0.1012, "X2": 0.41634, "Y2": 0.101, "X3": 0.41634, "Y3": 0.1178, "X4": 0.37022, "Y4": 0.1178, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.993, "X1": 0.42424, "Y1": 0.1012, "X2": 0.44928, "Y2": 0.101, "X3": 0.44928, "Y3": 0.1178, "X4": 0.42292, "Y4": 0.1178, "page": 0, "Index": 4}, {"Word": "the", "Confidence": 0.998, "X1": 0.45586, "Y1": 0.1012, "X2": 0.4888, "Y2": 0.101, "X3": 0.4888, "Y3": 0.1178, "X4": 0.45586, "Y4": 0.1178, "page": 0, "Index": 5}, {"Word": "gift", "Confidence": 0.987, "X1": 0.49539, "Y1": 0.1012, "X2": 0.54018, "Y2": 0.101, "X3": 0.54018, "Y3": 0.1178, "X4": 0.49539, "Y4": 0.1178, "page": 0, "Index": 6}, {"Word": "is", "Confidence": 0.995, "X1": 0.54809, "Y1": 0.1002, "X2": 0.57181, "Y2": 0.1, "X3": 0.57049, "Y3": 0.1178, "X4": 0.54809, "Y4": 0.1178, "page": 0, "Index": 7}, {"Word": "July", "Confidence": 0.991, "X1": 0.57971, "Y1": 0.1002, "X2": 0.62319, "Y2": 0.1, "X3": 0.62187, "Y3": 0.1178, "X4": 0.57839, "Y4": 0.1178, "page": 0, "Index": 8}, {"Word": "1,", "Confidence": 0.522, "X1": 0.63241, "Y1": 0.1002, "X2": 0.65613, "Y2": 0.1, "X3": 0.65613, "Y3": 0.1178, "X4": 0.63109, "Y4": 0.1178, "page": 0, "Index": 9}, {"Word": "1987.", "Confidence": 0.997, "X1": 0.66271, "Y1": 0.1002, "X2": 0.71937, "Y2": 0.1, "X3": 0.71937, "Y3": 0.1168, "X4": 0.66271, "Y4": 0.1178, "page": 0, "Index": 10}, {"Word": "The", "Confidence": 0.998, "X1": 0.73781, "Y1": 0.1002, "X2": 0.77075, "Y2": 0.1, "X3": 0.77075, "Y3": 0.1168, "X4": 0.7365, "Y4": 0.1168, "page": 0, "Index": 11}, {"Word": "Institution", "Confidence": 0.991, "X1": 0.77997, "Y1": 0.1002, "X2": 0.89592, "Y2": 0.1, "X3": 0.89592, "Y3": 0.1158, "X4": 0.77866, "Y4": 0.1168, "page": 0, "Index": 12}, {"Word": "shall", "Confidence": 0.981, "X1": 0.19763, "Y1": 0.1182, "X2": 0.24901, "Y2": 0.118, "X3": 0.24769, "Y3": 0.1328, "X4": 0.19763, "Y4": 0.1328, "page": 0, "Index": 13}, {"Word": "invoice", "Confidence": 0.996, "X1": 0.25823, "Y1": 0.1182, "X2": 0.33202, "Y2": 0.118, "X3": 0.3307, "Y3": 0.1328, "X4": 0.25823, "Y4": 0.1328, "page": 0, "Index": 14}, {"Word": "Reynolds", "Confidence": 0.993, "X1": 0.33992, "Y1": 0.1182, "X2": 0.42688, "Y2": 0.118, "X3": 0.42688, "Y3": 0.1328, "X4": 0.33992, "Y4": 0.1328, "page": 0, "Index": 15}, {"Word": "on", "Confidence": 0.998, "X1": 0.43478, "Y1": 0.1182, "X2": 0.45718, "Y2": 0.118, "X3": 0.45718, "Y3": 0.1328, "X4": 0.43478, "Y4": 0.1328, "page": 0, "Index": 16}, {"Word": "or", "Confidence": 0.997, "X1": 0.4664, "Y1": 0.1182, "X2": 0.4888, "Y2": 0.118, "X3": 0.4888, "Y3": 0.1328, "X4": 0.4664, "Y4": 0.1328, "page": 0, "Index": 17}, {"Word": "after", "Confidence": 0.997, "X1": 0.49802, "Y1": 0.1182, "X2": 0.54941, "Y2": 0.118, "X3": 0.54809, "Y3": 0.1328, "X4": 0.49671, "Y4": 0.1328, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.998, "X1": 0.55863, "Y1": 0.1182, "X2": 0.59025, "Y2": 0.118, "X3": 0.59025, "Y3": 0.1328, "X4": 0.55863, "Y4": 0.1328, "page": 0, "Index": 19}, {"Word": "commencement", "Confidence": 0.991, "X1": 0.59947, "Y1": 0.1182, "X2": 0.72727, "Y2": 0.118, "X3": 0.72727, "Y3": 0.1318, "X4": 0.59947, "Y4": 0.1328, "page": 0, "Index": 20}, {"Word": "date", "Confidence": 0.988, "X1": 0.7365, "Y1": 0.1182, "X2": 0.77866, "Y2": 0.118, "X3": 0.77866, "Y3": 0.1318, "X4": 0.7365, "Y4": 0.1318, "page": 0, "Index": 21}, {"Word": "for", "Confidence": 0.998, "X1": 0.79051, "Y1": 0.1182, "X2": 0.82213, "Y2": 0.118, "X3": 0.82213, "Y3": 0.1308, "X4": 0.79051, "Y4": 0.1318, "page": 0, "Index": 22}, {"Word": "one-", "Confidence": 0.981, "X1": 0.83136, "Y1": 0.1182, "X2": 0.87352, "Y2": 0.118, "X3": 0.87352, "Y3": 0.1308, "X4": 0.83136, "Y4": 0.1308, "page": 0, "Index": 23}, {"Word": "half", "Confidence": 0.991, "X1": 0.19631, "Y1": 0.1332, "X2": 0.23847, "Y2": 0.133, "X3": 0.23715, "Y3": 0.1478, "X4": 0.19499, "Y4": 0.1478, "page": 0, "Index": 24}, {"Word": "the", "Confidence": 0.998, "X1": 0.63109, "Y1": 0.1332, "X2": 0.66403, "Y2": 0.133, "X3": 0.66403, "Y3": 0.1478, "X4": 0.63109, "Y4": 0.1488, "page": 0, "Index": 25}, {"Word": "Institution", "Confidence": 0.993, "X1": 0.67457, "Y1": 0.1322, "X2": 0.79051, "Y2": 0.132, "X3": 0.79051, "Y3": 0.1478, "X4": 0.67457, "Y4": 0.1478, "page": 0, "Index": 26}, {"Word": "shall", "Confidence": 0.991, "X1": 0.79974, "Y1": 0.1322, "X2": 0.85507, "Y2": 0.132, "X3": 0.85507, "Y3": 0.1478, "X4": 0.79974, "Y4": 0.1478, "page": 0, "Index": 27}, {"Word": "in-", "Confidence": 0.998, "X1": 0.8643, "Y1": 0.1322, "X2": 0.89723, "Y2": 0.132, "X3": 0.89723, "Y3": 0.1468, "X4": 0.8643, "Y4": 0.1478, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.24769, "Y1": 0.1332, "X2": 0.27931, "Y2": 0.133, "X3": 0.27931, "Y3": 0.1488, "X4": 0.24769, "Y4": 0.1478, "page": 0, "Index": 29}, {"Word": "amount", "Confidence": 0.997, "X1": 0.28854, "Y1": 0.1332, "X2": 0.3531, "Y2": 0.133, "X3": 0.3531, "Y3": 0.1488, "X4": 0.28854, "Y4": 0.1488, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.361, "Y1": 0.1332, "X2": 0.38472, "Y2": 0.133, "X3": 0.38472, "Y3": 0.1488, "X4": 0.361, "Y4": 0.1488, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.39394, "Y1": 0.1332, "X2": 0.42688, "Y2": 0.133, "X3": 0.42688, "Y3": 0.1488, "X4": 0.39262, "Y4": 0.1488, "page": 0, "Index": 32}, {"Word": "gift.", "Confidence": 0.97, "X1": 0.43347, "Y1": 0.1332, "X2": 0.4888, "Y2": 0.133, "X3": 0.4888, "Y3": 0.1488, "X4": 0.43347, "Y4": 0.1488, "page": 0, "Index": 33}, {"Word": "Thereafter,", "Confidence": 0.991, "X1": 0.50856, "Y1": 0.1332, "X2": 0.62319, "Y2": 0.133, "X3": 0.62319, "Y3": 0.1488, "X4": 0.50856, "Y4": 0.1488, "page": 0, "Index": 34}, {"Word": "voice", "Confidence": 0.994, "X1": 0.19499, "Y1": 0.1482, "X2": 0.24769, "Y2": 0.148, "X3": 0.24769, "Y3": 0.1638, "X4": 0.19499, "Y4": 0.1638, "page": 0, "Index": 35}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.2556, "Y1": 0.1482, "X2": 0.34256, "Y2": 0.148, "X3": 0.34256, "Y3": 0.1638, "X4": 0.2556, "Y4": 0.1638, "page": 0, "Index": 36}, {"Word": "at", "Confidence": 0.997, "X1": 0.35178, "Y1": 0.1482, "X2": 0.37418, "Y2": 0.148, "X3": 0.37418, "Y3": 0.1638, "X4": 0.35178, "Y4": 0.1638, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.998, "X1": 0.38208, "Y1": 0.1482, "X2": 0.41634, "Y2": 0.148, "X3": 0.41634, "Y3": 0.1638, "X4": 0.38208, "Y4": 0.1638, "page": 0, "Index": 38}, {"Word": "end", "Confidence": 0.998, "X1": 0.42292, "Y1": 0.1482, "X2": 0.4585, "Y2": 0.148, "X3": 0.4585, "Y3": 0.1638, "X4": 0.42292, "Y4": 0.1638, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.46509, "Y1": 0.1482, "X2": 0.4888, "Y2": 0.148, "X3": 0.4888, "Y3": 0.1638, "X4": 0.46509, "Y4": 0.1638, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.998, "X1": 0.49671, "Y1": 0.1482, "X2": 0.52833, "Y2": 0.148, "X3": 0.52833, "Y3": 0.1638, "X4": 0.49671, "Y4": 0.1638, "page": 0, "Index": 41}, {"Word": "next", "Confidence": 0.986, "X1": 0.53623, "Y1": 0.1482, "X2": 0.58103, "Y2": 0.148, "X3": 0.58103, "Y3": 0.1638, "X4": 0.53623, "Y4": 0.1638, "page": 0, "Index": 42}, {"Word": "three", "Confidence": 0.994, "X1": 0.59025, "Y1": 0.1482, "X2": 0.64427, "Y2": 0.148, "X3": 0.64427, "Y3": 0.1638, "X4": 0.59025, "Y4": 0.1638, "page": 0, "Index": 43}, {"Word": "quarters", "Confidence": 0.991, "X1": 0.65086, "Y1": 0.1482, "X2": 0.73913, "Y2": 0.148, "X3": 0.73913, "Y3": 0.1638, "X4": 0.65086, "Y4": 0.1638, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.74704, "Y1": 0.1482, "X2": 0.77997, "Y2": 0.148, "X3": 0.77997, "Y3": 0.1638, "X4": 0.74704, "Y4": 0.1638, "page": 0, "Index": 45}, {"Word": "equal", "Confidence": 0.996, "X1": 0.7892, "Y1": 0.1482, "X2": 0.84453, "Y2": 0.148, "X3": 0.84453, "Y3": 0.1638, "X4": 0.7892, "Y4": 0.1638, "page": 0, "Index": 46}, {"Word": "parts", "Confidence": 0.997, "X1": 0.85244, "Y1": 0.1482, "X2": 0.90646, "Y2": 0.148, "X3": 0.90646, "Y3": 0.1638, "X4": 0.85244, "Y4": 0.1638, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.995, "X1": 0.19763, "Y1": 0.1642, "X2": 0.21607, "Y2": 0.164, "X3": 0.21607, "Y3": 0.1798, "X4": 0.19763, "Y4": 0.1798, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.2253, "Y1": 0.1642, "X2": 0.25823, "Y2": 0.164, "X3": 0.25823, "Y3": 0.1798, "X4": 0.22398, "Y4": 0.1798, "page": 0, "Index": 49}, {"Word": "remainder", "Confidence": 0.995, "X1": 0.26614, "Y1": 0.1632, "X2": 0.36232, "Y2": 0.163, "X3": 0.36232, "Y3": 0.1798, "X4": 0.26614, "Y4": 0.1798, "page": 0, "Index": 50}, {"Word": "of", "Confidence": 0.998, "X1": 0.37154, "Y1": 0.1632, "X2": 0.39394, "Y2": 0.163, "X3": 0.39394, "Y3": 0.1798, "X4": 0.37022, "Y4": 0.1798, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.40316, "Y1": 0.1632, "X2": 0.4361, "Y2": 0.163, "X3": 0.4361, "Y3": 0.1798, "X4": 0.40316, "Y4": 0.1798, "page": 0, "Index": 52}, {"Word": "gift", "Confidence": 0.991, "X1": 0.44401, "Y1": 0.1632, "X2": 0.48748, "Y2": 0.163, "X3": 0.48748, "Y3": 0.1798, "X4": 0.44269, "Y4": 0.1798, "page": 0, "Index": 53}, {"Word": "(16.67%", "Confidence": 0.991, "X1": 0.49671, "Y1": 0.1632, "X2": 0.57049, "Y2": 0.163, "X3": 0.56917, "Y3": 0.1798, "X4": 0.49671, "Y4": 0.1798, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.998, "X1": 0.57708, "Y1": 0.1632, "X2": 0.60079, "Y2": 0.163, "X3": 0.60079, "Y3": 0.1798, "X4": 0.57708, "Y4": 0.1798, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.1632, "X2": 0.64295, "Y2": 0.163, "X3": 0.64163, "Y3": 0.1798, "X4": 0.6087, "Y4": 0.1798, "page": 0, "Index": 56}, {"Word": "total", "Confidence": 0.997, "X1": 0.65086, "Y1": 0.1642, "X2": 0.70619, "Y2": 0.164, "X3": 0.70619, "Y3": 0.1798, "X4": 0.65086, "Y4": 0.1798, "page": 0, "Index": 57}, {"Word": "per", "Confidence": 0.998, "X1": 0.7141, "Y1": 0.1642, "X2": 0.74835, "Y2": 0.164, "X3": 0.74835, "Y3": 0.1798, "X4": 0.7141, "Y4": 0.1798, "page": 0, "Index": 58}, {"Word": "quarter).", "Confidence": 0.985, "X1": 0.75494, "Y1": 0.1652, "X2": 0.85507, "Y2": 0.165, "X3": 0.85507, "Y3": 0.1788, "X4": 0.75494, "Y4": 0.1798, "page": 0, "Index": 59}, {"Word": "Payment", "Confidence": 0.996, "X1": 0.19499, "Y1": 0.1802, "X2": 0.26877, "Y2": 0.18, "X3": 0.26877, "Y3": 0.1968, "X4": 0.19368, "Y4": 0.1968, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.998, "X1": 0.27668, "Y1": 0.1802, "X2": 0.3004, "Y2": 0.18, "X3": 0.3004, "Y3": 0.1968, "X4": 0.27536, "Y4": 0.1968, "page": 0, "Index": 61}, {"Word": "invoices", "Confidence": 0.996, "X1": 0.30962, "Y1": 0.1802, "X2": 0.39526, "Y2": 0.18, "X3": 0.39394, "Y3": 0.1958, "X4": 0.30962, "Y4": 0.1968, "page": 0, "Index": 62}, {"Word": "shall", "Confidence": 0.991, "X1": 0.40184, "Y1": 0.1802, "X2": 0.4585, "Y2": 0.18, "X3": 0.4585, "Y3": 0.1958, "X4": 0.40184, "Y4": 0.1958, "page": 0, "Index": 63}, {"Word": "be", "Confidence": 0.997, "X1": 0.46377, "Y1": 0.1802, "X2": 0.4888, "Y2": 0.18, "X3": 0.4888, "Y3": 0.1958, "X4": 0.46245, "Y4": 0.1958, "page": 0, "Index": 64}, {"Word": "made", "Confidence": 0.988, "X1": 0.49407, "Y1": 0.1802, "X2": 0.54018, "Y2": 0.18, "X3": 0.53887, "Y3": 0.1958, "X4": 0.49275, "Y4": 0.1958, "page": 0, "Index": 65}, {"Word": "within", "Confidence": 0.995, "X1": 0.54545, "Y1": 0.1802, "X2": 0.61133, "Y2": 0.18, "X3": 0.61133, "Y3": 0.1958, "X4": 0.54545, "Y4": 0.1958, "page": 0, "Index": 66}, {"Word": "thirty", "Confidence": 0.996, "X1": 0.61924, "Y1": 0.1802, "X2": 0.68379, "Y2": 0.18, "X3": 0.68379, "Y3": 0.1968, "X4": 0.61924, "Y4": 0.1968, "page": 0, "Index": 67}, {"Word": "days", "Confidence": 0.991, "X1": 0.6917, "Y1": 0.1802, "X2": 0.73913, "Y2": 0.18, "X3": 0.73913, "Y3": 0.1968, "X4": 0.6917, "Y4": 0.1968, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.74572, "Y1": 0.1802, "X2": 0.76943, "Y2": 0.18, "X3": 0.76943, "Y3": 0.1968, "X4": 0.7444, "Y4": 0.1968, "page": 0, "Index": 69}, {"Word": "receipt", "Confidence": 0.995, "X1": 0.77734, "Y1": 0.1802, "X2": 0.85507, "Y2": 0.18, "X3": 0.85375, "Y3": 0.1968, "X4": 0.77602, "Y4": 0.1968, "page": 0, "Index": 70}, {"Word": "by", "Confidence": 0.998, "X1": 0.86166, "Y1": 0.1802, "X2": 0.88538, "Y2": 0.18, "X3": 0.88406, "Y3": 0.1968, "X4": 0.86034, "Y4": 0.1968, "page": 0, "Index": 71}, {"Word": "Reynolds.", "Confidence": 0.991, "X1": 0.19368, "Y1": 0.1972, "X2": 0.28986, "Y2": 0.197, "X3": 0.28986, "Y3": 0.2138, "X4": 0.19368, "Y4": 0.2118, "page": 0, "Index": 72}, {"Word": "2.", "Confidence": 0.994, "X1": 0.14097, "Y1": 0.2272, "X2": 0.16074, "Y2": 0.227, "X3": 0.16074, "Y3": 0.2428, "X4": 0.14097, "Y4": 0.2428, "page": 0, "Index": 73}, {"Word": "The", "Confidence": 0.992, "X1": 0.19499, "Y1": 0.2272, "X2": 0.22661, "Y2": 0.227, "X3": 0.2253, "Y3": 0.2448, "X4": 0.19499, "Y4": 0.2448, "page": 0, "Index": 74}, {"Word": "gift", "Confidence": 0.989, "X1": 0.2332, "Y1": 0.2282, "X2": 0.278, "Y2": 0.228, "X3": 0.278, "Y3": 0.2448, "X4": 0.2332, "Y4": 0.2448, "page": 0, "Index": 75}, {"Word": "is", "Confidence": 0.998, "X1": 0.28854, "Y1": 0.2282, "X2": 0.30962, "Y2": 0.228, "X3": 0.30962, "Y3": 0.2458, "X4": 0.28854, "Y4": 0.2458, "page": 0, "Index": 76}, {"Word": "to", "Confidence": 0.998, "X1": 0.31884, "Y1": 0.2282, "X2": 0.34124, "Y2": 0.228, "X3": 0.34124, "Y3": 0.2458, "X4": 0.31884, "Y4": 0.2458, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.998, "X1": 0.34914, "Y1": 0.2282, "X2": 0.3834, "Y2": 0.228, "X3": 0.3834, "Y3": 0.2458, "X4": 0.34914, "Y4": 0.2458, "page": 0, "Index": 78}, {"Word": "Institution", "Confidence": 0.991, "X1": 0.3913, "Y1": 0.2292, "X2": 0.50856, "Y2": 0.229, "X3": 0.50725, "Y3": 0.2458, "X4": 0.3913, "Y4": 0.2458, "page": 0, "Index": 79}, {"Word": "to", "Confidence": 0.998, "X1": 0.51779, "Y1": 0.2292, "X2": 0.53887, "Y2": 0.229, "X3": 0.53755, "Y3": 0.2458, "X4": 0.51647, "Y4": 0.2458, "page": 0, "Index": 80}, {"Word": "be", "Confidence": 0.998, "X1": 0.54677, "Y1": 0.2292, "X2": 0.57049, "Y2": 0.229, "X3": 0.56917, "Y3": 0.2458, "X4": 0.54545, "Y4": 0.2458, "page": 0, "Index": 81}, {"Word": "used", "Confidence": 0.989, "X1": 0.57839, "Y1": 0.2292, "X2": 0.62319, "Y2": 0.229, "X3": 0.62187, "Y3": 0.2458, "X4": 0.57708, "Y4": 0.2458, "page": 0, "Index": 82}, {"Word": "for", "Confidence": 0.998, "X1": 0.63109, "Y1": 0.2292, "X2": 0.66403, "Y2": 0.229, "X3": 0.66403, "Y3": 0.2458, "X4": 0.63109, "Y4": 0.2458, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.67194, "Y1": 0.2292, "X2": 0.70619, "Y2": 0.229, "X3": 0.70619, "Y3": 0.2448, "X4": 0.67194, "Y4": 0.2458, "page": 0, "Index": 84}, {"Word": "purposes", "Confidence": 0.995, "X1": 0.7141, "Y1": 0.2292, "X2": 0.80237, "Y2": 0.229, "X3": 0.80105, "Y3": 0.2438, "X4": 0.71278, "Y4": 0.2448, "page": 0, "Index": 85}, {"Word": "noted", "Confidence": 0.994, "X1": 0.80896, "Y1": 0.2292, "X2": 0.86561, "Y2": 0.229, "X3": 0.8643, "Y3": 0.2428, "X4": 0.80896, "Y4": 0.2438, "page": 0, "Index": 86}, {"Word": "you", "Confidence": 0.998, "X1": 0.85112, "Y1": 0.2442, "X2": 0.88406, "Y2": 0.244, "X3": 0.88406, "Y3": 0.2578, "X4": 0.85112, "Y4": 0.2588, "page": 0, "Index": 87}, {"Word": "above;", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.2452, "X2": 0.25692, "Y2": 0.245, "X3": 0.25823, "Y3": 0.2608, "X4": 0.19368, "Y4": 0.2598, "page": 0, "Index": 88}, {"Word": "you", "Confidence": 0.998, "X1": 0.2635, "Y1": 0.2452, "X2": 0.29776, "Y2": 0.245, "X3": 0.29908, "Y3": 0.2608, "X4": 0.2635, "Y4": 0.2608, "page": 0, "Index": 89}, {"Word": "are", "Confidence": 0.998, "X1": 0.30698, "Y1": 0.2452, "X2": 0.33992, "Y2": 0.245, "X3": 0.34124, "Y3": 0.2608, "X4": 0.30698, "Y4": 0.2608, "page": 0, "Index": 90}, {"Word": "to", "Confidence": 0.998, "X1": 0.34914, "Y1": 0.2452, "X2": 0.37154, "Y2": 0.245, "X3": 0.37154, "Y3": 0.2618, "X4": 0.34914, "Y4": 0.2618, "page": 0, "Index": 91}, {"Word": "be", "Confidence": 0.998, "X1": 0.37945, "Y1": 0.2452, "X2": 0.40316, "Y2": 0.245, "X3": 0.40316, "Y3": 0.2618, "X4": 0.37945, "Y4": 0.2618, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.41238, "Y1": 0.2452, "X2": 0.44532, "Y2": 0.245, "X3": 0.44532, "Y3": 0.2618, "X4": 0.4137, "Y4": 0.2618, "page": 0, "Index": 93}, {"Word": "principal", "Confidence": 0.995, "X1": 0.45191, "Y1": 0.2452, "X2": 0.54809, "Y2": 0.245, "X3": 0.54809, "Y3": 0.2618, "X4": 0.45191, "Y4": 0.2618, "page": 0, "Index": 94}, {"Word": "investigator.", "Confidence": 0.992, "X1": 0.55863, "Y1": 0.2452, "X2": 0.69697, "Y2": 0.245, "X3": 0.69697, "Y3": 0.2608, "X4": 0.55863, "Y4": 0.2618, "page": 0, "Index": 95}, {"Word": "In", "Confidence": 0.998, "X1": 0.71542, "Y1": 0.2452, "X2": 0.7365, "Y2": 0.245, "X3": 0.7365, "Y3": 0.2598, "X4": 0.7141, "Y4": 0.2608, "page": 0, "Index": 96}, {"Word": "the", "Confidence": 0.998, "X1": 0.74572, "Y1": 0.2452, "X2": 0.77997, "Y2": 0.245, "X3": 0.77997, "Y3": 0.2598, "X4": 0.74572, "Y4": 0.2598, "page": 0, "Index": 97}, {"Word": "event", "Confidence": 0.997, "X1": 0.78788, "Y1": 0.2452, "X2": 0.84321, "Y2": 0.245, "X3": 0.84321, "Y3": 0.2588, "X4": 0.78788, "Y4": 0.2598, "page": 0, "Index": 98}, {"Word": "become", "Confidence": 0.994, "X1": 0.19368, "Y1": 0.2612, "X2": 0.25823, "Y2": 0.261, "X3": 0.25823, "Y3": 0.2768, "X4": 0.19236, "Y4": 0.2758, "page": 0, "Index": 99}, {"Word": "unavailable", "Confidence": 0.962, "X1": 0.26482, "Y1": 0.2612, "X2": 0.38208, "Y2": 0.261, "X3": 0.38208, "Y3": 0.2778, "X4": 0.2635, "Y4": 0.2768, "page": 0, "Index": 100}, {"Word": "prior", "Confidence": 0.997, "X1": 0.38999, "Y1": 0.2612, "X2": 0.44532, "Y2": 0.261, "X3": 0.44532, "Y3": 0.2778, "X4": 0.38867, "Y4": 0.2778, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.45455, "Y1": 0.2612, "X2": 0.47694, "Y2": 0.261, "X3": 0.47563, "Y3": 0.2778, "X4": 0.45323, "Y4": 0.2778, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.998, "X1": 0.48485, "Y1": 0.2612, "X2": 0.5191, "Y2": 0.261, "X3": 0.51779, "Y3": 0.2778, "X4": 0.48485, "Y4": 0.2778, "page": 0, "Index": 103}, {"Word": "completion", "Confidence": 0.995, "X1": 0.52437, "Y1": 0.2612, "X2": 0.63109, "Y2": 0.261, "X3": 0.62978, "Y3": 0.2778, "X4": 0.52437, "Y4": 0.2778, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.2612, "X2": 0.66271, "Y2": 0.261, "X3": 0.66271, "Y3": 0.2778, "X4": 0.639, "Y4": 0.2778, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.67194, "Y1": 0.2612, "X2": 0.70487, "Y2": 0.261, "X3": 0.70487, "Y3": 0.2778, "X4": 0.67194, "Y4": 0.2778, "page": 0, "Index": 106}, {"Word": "term", "Confidence": 0.987, "X1": 0.7141, "Y1": 0.2612, "X2": 0.75758, "Y2": 0.261, "X3": 0.75626, "Y3": 0.2768, "X4": 0.7141, "Y4": 0.2778, "page": 0, "Index": 107}, {"Word": "of", "Confidence": 0.998, "X1": 0.76548, "Y1": 0.2612, "X2": 0.79051, "Y2": 0.261, "X3": 0.7892, "Y3": 0.2768, "X4": 0.76416, "Y4": 0.2768, "page": 0, "Index": 108}, {"Word": "this", "Confidence": 0.991, "X1": 0.79842, "Y1": 0.2602, "X2": 0.8419, "Y2": 0.26, "X3": 0.84058, "Y3": 0.2768, "X4": 0.79842, "Y4": 0.2768, "page": 0, "Index": 109}, {"Word": "basic", "Confidence": 0.997, "X1": 0.8498, "Y1": 0.2602, "X2": 0.90382, "Y2": 0.26, "X3": 0.90382, "Y3": 0.2758, "X4": 0.84848, "Y4": 0.2768, "page": 0, "Index": 110}, {"Word": "research", "Confidence": 0.993, "X1": 0.19236, "Y1": 0.2772, "X2": 0.27536, "Y2": 0.277, "X3": 0.27536, "Y3": 0.2928, "X4": 0.19236, "Y4": 0.2918, "page": 0, "Index": 111}, {"Word": "program,", "Confidence": 0.995, "X1": 0.28458, "Y1": 0.2772, "X2": 0.37286, "Y2": 0.277, "X3": 0.37286, "Y3": 0.2928, "X4": 0.28458, "Y4": 0.2928, "page": 0, "Index": 112}, {"Word": "a", "Confidence": 0.994, "X1": 0.38076, "Y1": 0.2772, "X2": 0.39262, "Y2": 0.277, "X3": 0.39262, "Y3": 0.2928, "X4": 0.38076, "Y4": 0.2928, "page": 0, "Index": 113}, {"Word": "substitute", "Confidence": 0.993, "X1": 0.40184, "Y1": 0.2772, "X2": 0.50725, "Y2": 0.277, "X3": 0.50593, "Y3": 0.2928, "X4": 0.40053, "Y4": 0.2928, "page": 0, "Index": 114}, {"Word": "principal", "Confidence": 0.994, "X1": 0.51383, "Y1": 0.2762, "X2": 0.61133, "Y2": 0.276, "X3": 0.61133, "Y3": 0.2928, "X4": 0.51383, "Y4": 0.2928, "page": 0, "Index": 115}, {"Word": "investigator", "Confidence": 0.992, "X1": 0.62055, "Y1": 0.2762, "X2": 0.74704, "Y2": 0.276, "X3": 0.74704, "Y3": 0.2928, "X4": 0.62055, "Y4": 0.2928, "page": 0, "Index": 116}, {"Word": "with", "Confidence": 0.991, "X1": 0.75494, "Y1": 0.2772, "X2": 0.80105, "Y2": 0.277, "X3": 0.80105, "Y3": 0.2928, "X4": 0.75494, "Y4": 0.2928, "page": 0, "Index": 117}, {"Word": "appropri-", "Confidence": 0.995, "X1": 0.80896, "Y1": 0.2772, "X2": 0.90514, "Y2": 0.277, "X3": 0.90514, "Y3": 0.2918, "X4": 0.80896, "Y4": 0.2928, "page": 0, "Index": 118}, {"Word": "ate", "Confidence": 0.998, "X1": 0.19368, "Y1": 0.2922, "X2": 0.2253, "Y2": 0.292, "X3": 0.22398, "Y3": 0.3078, "X4": 0.19236, "Y4": 0.3078, "page": 0, "Index": 119}, {"Word": "Institution.", "Confidence": 0.991, "X1": 0.64032, "Y1": 0.2922, "X2": 0.76943, "Y2": 0.292, "X3": 0.76812, "Y3": 0.3078, "X4": 0.639, "Y4": 0.3088, "page": 0, "Index": 120}, {"Word": "Reynolds'", "Confidence": 0.97, "X1": 0.78656, "Y1": 0.2922, "X2": 0.88406, "Y2": 0.292, "X3": 0.88274, "Y3": 0.3068, "X4": 0.78524, "Y4": 0.3078, "page": 0, "Index": 121}, {"Word": "qualifications", "Confidence": 0.991, "X1": 0.2332, "Y1": 0.2922, "X2": 0.38208, "Y2": 0.292, "X3": 0.38076, "Y3": 0.3088, "X4": 0.2332, "Y4": 0.3078, "page": 0, "Index": 122}, {"Word": "will", "Confidence": 0.986, "X1": 0.38999, "Y1": 0.2922, "X2": 0.43478, "Y2": 0.292, "X3": 0.43478, "Y3": 0.3088, "X4": 0.38867, "Y4": 0.3088, "page": 0, "Index": 123}, {"Word": "be", "Confidence": 0.997, "X1": 0.44137, "Y1": 0.2922, "X2": 0.46509, "Y2": 0.292, "X3": 0.46509, "Y3": 0.3088, "X4": 0.44005, "Y4": 0.3088, "page": 0, "Index": 124}, {"Word": "selected", "Confidence": 0.995, "X1": 0.47431, "Y1": 0.2922, "X2": 0.55731, "Y2": 0.292, "X3": 0.55731, "Y3": 0.3088, "X4": 0.47299, "Y4": 0.3088, "page": 0, "Index": 125}, {"Word": "by", "Confidence": 0.998, "X1": 0.56522, "Y1": 0.2922, "X2": 0.58893, "Y2": 0.292, "X3": 0.58893, "Y3": 0.3088, "X4": 0.5639, "Y4": 0.3088, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.59816, "Y1": 0.2922, "X2": 0.63109, "Y2": 0.292, "X3": 0.63109, "Y3": 0.3088, "X4": 0.59684, "Y4": 0.3088, "page": 0, "Index": 127}, {"Word": "continued", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.3082, "X2": 0.28722, "Y2": 0.308, "X3": 0.28722, "Y3": 0.3238, "X4": 0.19236, "Y4": 0.3228, "page": 0, "Index": 128}, {"Word": "support", "Confidence": 0.995, "X1": 0.29644, "Y1": 0.3082, "X2": 0.37154, "Y2": 0.308, "X3": 0.37154, "Y3": 0.3238, "X4": 0.29644, "Y4": 0.3238, "page": 0, "Index": 129}, {"Word": "shall", "Confidence": 0.994, "X1": 0.37945, "Y1": 0.3082, "X2": 0.43347, "Y2": 0.308, "X3": 0.43347, "Y3": 0.3248, "X4": 0.37945, "Y4": 0.3238, "page": 0, "Index": 130}, {"Word": "be", "Confidence": 0.997, "X1": 0.44137, "Y1": 0.3082, "X2": 0.46509, "Y2": 0.308, "X3": 0.46509, "Y3": 0.3248, "X4": 0.44005, "Y4": 0.3248, "page": 0, "Index": 131}, {"Word": "contingent", "Confidence": 0.994, "X1": 0.47299, "Y1": 0.3082, "X2": 0.57971, "Y2": 0.308, "X3": 0.57971, "Y3": 0.3248, "X4": 0.47167, "Y4": 0.3248, "page": 0, "Index": 132}, {"Word": "upon", "Confidence": 0.987, "X1": 0.5863, "Y1": 0.3082, "X2": 0.63109, "Y2": 0.308, "X3": 0.63109, "Y3": 0.3248, "X4": 0.5863, "Y4": 0.3248, "page": 0, "Index": 133}, {"Word": "its", "Confidence": 0.993, "X1": 0.64032, "Y1": 0.3082, "X2": 0.67325, "Y2": 0.308, "X3": 0.67325, "Y3": 0.3248, "X4": 0.64032, "Y4": 0.3248, "page": 0, "Index": 134}, {"Word": "approving", "Confidence": 0.995, "X1": 0.68248, "Y1": 0.3082, "X2": 0.77866, "Y2": 0.308, "X3": 0.77734, "Y3": 0.3238, "X4": 0.68248, "Y4": 0.3248, "page": 0, "Index": 135}, {"Word": "such", "Confidence": 0.983, "X1": 0.78788, "Y1": 0.3082, "X2": 0.83267, "Y2": 0.308, "X3": 0.83136, "Y3": 0.3238, "X4": 0.78788, "Y4": 0.3238, "page": 0, "Index": 136}, {"Word": "sub-", "Confidence": 0.988, "X1": 0.84058, "Y1": 0.3082, "X2": 0.88274, "Y2": 0.308, "X3": 0.88142, "Y3": 0.3238, "X4": 0.84058, "Y4": 0.3238, "page": 0, "Index": 137}, {"Word": "stitute", "Confidence": 0.995, "X1": 0.19104, "Y1": 0.3242, "X2": 0.26482, "Y2": 0.324, "X3": 0.26614, "Y3": 0.3388, "X4": 0.19236, "Y4": 0.3398, "page": 0, "Index": 138}, {"Word": "investigator.", "Confidence": 0.964, "X1": 0.27536, "Y1": 0.3242, "X2": 0.40975, "Y2": 0.324, "X3": 0.40975, "Y3": 0.3408, "X4": 0.27536, "Y4": 0.3388, "page": 0, "Index": 139}, {"Word": "3.", "Confidence": 0.998, "X1": 0.13834, "Y1": 0.3542, "X2": 0.15679, "Y2": 0.354, "X3": 0.15679, "Y3": 0.3698, "X4": 0.13834, "Y4": 0.3698, "page": 0, "Index": 140}, {"Word": "The", "Confidence": 0.998, "X1": 0.19368, "Y1": 0.3542, "X2": 0.22266, "Y2": 0.354, "X3": 0.22266, "Y3": 0.3708, "X4": 0.19368, "Y4": 0.3708, "page": 0, "Index": 141}, {"Word": "design", "Confidence": 0.996, "X1": 0.23188, "Y1": 0.3552, "X2": 0.29776, "Y2": 0.355, "X3": 0.29776, "Y3": 0.3718, "X4": 0.23188, "Y4": 0.3708, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.30567, "Y1": 0.3552, "X2": 0.3386, "Y2": 0.355, "X3": 0.3386, "Y3": 0.3718, "X4": 0.30567, "Y4": 0.3718, "page": 0, "Index": 143}, {"Word": "conduct", "Confidence": 0.996, "X1": 0.34783, "Y1": 0.3562, "X2": 0.42292, "Y2": 0.356, "X3": 0.42292, "Y3": 0.3718, "X4": 0.34651, "Y4": 0.3718, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.43215, "Y1": 0.3562, "X2": 0.45455, "Y2": 0.356, "X3": 0.45455, "Y3": 0.3718, "X4": 0.43083, "Y4": 0.3718, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.46377, "Y1": 0.3562, "X2": 0.49539, "Y2": 0.356, "X3": 0.49539, "Y3": 0.3718, "X4": 0.46245, "Y4": 0.3718, "page": 0, "Index": 146}, {"Word": "basic", "Confidence": 0.998, "X1": 0.50329, "Y1": 0.3562, "X2": 0.55731, "Y2": 0.356, "X3": 0.55599, "Y3": 0.3718, "X4": 0.50329, "Y4": 0.3718, "page": 0, "Index": 147}, {"Word": "research", "Confidence": 0.996, "X1": 0.56522, "Y1": 0.3562, "X2": 0.65086, "Y2": 0.356, "X3": 0.64954, "Y3": 0.3708, "X4": 0.56522, "Y4": 0.3718, "page": 0, "Index": 148}, {"Word": "program", "Confidence": 0.997, "X1": 0.65876, "Y1": 0.3562, "X2": 0.7365, "Y2": 0.356, "X3": 0.73518, "Y3": 0.3708, "X4": 0.65876, "Y4": 0.3708, "page": 0, "Index": 149}, {"Word": "will", "Confidence": 0.971, "X1": 0.74308, "Y1": 0.3562, "X2": 0.79051, "Y2": 0.356, "X3": 0.7892, "Y3": 0.3708, "X4": 0.74308, "Y4": 0.3708, "page": 0, "Index": 150}, {"Word": "be", "Confidence": 0.997, "X1": 0.7971, "Y1": 0.3552, "X2": 0.82213, "Y2": 0.355, "X3": 0.82082, "Y3": 0.3708, "X4": 0.79578, "Y4": 0.3708, "page": 0, "Index": 151}, {"Word": "generally", "Confidence": 0.994, "X1": 0.19236, "Y1": 0.3722, "X2": 0.2859, "Y2": 0.372, "X3": 0.2859, "Y3": 0.3868, "X4": 0.19236, "Y4": 0.3878, "page": 0, "Index": 152}, {"Word": "along", "Confidence": 0.997, "X1": 0.29381, "Y1": 0.3722, "X2": 0.34914, "Y2": 0.372, "X3": 0.34914, "Y3": 0.3868, "X4": 0.29513, "Y4": 0.3868, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.998, "X1": 0.35837, "Y1": 0.3722, "X2": 0.38999, "Y2": 0.372, "X3": 0.3913, "Y3": 0.3868, "X4": 0.35837, "Y4": 0.3868, "page": 0, "Index": 154}, {"Word": "lines", "Confidence": 0.993, "X1": 0.40053, "Y1": 0.3722, "X2": 0.45455, "Y2": 0.372, "X3": 0.45455, "Y3": 0.3868, "X4": 0.40184, "Y4": 0.3868, "page": 0, "Index": 155}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.46245, "Y1": 0.3722, "X2": 0.55599, "Y2": 0.372, "X3": 0.55731, "Y3": 0.3868, "X4": 0.46377, "Y4": 0.3868, "page": 0, "Index": 156}, {"Word": "in", "Confidence": 0.998, "X1": 0.56653, "Y1": 0.3712, "X2": 0.58762, "Y2": 0.371, "X3": 0.58762, "Y3": 0.3868, "X4": 0.56785, "Y4": 0.3868, "page": 0, "Index": 157}, {"Word": "the", "Confidence": 0.998, "X1": 0.59684, "Y1": 0.3712, "X2": 0.62978, "Y2": 0.371, "X3": 0.63109, "Y3": 0.3868, "X4": 0.59816, "Y4": 0.3868, "page": 0, "Index": 158}, {"Word": "Proposal", "Confidence": 0.996, "X1": 0.63768, "Y1": 0.3712, "X2": 0.72596, "Y2": 0.371, "X3": 0.72596, "Y3": 0.3868, "X4": 0.63768, "Y4": 0.3868, "page": 0, "Index": 159}, {"Word": "but", "Confidence": 0.998, "X1": 0.73254, "Y1": 0.3712, "X2": 0.7668, "Y2": 0.371, "X3": 0.76812, "Y3": 0.3868, "X4": 0.73386, "Y4": 0.3868, "page": 0, "Index": 160}, {"Word": "with", "Confidence": 0.979, "X1": 0.7747, "Y1": 0.3712, "X2": 0.82082, "Y2": 0.371, "X3": 0.82213, "Y3": 0.3868, "X4": 0.7747, "Y4": 0.3868, "page": 0, "Index": 161}, {"Word": "freedom", "Confidence": 0.995, "X1": 0.83004, "Y1": 0.3712, "X2": 0.9025, "Y2": 0.371, "X3": 0.90382, "Y3": 0.3868, "X4": 0.83004, "Y4": 0.3868, "page": 0, "Index": 162}, {"Word": "for", "Confidence": 0.991, "X1": 0.19368, "Y1": 0.3872, "X2": 0.22266, "Y2": 0.387, "X3": 0.22266, "Y3": 0.4018, "X4": 0.19368, "Y4": 0.4018, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.23188, "Y1": 0.3872, "X2": 0.26482, "Y2": 0.387, "X3": 0.26482, "Y3": 0.4028, "X4": 0.23188, "Y4": 0.4018, "page": 0, "Index": 164}, {"Word": "principal", "Confidence": 0.995, "X1": 0.27273, "Y1": 0.3872, "X2": 0.37022, "Y2": 0.387, "X3": 0.37022, "Y3": 0.4028, "X4": 0.27273, "Y4": 0.4028, "page": 0, "Index": 165}, {"Word": "investigator", "Confidence": 0.992, "X1": 0.38076, "Y1": 0.3872, "X2": 0.50461, "Y2": 0.387, "X3": 0.50593, "Y3": 0.4028, "X4": 0.38076, "Y4": 0.4028, "page": 0, "Index": 166}, {"Word": "to", "Confidence": 0.998, "X1": 0.51515, "Y1": 0.3872, "X2": 0.53623, "Y2": 0.387, "X3": 0.53623, "Y3": 0.4028, "X4": 0.51515, "Y4": 0.4028, "page": 0, "Index": 167}, {"Word": "make", "Confidence": 0.989, "X1": 0.54282, "Y1": 0.3872, "X2": 0.58762, "Y2": 0.387, "X3": 0.58762, "Y3": 0.4028, "X4": 0.54414, "Y4": 0.4028, "page": 0, "Index": 168}, {"Word": "such", "Confidence": 0.991, "X1": 0.59684, "Y1": 0.3872, "X2": 0.64163, "Y2": 0.387, "X3": 0.64163, "Y3": 0.4028, "X4": 0.59816, "Y4": 0.4028, "page": 0, "Index": 169}, {"Word": "changes", "Confidence": 0.996, "X1": 0.64822, "Y1": 0.3872, "X2": 0.72464, "Y2": 0.387, "X3": 0.72464, "Y3": 0.4028, "X4": 0.64822, "Y4": 0.4028, "page": 0, "Index": 170}, {"Word": "as", "Confidence": 0.998, "X1": 0.73386, "Y1": 0.3872, "X2": 0.75494, "Y2": 0.387, "X3": 0.75626, "Y3": 0.4028, "X4": 0.73518, "Y4": 0.4028, "page": 0, "Index": 171}, {"Word": "he,", "Confidence": 0.957, "X1": 0.76416, "Y1": 0.3872, "X2": 0.79974, "Y2": 0.387, "X3": 0.80105, "Y3": 0.4028, "X4": 0.76416, "Y4": 0.4028, "page": 0, "Index": 172}, {"Word": "with", "Confidence": 0.981, "X1": 0.80632, "Y1": 0.3872, "X2": 0.85244, "Y2": 0.387, "X3": 0.85375, "Y3": 0.4018, "X4": 0.80632, "Y4": 0.4028, "page": 0, "Index": 173}, {"Word": "con-", "Confidence": 0.987, "X1": 0.85903, "Y1": 0.3872, "X2": 0.90382, "Y2": 0.387, "X3": 0.90514, "Y3": 0.4018, "X4": 0.86034, "Y4": 0.4018, "page": 0, "Index": 174}, {"Word": "sultation", "Confidence": 0.994, "X1": 0.19236, "Y1": 0.4022, "X2": 0.2859, "Y2": 0.402, "X3": 0.2859, "Y3": 0.4178, "X4": 0.19236, "Y4": 0.4168, "page": 0, "Index": 175}, {"Word": "of", "Confidence": 0.998, "X1": 0.29381, "Y1": 0.4032, "X2": 0.31621, "Y2": 0.403, "X3": 0.31752, "Y3": 0.4178, "X4": 0.29381, "Y4": 0.4178, "page": 0, "Index": 176}, {"Word": "consider", "Confidence": 0.995, "X1": 0.67984, "Y1": 0.4032, "X2": 0.76548, "Y2": 0.403, "X3": 0.7668, "Y3": 0.4178, "X4": 0.68116, "Y4": 0.4188, "page": 0, "Index": 177}, {"Word": "advisable.", "Confidence": 0.991, "X1": 0.77602, "Y1": 0.4022, "X2": 0.88011, "Y2": 0.402, "X3": 0.88142, "Y3": 0.4168, "X4": 0.77734, "Y4": 0.4178, "page": 0, "Index": 178}, {"Word": "his", "Confidence": 0.998, "X1": 0.32411, "Y1": 0.4032, "X2": 0.35968, "Y2": 0.403, "X3": 0.35968, "Y3": 0.4188, "X4": 0.32411, "Y4": 0.4188, "page": 0, "Index": 179}, {"Word": "participating", "Confidence": 0.993, "X1": 0.36627, "Y1": 0.4032, "X2": 0.50461, "Y2": 0.403, "X3": 0.50593, "Y3": 0.4188, "X4": 0.36627, "Y4": 0.4188, "page": 0, "Index": 180}, {"Word": "colleagues,", "Confidence": 0.994, "X1": 0.51252, "Y1": 0.4032, "X2": 0.63109, "Y2": 0.403, "X3": 0.63109, "Y3": 0.4188, "X4": 0.51252, "Y4": 0.4188, "page": 0, "Index": 181}, {"Word": "may", "Confidence": 0.998, "X1": 0.63636, "Y1": 0.4032, "X2": 0.67194, "Y2": 0.403, "X3": 0.67194, "Y3": 0.4188, "X4": 0.63768, "Y4": 0.4188, "page": 0, "Index": 182}, {"Word": "The", "Confidence": 0.995, "X1": 0.19236, "Y1": 0.4182, "X2": 0.22266, "Y2": 0.418, "X3": 0.22266, "Y3": 0.4348, "X4": 0.19236, "Y4": 0.4348, "page": 0, "Index": 183}, {"Word": "principal", "Confidence": 0.995, "X1": 0.23057, "Y1": 0.4182, "X2": 0.32806, "Y2": 0.418, "X3": 0.32806, "Y3": 0.4348, "X4": 0.22925, "Y4": 0.4348, "page": 0, "Index": 184}, {"Word": "investigator", "Confidence": 0.993, "X1": 0.3386, "Y1": 0.4182, "X2": 0.46377, "Y2": 0.418, "X3": 0.46377, "Y3": 0.4348, "X4": 0.3386, "Y4": 0.4348, "page": 0, "Index": 185}, {"Word": "shall", "Confidence": 0.995, "X1": 0.47167, "Y1": 0.4192, "X2": 0.52701, "Y2": 0.419, "X3": 0.52701, "Y3": 0.4348, "X4": 0.47167, "Y4": 0.4348, "page": 0, "Index": 186}, {"Word": "also", "Confidence": 0.988, "X1": 0.5336, "Y1": 0.4192, "X2": 0.57708, "Y2": 0.419, "X3": 0.57708, "Y3": 0.4338, "X4": 0.5336, "Y4": 0.4348, "page": 0, "Index": 187}, {"Word": "have", "Confidence": 0.989, "X1": 0.58498, "Y1": 0.4192, "X2": 0.62978, "Y2": 0.419, "X3": 0.63109, "Y3": 0.4338, "X4": 0.5863, "Y4": 0.4338, "page": 0, "Index": 188}, {"Word": "freedom", "Confidence": 0.996, "X1": 0.639, "Y1": 0.4192, "X2": 0.7141, "Y2": 0.419, "X3": 0.7141, "Y3": 0.4338, "X4": 0.639, "Y4": 0.4338, "page": 0, "Index": 189}, {"Word": "to", "Confidence": 0.997, "X1": 0.72332, "Y1": 0.4192, "X2": 0.74572, "Y2": 0.419, "X3": 0.74572, "Y3": 0.4338, "X4": 0.72464, "Y4": 0.4338, "page": 0, "Index": 190}, {"Word": "make", "Confidence": 0.989, "X1": 0.75231, "Y1": 0.4192, "X2": 0.79842, "Y2": 0.419, "X3": 0.79974, "Y3": 0.4338, "X4": 0.75231, "Y4": 0.4338, "page": 0, "Index": 191}, {"Word": "such", "Confidence": 0.989, "X1": 0.80632, "Y1": 0.4192, "X2": 0.8498, "Y2": 0.419, "X3": 0.85112, "Y3": 0.4328, "X4": 0.80764, "Y4": 0.4338, "page": 0, "Index": 192}, {"Word": "changes", "Confidence": 0.995, "X1": 0.19236, "Y1": 0.4342, "X2": 0.26482, "Y2": 0.434, "X3": 0.26482, "Y3": 0.4498, "X4": 0.19104, "Y4": 0.4498, "page": 0, "Index": 193}, {"Word": "in", "Confidence": 0.998, "X1": 0.27536, "Y1": 0.4342, "X2": 0.29513, "Y2": 0.434, "X3": 0.29513, "Y3": 0.4498, "X4": 0.27404, "Y4": 0.4498, "page": 0, "Index": 194}, {"Word": "the", "Confidence": 0.998, "X1": 0.30567, "Y1": 0.4342, "X2": 0.3386, "Y2": 0.434, "X3": 0.3386, "Y3": 0.4498, "X4": 0.30435, "Y4": 0.4498, "page": 0, "Index": 195}, {"Word": "allocations", "Confidence": 0.994, "X1": 0.34783, "Y1": 0.4342, "X2": 0.46509, "Y2": 0.434, "X3": 0.46509, "Y3": 0.4498, "X4": 0.34651, "Y4": 0.4498, "page": 0, "Index": 196}, {"Word": "of", "Confidence": 0.998, "X1": 0.47299, "Y1": 0.4342, "X2": 0.49539, "Y2": 0.434, "X3": 0.49539, "Y3": 0.4498, "X4": 0.47167, "Y4": 0.4498, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.998, "X1": 0.50329, "Y1": 0.4342, "X2": 0.53755, "Y2": 0.434, "X3": 0.53755, "Y3": 0.4498, "X4": 0.50329, "Y4": 0.4498, "page": 0, "Index": 198}, {"Word": "gift", "Confidence": 0.988, "X1": 0.54282, "Y1": 0.4342, "X2": 0.58893, "Y2": 0.434, "X3": 0.58893, "Y3": 0.4498, "X4": 0.54282, "Y4": 0.4498, "page": 0, "Index": 199}, {"Word": "set", "Confidence": 0.998, "X1": 0.59816, "Y1": 0.4342, "X2": 0.62978, "Y2": 0.434, "X3": 0.62978, "Y3": 0.4498, "X4": 0.59816, "Y4": 0.4498, "page": 0, "Index": 200}, {"Word": "forth", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.4342, "X2": 0.69302, "Y2": 0.434, "X3": 0.69302, "Y3": 0.4498, "X4": 0.64032, "Y4": 0.4498, "page": 0, "Index": 201}, {"Word": "above", "Confidence": 0.997, "X1": 0.70224, "Y1": 0.4352, "X2": 0.75626, "Y2": 0.435, "X3": 0.75626, "Y3": 0.4498, "X4": 0.70224, "Y4": 0.4498, "page": 0, "Index": 202}, {"Word": "to", "Confidence": 0.998, "X1": 0.7668, "Y1": 0.4352, "X2": 0.78788, "Y2": 0.435, "X3": 0.78788, "Y3": 0.4498, "X4": 0.7668, "Y4": 0.4498, "page": 0, "Index": 203}, {"Word": "various", "Confidence": 0.995, "X1": 0.7971, "Y1": 0.4362, "X2": 0.87352, "Y2": 0.436, "X3": 0.87352, "Y3": 0.4498, "X4": 0.79842, "Y4": 0.4498, "page": 0, "Index": 204}, {"Word": "aspects", "Confidence": 0.994, "X1": 0.19368, "Y1": 0.4512, "X2": 0.26482, "Y2": 0.451, "X3": 0.2635, "Y3": 0.4658, "X4": 0.19236, "Y4": 0.4658, "page": 0, "Index": 205}, {"Word": "of", "Confidence": 0.998, "X1": 0.27273, "Y1": 0.4512, "X2": 0.29644, "Y2": 0.451, "X3": 0.29513, "Y3": 0.4658, "X4": 0.27273, "Y4": 0.4658, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.30567, "Y1": 0.4512, "X2": 0.3386, "Y2": 0.451, "X3": 0.33729, "Y3": 0.4658, "X4": 0.30435, "Y4": 0.4658, "page": 0, "Index": 207}, {"Word": "program", "Confidence": 0.996, "X1": 0.34651, "Y1": 0.4512, "X2": 0.42161, "Y2": 0.451, "X3": 0.42161, "Y3": 0.4658, "X4": 0.34519, "Y4": 0.4658, "page": 0, "Index": 208}, {"Word": "as", "Confidence": 0.998, "X1": 0.43083, "Y1": 0.4512, "X2": 0.45323, "Y2": 0.451, "X3": 0.45323, "Y3": 0.4658, "X4": 0.43083, "Y4": 0.4658, "page": 0, "Index": 209}, {"Word": "he,", "Confidence": 0.998, "X1": 0.46113, "Y1": 0.4512, "X2": 0.49539, "Y2": 0.451, "X3": 0.49407, "Y3": 0.4658, "X4": 0.46113, "Y4": 0.4658, "page": 0, "Index": 210}, {"Word": "with", "Confidence": 0.991, "X1": 0.50198, "Y1": 0.4512, "X2": 0.54677, "Y2": 0.451, "X3": 0.54545, "Y3": 0.4658, "X4": 0.50198, "Y4": 0.4658, "page": 0, "Index": 211}, {"Word": "consultation", "Confidence": 0.991, "X1": 0.55468, "Y1": 0.4512, "X2": 0.68248, "Y2": 0.451, "X3": 0.68248, "Y3": 0.4658, "X4": 0.55468, "Y4": 0.4658, "page": 0, "Index": 212}, {"Word": "of", "Confidence": 0.998, "X1": 0.69038, "Y1": 0.4512, "X2": 0.7141, "Y2": 0.451, "X3": 0.7141, "Y3": 0.4658, "X4": 0.69038, "Y4": 0.4658, "page": 0, "Index": 213}, {"Word": "his", "Confidence": 0.998, "X1": 0.722, "Y1": 0.4512, "X2": 0.75626, "Y2": 0.451, "X3": 0.75626, "Y3": 0.4658, "X4": 0.722, "Y4": 0.4658, "page": 0, "Index": 214}, {"Word": "participating", "Confidence": 0.993, "X1": 0.76548, "Y1": 0.4512, "X2": 0.90382, "Y2": 0.451, "X3": 0.90382, "Y3": 0.4658, "X4": 0.76548, "Y4": 0.4658, "page": 0, "Index": 215}, {"Word": "colleagues,", "Confidence": 0.969, "X1": 0.18972, "Y1": 0.4662, "X2": 0.30962, "Y2": 0.466, "X3": 0.30698, "Y3": 0.4818, "X4": 0.18709, "Y4": 0.4828, "page": 0, "Index": 216}, {"Word": "may", "Confidence": 0.998, "X1": 0.31489, "Y1": 0.4662, "X2": 0.34914, "Y2": 0.466, "X3": 0.34651, "Y3": 0.4818, "X4": 0.31357, "Y4": 0.4818, "page": 0, "Index": 217}, {"Word": "consider", "Confidence": 0.994, "X1": 0.35705, "Y1": 0.4662, "X2": 0.44269, "Y2": 0.466, "X3": 0.44137, "Y3": 0.4818, "X4": 0.35573, "Y4": 0.4818, "page": 0, "Index": 218}, {"Word": "advisable,", "Confidence": 0.994, "X1": 0.45323, "Y1": 0.4662, "X2": 0.55863, "Y2": 0.466, "X3": 0.55731, "Y3": 0.4808, "X4": 0.45191, "Y4": 0.4818, "page": 0, "Index": 219}, {"Word": "either", "Confidence": 0.997, "X1": 0.56522, "Y1": 0.4662, "X2": 0.62978, "Y2": 0.466, "X3": 0.62846, "Y3": 0.4808, "X4": 0.5639, "Y4": 0.4808, "page": 0, "Index": 220}, {"Word": "for", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.4662, "X2": 0.67194, "Y2": 0.466, "X3": 0.67062, "Y3": 0.4808, "X4": 0.639, "Y4": 0.4808, "page": 0, "Index": 221}, {"Word": "flexibility", "Confidence": 0.993, "X1": 0.68248, "Y1": 0.4662, "X2": 0.79842, "Y2": 0.466, "X3": 0.7971, "Y3": 0.4818, "X4": 0.68116, "Y4": 0.4818, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.998, "X1": 0.80764, "Y1": 0.4662, "X2": 0.83136, "Y2": 0.466, "X3": 0.83004, "Y3": 0.4818, "X4": 0.80632, "Y4": 0.4818, "page": 0, "Index": 223}, {"Word": "timing", "Confidence": 0.997, "X1": 0.84058, "Y1": 0.4662, "X2": 0.90514, "Y2": 0.466, "X3": 0.90382, "Y3": 0.4818, "X4": 0.83926, "Y4": 0.4818, "page": 0, "Index": 224}, {"Word": "of", "Confidence": 0.998, "X1": 0.19236, "Y1": 0.4822, "X2": 0.21212, "Y2": 0.482, "X3": 0.21212, "Y3": 0.4978, "X4": 0.19104, "Y4": 0.4978, "page": 0, "Index": 225}, {"Word": "expenditures", "Confidence": 0.992, "X1": 0.22003, "Y1": 0.4822, "X2": 0.34783, "Y2": 0.482, "X3": 0.34783, "Y3": 0.4978, "X4": 0.21871, "Y4": 0.4978, "page": 0, "Index": 226}, {"Word": "or,", "Confidence": 0.998, "X1": 0.35573, "Y1": 0.4822, "X2": 0.3913, "Y2": 0.482, "X3": 0.3913, "Y3": 0.4968, "X4": 0.35573, "Y4": 0.4978, "page": 0, "Index": 227}, {"Word": "if", "Confidence": 0.998, "X1": 0.40184, "Y1": 0.4822, "X2": 0.42161, "Y2": 0.482, "X3": 0.42161, "Y3": 0.4968, "X4": 0.40053, "Y4": 0.4968, "page": 0, "Index": 228}, {"Word": "circumstances", "Confidence": 0.992, "X1": 0.42951, "Y1": 0.4822, "X2": 0.56653, "Y2": 0.482, "X3": 0.56653, "Y3": 0.4968, "X4": 0.42951, "Y4": 0.4968, "page": 0, "Index": 229}, {"Word": "warrant,", "Confidence": 0.995, "X1": 0.57444, "Y1": 0.4822, "X2": 0.66271, "Y2": 0.482, "X3": 0.66271, "Y3": 0.4968, "X4": 0.57444, "Y4": 0.4968, "page": 0, "Index": 230}, {"Word": "to", "Confidence": 0.998, "X1": 0.67062, "Y1": 0.4822, "X2": 0.69302, "Y2": 0.482, "X3": 0.69302, "Y3": 0.4968, "X4": 0.67062, "Y4": 0.4968, "page": 0, "Index": 231}, {"Word": "reflect", "Confidence": 0.995, "X1": 0.70092, "Y1": 0.4822, "X2": 0.77734, "Y2": 0.482, "X3": 0.77866, "Y3": 0.4968, "X4": 0.70092, "Y4": 0.4968, "page": 0, "Index": 232}, {"Word": "more", "Confidence": 0.991, "X1": 0.78524, "Y1": 0.4822, "X2": 0.83004, "Y2": 0.482, "X3": 0.83004, "Y3": 0.4968, "X4": 0.78524, "Y4": 0.4968, "page": 0, "Index": 233}, {"Word": "endur-", "Confidence": 0.995, "X1": 0.83926, "Y1": 0.4832, "X2": 0.90382, "Y2": 0.483, "X3": 0.90382, "Y3": 0.4978, "X4": 0.83926, "Y4": 0.4968, "page": 0, "Index": 234}, {"Word": "ing", "Confidence": 0.995, "X1": 0.19236, "Y1": 0.4982, "X2": 0.22266, "Y2": 0.498, "X3": 0.22134, "Y3": 0.5138, "X4": 0.19104, "Y4": 0.5138, "page": 0, "Index": 235}, {"Word": "shifts", "Confidence": 0.996, "X1": 0.23188, "Y1": 0.4972, "X2": 0.29644, "Y2": 0.497, "X3": 0.29513, "Y3": 0.5138, "X4": 0.23057, "Y4": 0.5138, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.30698, "Y1": 0.4972, "X2": 0.32806, "Y2": 0.497, "X3": 0.32675, "Y3": 0.5138, "X4": 0.30567, "Y4": 0.5138, "page": 0, "Index": 237}, {"Word": "research", "Confidence": 0.994, "X1": 0.33597, "Y1": 0.4972, "X2": 0.42424, "Y2": 0.497, "X3": 0.42292, "Y3": 0.5128, "X4": 0.33465, "Y4": 0.5138, "page": 0, "Index": 238}, {"Word": "emphasis.", "Confidence": 0.994, "X1": 0.42951, "Y1": 0.4972, "X2": 0.52833, "Y2": 0.497, "X3": 0.52701, "Y3": 0.5128, "X4": 0.42819, "Y4": 0.5128, "page": 0, "Index": 239}, {"Word": "In", "Confidence": 0.996, "X1": 0.54414, "Y1": 0.4972, "X2": 0.56785, "Y2": 0.497, "X3": 0.56653, "Y3": 0.5128, "X4": 0.54282, "Y4": 0.5128, "page": 0, "Index": 240}, {"Word": "the", "Confidence": 0.998, "X1": 0.57708, "Y1": 0.4982, "X2": 0.61001, "Y2": 0.498, "X3": 0.6087, "Y3": 0.5128, "X4": 0.57576, "Y4": 0.5128, "page": 0, "Index": 241}, {"Word": "latter", "Confidence": 0.97, "X1": 0.61924, "Y1": 0.4982, "X2": 0.68379, "Y2": 0.498, "X3": 0.68248, "Y3": 0.5138, "X4": 0.61792, "Y4": 0.5128, "page": 0, "Index": 242}, {"Word": "event,", "Confidence": 0.995, "X1": 0.6917, "Y1": 0.4982, "X2": 0.75889, "Y2": 0.498, "X3": 0.75758, "Y3": 0.5138, "X4": 0.69038, "Y4": 0.5138, "page": 0, "Index": 243}, {"Word": "Reynolds", "Confidence": 0.995, "X1": 0.76548, "Y1": 0.4982, "X2": 0.85375, "Y2": 0.498, "X3": 0.85244, "Y3": 0.5148, "X4": 0.76416, "Y4": 0.5138, "page": 0, "Index": 244}, {"Word": "should", "Confidence": 0.996, "X1": 0.18972, "Y1": 0.5142, "X2": 0.25296, "Y2": 0.514, "X3": 0.25296, "Y3": 0.5298, "X4": 0.18841, "Y4": 0.5298, "page": 0, "Index": 245}, {"Word": "be", "Confidence": 0.998, "X1": 0.26219, "Y1": 0.5142, "X2": 0.2859, "Y2": 0.514, "X3": 0.2859, "Y3": 0.5298, "X4": 0.26087, "Y4": 0.5298, "page": 0, "Index": 246}, {"Word": "advised", "Confidence": 0.996, "X1": 0.29513, "Y1": 0.5142, "X2": 0.36891, "Y2": 0.514, "X3": 0.36891, "Y3": 0.5298, "X4": 0.29381, "Y4": 0.5298, "page": 0, "Index": 247}, {"Word": "of", "Confidence": 0.998, "X1": 0.37813, "Y1": 0.5142, "X2": 0.40184, "Y2": 0.514, "X3": 0.40184, "Y3": 0.5298, "X4": 0.37681, "Y4": 0.5298, "page": 0, "Index": 248}, {"Word": "the", "Confidence": 0.998, "X1": 0.41107, "Y1": 0.5142, "X2": 0.44269, "Y2": 0.514, "X3": 0.44269, "Y3": 0.5298, "X4": 0.40975, "Y4": 0.5298, "page": 0, "Index": 249}, {"Word": "proposed", "Confidence": 0.996, "X1": 0.45059, "Y1": 0.5142, "X2": 0.53623, "Y2": 0.514, "X3": 0.53491, "Y3": 0.5298, "X4": 0.44928, "Y4": 0.5298, "page": 0, "Index": 250}, {"Word": "reallocations.", "Confidence": 0.991, "X1": 0.54414, "Y1": 0.5152, "X2": 0.69302, "Y2": 0.515, "X3": 0.6917, "Y3": 0.5298, "X4": 0.54282, "Y4": 0.5298, "page": 0, "Index": 251}, {"Word": "4.", "Confidence": 0.97, "X1": 0.13702, "Y1": 0.5462, "X2": 0.15679, "Y2": 0.546, "X3": 0.15679, "Y3": 0.5588, "X4": 0.1357, "Y4": 0.5578, "page": 0, "Index": 252}, {"Word": "The", "Confidence": 0.994, "X1": 0.18972, "Y1": 0.5442, "X2": 0.22134, "Y2": 0.544, "X3": 0.22134, "Y3": 0.5608, "X4": 0.18972, "Y4": 0.5608, "page": 0, "Index": 253}, {"Word": "Institution", "Confidence": 0.991, "X1": 0.23057, "Y1": 0.5452, "X2": 0.34783, "Y2": 0.545, "X3": 0.34783, "Y3": 0.5608, "X4": 0.23057, "Y4": 0.5608, "page": 0, "Index": 254}, {"Word": "shall", "Confidence": 0.994, "X1": 0.35573, "Y1": 0.5452, "X2": 0.41238, "Y2": 0.545, "X3": 0.41238, "Y3": 0.5608, "X4": 0.35573, "Y4": 0.5608, "page": 0, "Index": 255}, {"Word": "obtain", "Confidence": 0.991, "X1": 0.41897, "Y1": 0.5452, "X2": 0.48485, "Y2": 0.545, "X3": 0.48485, "Y3": 0.5608, "X4": 0.41897, "Y4": 0.5608, "page": 0, "Index": 256}, {"Word": "patents", "Confidence": 0.995, "X1": 0.49144, "Y1": 0.5452, "X2": 0.56653, "Y2": 0.545, "X3": 0.56653, "Y3": 0.5608, "X4": 0.49144, "Y4": 0.5608, "page": 0, "Index": 257}, {"Word": "on", "Confidence": 0.998, "X1": 0.57576, "Y1": 0.5452, "X2": 0.59947, "Y2": 0.545, "X3": 0.59816, "Y3": 0.5608, "X4": 0.57444, "Y4": 0.5608, "page": 0, "Index": 258}, {"Word": "inventions", "Confidence": 0.994, "X1": 0.60738, "Y1": 0.5452, "X2": 0.7141, "Y2": 0.545, "X3": 0.7141, "Y3": 0.5618, "X4": 0.60738, "Y4": 0.5608, "page": 0, "Index": 259}, {"Word": "made", "Confidence": 0.989, "X1": 0.722, "Y1": 0.5462, "X2": 0.7668, "Y2": 0.546, "X3": 0.7668, "Y3": 0.5618, "X4": 0.722, "Y4": 0.5618, "page": 0, "Index": 260}, {"Word": "during", "Confidence": 0.997, "X1": 0.7747, "Y1": 0.5462, "X2": 0.8419, "Y2": 0.546, "X3": 0.8419, "Y3": 0.5618, "X4": 0.77339, "Y4": 0.5618, "page": 0, "Index": 261}, {"Word": "work", "Confidence": 0.989, "X1": 0.8498, "Y1": 0.5462, "X2": 0.89328, "Y2": 0.546, "X3": 0.89196, "Y3": 0.5618, "X4": 0.84848, "Y4": 0.5618, "page": 0, "Index": 262}, {"Word": "done", "Confidence": 0.988, "X1": 0.19104, "Y1": 0.5622, "X2": 0.23188, "Y2": 0.562, "X3": 0.23057, "Y3": 0.5768, "X4": 0.18972, "Y4": 0.5768, "page": 0, "Index": 263}, {"Word": "under", "Confidence": 0.998, "X1": 0.23979, "Y1": 0.5622, "X2": 0.29513, "Y2": 0.562, "X3": 0.29513, "Y3": 0.5768, "X4": 0.23847, "Y4": 0.5768, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.998, "X1": 0.30567, "Y1": 0.5622, "X2": 0.3386, "Y2": 0.562, "X3": 0.33729, "Y3": 0.5768, "X4": 0.30435, "Y4": 0.5768, "page": 0, "Index": 265}, {"Word": "research", "Confidence": 0.995, "X1": 0.34651, "Y1": 0.5622, "X2": 0.43215, "Y2": 0.562, "X3": 0.43215, "Y3": 0.5768, "X4": 0.34519, "Y4": 0.5768, "page": 0, "Index": 266}, {"Word": "program", "Confidence": 0.996, "X1": 0.44137, "Y1": 0.5622, "X2": 0.51515, "Y2": 0.562, "X3": 0.51383, "Y3": 0.5768, "X4": 0.44005, "Y4": 0.5768, "page": 0, "Index": 267}, {"Word": "and", "Confidence": 0.998, "X1": 0.52306, "Y1": 0.5622, "X2": 0.55599, "Y2": 0.562, "X3": 0.55599, "Y3": 0.5768, "X4": 0.52306, "Y4": 0.5768, "page": 0, "Index": 268}, {"Word": "resulting", "Confidence": 0.995, "X1": 0.56522, "Y1": 0.5622, "X2": 0.6614, "Y2": 0.562, "X3": 0.6614, "Y3": 0.5768, "X4": 0.5639, "Y4": 0.5768, "page": 0, "Index": 269}, {"Word": "patents", "Confidence": 0.996, "X1": 0.67062, "Y1": 0.5622, "X2": 0.74572, "Y2": 0.562, "X3": 0.7444, "Y3": 0.5778, "X4": 0.6693, "Y4": 0.5768, "page": 0, "Index": 270}, {"Word": "shall", "Confidence": 0.994, "X1": 0.75494, "Y1": 0.5622, "X2": 0.81159, "Y2": 0.562, "X3": 0.81028, "Y3": 0.5778, "X4": 0.75494, "Y4": 0.5778, "page": 0, "Index": 271}, {"Word": "be", "Confidence": 0.997, "X1": 0.81818, "Y1": 0.5622, "X2": 0.8419, "Y2": 0.562, "X3": 0.84058, "Y3": 0.5778, "X4": 0.81686, "Y4": 0.5778, "page": 0, "Index": 272}, {"Word": "owned", "Confidence": 0.994, "X1": 0.8498, "Y1": 0.5622, "X2": 0.90382, "Y2": 0.562, "X3": 0.90382, "Y3": 0.5778, "X4": 0.84848, "Y4": 0.5778, "page": 0, "Index": 273}, {"Word": "by", "Confidence": 0.996, "X1": 0.19104, "Y1": 0.5772, "X2": 0.2108, "Y2": 0.577, "X3": 0.2108, "Y3": 0.5928, "X4": 0.19104, "Y4": 0.5928, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.998, "X1": 0.22134, "Y1": 0.5772, "X2": 0.25296, "Y2": 0.577, "X3": 0.25296, "Y3": 0.5928, "X4": 0.22003, "Y4": 0.5928, "page": 0, "Index": 275}, {"Word": "Institution.", "Confidence": 0.983, "X1": 0.2635, "Y1": 0.5782, "X2": 0.39262, "Y2": 0.578, "X3": 0.3913, "Y3": 0.5928, "X4": 0.26219, "Y4": 0.5928, "page": 0, "Index": 276}, {"Word": "Upon", "Confidence": 0.988, "X1": 0.40843, "Y1": 0.5782, "X2": 0.45323, "Y2": 0.578, "X3": 0.45191, "Y3": 0.5928, "X4": 0.40711, "Y4": 0.5928, "page": 0, "Index": 277}, {"Word": "request", "Confidence": 0.996, "X1": 0.46113, "Y1": 0.5782, "X2": 0.53623, "Y2": 0.578, "X3": 0.53491, "Y3": 0.5928, "X4": 0.45982, "Y4": 0.5928, "page": 0, "Index": 278}, {"Word": "of", "Confidence": 0.998, "X1": 0.54282, "Y1": 0.5782, "X2": 0.56785, "Y2": 0.578, "X3": 0.56653, "Y3": 0.5928, "X4": 0.54282, "Y4": 0.5928, "page": 0, "Index": 279}, {"Word": "Reynolds,", "Confidence": 0.991, "X1": 0.57444, "Y1": 0.5782, "X2": 0.67325, "Y2": 0.578, "X3": 0.67194, "Y3": 0.5928, "X4": 0.57312, "Y4": 0.5928, "page": 0, "Index": 280}, {"Word": "the", "Confidence": 0.998, "X1": 0.68116, "Y1": 0.5782, "X2": 0.71542, "Y2": 0.578, "X3": 0.7141, "Y3": 0.5928, "X4": 0.67984, "Y4": 0.5928, "page": 0, "Index": 281}, {"Word": "Institution", "Confidence": 0.991, "X1": 0.72464, "Y1": 0.5772, "X2": 0.8419, "Y2": 0.577, "X3": 0.84058, "Y3": 0.5928, "X4": 0.72332, "Y4": 0.5928, "page": 0, "Index": 282}, {"Word": "shall", "Confidence": 0.864, "X1": 0.85112, "Y1": 0.5772, "X2": 0.90382, "Y2": 0.577, "X3": 0.9025, "Y3": 0.5938, "X4": 0.8498, "Y4": 0.5928, "page": 0, "Index": 283}, {"Word": "grant", "Confidence": 0.998, "X1": 0.18972, "Y1": 0.5932, "X2": 0.24242, "Y2": 0.593, "X3": 0.24242, "Y3": 0.6088, "X4": 0.18972, "Y4": 0.6088, "page": 0, "Index": 284}, {"Word": "to", "Confidence": 0.998, "X1": 0.25296, "Y1": 0.5932, "X2": 0.27404, "Y2": 0.593, "X3": 0.27404, "Y3": 0.6088, "X4": 0.25296, "Y4": 0.6088, "page": 0, "Index": 285}, {"Word": "Reynolds", "Confidence": 0.994, "X1": 0.28195, "Y1": 0.5932, "X2": 0.37022, "Y2": 0.593, "X3": 0.37022, "Y3": 0.6088, "X4": 0.28195, "Y4": 0.6088, "page": 0, "Index": 286}, {"Word": "exclusive", "Confidence": 0.995, "X1": 0.37813, "Y1": 0.5932, "X2": 0.47431, "Y2": 0.593, "X3": 0.47431, "Y3": 0.6088, "X4": 0.37813, "Y4": 0.6088, "page": 0, "Index": 287}, {"Word": "licenses", "Confidence": 0.991, "X1": 0.48353, "Y1": 0.5942, "X2": 0.56653, "Y2": 0.594, "X3": 0.56653, "Y3": 0.6088, "X4": 0.48221, "Y4": 0.6088, "page": 0, "Index": 288}, {"Word": "under", "Confidence": 0.997, "X1": 0.57576, "Y1": 0.5942, "X2": 0.62978, "Y2": 0.594, "X3": 0.62978, "Y3": 0.6088, "X4": 0.57444, "Y4": 0.6088, "page": 0, "Index": 289}, {"Word": "such", "Confidence": 0.991, "X1": 0.63768, "Y1": 0.5942, "X2": 0.68248, "Y2": 0.594, "X3": 0.68116, "Y3": 0.6088, "X4": 0.63768, "Y4": 0.6088, "page": 0, "Index": 290}, {"Word": "inventions", "Confidence": 0.994, "X1": 0.69302, "Y1": 0.5942, "X2": 0.79974, "Y2": 0.594, "X3": 0.79974, "Y3": 0.6098, "X4": 0.69302, "Y4": 0.6088, "page": 0, "Index": 291}, {"Word": "and", "Confidence": 0.998, "X1": 0.80764, "Y1": 0.5942, "X2": 0.8419, "Y2": 0.594, "X3": 0.84058, "Y3": 0.6098, "X4": 0.80764, "Y4": 0.6098, "page": 0, "Index": 292}, {"Word": "pa-", "Confidence": 0.998, "X1": 0.8498, "Y1": 0.5942, "X2": 0.88406, "Y2": 0.594, "X3": 0.88274, "Y3": 0.6098, "X4": 0.8498, "Y4": 0.6098, "page": 0, "Index": 293}, {"Word": "tents", "Confidence": 0.997, "X1": 0.19104, "Y1": 0.6102, "X2": 0.24111, "Y2": 0.61, "X3": 0.24111, "Y3": 0.6248, "X4": 0.19104, "Y4": 0.6248, "page": 0, "Index": 294}, {"Word": "at", "Confidence": 0.998, "X1": 0.25296, "Y1": 0.6102, "X2": 0.27404, "Y2": 0.61, "X3": 0.27404, "Y3": 0.6248, "X4": 0.25296, "Y4": 0.6248, "page": 0, "Index": 295}, {"Word": "reasonable", "Confidence": 0.994, "X1": 0.28327, "Y1": 0.6092, "X2": 0.38999, "Y2": 0.609, "X3": 0.38999, "Y3": 0.6248, "X4": 0.28195, "Y4": 0.6248, "page": 0, "Index": 296}, {"Word": "royalty", "Confidence": 0.996, "X1": 0.39789, "Y1": 0.6092, "X2": 0.47431, "Y2": 0.609, "X3": 0.47299, "Y3": 0.6248, "X4": 0.39789, "Y4": 0.6248, "page": 0, "Index": 297}, {"Word": "rates", "Confidence": 0.997, "X1": 0.48221, "Y1": 0.6092, "X2": 0.53623, "Y2": 0.609, "X3": 0.53491, "Y3": 0.6248, "X4": 0.48221, "Y4": 0.6248, "page": 0, "Index": 298}, {"Word": "which", "Confidence": 0.993, "X1": 0.54282, "Y1": 0.6092, "X2": 0.59816, "Y2": 0.609, "X3": 0.59816, "Y3": 0.6248, "X4": 0.5415, "Y4": 0.6248, "page": 0, "Index": 299}, {"Word": "shall", "Confidence": 0.996, "X1": 0.6087, "Y1": 0.6102, "X2": 0.6614, "Y2": 0.61, "X3": 0.6614, "Y3": 0.6248, "X4": 0.60738, "Y4": 0.6248, "page": 0, "Index": 300}, {"Word": "be", "Confidence": 0.997, "X1": 0.6693, "Y1": 0.6102, "X2": 0.69302, "Y2": 0.61, "X3": 0.69302, "Y3": 0.6248, "X4": 0.6693, "Y4": 0.6248, "page": 0, "Index": 301}, {"Word": "negotiated", "Confidence": 0.994, "X1": 0.70092, "Y1": 0.6102, "X2": 0.81028, "Y2": 0.61, "X3": 0.80896, "Y3": 0.6248, "X4": 0.70092, "Y4": 0.6248, "page": 0, "Index": 302}, {"Word": "on", "Confidence": 0.998, "X1": 0.81818, "Y1": 0.6102, "X2": 0.8419, "Y2": 0.61, "X3": 0.84058, "Y3": 0.6248, "X4": 0.81686, "Y4": 0.6248, "page": 0, "Index": 303}, {"Word": "each", "Confidence": 0.988, "X1": 0.85112, "Y1": 0.6102, "X2": 0.89196, "Y2": 0.61, "X3": 0.89196, "Y3": 0.6248, "X4": 0.8498, "Y4": 0.6248, "page": 0, "Index": 304}, {"Word": "such", "Confidence": 0.994, "X1": 0.19104, "Y1": 0.6252, "X2": 0.23057, "Y2": 0.625, "X3": 0.23188, "Y3": 0.6398, "X4": 0.19104, "Y4": 0.6398, "page": 0, "Index": 305}, {"Word": "license", "Confidence": 0.991, "X1": 0.24111, "Y1": 0.6252, "X2": 0.31489, "Y2": 0.625, "X3": 0.31489, "Y3": 0.6398, "X4": 0.24111, "Y4": 0.6398, "page": 0, "Index": 306}, {"Word": "and", "Confidence": 0.998, "X1": 0.32675, "Y1": 0.6252, "X2": 0.35837, "Y2": 0.625, "X3": 0.35837, "Y3": 0.6398, "X4": 0.32675, "Y4": 0.6398, "page": 0, "Index": 307}, {"Word": "any", "Confidence": 0.998, "X1": 0.36759, "Y1": 0.6252, "X2": 0.40053, "Y2": 0.625, "X3": 0.40053, "Y3": 0.6398, "X4": 0.36891, "Y4": 0.6398, "page": 0, "Index": 308}, {"Word": "renewal", "Confidence": 0.995, "X1": 0.40843, "Y1": 0.6252, "X2": 0.48485, "Y2": 0.625, "X3": 0.48485, "Y3": 0.6398, "X4": 0.40843, "Y4": 0.6398, "page": 0, "Index": 309}, {"Word": "thereof.", "Confidence": 0.995, "X1": 0.49275, "Y1": 0.6252, "X2": 0.57971, "Y2": 0.625, "X3": 0.57971, "Y3": 0.6398, "X4": 0.49275, "Y4": 0.6398, "page": 0, "Index": 310}, {"Word": "Reynolds", "Confidence": 0.994, "X1": 0.59552, "Y1": 0.6252, "X2": 0.68379, "Y2": 0.625, "X3": 0.68248, "Y3": 0.6398, "X4": 0.59552, "Y4": 0.6398, "page": 0, "Index": 311}, {"Word": "shall", "Confidence": 0.991, "X1": 0.6917, "Y1": 0.6252, "X2": 0.74572, "Y2": 0.625, "X3": 0.74572, "Y3": 0.6398, "X4": 0.69038, "Y4": 0.6398, "page": 0, "Index": 312}, {"Word": "reimburse", "Confidence": 0.995, "X1": 0.75494, "Y1": 0.6252, "X2": 0.85112, "Y2": 0.625, "X3": 0.85112, "Y3": 0.6398, "X4": 0.75362, "Y4": 0.6398, "page": 0, "Index": 313}, {"Word": "the", "Confidence": 0.998, "X1": 0.86166, "Y1": 0.6252, "X2": 0.89328, "Y2": 0.625, "X3": 0.89196, "Y3": 0.6398, "X4": 0.86166, "Y4": 0.6398, "page": 0, "Index": 314}, {"Word": "Institution", "Confidence": 0.992, "X1": 0.19236, "Y1": 0.6402, "X2": 0.30567, "Y2": 0.64, "X3": 0.30435, "Y3": 0.6558, "X4": 0.19104, "Y4": 0.6558, "page": 0, "Index": 315}, {"Word": "the", "Confidence": 0.998, "X1": 0.31621, "Y1": 0.6412, "X2": 0.34783, "Y2": 0.641, "X3": 0.34651, "Y3": 0.6558, "X4": 0.31489, "Y4": 0.6558, "page": 0, "Index": 316}, {"Word": "reasonable", "Confidence": 0.994, "X1": 0.35705, "Y1": 0.6412, "X2": 0.46377, "Y2": 0.641, "X3": 0.46245, "Y3": 0.6558, "X4": 0.35573, "Y4": 0.6558, "page": 0, "Index": 317}, {"Word": "cost", "Confidence": 0.989, "X1": 0.47167, "Y1": 0.6412, "X2": 0.51515, "Y2": 0.641, "X3": 0.51515, "Y3": 0.6558, "X4": 0.47036, "Y4": 0.6558, "page": 0, "Index": 318}, {"Word": "of", "Confidence": 0.998, "X1": 0.52437, "Y1": 0.6412, "X2": 0.54677, "Y2": 0.641, "X3": 0.54545, "Y3": 0.6558, "X4": 0.52306, "Y4": 0.6558, "page": 0, "Index": 319}, {"Word": "obtaining", "Confidence": 0.994, "X1": 0.55468, "Y1": 0.6412, "X2": 0.65086, "Y2": 0.641, "X3": 0.64954, "Y3": 0.6558, "X4": 0.55336, "Y4": 0.6558, "page": 0, "Index": 320}, {"Word": "each", "Confidence": 0.981, "X1": 0.66008, "Y1": 0.6412, "X2": 0.70487, "Y2": 0.641, "X3": 0.70356, "Y3": 0.6558, "X4": 0.65876, "Y4": 0.6558, "page": 0, "Index": 321}, {"Word": "patent", "Confidence": 0.997, "X1": 0.71278, "Y1": 0.6412, "X2": 0.77866, "Y2": 0.641, "X3": 0.77734, "Y3": 0.6568, "X4": 0.71146, "Y4": 0.6558, "page": 0, "Index": 322}, {"Word": "for", "Confidence": 0.998, "X1": 0.78788, "Y1": 0.6412, "X2": 0.82082, "Y2": 0.641, "X3": 0.8195, "Y3": 0.6568, "X4": 0.78656, "Y4": 0.6568, "page": 0, "Index": 323}, {"Word": "which", "Confidence": 0.998, "X1": 0.82872, "Y1": 0.6412, "X2": 0.88274, "Y2": 0.641, "X3": 0.88142, "Y3": 0.6568, "X4": 0.8274, "Y4": 0.6568, "page": 0, "Index": 324}, {"Word": "Reynolds", "Confidence": 0.981, "X1": 0.19104, "Y1": 0.6562, "X2": 0.27536, "Y2": 0.656, "X3": 0.27404, "Y3": 0.6718, "X4": 0.19104, "Y4": 0.6718, "page": 0, "Index": 325}, {"Word": "has", "Confidence": 0.998, "X1": 0.28195, "Y1": 0.6562, "X2": 0.31621, "Y2": 0.656, "X3": 0.31621, "Y3": 0.6718, "X4": 0.28195, "Y4": 0.6718, "page": 0, "Index": 326}, {"Word": "requested", "Confidence": 0.993, "X1": 0.32675, "Y1": 0.6572, "X2": 0.42161, "Y2": 0.657, "X3": 0.42029, "Y3": 0.6718, "X4": 0.32543, "Y4": 0.6718, "page": 0, "Index": 327}, {"Word": "and", "Confidence": 0.998, "X1": 0.43083, "Y1": 0.6572, "X2": 0.46377, "Y2": 0.657, "X3": 0.46245, "Y3": 0.6718, "X4": 0.42951, "Y4": 0.6718, "page": 0, "Index": 328}, {"Word": "received", "Confidence": 0.995, "X1": 0.47167, "Y1": 0.6572, "X2": 0.55599, "Y2": 0.657, "X3": 0.55599, "Y3": 0.6718, "X4": 0.47167, "Y4": 0.6718, "page": 0, "Index": 329}, {"Word": "an", "Confidence": 0.996, "X1": 0.56653, "Y1": 0.6572, "X2": 0.58762, "Y2": 0.657, "X3": 0.58762, "Y3": 0.6718, "X4": 0.56522, "Y4": 0.6718, "page": 0, "Index": 330}, {"Word": "exclusive", "Confidence": 0.995, "X1": 0.59684, "Y1": 0.6572, "X2": 0.69302, "Y2": 0.657, "X3": 0.6917, "Y3": 0.6718, "X4": 0.59552, "Y4": 0.6718, "page": 0, "Index": 331}, {"Word": "license", "Confidence": 0.993, "X1": 0.70356, "Y1": 0.6572, "X2": 0.77734, "Y2": 0.657, "X3": 0.77734, "Y3": 0.6718, "X4": 0.70356, "Y4": 0.6718, "page": 0, "Index": 332}, {"Word": "and", "Confidence": 0.998, "X1": 0.78788, "Y1": 0.6572, "X2": 0.8195, "Y2": 0.657, "X3": 0.8195, "Y3": 0.6718, "X4": 0.78656, "Y4": 0.6718, "page": 0, "Index": 333}, {"Word": "such", "Confidence": 0.989, "X1": 0.83004, "Y1": 0.6572, "X2": 0.87352, "Y2": 0.657, "X3": 0.8722, "Y3": 0.6718, "X4": 0.82872, "Y4": 0.6718, "page": 0, "Index": 334}, {"Word": "reimbursement", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.6732, "X2": 0.32806, "Y2": 0.673, "X3": 0.32806, "Y3": 0.6878, "X4": 0.19104, "Y4": 0.6878, "page": 0, "Index": 335}, {"Word": "shall", "Confidence": 0.991, "X1": 0.33597, "Y1": 0.6732, "X2": 0.3913, "Y2": 0.673, "X3": 0.38999, "Y3": 0.6878, "X4": 0.33597, "Y4": 0.6878, "page": 0, "Index": 336}, {"Word": "be", "Confidence": 0.997, "X1": 0.39789, "Y1": 0.6722, "X2": 0.42161, "Y2": 0.672, "X3": 0.42161, "Y3": 0.6878, "X4": 0.39789, "Y4": 0.6878, "page": 0, "Index": 337}, {"Word": "credited", "Confidence": 0.995, "X1": 0.43083, "Y1": 0.6722, "X2": 0.51647, "Y2": 0.672, "X3": 0.51515, "Y3": 0.6878, "X4": 0.42951, "Y4": 0.6878, "page": 0, "Index": 338}, {"Word": "against", "Confidence": 0.994, "X1": 0.52437, "Y1": 0.6732, "X2": 0.59947, "Y2": 0.673, "X3": 0.59816, "Y3": 0.6878, "X4": 0.52437, "Y4": 0.6878, "page": 0, "Index": 339}, {"Word": "royalties", "Confidence": 0.994, "X1": 0.60738, "Y1": 0.6732, "X2": 0.70356, "Y2": 0.673, "X3": 0.70356, "Y3": 0.6888, "X4": 0.60738, "Y4": 0.6878, "page": 0, "Index": 340}, {"Word": "which", "Confidence": 0.992, "X1": 0.71146, "Y1": 0.6732, "X2": 0.76812, "Y2": 0.673, "X3": 0.76812, "Y3": 0.6888, "X4": 0.71146, "Y4": 0.6888, "page": 0, "Index": 341}, {"Word": "accrue", "Confidence": 0.997, "X1": 0.77602, "Y1": 0.6742, "X2": 0.8419, "Y2": 0.674, "X3": 0.8419, "Y3": 0.6888, "X4": 0.77602, "Y4": 0.6888, "page": 0, "Index": 342}, {"Word": "to", "Confidence": 0.998, "X1": 0.85112, "Y1": 0.6742, "X2": 0.8722, "Y2": 0.674, "X3": 0.8722, "Y3": 0.6888, "X4": 0.85112, "Y4": 0.6888, "page": 0, "Index": 343}, {"Word": "the", "Confidence": 0.998, "X1": 0.19236, "Y1": 0.6892, "X2": 0.22134, "Y2": 0.689, "X3": 0.22134, "Y3": 0.7038, "X4": 0.19104, "Y4": 0.7038, "page": 0, "Index": 344}, {"Word": "University", "Confidence": 0.994, "X1": 0.22925, "Y1": 0.6892, "X2": 0.33729, "Y2": 0.689, "X3": 0.33729, "Y3": 0.7038, "X4": 0.22793, "Y4": 0.7038, "page": 0, "Index": 345}, {"Word": "under", "Confidence": 0.998, "X1": 0.34651, "Y1": 0.6892, "X2": 0.40053, "Y2": 0.689, "X3": 0.40053, "Y3": 0.7048, "X4": 0.34519, "Y4": 0.7038, "page": 0, "Index": 346}, {"Word": "such", "Confidence": 0.991, "X1": 0.41107, "Y1": 0.6892, "X2": 0.45323, "Y2": 0.689, "X3": 0.45191, "Y3": 0.7048, "X4": 0.40975, "Y4": 0.7048, "page": 0, "Index": 347}, {"Word": "license.", "Confidence": 0.948, "X1": 0.46245, "Y1": 0.6892, "X2": 0.54809, "Y2": 0.689, "X3": 0.54809, "Y3": 0.7048, "X4": 0.46113, "Y4": 0.7048, "page": 0, "Index": 348}, {"Word": "The", "Confidence": 0.998, "X1": 0.56653, "Y1": 0.6892, "X2": 0.59947, "Y2": 0.689, "X3": 0.59816, "Y3": 0.7048, "X4": 0.56522, "Y4": 0.7048, "page": 0, "Index": 349}, {"Word": "Institution", "Confidence": 0.963, "X1": 0.6087, "Y1": 0.6892, "X2": 0.72596, "Y2": 0.689, "X3": 0.72464, "Y3": 0.7048, "X4": 0.60738, "Y4": 0.7048, "page": 0, "Index": 350}, {"Word": "shall", "Confidence": 0.958, "X1": 0.73518, "Y1": 0.6892, "X2": 0.7892, "Y2": 0.689, "X3": 0.78788, "Y3": 0.7048, "X4": 0.73386, "Y4": 0.7048, "page": 0, "Index": 351}, {"Word": "keep", "Confidence": 0.988, "X1": 0.79842, "Y1": 0.6892, "X2": 0.8419, "Y2": 0.689, "X3": 0.84058, "Y3": 0.7048, "X4": 0.7971, "Y4": 0.7048, "page": 0, "Index": 352}, {"Word": "Reynolds", "Confidence": 0.992, "X1": 0.18972, "Y1": 0.7052, "X2": 0.27404, "Y2": 0.705, "X3": 0.27273, "Y3": 0.7198, "X4": 0.18972, "Y4": 0.7198, "page": 0, "Index": 353}, {"Word": "informed", "Confidence": 0.995, "X1": 0.28458, "Y1": 0.7052, "X2": 0.36891, "Y2": 0.705, "X3": 0.36759, "Y3": 0.7198, "X4": 0.28327, "Y4": 0.7198, "page": 0, "Index": 354}, {"Word": "of", "Confidence": 0.998, "X1": 0.37813, "Y1": 0.7052, "X2": 0.40053, "Y2": 0.705, "X3": 0.40053, "Y3": 0.7198, "X4": 0.37681, "Y4": 0.7198, "page": 0, "Index": 355}, {"Word": "inventions", "Confidence": 0.994, "X1": 0.41107, "Y1": 0.7062, "X2": 0.51515, "Y2": 0.706, "X3": 0.51515, "Y3": 0.7198, "X4": 0.41107, "Y4": 0.7198, "page": 0, "Index": 356}, {"Word": "or", "Confidence": 0.997, "X1": 0.52306, "Y1": 0.7062, "X2": 0.54677, "Y2": 0.706, "X3": 0.54545, "Y3": 0.7208, "X4": 0.52306, "Y4": 0.7198, "page": 0, "Index": 357}, {"Word": "discoveries", "Confidence": 0.992, "X1": 0.55468, "Y1": 0.7062, "X2": 0.67325, "Y2": 0.706, "X3": 0.67194, "Y3": 0.7208, "X4": 0.55468, "Y4": 0.7208, "page": 0, "Index": 358}, {"Word": "made", "Confidence": 0.988, "X1": 0.68116, "Y1": 0.7062, "X2": 0.72596, "Y2": 0.706, "X3": 0.72464, "Y3": 0.7208, "X4": 0.67984, "Y4": 0.7208, "page": 0, "Index": 359}, {"Word": "and", "Confidence": 0.998, "X1": 0.73518, "Y1": 0.7062, "X2": 0.76812, "Y2": 0.706, "X3": 0.7668, "Y3": 0.7208, "X4": 0.73518, "Y4": 0.7208, "page": 0, "Index": 360}, {"Word": "patent", "Confidence": 0.997, "X1": 0.77734, "Y1": 0.7062, "X2": 0.84321, "Y2": 0.706, "X3": 0.8419, "Y3": 0.7218, "X4": 0.77602, "Y4": 0.7208, "page": 0, "Index": 361}, {"Word": "ap-", "Confidence": 0.998, "X1": 0.85112, "Y1": 0.7062, "X2": 0.88406, "Y2": 0.706, "X3": 0.88274, "Y3": 0.7218, "X4": 0.8498, "Y4": 0.7218, "page": 0, "Index": 362}, {"Word": "plications", "Confidence": 0.993, "X1": 0.18972, "Y1": 0.7212, "X2": 0.29644, "Y2": 0.721, "X3": 0.29644, "Y3": 0.7358, "X4": 0.18972, "Y4": 0.7358, "page": 0, "Index": 363}, {"Word": "filed", "Confidence": 0.997, "X1": 0.30435, "Y1": 0.7212, "X2": 0.35837, "Y2": 0.721, "X3": 0.35837, "Y3": 0.7368, "X4": 0.30435, "Y4": 0.7358, "page": 0, "Index": 364}, {"Word": "and", "Confidence": 0.998, "X1": 0.36759, "Y1": 0.7212, "X2": 0.40184, "Y2": 0.721, "X3": 0.40184, "Y3": 0.7368, "X4": 0.36759, "Y4": 0.7368, "page": 0, "Index": 365}, {"Word": "shall", "Confidence": 0.996, "X1": 0.40975, "Y1": 0.7212, "X2": 0.46377, "Y2": 0.721, "X3": 0.46377, "Y3": 0.7368, "X4": 0.40975, "Y4": 0.7368, "page": 0, "Index": 366}, {"Word": "take", "Confidence": 0.987, "X1": 0.47167, "Y1": 0.7212, "X2": 0.51515, "Y2": 0.721, "X3": 0.51515, "Y3": 0.7368, "X4": 0.47167, "Y4": 0.7368, "page": 0, "Index": 367}, {"Word": "care", "Confidence": 0.988, "X1": 0.52306, "Y1": 0.7212, "X2": 0.56653, "Y2": 0.721, "X3": 0.56653, "Y3": 0.7368, "X4": 0.52306, "Y4": 0.7368, "page": 0, "Index": 368}, {"Word": "to", "Confidence": 0.998, "X1": 0.57708, "Y1": 0.7212, "X2": 0.59816, "Y2": 0.721, "X3": 0.59816, "Y3": 0.7368, "X4": 0.57576, "Y4": 0.7368, "page": 0, "Index": 369}, {"Word": "assure", "Confidence": 0.997, "X1": 0.60738, "Y1": 0.7222, "X2": 0.67194, "Y2": 0.722, "X3": 0.67194, "Y3": 0.7368, "X4": 0.60738, "Y4": 0.7368, "page": 0, "Index": 370}, {"Word": "that", "Confidence": 0.989, "X1": 0.68248, "Y1": 0.7222, "X2": 0.72596, "Y2": 0.722, "X3": 0.72596, "Y3": 0.7368, "X4": 0.68116, "Y4": 0.7368, "page": 0, "Index": 371}, {"Word": "patent", "Confidence": 0.997, "X1": 0.73386, "Y1": 0.7222, "X2": 0.80105, "Y2": 0.722, "X3": 0.80105, "Y3": 0.7368, "X4": 0.73254, "Y4": 0.7368, "page": 0, "Index": 372}, {"Word": "rights", "Confidence": 0.997, "X1": 0.80764, "Y1": 0.7222, "X2": 0.87352, "Y2": 0.722, "X3": 0.87352, "Y3": 0.7368, "X4": 0.80764, "Y4": 0.7368, "page": 0, "Index": 373}, {"Word": "are", "Confidence": 0.994, "X1": 0.18709, "Y1": 0.7372, "X2": 0.22003, "Y2": 0.737, "X3": 0.22003, "Y3": 0.7528, "X4": 0.18841, "Y4": 0.7528, "page": 0, "Index": 374}, {"Word": "not", "Confidence": 0.993, "X1": 0.22925, "Y1": 0.7372, "X2": 0.26219, "Y2": 0.737, "X3": 0.2635, "Y3": 0.7528, "X4": 0.22925, "Y4": 0.7528, "page": 0, "Index": 375}, {"Word": "lost", "Confidence": 0.987, "X1": 0.27273, "Y1": 0.7372, "X2": 0.31621, "Y2": 0.737, "X3": 0.31621, "Y3": 0.7528, "X4": 0.27273, "Y4": 0.7528, "page": 0, "Index": 376}, {"Word": "by", "Confidence": 0.998, "X1": 0.32411, "Y1": 0.7372, "X2": 0.34783, "Y2": 0.737, "X3": 0.34783, "Y3": 0.7528, "X4": 0.32411, "Y4": 0.7528, "page": 0, "Index": 377}, {"Word": "early", "Confidence": 0.997, "X1": 0.35705, "Y1": 0.7372, "X2": 0.41107, "Y2": 0.737, "X3": 0.41107, "Y3": 0.7528, "X4": 0.35705, "Y4": 0.7528, "page": 0, "Index": 378}, {"Word": "publication.", "Confidence": 0.992, "X1": 0.41897, "Y1": 0.7372, "X2": 0.54677, "Y2": 0.737, "X3": 0.54677, "Y3": 0.7538, "X4": 0.41897, "Y4": 0.7528, "page": 0, "Index": 379}, {"Word": "Manuscripts", "Confidence": 0.991, "X1": 0.5639, "Y1": 0.7372, "X2": 0.68379, "Y2": 0.737, "X3": 0.68379, "Y3": 0.7528, "X4": 0.5639, "Y4": 0.7538, "page": 0, "Index": 380}, {"Word": "concerning", "Confidence": 0.991, "X1": 0.6917, "Y1": 0.7382, "X2": 0.79842, "Y2": 0.738, "X3": 0.79842, "Y3": 0.7528, "X4": 0.6917, "Y4": 0.7528, "page": 0, "Index": 381}, {"Word": "the", "Confidence": 0.998, "X1": 0.80896, "Y1": 0.7382, "X2": 0.84321, "Y2": 0.738, "X3": 0.8419, "Y3": 0.7528, "X4": 0.80896, "Y4": 0.7528, "page": 0, "Index": 382}, {"Word": "basic", "Confidence": 0.997, "X1": 0.8498, "Y1": 0.7382, "X2": 0.90514, "Y2": 0.738, "X3": 0.90382, "Y3": 0.7528, "X4": 0.8498, "Y4": 0.7528, "page": 0, "Index": 383}, {"Word": "research", "Confidence": 0.991, "X1": 0.18709, "Y1": 0.7542, "X2": 0.27273, "Y2": 0.754, "X3": 0.27273, "Y3": 0.7688, "X4": 0.18841, "Y4": 0.7688, "page": 0, "Index": 384}, {"Word": "program", "Confidence": 0.997, "X1": 0.28195, "Y1": 0.7542, "X2": 0.35837, "Y2": 0.754, "X3": 0.35837, "Y3": 0.7688, "X4": 0.28195, "Y4": 0.7688, "page": 0, "Index": 385}, {"Word": "which", "Confidence": 0.998, "X1": 0.36627, "Y1": 0.7542, "X2": 0.42161, "Y2": 0.754, "X3": 0.42161, "Y3": 0.7688, "X4": 0.36627, "Y4": 0.7688, "page": 0, "Index": 386}, {"Word": "are", "Confidence": 0.998, "X1": 0.42951, "Y1": 0.7542, "X2": 0.46377, "Y2": 0.754, "X3": 0.46377, "Y3": 0.7688, "X4": 0.42951, "Y4": 0.7688, "page": 0, "Index": 387}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.47036, "Y1": 0.7532, "X2": 0.55731, "Y2": 0.753, "X3": 0.55731, "Y3": 0.7688, "X4": 0.47036, "Y4": 0.7688, "page": 0, "Index": 388}, {"Word": "to", "Confidence": 0.998, "X1": 0.56522, "Y1": 0.7532, "X2": 0.58762, "Y2": 0.753, "X3": 0.58762, "Y3": 0.7688, "X4": 0.56522, "Y4": 0.7688, "page": 0, "Index": 389}, {"Word": "be", "Confidence": 0.997, "X1": 0.59552, "Y1": 0.7532, "X2": 0.62055, "Y2": 0.753, "X3": 0.62055, "Y3": 0.7688, "X4": 0.59552, "Y4": 0.7688, "page": 0, "Index": 390}, {"Word": "submitted", "Confidence": 0.991, "X1": 0.62978, "Y1": 0.7532, "X2": 0.72464, "Y2": 0.753, "X3": 0.72464, "Y3": 0.7688, "X4": 0.62846, "Y4": 0.7688, "page": 0, "Index": 391}, {"Word": "for", "Confidence": 0.998, "X1": 0.7365, "Y1": 0.7532, "X2": 0.76812, "Y2": 0.753, "X3": 0.76812, "Y3": 0.7688, "X4": 0.73518, "Y4": 0.7688, "page": 0, "Index": 392}, {"Word": "publication", "Confidence": 0.994, "X1": 0.77734, "Y1": 0.7532, "X2": 0.8946, "Y2": 0.753, "X3": 0.89328, "Y3": 0.7688, "X4": 0.77602, "Y4": 0.7688, "page": 0, "Index": 393}, {"Word": "shall", "Confidence": 0.955, "X1": 0.18841, "Y1": 0.7692, "X2": 0.24242, "Y2": 0.769, "X3": 0.24111, "Y3": 0.7848, "X4": 0.18841, "Y4": 0.7848, "page": 0, "Index": 394}, {"Word": "first", "Confidence": 0.998, "X1": 0.25165, "Y1": 0.7692, "X2": 0.30567, "Y2": 0.769, "X3": 0.30567, "Y3": 0.7848, "X4": 0.25165, "Y4": 0.7848, "page": 0, "Index": 395}, {"Word": "be", "Confidence": 0.998, "X1": 0.31225, "Y1": 0.7692, "X2": 0.33729, "Y2": 0.769, "X3": 0.33597, "Y3": 0.7848, "X4": 0.31225, "Y4": 0.7848, "page": 0, "Index": 396}, {"Word": "sent", "Confidence": 0.988, "X1": 0.34651, "Y1": 0.7692, "X2": 0.3913, "Y2": 0.769, "X3": 0.38999, "Y3": 0.7848, "X4": 0.34651, "Y4": 0.7848, "page": 0, "Index": 397}, {"Word": "by", "Confidence": 0.998, "X1": 0.39789, "Y1": 0.7692, "X2": 0.42161, "Y2": 0.769, "X3": 0.42161, "Y3": 0.7848, "X4": 0.39789, "Y4": 0.7848, "page": 0, "Index": 398}, {"Word": "Certified", "Confidence": 0.981, "X1": 0.42951, "Y1": 0.7692, "X2": 0.52701, "Y2": 0.769, "X3": 0.52569, "Y3": 0.7848, "X4": 0.42819, "Y4": 0.7848, "page": 0, "Index": 399}, {"Word": "Mail.", "Confidence": 0.656, "X1": 0.5336, "Y1": 0.7692, "X2": 0.59025, "Y2": 0.769, "X3": 0.59025, "Y3": 0.7848, "X4": 0.5336, "Y4": 0.7848, "page": 0, "Index": 400}, {"Word": "return", "Confidence": 0.988, "X1": 0.59684, "Y1": 0.7692, "X2": 0.6614, "Y2": 0.769, "X3": 0.6614, "Y3": 0.7848, "X4": 0.59684, "Y4": 0.7848, "page": 0, "Index": 401}, {"Word": "receipt", "Confidence": 0.67, "X1": 0.67062, "Y1": 0.7702, "X2": 0.74704, "Y2": 0.77, "X3": 0.74704, "Y3": 0.7848, "X4": 0.6693, "Y4": 0.7848, "page": 0, "Index": 402}, {"Word": "requested.", "Confidence": 0.947, "X1": 0.75494, "Y1": 0.7702, "X2": 0.8643, "Y2": 0.77, "X3": 0.8643, "Y3": 0.7848, "X4": 0.75494, "Y4": 0.7848, "page": 0, "Index": 403}, {"Word": "to", "Confidence": 0.616, "X1": 0.8722, "Y1": 0.7702, "X2": 0.8946, "Y2": 0.77, "X3": 0.8946, "Y3": 0.7848, "X4": 0.8722, "Y4": 0.7848, "page": 0, "Index": 404}, {"Word": "Dr.", "Confidence": 0.955, "X1": 0.18709, "Y1": 0.7852, "X2": 0.22266, "Y2": 0.785, "X3": 0.22266, "Y3": 0.8008, "X4": 0.18709, "Y4": 0.8008, "page": 0, "Index": 405}, {"Word": "A.", "Confidence": 0.998, "X1": 0.22925, "Y1": 0.7852, "X2": 0.25296, "Y2": 0.785, "X3": 0.25296, "Y3": 0.8008, "X4": 0.22793, "Y4": 0.8008, "page": 0, "Index": 406}, {"Word": "Wallace", "Confidence": 0.993, "X1": 0.25955, "Y1": 0.7852, "X2": 0.33597, "Y2": 0.785, "X3": 0.33465, "Y3": 0.8008, "X4": 0.25823, "Y4": 0.8008, "page": 0, "Index": 407}, {"Word": "Hayes.", "Confidence": 0.884, "X1": 0.34387, "Y1": 0.7852, "X2": 0.41238, "Y2": 0.785, "X3": 0.41238, "Y3": 0.8008, "X4": 0.34387, "Y4": 0.8008, "page": 0, "Index": 408}, {"Word": "Group", "Confidence": 0.997, "X1": 0.41897, "Y1": 0.7852, "X2": 0.47431, "Y2": 0.785, "X3": 0.47299, "Y3": 0.8008, "X4": 0.41765, "Y4": 0.8008, "page": 0, "Index": 409}, {"Word": "Director,", "Confidence": 0.994, "X1": 0.47958, "Y1": 0.7852, "X2": 0.57971, "Y2": 0.785, "X3": 0.57971, "Y3": 0.8008, "X4": 0.47958, "Y4": 0.8008, "page": 0, "Index": 410}, {"Word": "Biochemical/Biobehavioral", "Confidence": 0.819, "X1": 0.5863, "Y1": 0.7852, "X2": 0.85375, "Y2": 0.785, "X3": 0.85244, "Y3": 0.8008, "X4": 0.58498, "Y4": 0.8008, "page": 0, "Index": 411}, {"Word": "R&D.", "Confidence": 0.129, "X1": 0.86034, "Y1": 0.7842, "X2": 0.89987, "Y2": 0.784, "X3": 0.89987, "Y3": 0.8008, "X4": 0.86034, "Y4": 0.8008, "page": 0, "Index": 412}, {"Word": "Reynolds", "Confidence": 0.955, "X1": 0.18709, "Y1": 0.8002, "X2": 0.27536, "Y2": 0.8, "X3": 0.27404, "Y3": 0.8168, "X4": 0.18709, "Y4": 0.8168, "page": 0, "Index": 413}, {"Word": "shall", "Confidence": 0.966, "X1": 0.28195, "Y1": 0.8012, "X2": 0.3386, "Y2": 0.801, "X3": 0.33729, "Y3": 0.8168, "X4": 0.28063, "Y4": 0.8168, "page": 0, "Index": 414}, {"Word": "have", "Confidence": 0.989, "X1": 0.34387, "Y1": 0.8012, "X2": 0.3913, "Y2": 0.801, "X3": 0.38999, "Y3": 0.8168, "X4": 0.34256, "Y4": 0.8168, "page": 0, "Index": 415}, {"Word": "up", "Confidence": 0.998, "X1": 0.39921, "Y1": 0.8012, "X2": 0.42292, "Y2": 0.801, "X3": 0.42161, "Y3": 0.8168, "X4": 0.39789, "Y4": 0.8168, "page": 0, "Index": 416}, {"Word": "to", "Confidence": 0.997, "X1": 0.43083, "Y1": 0.8012, "X2": 0.45323, "Y2": 0.801, "X3": 0.45191, "Y3": 0.8168, "X4": 0.42951, "Y4": 0.8168, "page": 0, "Index": 417}, {"Word": "thirty", "Confidence": 0.995, "X1": 0.46113, "Y1": 0.8012, "X2": 0.52569, "Y2": 0.801, "X3": 0.52437, "Y3": 0.8168, "X4": 0.45982, "Y4": 0.8168, "page": 0, "Index": 418}, {"Word": "days", "Confidence": 0.987, "X1": 0.53228, "Y1": 0.8012, "X2": 0.57839, "Y2": 0.801, "X3": 0.57708, "Y3": 0.8168, "X4": 0.53096, "Y4": 0.8168, "page": 0, "Index": 419}, {"Word": "after", "Confidence": 0.995, "X1": 0.58762, "Y1": 0.8012, "X2": 0.64163, "Y2": 0.801, "X3": 0.64032, "Y3": 0.8168, "X4": 0.5863, "Y4": 0.8168, "page": 0, "Index": 420}, {"Word": "receipt", "Confidence": 0.914, "X1": 0.64954, "Y1": 0.8012, "X2": 0.72596, "Y2": 0.801, "X3": 0.72464, "Y3": 0.8168, "X4": 0.64822, "Y4": 0.8168, "page": 0, "Index": 421}, {"Word": "to", "Confidence": 0.998, "X1": 0.73518, "Y1": 0.8012, "X2": 0.75758, "Y2": 0.801, "X3": 0.75626, "Y3": 0.8168, "X4": 0.73386, "Y4": 0.8168, "page": 0, "Index": 422}, {"Word": "review", "Confidence": 0.996, "X1": 0.76548, "Y1": 0.8012, "X2": 0.83267, "Y2": 0.801, "X3": 0.83136, "Y3": 0.8168, "X4": 0.76416, "Y4": 0.8168, "page": 0, "Index": 423}, {"Word": "each", "Confidence": 0.926, "X1": 0.84058, "Y1": 0.8012, "X2": 0.88538, "Y2": 0.801, "X3": 0.88274, "Y3": 0.8158, "X4": 0.83926, "Y4": 0.8168, "page": 0, "Index": 424}, {"Word": "such", "Confidence": 0.987, "X1": 0.18972, "Y1": 0.8172, "X2": 0.22925, "Y2": 0.817, "X3": 0.22793, "Y3": 0.8318, "X4": 0.18841, "Y4": 0.8318, "page": 0, "Index": 425}, {"Word": "manuscript", "Confidence": 0.991, "X1": 0.23847, "Y1": 0.8172, "X2": 0.34783, "Y2": 0.817, "X3": 0.34783, "Y3": 0.8328, "X4": 0.23847, "Y4": 0.8318, "page": 0, "Index": 426}, {"Word": "prior", "Confidence": 0.997, "X1": 0.35441, "Y1": 0.8172, "X2": 0.41107, "Y2": 0.817, "X3": 0.41107, "Y3": 0.8328, "X4": 0.35441, "Y4": 0.8328, "page": 0, "Index": 427}, {"Word": "to", "Confidence": 0.998, "X1": 0.41897, "Y1": 0.8172, "X2": 0.44269, "Y2": 0.817, "X3": 0.44137, "Y3": 0.8328, "X4": 0.41897, "Y4": 0.8328, "page": 0, "Index": 428}, {"Word": "its", "Confidence": 0.998, "X1": 0.45191, "Y1": 0.8172, "X2": 0.48221, "Y2": 0.817, "X3": 0.48221, "Y3": 0.8328, "X4": 0.45191, "Y4": 0.8328, "page": 0, "Index": 429}, {"Word": "submission", "Confidence": 0.993, "X1": 0.49275, "Y1": 0.8172, "X2": 0.59816, "Y2": 0.817, "X3": 0.59816, "Y3": 0.8328, "X4": 0.49144, "Y4": 0.8328, "page": 0, "Index": 430}, {"Word": "in", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.8172, "X2": 0.62846, "Y2": 0.817, "X3": 0.62714, "Y3": 0.8328, "X4": 0.60738, "Y4": 0.8328, "page": 0, "Index": 431}, {"Word": "order", "Confidence": 0.995, "X1": 0.63768, "Y1": 0.8172, "X2": 0.69302, "Y2": 0.817, "X3": 0.69302, "Y3": 0.8328, "X4": 0.63768, "Y4": 0.8328, "page": 0, "Index": 432}, {"Word": "to", "Confidence": 0.981, "X1": 0.70224, "Y1": 0.8172, "X2": 0.72596, "Y2": 0.817, "X3": 0.72464, "Y3": 0.8328, "X4": 0.70224, "Y4": 0.8328, "page": 0, "Index": 433}, {"Word": "provide", "Confidence": 0.962, "X1": 0.73386, "Y1": 0.8172, "X2": 0.81028, "Y2": 0.817, "X3": 0.81028, "Y3": 0.8328, "X4": 0.73386, "Y4": 0.8328, "page": 0, "Index": 434}, {"Word": "time", "Confidence": 0.983, "X1": 0.81818, "Y1": 0.8172, "X2": 0.8643, "Y2": 0.817, "X3": 0.8643, "Y3": 0.8328, "X4": 0.81818, "Y4": 0.8328, "page": 0, "Index": 435}, {"Word": "for", "Confidence": 0.998, "X1": 0.8722, "Y1": 0.8172, "X2": 0.90514, "Y2": 0.817, "X3": 0.90382, "Y3": 0.8328, "X4": 0.8722, "Y4": 0.8328, "page": 0, "Index": 436}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.18577, "Y1": 0.8322, "X2": 0.27404, "Y2": 0.832, "X3": 0.27536, "Y3": 0.8488, "X4": 0.18709, "Y4": 0.8488, "page": 0, "Index": 437}, {"Word": "to", "Confidence": 0.998, "X1": 0.28195, "Y1": 0.8332, "X2": 0.30435, "Y2": 0.833, "X3": 0.30435, "Y3": 0.8488, "X4": 0.28195, "Y4": 0.8488, "page": 0, "Index": 438}, {"Word": "evaluate", "Confidence": 0.848, "X1": 0.31357, "Y1": 0.8332, "X2": 0.40053, "Y2": 0.833, "X3": 0.40053, "Y3": 0.8488, "X4": 0.31357, "Y4": 0.8488, "page": 0, "Index": 439}, {"Word": "patentability.", "Confidence": 0.928, "X1": 0.40711, "Y1": 0.8332, "X2": 0.55468, "Y2": 0.833, "X3": 0.55336, "Y3": 0.8498, "X4": 0.40711, "Y4": 0.8488, "page": 0, "Index": 440}, {"Word": "5.", "Confidence": 0.997, "X1": 0.13439, "Y1": 0.8642, "X2": 0.15547, "Y2": 0.864, "X3": 0.15547, "Y3": 0.8778, "X4": 0.13439, "Y4": 0.8778, "page": 0, "Index": 441}, {"Word": "Subject", "Confidence": 0.994, "X1": 0.18709, "Y1": 0.8652, "X2": 0.2635, "Y2": 0.865, "X3": 0.26219, "Y3": 0.8798, "X4": 0.18577, "Y4": 0.8798, "page": 0, "Index": 442}, {"Word": "to", "Confidence": 0.991, "X1": 0.27141, "Y1": 0.8652, "X2": 0.29381, "Y2": 0.865, "X3": 0.29381, "Y3": 0.8808, "X4": 0.27009, "Y4": 0.8798, "page": 0, "Index": 443}, {"Word": "the", "Confidence": 0.998, "X1": 0.30303, "Y1": 0.8652, "X2": 0.33729, "Y2": 0.865, "X3": 0.33729, "Y3": 0.8808, "X4": 0.30171, "Y4": 0.8808, "page": 0, "Index": 444}, {"Word": "review", "Confidence": 0.995, "X1": 0.34519, "Y1": 0.8652, "X2": 0.41107, "Y2": 0.865, "X3": 0.40975, "Y3": 0.8808, "X4": 0.34387, "Y4": 0.8808, "page": 0, "Index": 445}, {"Word": "process", "Confidence": 0.995, "X1": 0.41765, "Y1": 0.8652, "X2": 0.49407, "Y2": 0.865, "X3": 0.49275, "Y3": 0.8808, "X4": 0.41765, "Y4": 0.8808, "page": 0, "Index": 446}, {"Word": "described", "Confidence": 0.994, "X1": 0.50066, "Y1": 0.8652, "X2": 0.59816, "Y2": 0.865, "X3": 0.59816, "Y3": 0.8808, "X4": 0.50066, "Y4": 0.8808, "page": 0, "Index": 447}, {"Word": "in", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.8652, "X2": 0.62978, "Y2": 0.865, "X3": 0.62846, "Y3": 0.8818, "X4": 0.6087, "Y4": 0.8818, "page": 0, "Index": 448}, {"Word": "the", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.8652, "X2": 0.67325, "Y2": 0.865, "X3": 0.67194, "Y3": 0.8818, "X4": 0.639, "Y4": 0.8818, "page": 0, "Index": 449}, {"Word": "preceding", "Confidence": 0.995, "X1": 0.67984, "Y1": 0.8662, "X2": 0.77866, "Y2": 0.866, "X3": 0.77734, "Y3": 0.8818, "X4": 0.67984, "Y4": 0.8818, "page": 0, "Index": 450}, {"Word": "paragraph.", "Confidence": 0.994, "X1": 0.78656, "Y1": 0.8662, "X2": 0.89328, "Y2": 0.866, "X3": 0.89196, "Y3": 0.8828, "X4": 0.78656, "Y4": 0.8818, "page": 0, "Index": 451}, {"Word": "all", "Confidence": 0.97, "X1": 0.19104, "Y1": 0.8802, "X2": 0.22003, "Y2": 0.88, "X3": 0.22003, "Y3": 0.8958, "X4": 0.19104, "Y4": 0.8948, "page": 0, "Index": 452}, {"Word": "researchers", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.8812, "X2": 0.34651, "Y2": 0.881, "X3": 0.34651, "Y3": 0.8968, "X4": 0.22793, "Y4": 0.8958, "page": 0, "Index": 453}, {"Word": "are", "Confidence": 0.998, "X1": 0.35573, "Y1": 0.8812, "X2": 0.38867, "Y2": 0.881, "X3": 0.38867, "Y3": 0.8968, "X4": 0.35573, "Y4": 0.8968, "page": 0, "Index": 454}, {"Word": "free", "Confidence": 0.982, "X1": 0.39921, "Y1": 0.8812, "X2": 0.44137, "Y2": 0.881, "X3": 0.44005, "Y3": 0.8968, "X4": 0.39789, "Y4": 0.8968, "page": 0, "Index": 455}, {"Word": "to", "Confidence": 0.998, "X1": 0.45059, "Y1": 0.8812, "X2": 0.47299, "Y2": 0.881, "X3": 0.47167, "Y3": 0.8968, "X4": 0.45059, "Y4": 0.8968, "page": 0, "Index": 456}, {"Word": "publish", "Confidence": 0.996, "X1": 0.47958, "Y1": 0.8812, "X2": 0.55468, "Y2": 0.881, "X3": 0.55468, "Y3": 0.8978, "X4": 0.47958, "Y4": 0.8968, "page": 0, "Index": 457}, {"Word": "results", "Confidence": 0.991, "X1": 0.56522, "Y1": 0.8812, "X2": 0.64032, "Y2": 0.881, "X3": 0.639, "Y3": 0.8978, "X4": 0.5639, "Y4": 0.8978, "page": 0, "Index": 458}, {"Word": "and", "Confidence": 0.997, "X1": 0.64954, "Y1": 0.8812, "X2": 0.68379, "Y2": 0.881, "X3": 0.68379, "Y3": 0.8978, "X4": 0.64954, "Y4": 0.8978, "page": 0, "Index": 459}, {"Word": "data", "Confidence": 0.983, "X1": 0.69038, "Y1": 0.8812, "X2": 0.7365, "Y2": 0.881, "X3": 0.73518, "Y3": 0.8978, "X4": 0.69038, "Y4": 0.8978, "page": 0, "Index": 460}, {"Word": "developed", "Confidence": 0.962, "X1": 0.7444, "Y1": 0.8812, "X2": 0.8419, "Y2": 0.881, "X3": 0.84058, "Y3": 0.8968, "X4": 0.7444, "Y4": 0.8978, "page": 0, "Index": 461}, {"Word": "in", "Confidence": 0.969, "X1": 0.85244, "Y1": 0.8812, "X2": 0.87352, "Y2": 0.881, "X3": 0.8722, "Y3": 0.8968, "X4": 0.85244, "Y4": 0.8968, "page": 0, "Index": 462}, {"Word": "the", "Confidence": 0.997, "X1": 0.18709, "Y1": 0.8972, "X2": 0.21871, "Y2": 0.897, "X3": 0.22003, "Y3": 0.9138, "X4": 0.18841, "Y4": 0.9138, "page": 0, "Index": 463}, {"Word": "program", "Confidence": 0.996, "X1": 0.22661, "Y1": 0.8972, "X2": 0.30435, "Y2": 0.897, "X3": 0.30435, "Y3": 0.9138, "X4": 0.22793, "Y4": 0.9138, "page": 0, "Index": 464}, {"Word": "at", "Confidence": 0.847, "X1": 0.31357, "Y1": 0.8972, "X2": 0.33729, "Y2": 0.897, "X3": 0.33729, "Y3": 0.9138, "X4": 0.31357, "Y4": 0.9138, "page": 0, "Index": 465}, {"Word": "such", "Confidence": 0.988, "X1": 0.34387, "Y1": 0.8972, "X2": 0.38999, "Y2": 0.897, "X3": 0.38999, "Y3": 0.9138, "X4": 0.34387, "Y4": 0.9138, "page": 0, "Index": 466}, {"Word": "times", "Confidence": 0.993, "X1": 0.39789, "Y1": 0.8972, "X2": 0.45323, "Y2": 0.897, "X3": 0.45191, "Y3": 0.9138, "X4": 0.39657, "Y4": 0.9138, "page": 0, "Index": 467}, {"Word": "and", "Confidence": 0.998, "X1": 0.45982, "Y1": 0.8972, "X2": 0.49407, "Y2": 0.897, "X3": 0.49407, "Y3": 0.9138, "X4": 0.45982, "Y4": 0.9138, "page": 0, "Index": 468}, {"Word": "in", "Confidence": 0.997, "X1": 0.50329, "Y1": 0.8972, "X2": 0.52437, "Y2": 0.897, "X3": 0.52437, "Y3": 0.9138, "X4": 0.50329, "Y4": 0.9138, "page": 0, "Index": 469}, {"Word": "such", "Confidence": 0.987, "X1": 0.53228, "Y1": 0.8972, "X2": 0.57708, "Y2": 0.897, "X3": 0.57708, "Y3": 0.9138, "X4": 0.53228, "Y4": 0.9138, "page": 0, "Index": 470}, {"Word": "scientific", "Confidence": 0.959, "X1": 0.58498, "Y1": 0.8972, "X2": 0.69302, "Y2": 0.897, "X3": 0.69302, "Y3": 0.9138, "X4": 0.58498, "Y4": 0.9138, "page": 0, "Index": 471}, {"Word": "journals", "Confidence": 0.994, "X1": 0.70224, "Y1": 0.8972, "X2": 0.7892, "Y2": 0.897, "X3": 0.78788, "Y3": 0.9138, "X4": 0.70224, "Y4": 0.9138, "page": 0, "Index": 472}, {"Word": "as", "Confidence": 0.998, "X1": 0.79842, "Y1": 0.8972, "X2": 0.82082, "Y2": 0.897, "X3": 0.8195, "Y3": 0.9138, "X4": 0.7971, "Y4": 0.9138, "page": 0, "Index": 473}, {"Word": "they", "Confidence": 0.989, "X1": 0.83004, "Y1": 0.8972, "X2": 0.87615, "Y2": 0.897, "X3": 0.87484, "Y3": 0.9138, "X4": 0.82872, "Y4": 0.9138, "page": 0, "Index": 474}, {"Word": "-", "Confidence": 0.076, "X1": 0.47036, "Y1": 0.9762, "X2": 0.47958, "Y2": 0.976, "X3": 0.47958, "Y3": 0.9918, "X4": 0.47036, "Y4": 0.9918, "page": 0, "Index": 475}, {"Word": "2", "Confidence": 0.996, "X1": 0.48353, "Y1": 0.9762, "X2": 0.49671, "Y2": 0.976, "X3": 0.49671, "Y3": 0.9918, "X4": 0.48353, "Y4": 0.9918, "page": 0, "Index": 476}, {"Word": ".", "Confidence": 0.337, "X1": 0.50593, "Y1": 0.9762, "X2": 0.5191, "Y2": 0.976, "X3": 0.5191, "Y3": 0.9918, "X4": 0.50593, "Y4": 0.9918, "page": 0, "Index": 477}]}	"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"
ffkd0095	0	{"lines_data": [{"Word": "in .: iseynolds Tobacco Compare;", "Confidence": 0.7906, "X1": 0.62055, "Y1": 0.0722, "X2": 0.98155, "Y2": 0.072, "X3": 0.98155, "Y3": 0.0908, "X4": 0.62055, "Y4": 0.0908, "page": 0}, {"Word": "RJR", "Confidence": 0.883, "X1": 0.62714, "Y1": 0.1682, "X2": 0.71146, "Y2": 0.168, "X3": 0.7141, "Y3": 0.1988, "X4": 0.62582, "Y4": 0.1978, "page": 0}, {"Word": "87-774-001", "Confidence": 0.981, "X1": 0.08169, "Y1": 0.2442, "X2": 0.19104, "Y2": 0.244, "X3": 0.19104, "Y3": 0.2618, "X4": 0.08169, "Y4": 0.2608, "page": 0}, {"Word": "June 22, 1987", "Confidence": 0.99167, "X1": 0.6087, "Y1": 0.2442, "X2": 0.74572, "Y2": 0.244, "X3": 0.74704, "Y3": 0.2618, "X4": 0.6087, "Y4": 0.2628, "page": 0}, {"Word": "Professor Jeffrey A. Gray, M.A. Ph.D.", "Confidence": 0.99417, "X1": 0.08169, "Y1": 0.3242, "X2": 0.47563, "Y2": 0.324, "X3": 0.47431, "Y3": 0.3418, "X4": 0.08169, "Y4": 0.3408, "page": 0}, {"Word": "Institute of Psychiatry", "Confidence": 0.99533, "X1": 0.08432, "Y1": 0.3422, "X2": 0.32543, "Y2": 0.342, "X3": 0.32543, "Y3": 0.3578, "X4": 0.08432, "Y4": 0.3558, "page": 0}, {"Word": "De Crespigny Park", "Confidence": 0.994, "X1": 0.083, "Y1": 0.3582, "X2": 0.26482, "Y2": 0.358, "X3": 0.26482, "Y3": 0.3728, "X4": 0.083, "Y4": 0.3718, "page": 0}, {"Word": "Denmark Hill", "Confidence": 0.868, "X1": 0.083, "Y1": 0.3712, "X2": 0.21212, "Y2": 0.371, "X3": 0.21212, "Y3": 0.3858, "X4": 0.08432, "Y4": 0.3878, "page": 0}, {"Word": "London, SE5 8AF", "Confidence": 0.895, "X1": 0.083, "Y1": 0.3872, "X2": 0.24242, "Y2": 0.387, "X3": 0.24242, "Y3": 0.4028, "X4": 0.083, "Y4": 0.4028, "page": 0}, {"Word": "ENGLAND", "Confidence": 0.994, "X1": 0.08564, "Y1": 0.4042, "X2": 0.15942, "Y2": 0.404, "X3": 0.15942, "Y3": 0.4188, "X4": 0.08432, "Y4": 0.4178, "page": 0}, {"Word": "Dear Professor Gray:", "Confidence": 0.99467, "X1": 0.083, "Y1": 0.4352, "X2": 0.29776, "Y2": 0.435, "X3": 0.29776, "Y3": 0.4528, "X4": 0.083, "Y4": 0.4508, "page": 0}, {"Word": "This will confirm to you that R. J. Reynolds Tobacco Company (Reynolds)", "Confidence": 0.98867, "X1": 0.13439, "Y1": 0.4662, "X2": 0.88669, "Y2": 0.466, "X3": 0.88669, "Y3": 0.4838, "X4": 0.13439, "Y4": 0.4828, "page": 0}, {"Word": "will support through a gift to the Institute of Psychiatry (the \"Institu-", "Confidence": 0.9935, "X1": 0.083, "Y1": 0.4832, "X2": 0.85244, "Y2": 0.483, "X3": 0.85244, "Y3": 0.4998, "X4": 0.083, "Y4": 0.4988, "page": 0}, {"Word": "tion\"), the second year of your basic research proposal entitled, \"Neurochemi-", "Confidence": 0.98873, "X1": 0.08432, "Y1": 0.4982, "X2": 0.9025, "Y2": 0.498, "X3": 0.9025, "Y3": 0.5138, "X4": 0.08432, "Y4": 0.5138, "page": 0}, {"Word": "cal and Behavioural Studies of Interactions Between Cholinergic and Adrenergic", "Confidence": 0.9945, "X1": 0.08432, "Y1": 0.5142, "X2": 0.90777, "Y2": 0.514, "X3": 0.90777, "Y3": 0.5298, "X4": 0.08432, "Y4": 0.5298, "page": 0}, {"Word": "Brain Systems Using Chronic Nicotine Administration\" described in your July 3,", "Confidence": 0.99255, "X1": 0.08432, "Y1": 0.5302, "X2": 0.90646, "Y2": 0.53, "X3": 0.90646, "Y3": 0.5468, "X4": 0.08432, "Y4": 0.5458, "page": 0}, {"Word": "1985 letter and enclosure (the \"Proposal\") on the terms and conditions set", "Confidence": 0.97642, "X1": 0.08432, "Y1": 0.5462, "X2": 0.86561, "Y2": 0.546, "X3": 0.86561, "Y3": 0.5628, "X4": 0.08432, "Y4": 0.5628, "page": 0}, {"Word": "forth below.", "Confidence": 0.9945, "X1": 0.083, "Y1": 0.5622, "X2": 0.2108, "Y2": 0.562, "X3": 0.2108, "Y3": 0.5788, "X4": 0.083, "Y4": 0.5778, "page": 0}, {"Word": "This support will be for $116, 035 for one year. It is Reynolds' practice", "Confidence": 0.99343, "X1": 0.13702, "Y1": 0.5932, "X2": 0.90909, "Y2": 0.593, "X3": 0.90909, "Y3": 0.6108, "X4": 0.13702, "Y4": 0.6098, "page": 0}, {"Word": "to limit gift approvals to one year. It is our intent, however, to. consider", "Confidence": 0.98271, "X1": 0.08432, "Y1": 0.6102, "X2": 0.88801, "Y2": 0.61, "X3": 0.88801, "Y3": 0.6268, "X4": 0.08432, "Y4": 0.6258, "page": 0}, {"Word": "additional gifts depending upon reports of progress satisfactory to us and", "Confidence": 0.99409, "X1": 0.083, "Y1": 0.6262, "X2": 0.86693, "Y2": 0.626, "X3": 0.86693, "Y3": 0.6428, "X4": 0.083, "Y4": 0.6418, "page": 0}, {"Word": "upon other unforeseen conditions not arising to change our intent.", "Confidence": 0.9879, "X1": 0.083, "Y1": 0.6432, "X2": 0.77997, "Y2": 0.643, "X3": 0.77997, "Y3": 0.6588, "X4": 0.083, "Y4": 0.6578, "page": 0}, {"Word": "It is Reynolds' practice to provide gifts for a limited term, the intent", "Confidence": 0.98192, "X1": 0.13043, "Y1": 0.6732, "X2": 0.89592, "Y2": 0.673, "X3": 0.89592, "Y3": 0.6908, "X4": 0.13043, "Y4": 0.6898, "page": 0}, {"Word": "being to provide essential funds for important research at critical stages of", "Confidence": 0.99308, "X1": 0.08037, "Y1": 0.6902, "X2": 0.89723, "Y2": 0.69, "X3": 0.89723, "Y3": 0.7058, "X4": 0.08037, "Y4": 0.7058, "page": 0}, {"Word": "the work. Because Reynolds wishes to be responsive to the needs of other re-", "Confidence": 0.99321, "X1": 0.083, "Y1": 0.7062, "X2": 0.8946, "Y2": 0.706, "X3": 0.8946, "Y3": 0.7218, "X4": 0.083, "Y4": 0.7218, "page": 0}, {"Word": "searchers, it does not automatically extend the term of funding. Researchers", "Confidence": 0.99391, "X1": 0.08169, "Y1": 0.7222, "X2": 0.89592, "Y2": 0.722, "X3": 0.89592, "Y3": 0.7378, "X4": 0.08169, "Y4": 0.7378, "page": 0}, {"Word": "are encouraged to seek orderly replacement of Reynolds gifts on a schedule", "Confidence": 0.99233, "X1": 0.08169, "Y1": 0.7372, "X2": 0.86561, "Y2": 0.737, "X3": 0.86561, "Y3": 0.7538, "X4": 0.08169, "Y4": 0.7538, "page": 0}, {"Word": "which will avoid untimely interruption of the work.", "Confidence": 0.99387, "X1": 0.08037, "Y1": 0.7542, "X2": 0.61792, "Y2": 0.754, "X3": 0.61792, "Y3": 0.7698, "X4": 0.08037, "Y4": 0.7698, "page": 0}, {"Word": "Reynolds recognizes that costs often exceed funds made available under", "Confidence": 0.9908, "X1": 0.13043, "Y1": 0.7862, "X2": 0.87747, "Y2": 0.786, "X3": 0.87747, "Y3": 0.8018, "X4": 0.13043, "Y4": 0.8028, "page": 0}, {"Word": "its gifts. Researchers are encouraged to seek other funding sources to pro-", "Confidence": 0.95517, "X1": 0.083, "Y1": 0.8032, "X2": 0.88538, "Y2": 0.803, "X3": 0.88538, "Y3": 0.8188, "X4": 0.083, "Y4": 0.8178, "page": 0}, {"Word": "vide additional funds not included in gifts made by Reynolds.", "Confidence": 0.9811, "X1": 0.08037, "Y1": 0.8192, "X2": 0.72464, "Y2": 0.819, "X3": 0.72464, "Y3": 0.8348, "X4": 0.08037, "Y4": 0.8338, "page": 0}, {"Word": "This gift is given on the understanding that all monies will be expended", "Confidence": 0.95785, "X1": 0.13307, "Y1": 0.8492, "X2": 0.89855, "Y2": 0.849, "X3": 0.89855, "Y3": 0.8678, "X4": 0.13307, "Y4": 0.8678, "page": 0}, {"Word": "for basic research costs.", "Confidence": 0.98075, "X1": 0.08169, "Y1": 0.8672, "X2": 0.34651, "Y2": 0.867, "X3": 0.34651, "Y3": 0.8828, "X4": 0.08169, "Y4": 0.8808, "page": 0}, {"Word": "The gift is also subject to the following:", "Confidence": 0.99388, "X1": 0.13175, "Y1": 0.8972, "X2": 0.57839, "Y2": 0.897, "X3": 0.57839, "Y3": 0.9158, "X4": 0.13175, "Y4": 0.9158, "page": 0}], "words_data": [{"Word": "in", "Confidence": 0.965, "X1": 0.62451, "Y1": 0.0722, "X2": 0.64295, "Y2": 0.072, "X3": 0.64163, "Y3": 0.0918, "X4": 0.62319, "Y4": 0.0918, "page": 0, "Index": 0}, {"Word": ".:", "Confidence": 0.67, "X1": 0.64822, "Y1": 0.0722, "X2": 0.66008, "Y2": 0.072, "X3": 0.65876, "Y3": 0.0918, "X4": 0.6469, "Y4": 0.0918, "page": 0, "Index": 1}, {"Word": "iseynolds", "Confidence": 0.738, "X1": 0.66535, "Y1": 0.0722, "X2": 0.77075, "Y2": 0.072, "X3": 0.77075, "Y3": 0.0908, "X4": 0.66403, "Y4": 0.0918, "page": 0, "Index": 2}, {"Word": "Tobacco", "Confidence": 1, "X1": 0.77602, "Y1": 0.0722, "X2": 0.86825, "Y2": 0.072, "X3": 0.86825, "Y3": 0.0918, "X4": 0.77602, "Y4": 0.0908, "page": 0, "Index": 3}, {"Word": "Compare;", "Confidence": 0.58, "X1": 0.87352, "Y1": 0.0732, "X2": 0.98024, "Y2": 0.073, "X3": 0.98155, "Y3": 0.0918, "X4": 0.87352, "Y4": 0.0918, "page": 0, "Index": 4}, {"Word": "RJR", "Confidence": 0.883, "X1": 0.62846, "Y1": 0.1682, "X2": 0.70356, "Y2": 0.168, "X3": 0.70356, "Y3": 0.1988, "X4": 0.62714, "Y4": 0.1978, "page": 0, "Index": 5}, {"Word": "87-774-001", "Confidence": 0.981, "X1": 0.083, "Y1": 0.2452, "X2": 0.19104, "Y2": 0.245, "X3": 0.18972, "Y3": 0.2618, "X4": 0.08169, "Y4": 0.2608, "page": 0, "Index": 6}, {"Word": "June", "Confidence": 0.988, "X1": 0.61001, "Y1": 0.2452, "X2": 0.65349, "Y2": 0.245, "X3": 0.65217, "Y3": 0.2628, "X4": 0.6087, "Y4": 0.2628, "page": 0, "Index": 7}, {"Word": "22,", "Confidence": 0.998, "X1": 0.6614, "Y1": 0.2452, "X2": 0.69697, "Y2": 0.245, "X3": 0.69565, "Y3": 0.2628, "X4": 0.66008, "Y4": 0.2618, "page": 0, "Index": 8}, {"Word": "1987", "Confidence": 0.989, "X1": 0.70224, "Y1": 0.2452, "X2": 0.74572, "Y2": 0.245, "X3": 0.74572, "Y3": 0.2628, "X4": 0.70092, "Y4": 0.2628, "page": 0, "Index": 9}, {"Word": "Professor", "Confidence": 0.993, "X1": 0.083, "Y1": 0.3252, "X2": 0.1805, "Y2": 0.325, "X3": 0.1805, "Y3": 0.3418, "X4": 0.083, "Y4": 0.3408, "page": 0, "Index": 10}, {"Word": "Jeffrey", "Confidence": 0.996, "X1": 0.18709, "Y1": 0.3252, "X2": 0.26482, "Y2": 0.325, "X3": 0.26482, "Y3": 0.3418, "X4": 0.18709, "Y4": 0.3418, "page": 0, "Index": 11}, {"Word": "A.", "Confidence": 0.996, "X1": 0.27141, "Y1": 0.3242, "X2": 0.29644, "Y2": 0.324, "X3": 0.29644, "Y3": 0.3418, "X4": 0.27141, "Y4": 0.3418, "page": 0, "Index": 12}, {"Word": "Gray,", "Confidence": 0.995, "X1": 0.30171, "Y1": 0.3242, "X2": 0.361, "Y2": 0.324, "X3": 0.361, "Y3": 0.3428, "X4": 0.30171, "Y4": 0.3418, "page": 0, "Index": 13}, {"Word": "M.A.", "Confidence": 0.991, "X1": 0.36495, "Y1": 0.3242, "X2": 0.4137, "Y2": 0.324, "X3": 0.4137, "Y3": 0.3428, "X4": 0.36495, "Y4": 0.3428, "page": 0, "Index": 14}, {"Word": "Ph.D.", "Confidence": 0.994, "X1": 0.41897, "Y1": 0.3242, "X2": 0.47431, "Y2": 0.324, "X3": 0.47431, "Y3": 0.3428, "X4": 0.41897, "Y4": 0.3428, "page": 0, "Index": 15}, {"Word": "Institute", "Confidence": 0.994, "X1": 0.08564, "Y1": 0.3412, "X2": 0.17787, "Y2": 0.341, "X3": 0.17787, "Y3": 0.3568, "X4": 0.08564, "Y4": 0.3558, "page": 0, "Index": 16}, {"Word": "of", "Confidence": 0.998, "X1": 0.18709, "Y1": 0.3412, "X2": 0.2108, "Y2": 0.341, "X3": 0.2108, "Y3": 0.3578, "X4": 0.18709, "Y4": 0.3568, "page": 0, "Index": 17}, {"Word": "Psychiatry", "Confidence": 0.994, "X1": 0.22003, "Y1": 0.3432, "X2": 0.32543, "Y2": 0.343, "X3": 0.32543, "Y3": 0.3578, "X4": 0.22003, "Y4": 0.3578, "page": 0, "Index": 18}, {"Word": "De", "Confidence": 0.998, "X1": 0.08432, "Y1": 0.3572, "X2": 0.1054, "Y2": 0.357, "X3": 0.1054, "Y3": 0.3718, "X4": 0.08432, "Y4": 0.3708, "page": 0, "Index": 19}, {"Word": "Crespigny", "Confidence": 0.995, "X1": 0.11331, "Y1": 0.3582, "X2": 0.2108, "Y2": 0.358, "X3": 0.2108, "Y3": 0.3728, "X4": 0.11331, "Y4": 0.3718, "page": 0, "Index": 20}, {"Word": "Park", "Confidence": 0.989, "X1": 0.22003, "Y1": 0.3582, "X2": 0.2635, "Y2": 0.358, "X3": 0.2635, "Y3": 0.3718, "X4": 0.22003, "Y4": 0.3728, "page": 0, "Index": 21}, {"Word": "Denmark", "Confidence": 0.993, "X1": 0.08432, "Y1": 0.3712, "X2": 0.15679, "Y2": 0.371, "X3": 0.15679, "Y3": 0.3868, "X4": 0.08432, "Y4": 0.3878, "page": 0, "Index": 22}, {"Word": "Hill", "Confidence": 0.743, "X1": 0.16601, "Y1": 0.3712, "X2": 0.21212, "Y2": 0.371, "X3": 0.21212, "Y3": 0.3868, "X4": 0.16601, "Y4": 0.3868, "page": 0, "Index": 23}, {"Word": "London,", "Confidence": 0.991, "X1": 0.08432, "Y1": 0.3872, "X2": 0.15942, "Y2": 0.387, "X3": 0.1581, "Y3": 0.4028, "X4": 0.08432, "Y4": 0.4028, "page": 0, "Index": 24}, {"Word": "SE5", "Confidence": 0.699, "X1": 0.16733, "Y1": 0.3882, "X2": 0.20026, "Y2": 0.388, "X3": 0.19895, "Y3": 0.4028, "X4": 0.16733, "Y4": 0.4028, "page": 0, "Index": 25}, {"Word": "8AF", "Confidence": 0.995, "X1": 0.20949, "Y1": 0.3882, "X2": 0.24374, "Y2": 0.388, "X3": 0.24111, "Y3": 0.4038, "X4": 0.20817, "Y4": 0.4038, "page": 0, "Index": 26}, {"Word": "ENGLAND", "Confidence": 0.994, "X1": 0.08564, "Y1": 0.4042, "X2": 0.1581, "Y2": 0.404, "X3": 0.15679, "Y3": 0.4188, "X4": 0.08564, "Y4": 0.4178, "page": 0, "Index": 27}, {"Word": "Dear", "Confidence": 0.991, "X1": 0.08432, "Y1": 0.4352, "X2": 0.12648, "Y2": 0.435, "X3": 0.12648, "Y3": 0.4508, "X4": 0.083, "Y4": 0.4508, "page": 0, "Index": 28}, {"Word": "Professor", "Confidence": 0.995, "X1": 0.13439, "Y1": 0.4352, "X2": 0.23188, "Y2": 0.435, "X3": 0.23188, "Y3": 0.4528, "X4": 0.13307, "Y4": 0.4508, "page": 0, "Index": 29}, {"Word": "Gray:", "Confidence": 0.998, "X1": 0.23979, "Y1": 0.4362, "X2": 0.29776, "Y2": 0.436, "X3": 0.29644, "Y3": 0.4538, "X4": 0.23979, "Y4": 0.4528, "page": 0, "Index": 30}, {"Word": "This", "Confidence": 0.988, "X1": 0.1357, "Y1": 0.4662, "X2": 0.17918, "Y2": 0.466, "X3": 0.17918, "Y3": 0.4828, "X4": 0.1357, "Y4": 0.4828, "page": 0, "Index": 31}, {"Word": "will", "Confidence": 0.982, "X1": 0.18577, "Y1": 0.4662, "X2": 0.23188, "Y2": 0.466, "X3": 0.23057, "Y3": 0.4828, "X4": 0.18577, "Y4": 0.4828, "page": 0, "Index": 32}, {"Word": "confirm", "Confidence": 0.994, "X1": 0.23979, "Y1": 0.4662, "X2": 0.31621, "Y2": 0.466, "X3": 0.31621, "Y3": 0.4828, "X4": 0.23847, "Y4": 0.4828, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.998, "X1": 0.32411, "Y1": 0.4662, "X2": 0.34783, "Y2": 0.466, "X3": 0.34783, "Y3": 0.4838, "X4": 0.32411, "Y4": 0.4828, "page": 0, "Index": 34}, {"Word": "you", "Confidence": 0.998, "X1": 0.35573, "Y1": 0.4662, "X2": 0.3913, "Y2": 0.466, "X3": 0.3913, "Y3": 0.4838, "X4": 0.35573, "Y4": 0.4838, "page": 0, "Index": 35}, {"Word": "that", "Confidence": 0.988, "X1": 0.39921, "Y1": 0.4662, "X2": 0.44401, "Y2": 0.466, "X3": 0.44269, "Y3": 0.4838, "X4": 0.39921, "Y4": 0.4838, "page": 0, "Index": 36}, {"Word": "R.", "Confidence": 0.998, "X1": 0.45059, "Y1": 0.4662, "X2": 0.47694, "Y2": 0.466, "X3": 0.47563, "Y3": 0.4838, "X4": 0.44928, "Y4": 0.4838, "page": 0, "Index": 37}, {"Word": "J.", "Confidence": 0.998, "X1": 0.48221, "Y1": 0.4662, "X2": 0.50856, "Y2": 0.466, "X3": 0.50725, "Y3": 0.4838, "X4": 0.4809, "Y4": 0.4838, "page": 0, "Index": 38}, {"Word": "Reynolds", "Confidence": 0.961, "X1": 0.51252, "Y1": 0.4662, "X2": 0.60079, "Y2": 0.466, "X3": 0.60079, "Y3": 0.4838, "X4": 0.51252, "Y4": 0.4838, "page": 0, "Index": 39}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.6087, "Y1": 0.4662, "X2": 0.68511, "Y2": 0.466, "X3": 0.68379, "Y3": 0.4838, "X4": 0.6087, "Y4": 0.4838, "page": 0, "Index": 40}, {"Word": "Company", "Confidence": 0.994, "X1": 0.69302, "Y1": 0.4662, "X2": 0.76943, "Y2": 0.466, "X3": 0.76943, "Y3": 0.4838, "X4": 0.6917, "Y4": 0.4838, "page": 0, "Index": 41}, {"Word": "(Reynolds)", "Confidence": 0.97, "X1": 0.77997, "Y1": 0.4662, "X2": 0.88801, "Y2": 0.466, "X3": 0.88669, "Y3": 0.4838, "X4": 0.77866, "Y4": 0.4838, "page": 0, "Index": 42}, {"Word": "will", "Confidence": 0.986, "X1": 0.083, "Y1": 0.4832, "X2": 0.12648, "Y2": 0.483, "X3": 0.12516, "Y3": 0.4978, "X4": 0.083, "Y4": 0.4978, "page": 0, "Index": 43}, {"Word": "\"Institu-", "Confidence": 0.991, "X1": 0.75626, "Y1": 0.4832, "X2": 0.85244, "Y2": 0.483, "X3": 0.85244, "Y3": 0.4978, "X4": 0.75758, "Y4": 0.4988, "page": 0, "Index": 44}, {"Word": "support", "Confidence": 0.996, "X1": 0.13439, "Y1": 0.4832, "X2": 0.2108, "Y2": 0.483, "X3": 0.2108, "Y3": 0.4988, "X4": 0.13439, "Y4": 0.4978, "page": 0, "Index": 45}, {"Word": "through", "Confidence": 0.995, "X1": 0.22003, "Y1": 0.4832, "X2": 0.29513, "Y2": 0.483, "X3": 0.29513, "Y3": 0.4998, "X4": 0.21871, "Y4": 0.4988, "page": 0, "Index": 46}, {"Word": "a", "Confidence": 0.995, "X1": 0.30435, "Y1": 0.4832, "X2": 0.31621, "Y2": 0.483, "X3": 0.31621, "Y3": 0.4998, "X4": 0.30435, "Y4": 0.4998, "page": 0, "Index": 47}, {"Word": "gift", "Confidence": 0.989, "X1": 0.32411, "Y1": 0.4832, "X2": 0.36891, "Y2": 0.483, "X3": 0.37022, "Y3": 0.4998, "X4": 0.32411, "Y4": 0.4998, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.998, "X1": 0.37813, "Y1": 0.4832, "X2": 0.40053, "Y2": 0.483, "X3": 0.40053, "Y3": 0.4998, "X4": 0.37813, "Y4": 0.4998, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.40843, "Y1": 0.4832, "X2": 0.44137, "Y2": 0.483, "X3": 0.44269, "Y3": 0.4998, "X4": 0.40843, "Y4": 0.4998, "page": 0, "Index": 50}, {"Word": "Institute", "Confidence": 0.994, "X1": 0.45059, "Y1": 0.4832, "X2": 0.54677, "Y2": 0.483, "X3": 0.54677, "Y3": 0.4998, "X4": 0.45059, "Y4": 0.4998, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.55336, "Y1": 0.4832, "X2": 0.57839, "Y2": 0.483, "X3": 0.57839, "Y3": 0.4998, "X4": 0.55336, "Y4": 0.4998, "page": 0, "Index": 52}, {"Word": "Psychiatry", "Confidence": 0.991, "X1": 0.58498, "Y1": 0.4832, "X2": 0.69433, "Y2": 0.483, "X3": 0.69433, "Y3": 0.4998, "X4": 0.5863, "Y4": 0.4998, "page": 0, "Index": 53}, {"Word": "(the", "Confidence": 0.991, "X1": 0.70356, "Y1": 0.4832, "X2": 0.74704, "Y2": 0.483, "X3": 0.74704, "Y3": 0.4988, "X4": 0.70487, "Y4": 0.4988, "page": 0, "Index": 54}, {"Word": "tion\"),", "Confidence": 0.951, "X1": 0.08564, "Y1": 0.4992, "X2": 0.1581, "Y2": 0.499, "X3": 0.1581, "Y3": 0.5148, "X4": 0.08564, "Y4": 0.5148, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.998, "X1": 0.16733, "Y1": 0.4992, "X2": 0.20026, "Y2": 0.499, "X3": 0.20026, "Y3": 0.5148, "X4": 0.16733, "Y4": 0.5148, "page": 0, "Index": 56}, {"Word": "second", "Confidence": 0.997, "X1": 0.20817, "Y1": 0.4992, "X2": 0.27404, "Y2": 0.499, "X3": 0.27404, "Y3": 0.5148, "X4": 0.20817, "Y4": 0.5148, "page": 0, "Index": 57}, {"Word": "year", "Confidence": 0.988, "X1": 0.28195, "Y1": 0.5002, "X2": 0.32675, "Y2": 0.5, "X3": 0.32675, "Y3": 0.5148, "X4": 0.28327, "Y4": 0.5148, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.998, "X1": 0.33465, "Y1": 0.5002, "X2": 0.35837, "Y2": 0.5, "X3": 0.35837, "Y3": 0.5148, "X4": 0.33465, "Y4": 0.5148, "page": 0, "Index": 59}, {"Word": "your", "Confidence": 0.991, "X1": 0.36759, "Y1": 0.5002, "X2": 0.41107, "Y2": 0.5, "X3": 0.41107, "Y3": 0.5148, "X4": 0.36759, "Y4": 0.5148, "page": 0, "Index": 60}, {"Word": "basic", "Confidence": 0.997, "X1": 0.41765, "Y1": 0.5002, "X2": 0.47299, "Y2": 0.5, "X3": 0.47299, "Y3": 0.5148, "X4": 0.41897, "Y4": 0.5148, "page": 0, "Index": 61}, {"Word": "research", "Confidence": 0.996, "X1": 0.48221, "Y1": 0.5002, "X2": 0.56653, "Y2": 0.5, "X3": 0.56785, "Y3": 0.5148, "X4": 0.48353, "Y4": 0.5148, "page": 0, "Index": 62}, {"Word": "proposal", "Confidence": 0.995, "X1": 0.57576, "Y1": 0.5002, "X2": 0.66271, "Y2": 0.5, "X3": 0.66271, "Y3": 0.5148, "X4": 0.57576, "Y4": 0.5148, "page": 0, "Index": 63}, {"Word": "entitled,", "Confidence": 0.974, "X1": 0.67062, "Y1": 0.4992, "X2": 0.76943, "Y2": 0.499, "X3": 0.77075, "Y3": 0.5148, "X4": 0.67062, "Y4": 0.5148, "page": 0, "Index": 64}, {"Word": "\"Neurochemi-", "Confidence": 0.991, "X1": 0.77866, "Y1": 0.4982, "X2": 0.9025, "Y2": 0.498, "X3": 0.9025, "Y3": 0.5148, "X4": 0.77866, "Y4": 0.5148, "page": 0, "Index": 65}, {"Word": "cal", "Confidence": 0.994, "X1": 0.08432, "Y1": 0.5142, "X2": 0.11594, "Y2": 0.514, "X3": 0.11594, "Y3": 0.5298, "X4": 0.08432, "Y4": 0.5298, "page": 0, "Index": 66}, {"Word": "and", "Confidence": 0.998, "X1": 0.12516, "Y1": 0.5152, "X2": 0.15679, "Y2": 0.515, "X3": 0.15679, "Y3": 0.5298, "X4": 0.12516, "Y4": 0.5298, "page": 0, "Index": 67}, {"Word": "Behavioural", "Confidence": 0.991, "X1": 0.16601, "Y1": 0.5152, "X2": 0.2859, "Y2": 0.515, "X3": 0.2859, "Y3": 0.5298, "X4": 0.16601, "Y4": 0.5298, "page": 0, "Index": 68}, {"Word": "Studies", "Confidence": 0.995, "X1": 0.29249, "Y1": 0.5152, "X2": 0.36891, "Y2": 0.515, "X3": 0.36891, "Y3": 0.5298, "X4": 0.29249, "Y4": 0.5298, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.37813, "Y1": 0.5152, "X2": 0.40184, "Y2": 0.515, "X3": 0.40184, "Y3": 0.5298, "X4": 0.37813, "Y4": 0.5298, "page": 0, "Index": 70}, {"Word": "Interactions", "Confidence": 0.992, "X1": 0.40975, "Y1": 0.5152, "X2": 0.53755, "Y2": 0.515, "X3": 0.53623, "Y3": 0.5298, "X4": 0.40975, "Y4": 0.5298, "page": 0, "Index": 71}, {"Word": "Between", "Confidence": 0.994, "X1": 0.54414, "Y1": 0.5152, "X2": 0.61924, "Y2": 0.515, "X3": 0.61924, "Y3": 0.5308, "X4": 0.54414, "Y4": 0.5308, "page": 0, "Index": 72}, {"Word": "Cholinergic", "Confidence": 0.991, "X1": 0.62978, "Y1": 0.5152, "X2": 0.74704, "Y2": 0.515, "X3": 0.74704, "Y3": 0.5308, "X4": 0.62978, "Y4": 0.5308, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.998, "X1": 0.75758, "Y1": 0.5152, "X2": 0.79051, "Y2": 0.515, "X3": 0.7892, "Y3": 0.5308, "X4": 0.75758, "Y4": 0.5308, "page": 0, "Index": 74}, {"Word": "Adrenergic", "Confidence": 0.994, "X1": 0.79842, "Y1": 0.5152, "X2": 0.90646, "Y2": 0.515, "X3": 0.90646, "Y3": 0.5308, "X4": 0.79842, "Y4": 0.5308, "page": 0, "Index": 75}, {"Word": "Brain", "Confidence": 0.994, "X1": 0.08564, "Y1": 0.5312, "X2": 0.1357, "Y2": 0.531, "X3": 0.1357, "Y3": 0.5458, "X4": 0.08432, "Y4": 0.5458, "page": 0, "Index": 76}, {"Word": "Systems", "Confidence": 0.994, "X1": 0.14493, "Y1": 0.5312, "X2": 0.22266, "Y2": 0.531, "X3": 0.22266, "Y3": 0.5458, "X4": 0.14493, "Y4": 0.5458, "page": 0, "Index": 77}, {"Word": "Using", "Confidence": 0.998, "X1": 0.22793, "Y1": 0.5312, "X2": 0.28458, "Y2": 0.531, "X3": 0.28458, "Y3": 0.5468, "X4": 0.22793, "Y4": 0.5458, "page": 0, "Index": 78}, {"Word": "Chronic", "Confidence": 0.995, "X1": 0.29249, "Y1": 0.5312, "X2": 0.36891, "Y2": 0.531, "X3": 0.36891, "Y3": 0.5468, "X4": 0.29249, "Y4": 0.5468, "page": 0, "Index": 79}, {"Word": "Nicotine", "Confidence": 0.991, "X1": 0.37549, "Y1": 0.5312, "X2": 0.46377, "Y2": 0.531, "X3": 0.46377, "Y3": 0.5468, "X4": 0.37549, "Y4": 0.5468, "page": 0, "Index": 80}, {"Word": "Administration\"", "Confidence": 0.982, "X1": 0.47167, "Y1": 0.5312, "X2": 0.63241, "Y2": 0.531, "X3": 0.63241, "Y3": 0.5468, "X4": 0.47167, "Y4": 0.5468, "page": 0, "Index": 81}, {"Word": "described", "Confidence": 0.994, "X1": 0.639, "Y1": 0.5312, "X2": 0.7365, "Y2": 0.531, "X3": 0.7365, "Y3": 0.5468, "X4": 0.639, "Y4": 0.5468, "page": 0, "Index": 82}, {"Word": "in", "Confidence": 0.998, "X1": 0.74835, "Y1": 0.5312, "X2": 0.76943, "Y2": 0.531, "X3": 0.76943, "Y3": 0.5468, "X4": 0.74835, "Y4": 0.5468, "page": 0, "Index": 83}, {"Word": "your", "Confidence": 0.989, "X1": 0.77734, "Y1": 0.5312, "X2": 0.82345, "Y2": 0.531, "X3": 0.82345, "Y3": 0.5468, "X4": 0.77734, "Y4": 0.5468, "page": 0, "Index": 84}, {"Word": "July", "Confidence": 0.988, "X1": 0.83004, "Y1": 0.5312, "X2": 0.87484, "Y2": 0.531, "X3": 0.87484, "Y3": 0.5468, "X4": 0.83004, "Y4": 0.5468, "page": 0, "Index": 85}, {"Word": "3,", "Confidence": 0.995, "X1": 0.88406, "Y1": 0.5312, "X2": 0.90646, "Y2": 0.531, "X3": 0.90646, "Y3": 0.5468, "X4": 0.88406, "Y4": 0.5468, "page": 0, "Index": 86}, {"Word": "1985", "Confidence": 0.987, "X1": 0.08564, "Y1": 0.5472, "X2": 0.12516, "Y2": 0.547, "X3": 0.12516, "Y3": 0.5618, "X4": 0.08432, "Y4": 0.5618, "page": 0, "Index": 87}, {"Word": "letter", "Confidence": 0.902, "X1": 0.13439, "Y1": 0.5462, "X2": 0.20026, "Y2": 0.546, "X3": 0.20026, "Y3": 0.5628, "X4": 0.13307, "Y4": 0.5618, "page": 0, "Index": 88}, {"Word": "and", "Confidence": 0.998, "X1": 0.20949, "Y1": 0.5462, "X2": 0.24242, "Y2": 0.546, "X3": 0.24242, "Y3": 0.5628, "X4": 0.20817, "Y4": 0.5628, "page": 0, "Index": 89}, {"Word": "enclosure", "Confidence": 0.994, "X1": 0.25165, "Y1": 0.5462, "X2": 0.34783, "Y2": 0.546, "X3": 0.34783, "Y3": 0.5628, "X4": 0.25033, "Y4": 0.5628, "page": 0, "Index": 90}, {"Word": "(the", "Confidence": 0.991, "X1": 0.35837, "Y1": 0.5462, "X2": 0.40184, "Y2": 0.546, "X3": 0.40184, "Y3": 0.5638, "X4": 0.35837, "Y4": 0.5638, "page": 0, "Index": 91}, {"Word": "\"Proposal\")", "Confidence": 0.863, "X1": 0.41107, "Y1": 0.5472, "X2": 0.52833, "Y2": 0.547, "X3": 0.52833, "Y3": 0.5638, "X4": 0.40975, "Y4": 0.5638, "page": 0, "Index": 92}, {"Word": "on", "Confidence": 0.998, "X1": 0.5336, "Y1": 0.5472, "X2": 0.55731, "Y2": 0.547, "X3": 0.55599, "Y3": 0.5638, "X4": 0.53228, "Y4": 0.5638, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.998, "X1": 0.56522, "Y1": 0.5472, "X2": 0.60079, "Y2": 0.547, "X3": 0.59947, "Y3": 0.5638, "X4": 0.56522, "Y4": 0.5638, "page": 0, "Index": 94}, {"Word": "terms", "Confidence": 0.996, "X1": 0.6087, "Y1": 0.5472, "X2": 0.66403, "Y2": 0.547, "X3": 0.66403, "Y3": 0.5628, "X4": 0.6087, "Y4": 0.5638, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.67194, "Y1": 0.5472, "X2": 0.70619, "Y2": 0.547, "X3": 0.70619, "Y3": 0.5628, "X4": 0.67194, "Y4": 0.5628, "page": 0, "Index": 96}, {"Word": "conditions", "Confidence": 0.994, "X1": 0.71278, "Y1": 0.5472, "X2": 0.82345, "Y2": 0.547, "X3": 0.82345, "Y3": 0.5628, "X4": 0.71278, "Y4": 0.5628, "page": 0, "Index": 97}, {"Word": "set", "Confidence": 0.998, "X1": 0.83136, "Y1": 0.5472, "X2": 0.86561, "Y2": 0.547, "X3": 0.86561, "Y3": 0.5618, "X4": 0.83136, "Y4": 0.5628, "page": 0, "Index": 98}, {"Word": "forth", "Confidence": 0.993, "X1": 0.08432, "Y1": 0.5622, "X2": 0.1357, "Y2": 0.562, "X3": 0.1357, "Y3": 0.5778, "X4": 0.08432, "Y4": 0.5778, "page": 0, "Index": 99}, {"Word": "below.", "Confidence": 0.996, "X1": 0.14361, "Y1": 0.5632, "X2": 0.2108, "Y2": 0.563, "X3": 0.2108, "Y3": 0.5798, "X4": 0.14361, "Y4": 0.5788, "page": 0, "Index": 100}, {"Word": "This", "Confidence": 0.988, "X1": 0.13834, "Y1": 0.5932, "X2": 0.17918, "Y2": 0.593, "X3": 0.17918, "Y3": 0.6108, "X4": 0.13702, "Y4": 0.6108, "page": 0, "Index": 101}, {"Word": "support", "Confidence": 0.996, "X1": 0.18709, "Y1": 0.5942, "X2": 0.2635, "Y2": 0.594, "X3": 0.2635, "Y3": 0.6108, "X4": 0.18577, "Y4": 0.6108, "page": 0, "Index": 102}, {"Word": "will", "Confidence": 0.988, "X1": 0.27141, "Y1": 0.5942, "X2": 0.31752, "Y2": 0.594, "X3": 0.31621, "Y3": 0.6108, "X4": 0.27141, "Y4": 0.6108, "page": 0, "Index": 103}, {"Word": "be", "Confidence": 0.998, "X1": 0.32279, "Y1": 0.5942, "X2": 0.34914, "Y2": 0.594, "X3": 0.34783, "Y3": 0.6108, "X4": 0.32279, "Y4": 0.6108, "page": 0, "Index": 104}, {"Word": "for", "Confidence": 0.998, "X1": 0.35705, "Y1": 0.5942, "X2": 0.38999, "Y2": 0.594, "X3": 0.38999, "Y3": 0.6108, "X4": 0.35705, "Y4": 0.6108, "page": 0, "Index": 105}, {"Word": "$116,", "Confidence": 0.996, "X1": 0.39789, "Y1": 0.5942, "X2": 0.44664, "Y2": 0.594, "X3": 0.44664, "Y3": 0.6108, "X4": 0.39789, "Y4": 0.6108, "page": 0, "Index": 106}, {"Word": "035", "Confidence": 0.998, "X1": 0.45059, "Y1": 0.5942, "X2": 0.48353, "Y2": 0.594, "X3": 0.48353, "Y3": 0.6108, "X4": 0.45059, "Y4": 0.6108, "page": 0, "Index": 107}, {"Word": "for", "Confidence": 0.998, "X1": 0.49275, "Y1": 0.5942, "X2": 0.52701, "Y2": 0.594, "X3": 0.52701, "Y3": 0.6108, "X4": 0.49275, "Y4": 0.6108, "page": 0, "Index": 108}, {"Word": "one", "Confidence": 0.998, "X1": 0.53228, "Y1": 0.5942, "X2": 0.56785, "Y2": 0.594, "X3": 0.56785, "Y3": 0.6108, "X4": 0.53228, "Y4": 0.6108, "page": 0, "Index": 109}, {"Word": "year.", "Confidence": 0.997, "X1": 0.57444, "Y1": 0.5952, "X2": 0.63373, "Y2": 0.595, "X3": 0.63241, "Y3": 0.6108, "X4": 0.57444, "Y4": 0.6108, "page": 0, "Index": 110}, {"Word": "It", "Confidence": 0.968, "X1": 0.65086, "Y1": 0.5952, "X2": 0.67325, "Y2": 0.595, "X3": 0.67325, "Y3": 0.6108, "X4": 0.65086, "Y4": 0.6108, "page": 0, "Index": 111}, {"Word": "is", "Confidence": 0.998, "X1": 0.68379, "Y1": 0.5952, "X2": 0.70487, "Y2": 0.595, "X3": 0.70487, "Y3": 0.6108, "X4": 0.68379, "Y4": 0.6108, "page": 0, "Index": 112}, {"Word": "Reynolds'", "Confidence": 0.991, "X1": 0.71146, "Y1": 0.5942, "X2": 0.81291, "Y2": 0.594, "X3": 0.81291, "Y3": 0.6108, "X4": 0.71146, "Y4": 0.6108, "page": 0, "Index": 113}, {"Word": "practice", "Confidence": 0.996, "X1": 0.8195, "Y1": 0.5942, "X2": 0.90646, "Y2": 0.594, "X3": 0.90646, "Y3": 0.6108, "X4": 0.8195, "Y4": 0.6108, "page": 0, "Index": 114}, {"Word": "to", "Confidence": 0.997, "X1": 0.08564, "Y1": 0.6092, "X2": 0.10408, "Y2": 0.609, "X3": 0.10408, "Y3": 0.6258, "X4": 0.08564, "Y4": 0.6258, "page": 0, "Index": 115}, {"Word": "limit", "Confidence": 0.966, "X1": 0.11331, "Y1": 0.6102, "X2": 0.16733, "Y2": 0.61, "X3": 0.16733, "Y3": 0.6258, "X4": 0.11331, "Y4": 0.6258, "page": 0, "Index": 116}, {"Word": "gift", "Confidence": 0.988, "X1": 0.17655, "Y1": 0.6102, "X2": 0.22134, "Y2": 0.61, "X3": 0.22134, "Y3": 0.6268, "X4": 0.17655, "Y4": 0.6258, "page": 0, "Index": 117}, {"Word": "approvals", "Confidence": 0.995, "X1": 0.23057, "Y1": 0.6112, "X2": 0.32675, "Y2": 0.611, "X3": 0.32675, "Y3": 0.6268, "X4": 0.23057, "Y4": 0.6268, "page": 0, "Index": 118}, {"Word": "to", "Confidence": 0.998, "X1": 0.33597, "Y1": 0.6112, "X2": 0.35705, "Y2": 0.611, "X3": 0.35705, "Y3": 0.6268, "X4": 0.33597, "Y4": 0.6268, "page": 0, "Index": 119}, {"Word": "one", "Confidence": 0.998, "X1": 0.36759, "Y1": 0.6112, "X2": 0.40053, "Y2": 0.611, "X3": 0.40053, "Y3": 0.6268, "X4": 0.36759, "Y4": 0.6268, "page": 0, "Index": 120}, {"Word": "year.", "Confidence": 0.997, "X1": 0.40711, "Y1": 0.6112, "X2": 0.46377, "Y2": 0.611, "X3": 0.46377, "Y3": 0.6268, "X4": 0.40711, "Y4": 0.6268, "page": 0, "Index": 121}, {"Word": "It", "Confidence": 0.998, "X1": 0.48353, "Y1": 0.6122, "X2": 0.50593, "Y2": 0.612, "X3": 0.50593, "Y3": 0.6268, "X4": 0.48353, "Y4": 0.6268, "page": 0, "Index": 122}, {"Word": "is", "Confidence": 0.998, "X1": 0.51515, "Y1": 0.6122, "X2": 0.53623, "Y2": 0.612, "X3": 0.53623, "Y3": 0.6268, "X4": 0.51515, "Y4": 0.6268, "page": 0, "Index": 123}, {"Word": "our", "Confidence": 0.998, "X1": 0.54414, "Y1": 0.6122, "X2": 0.57839, "Y2": 0.612, "X3": 0.57708, "Y3": 0.6268, "X4": 0.54282, "Y4": 0.6268, "page": 0, "Index": 124}, {"Word": "intent,", "Confidence": 0.996, "X1": 0.58893, "Y1": 0.6122, "X2": 0.66403, "Y2": 0.612, "X3": 0.66271, "Y3": 0.6268, "X4": 0.58893, "Y4": 0.6268, "page": 0, "Index": 125}, {"Word": "however,", "Confidence": 0.995, "X1": 0.67062, "Y1": 0.6122, "X2": 0.76021, "Y2": 0.612, "X3": 0.75889, "Y3": 0.6258, "X4": 0.67062, "Y4": 0.6268, "page": 0, "Index": 126}, {"Word": "to.", "Confidence": 0.839, "X1": 0.76812, "Y1": 0.6122, "X2": 0.79447, "Y2": 0.612, "X3": 0.79447, "Y3": 0.6258, "X4": 0.7668, "Y4": 0.6258, "page": 0, "Index": 127}, {"Word": "consider", "Confidence": 0.995, "X1": 0.79842, "Y1": 0.6122, "X2": 0.88538, "Y2": 0.612, "X3": 0.88406, "Y3": 0.6248, "X4": 0.79842, "Y4": 0.6258, "page": 0, "Index": 128}, {"Word": "additional", "Confidence": 0.986, "X1": 0.08432, "Y1": 0.6272, "X2": 0.18972, "Y2": 0.627, "X3": 0.18841, "Y3": 0.6418, "X4": 0.08432, "Y4": 0.6408, "page": 0, "Index": 129}, {"Word": "gifts", "Confidence": 0.993, "X1": 0.19763, "Y1": 0.6272, "X2": 0.25165, "Y2": 0.627, "X3": 0.25165, "Y3": 0.6428, "X4": 0.19763, "Y4": 0.6418, "page": 0, "Index": 130}, {"Word": "depending", "Confidence": 0.995, "X1": 0.26219, "Y1": 0.6282, "X2": 0.35837, "Y2": 0.628, "X3": 0.35705, "Y3": 0.6428, "X4": 0.26087, "Y4": 0.6428, "page": 0, "Index": 131}, {"Word": "upon", "Confidence": 0.987, "X1": 0.36759, "Y1": 0.6282, "X2": 0.41107, "Y2": 0.628, "X3": 0.40975, "Y3": 0.6428, "X4": 0.36627, "Y4": 0.6428, "page": 0, "Index": 132}, {"Word": "reports", "Confidence": 0.996, "X1": 0.41897, "Y1": 0.6282, "X2": 0.49407, "Y2": 0.628, "X3": 0.49407, "Y3": 0.6428, "X4": 0.41897, "Y4": 0.6428, "page": 0, "Index": 133}, {"Word": "of", "Confidence": 0.998, "X1": 0.50461, "Y1": 0.6282, "X2": 0.52701, "Y2": 0.628, "X3": 0.52569, "Y3": 0.6428, "X4": 0.50329, "Y4": 0.6428, "page": 0, "Index": 134}, {"Word": "progress", "Confidence": 0.995, "X1": 0.5336, "Y1": 0.6282, "X2": 0.61924, "Y2": 0.628, "X3": 0.61924, "Y3": 0.6428, "X4": 0.5336, "Y4": 0.6428, "page": 0, "Index": 135}, {"Word": "satisfactory", "Confidence": 0.991, "X1": 0.63109, "Y1": 0.6282, "X2": 0.75889, "Y2": 0.628, "X3": 0.75758, "Y3": 0.6418, "X4": 0.62978, "Y4": 0.6428, "page": 0, "Index": 136}, {"Word": "to", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.6282, "X2": 0.79051, "Y2": 0.628, "X3": 0.7892, "Y3": 0.6418, "X4": 0.76812, "Y4": 0.6418, "page": 0, "Index": 137}, {"Word": "us", "Confidence": 0.998, "X1": 0.79974, "Y1": 0.6282, "X2": 0.82345, "Y2": 0.628, "X3": 0.82213, "Y3": 0.6418, "X4": 0.79842, "Y4": 0.6418, "page": 0, "Index": 138}, {"Word": "and", "Confidence": 0.998, "X1": 0.83399, "Y1": 0.6272, "X2": 0.86561, "Y2": 0.627, "X3": 0.8643, "Y3": 0.6408, "X4": 0.83267, "Y4": 0.6418, "page": 0, "Index": 139}, {"Word": "upon", "Confidence": 0.981, "X1": 0.083, "Y1": 0.6432, "X2": 0.12385, "Y2": 0.643, "X3": 0.12385, "Y3": 0.6588, "X4": 0.083, "Y4": 0.6588, "page": 0, "Index": 140}, {"Word": "other", "Confidence": 0.997, "X1": 0.13307, "Y1": 0.6432, "X2": 0.18841, "Y2": 0.643, "X3": 0.18841, "Y3": 0.6588, "X4": 0.13307, "Y4": 0.6588, "page": 0, "Index": 141}, {"Word": "unforeseen", "Confidence": 0.994, "X1": 0.19631, "Y1": 0.6432, "X2": 0.30567, "Y2": 0.643, "X3": 0.30567, "Y3": 0.6588, "X4": 0.19631, "Y4": 0.6588, "page": 0, "Index": 142}, {"Word": "conditions", "Confidence": 0.995, "X1": 0.31489, "Y1": 0.6432, "X2": 0.42161, "Y2": 0.643, "X3": 0.42161, "Y3": 0.6598, "X4": 0.31489, "Y4": 0.6588, "page": 0, "Index": 143}, {"Word": "not", "Confidence": 0.927, "X1": 0.42819, "Y1": 0.6432, "X2": 0.46377, "Y2": 0.643, "X3": 0.46377, "Y3": 0.6598, "X4": 0.42819, "Y4": 0.6598, "page": 0, "Index": 144}, {"Word": "arising", "Confidence": 0.997, "X1": 0.47167, "Y1": 0.6432, "X2": 0.54677, "Y2": 0.643, "X3": 0.54677, "Y3": 0.6598, "X4": 0.47167, "Y4": 0.6598, "page": 0, "Index": 145}, {"Word": "to", "Confidence": 0.998, "X1": 0.55599, "Y1": 0.6432, "X2": 0.57708, "Y2": 0.643, "X3": 0.57708, "Y3": 0.6598, "X4": 0.55599, "Y4": 0.6598, "page": 0, "Index": 146}, {"Word": "change", "Confidence": 0.997, "X1": 0.5863, "Y1": 0.6432, "X2": 0.65349, "Y2": 0.643, "X3": 0.65349, "Y3": 0.6598, "X4": 0.5863, "Y4": 0.6598, "page": 0, "Index": 147}, {"Word": "our", "Confidence": 0.998, "X1": 0.66008, "Y1": 0.6432, "X2": 0.69433, "Y2": 0.643, "X3": 0.69433, "Y3": 0.6598, "X4": 0.66008, "Y4": 0.6598, "page": 0, "Index": 148}, {"Word": "intent.", "Confidence": 0.995, "X1": 0.70487, "Y1": 0.6442, "X2": 0.77997, "Y2": 0.644, "X3": 0.77997, "Y3": 0.6588, "X4": 0.70487, "Y4": 0.6598, "page": 0, "Index": 149}, {"Word": "It", "Confidence": 0.856, "X1": 0.13439, "Y1": 0.6732, "X2": 0.15679, "Y2": 0.673, "X3": 0.15679, "Y3": 0.6898, "X4": 0.13307, "Y4": 0.6898, "page": 0, "Index": 150}, {"Word": "is", "Confidence": 0.998, "X1": 0.16601, "Y1": 0.6732, "X2": 0.18841, "Y2": 0.673, "X3": 0.18841, "Y3": 0.6898, "X4": 0.16601, "Y4": 0.6898, "page": 0, "Index": 151}, {"Word": "Reynolds'", "Confidence": 0.95, "X1": 0.19631, "Y1": 0.6742, "X2": 0.29644, "Y2": 0.674, "X3": 0.29644, "Y3": 0.6908, "X4": 0.19631, "Y4": 0.6898, "page": 0, "Index": 152}, {"Word": "practice", "Confidence": 0.995, "X1": 0.30303, "Y1": 0.6742, "X2": 0.38999, "Y2": 0.674, "X3": 0.38867, "Y3": 0.6908, "X4": 0.30303, "Y4": 0.6908, "page": 0, "Index": 153}, {"Word": "to", "Confidence": 0.998, "X1": 0.39789, "Y1": 0.6742, "X2": 0.42161, "Y2": 0.674, "X3": 0.42029, "Y3": 0.6908, "X4": 0.39789, "Y4": 0.6908, "page": 0, "Index": 154}, {"Word": "provide", "Confidence": 0.995, "X1": 0.42819, "Y1": 0.6742, "X2": 0.50593, "Y2": 0.674, "X3": 0.50593, "Y3": 0.6908, "X4": 0.42819, "Y4": 0.6908, "page": 0, "Index": 155}, {"Word": "gifts", "Confidence": 0.996, "X1": 0.51252, "Y1": 0.6742, "X2": 0.56653, "Y2": 0.674, "X3": 0.56653, "Y3": 0.6908, "X4": 0.51252, "Y4": 0.6908, "page": 0, "Index": 156}, {"Word": "for", "Confidence": 0.998, "X1": 0.57576, "Y1": 0.6742, "X2": 0.61001, "Y2": 0.674, "X3": 0.61001, "Y3": 0.6908, "X4": 0.57576, "Y4": 0.6908, "page": 0, "Index": 157}, {"Word": "a", "Confidence": 0.996, "X1": 0.61924, "Y1": 0.6742, "X2": 0.63241, "Y2": 0.674, "X3": 0.63109, "Y3": 0.6908, "X4": 0.61924, "Y4": 0.6908, "page": 0, "Index": 158}, {"Word": "limited", "Confidence": 0.991, "X1": 0.64163, "Y1": 0.6752, "X2": 0.71542, "Y2": 0.675, "X3": 0.71542, "Y3": 0.6908, "X4": 0.64032, "Y4": 0.6908, "page": 0, "Index": 159}, {"Word": "term,", "Confidence": 0.997, "X1": 0.72464, "Y1": 0.6752, "X2": 0.78261, "Y2": 0.675, "X3": 0.78129, "Y3": 0.6908, "X4": 0.72464, "Y4": 0.6908, "page": 0, "Index": 160}, {"Word": "the", "Confidence": 0.998, "X1": 0.78788, "Y1": 0.6742, "X2": 0.82213, "Y2": 0.674, "X3": 0.82213, "Y3": 0.6908, "X4": 0.78788, "Y4": 0.6908, "page": 0, "Index": 161}, {"Word": "intent", "Confidence": 0.997, "X1": 0.83267, "Y1": 0.6742, "X2": 0.89592, "Y2": 0.674, "X3": 0.8946, "Y3": 0.6898, "X4": 0.83267, "Y4": 0.6908, "page": 0, "Index": 162}, {"Word": "being", "Confidence": 0.994, "X1": 0.08169, "Y1": 0.6912, "X2": 0.1357, "Y2": 0.691, "X3": 0.1357, "Y3": 0.7058, "X4": 0.08169, "Y4": 0.7058, "page": 0, "Index": 163}, {"Word": "to", "Confidence": 0.998, "X1": 0.14493, "Y1": 0.6912, "X2": 0.16601, "Y2": 0.691, "X3": 0.16601, "Y3": 0.7058, "X4": 0.14361, "Y4": 0.7058, "page": 0, "Index": 164}, {"Word": "provide", "Confidence": 0.958, "X1": 0.17523, "Y1": 0.6912, "X2": 0.25296, "Y2": 0.691, "X3": 0.25296, "Y3": 0.7068, "X4": 0.17523, "Y4": 0.7058, "page": 0, "Index": 165}, {"Word": "essential", "Confidence": 0.994, "X1": 0.26219, "Y1": 0.6912, "X2": 0.35837, "Y2": 0.691, "X3": 0.35837, "Y3": 0.7068, "X4": 0.26087, "Y4": 0.7068, "page": 0, "Index": 166}, {"Word": "funds", "Confidence": 0.997, "X1": 0.36759, "Y1": 0.6912, "X2": 0.42292, "Y2": 0.691, "X3": 0.42161, "Y3": 0.7068, "X4": 0.36759, "Y4": 0.7068, "page": 0, "Index": 167}, {"Word": "for", "Confidence": 0.998, "X1": 0.43083, "Y1": 0.6912, "X2": 0.46377, "Y2": 0.691, "X3": 0.46245, "Y3": 0.7068, "X4": 0.43083, "Y4": 0.7068, "page": 0, "Index": 168}, {"Word": "important", "Confidence": 0.994, "X1": 0.47299, "Y1": 0.6912, "X2": 0.56785, "Y2": 0.691, "X3": 0.56785, "Y3": 0.7068, "X4": 0.47299, "Y4": 0.7068, "page": 0, "Index": 169}, {"Word": "research", "Confidence": 0.995, "X1": 0.57708, "Y1": 0.6912, "X2": 0.66271, "Y2": 0.691, "X3": 0.66271, "Y3": 0.7068, "X4": 0.57708, "Y4": 0.7068, "page": 0, "Index": 170}, {"Word": "at", "Confidence": 0.998, "X1": 0.67194, "Y1": 0.6912, "X2": 0.69565, "Y2": 0.691, "X3": 0.69565, "Y3": 0.7068, "X4": 0.67194, "Y4": 0.7068, "page": 0, "Index": 171}, {"Word": "critical", "Confidence": 0.996, "X1": 0.70224, "Y1": 0.6912, "X2": 0.79051, "Y2": 0.691, "X3": 0.79051, "Y3": 0.7068, "X4": 0.70224, "Y4": 0.7068, "page": 0, "Index": 172}, {"Word": "stages", "Confidence": 0.997, "X1": 0.79974, "Y1": 0.6912, "X2": 0.86561, "Y2": 0.691, "X3": 0.86561, "Y3": 0.7058, "X4": 0.79974, "Y4": 0.7058, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.998, "X1": 0.87352, "Y1": 0.6912, "X2": 0.89723, "Y2": 0.691, "X3": 0.89723, "Y3": 0.7058, "X4": 0.87352, "Y4": 0.7058, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.991, "X1": 0.083, "Y1": 0.7062, "X2": 0.11331, "Y2": 0.706, "X3": 0.11331, "Y3": 0.7218, "X4": 0.083, "Y4": 0.7218, "page": 0, "Index": 175}, {"Word": "work.", "Confidence": 0.993, "X1": 0.12121, "Y1": 0.7062, "X2": 0.17918, "Y2": 0.706, "X3": 0.17918, "Y3": 0.7218, "X4": 0.12121, "Y4": 0.7218, "page": 0, "Index": 176}, {"Word": "Because", "Confidence": 0.993, "X1": 0.19499, "Y1": 0.7072, "X2": 0.27273, "Y2": 0.707, "X3": 0.27273, "Y3": 0.7218, "X4": 0.19499, "Y4": 0.7218, "page": 0, "Index": 177}, {"Word": "Reynolds", "Confidence": 0.962, "X1": 0.28195, "Y1": 0.7072, "X2": 0.36891, "Y2": 0.707, "X3": 0.36891, "Y3": 0.7228, "X4": 0.28195, "Y4": 0.7218, "page": 0, "Index": 178}, {"Word": "wishes", "Confidence": 0.997, "X1": 0.37549, "Y1": 0.7072, "X2": 0.44137, "Y2": 0.707, "X3": 0.44269, "Y3": 0.7228, "X4": 0.37681, "Y4": 0.7228, "page": 0, "Index": 179}, {"Word": "to", "Confidence": 0.998, "X1": 0.45059, "Y1": 0.7072, "X2": 0.47299, "Y2": 0.707, "X3": 0.47299, "Y3": 0.7228, "X4": 0.45059, "Y4": 0.7228, "page": 0, "Index": 180}, {"Word": "be", "Confidence": 0.997, "X1": 0.4809, "Y1": 0.7072, "X2": 0.50593, "Y2": 0.707, "X3": 0.50593, "Y3": 0.7228, "X4": 0.48221, "Y4": 0.7228, "page": 0, "Index": 181}, {"Word": "responsive", "Confidence": 0.994, "X1": 0.51252, "Y1": 0.7072, "X2": 0.62055, "Y2": 0.707, "X3": 0.62055, "Y3": 0.7228, "X4": 0.51252, "Y4": 0.7228, "page": 0, "Index": 182}, {"Word": "to", "Confidence": 0.998, "X1": 0.62978, "Y1": 0.7072, "X2": 0.65086, "Y2": 0.707, "X3": 0.65086, "Y3": 0.7228, "X4": 0.62978, "Y4": 0.7228, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.998, "X1": 0.6614, "Y1": 0.7072, "X2": 0.69302, "Y2": 0.707, "X3": 0.69302, "Y3": 0.7218, "X4": 0.6614, "Y4": 0.7228, "page": 0, "Index": 184}, {"Word": "needs", "Confidence": 0.997, "X1": 0.70092, "Y1": 0.7072, "X2": 0.75758, "Y2": 0.707, "X3": 0.75758, "Y3": 0.7218, "X4": 0.70224, "Y4": 0.7218, "page": 0, "Index": 185}, {"Word": "of", "Confidence": 0.992, "X1": 0.7668, "Y1": 0.7072, "X2": 0.79183, "Y2": 0.707, "X3": 0.79183, "Y3": 0.7218, "X4": 0.7668, "Y4": 0.7218, "page": 0, "Index": 186}, {"Word": "other", "Confidence": 0.997, "X1": 0.79842, "Y1": 0.7072, "X2": 0.85375, "Y2": 0.707, "X3": 0.85375, "Y3": 0.7218, "X4": 0.79842, "Y4": 0.7218, "page": 0, "Index": 187}, {"Word": "re-", "Confidence": 0.998, "X1": 0.86166, "Y1": 0.7072, "X2": 0.8946, "Y2": 0.707, "X3": 0.89592, "Y3": 0.7218, "X4": 0.86298, "Y4": 0.7218, "page": 0, "Index": 188}, {"Word": "searchers,", "Confidence": 0.994, "X1": 0.083, "Y1": 0.7232, "X2": 0.18841, "Y2": 0.723, "X3": 0.18841, "Y3": 0.7378, "X4": 0.083, "Y4": 0.7378, "page": 0, "Index": 189}, {"Word": "it", "Confidence": 0.998, "X1": 0.19895, "Y1": 0.7232, "X2": 0.21871, "Y2": 0.723, "X3": 0.21871, "Y3": 0.7378, "X4": 0.19895, "Y4": 0.7378, "page": 0, "Index": 190}, {"Word": "funding.", "Confidence": 0.993, "X1": 0.67062, "Y1": 0.7222, "X2": 0.75889, "Y2": 0.722, "X3": 0.75889, "Y3": 0.7378, "X4": 0.67062, "Y4": 0.7388, "page": 0, "Index": 191}, {"Word": "Researchers", "Confidence": 0.994, "X1": 0.77602, "Y1": 0.7232, "X2": 0.89592, "Y2": 0.723, "X3": 0.8946, "Y3": 0.7378, "X4": 0.77602, "Y4": 0.7378, "page": 0, "Index": 192}, {"Word": "does", "Confidence": 0.983, "X1": 0.22793, "Y1": 0.7222, "X2": 0.27273, "Y2": 0.722, "X3": 0.27273, "Y3": 0.7388, "X4": 0.22793, "Y4": 0.7378, "page": 0, "Index": 193}, {"Word": "not", "Confidence": 0.994, "X1": 0.28063, "Y1": 0.7222, "X2": 0.31621, "Y2": 0.722, "X3": 0.31621, "Y3": 0.7388, "X4": 0.28063, "Y4": 0.7388, "page": 0, "Index": 194}, {"Word": "automatically", "Confidence": 0.993, "X1": 0.32411, "Y1": 0.7222, "X2": 0.46245, "Y2": 0.722, "X3": 0.46245, "Y3": 0.7388, "X4": 0.32411, "Y4": 0.7388, "page": 0, "Index": 195}, {"Word": "extend", "Confidence": 0.997, "X1": 0.47036, "Y1": 0.7222, "X2": 0.53491, "Y2": 0.722, "X3": 0.53491, "Y3": 0.7388, "X4": 0.47036, "Y4": 0.7388, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.54414, "Y1": 0.7222, "X2": 0.57839, "Y2": 0.722, "X3": 0.57839, "Y3": 0.7388, "X4": 0.54414, "Y4": 0.7388, "page": 0, "Index": 197}, {"Word": "term", "Confidence": 0.991, "X1": 0.5863, "Y1": 0.7222, "X2": 0.62978, "Y2": 0.722, "X3": 0.62846, "Y3": 0.7388, "X4": 0.5863, "Y4": 0.7388, "page": 0, "Index": 198}, {"Word": "of", "Confidence": 0.998, "X1": 0.63768, "Y1": 0.7222, "X2": 0.66271, "Y2": 0.722, "X3": 0.66271, "Y3": 0.7388, "X4": 0.63768, "Y4": 0.7388, "page": 0, "Index": 199}, {"Word": "are", "Confidence": 0.996, "X1": 0.083, "Y1": 0.7392, "X2": 0.11331, "Y2": 0.739, "X3": 0.11331, "Y3": 0.7538, "X4": 0.083, "Y4": 0.7528, "page": 0, "Index": 200}, {"Word": "encouraged", "Confidence": 0.994, "X1": 0.12121, "Y1": 0.7392, "X2": 0.22925, "Y2": 0.739, "X3": 0.22925, "Y3": 0.7538, "X4": 0.12121, "Y4": 0.7538, "page": 0, "Index": 201}, {"Word": "to", "Confidence": 0.998, "X1": 0.23979, "Y1": 0.7382, "X2": 0.26219, "Y2": 0.738, "X3": 0.26219, "Y3": 0.7538, "X4": 0.23979, "Y4": 0.7538, "page": 0, "Index": 202}, {"Word": "seek", "Confidence": 0.982, "X1": 0.27141, "Y1": 0.7382, "X2": 0.31489, "Y2": 0.738, "X3": 0.31489, "Y3": 0.7548, "X4": 0.27141, "Y4": 0.7538, "page": 0, "Index": 203}, {"Word": "orderly", "Confidence": 0.995, "X1": 0.32279, "Y1": 0.7382, "X2": 0.40053, "Y2": 0.738, "X3": 0.40053, "Y3": 0.7548, "X4": 0.32279, "Y4": 0.7548, "page": 0, "Index": 204}, {"Word": "replacement", "Confidence": 0.993, "X1": 0.40843, "Y1": 0.7382, "X2": 0.52569, "Y2": 0.738, "X3": 0.52569, "Y3": 0.7548, "X4": 0.40843, "Y4": 0.7548, "page": 0, "Index": 205}, {"Word": "of", "Confidence": 0.998, "X1": 0.5336, "Y1": 0.7382, "X2": 0.55863, "Y2": 0.738, "X3": 0.55731, "Y3": 0.7548, "X4": 0.5336, "Y4": 0.7548, "page": 0, "Index": 206}, {"Word": "Reynolds", "Confidence": 0.968, "X1": 0.56522, "Y1": 0.7382, "X2": 0.65217, "Y2": 0.738, "X3": 0.65217, "Y3": 0.7548, "X4": 0.56522, "Y4": 0.7548, "page": 0, "Index": 207}, {"Word": "gifts", "Confidence": 0.995, "X1": 0.66008, "Y1": 0.7382, "X2": 0.71542, "Y2": 0.738, "X3": 0.71542, "Y3": 0.7538, "X4": 0.66008, "Y4": 0.7548, "page": 0, "Index": 208}, {"Word": "on", "Confidence": 0.998, "X1": 0.72332, "Y1": 0.7382, "X2": 0.74704, "Y2": 0.738, "X3": 0.74704, "Y3": 0.7538, "X4": 0.72332, "Y4": 0.7538, "page": 0, "Index": 209}, {"Word": "a", "Confidence": 0.995, "X1": 0.75758, "Y1": 0.7382, "X2": 0.76943, "Y2": 0.738, "X3": 0.76943, "Y3": 0.7538, "X4": 0.75758, "Y4": 0.7538, "page": 0, "Index": 210}, {"Word": "schedule", "Confidence": 0.996, "X1": 0.77866, "Y1": 0.7382, "X2": 0.86561, "Y2": 0.738, "X3": 0.86561, "Y3": 0.7538, "X4": 0.77734, "Y4": 0.7538, "page": 0, "Index": 211}, {"Word": "which", "Confidence": 0.991, "X1": 0.08169, "Y1": 0.7542, "X2": 0.1357, "Y2": 0.754, "X3": 0.1357, "Y3": 0.7688, "X4": 0.08169, "Y4": 0.7688, "page": 0, "Index": 212}, {"Word": "will", "Confidence": 0.988, "X1": 0.14097, "Y1": 0.7542, "X2": 0.18709, "Y2": 0.754, "X3": 0.18709, "Y3": 0.7698, "X4": 0.14097, "Y4": 0.7688, "page": 0, "Index": 213}, {"Word": "avoid", "Confidence": 0.997, "X1": 0.19763, "Y1": 0.7542, "X2": 0.25165, "Y2": 0.754, "X3": 0.25165, "Y3": 0.7698, "X4": 0.19763, "Y4": 0.7698, "page": 0, "Index": 214}, {"Word": "untimely", "Confidence": 0.994, "X1": 0.25955, "Y1": 0.7542, "X2": 0.34783, "Y2": 0.754, "X3": 0.34783, "Y3": 0.7708, "X4": 0.25955, "Y4": 0.7698, "page": 0, "Index": 215}, {"Word": "interruption", "Confidence": 0.991, "X1": 0.35837, "Y1": 0.7542, "X2": 0.48485, "Y2": 0.754, "X3": 0.48485, "Y3": 0.7708, "X4": 0.35705, "Y4": 0.7708, "page": 0, "Index": 216}, {"Word": "of", "Confidence": 0.998, "X1": 0.49144, "Y1": 0.7542, "X2": 0.51647, "Y2": 0.754, "X3": 0.51647, "Y3": 0.7708, "X4": 0.49144, "Y4": 0.7708, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.998, "X1": 0.52437, "Y1": 0.7542, "X2": 0.55731, "Y2": 0.754, "X3": 0.55731, "Y3": 0.7698, "X4": 0.52306, "Y4": 0.7708, "page": 0, "Index": 218}, {"Word": "work.", "Confidence": 0.994, "X1": 0.56522, "Y1": 0.7542, "X2": 0.61792, "Y2": 0.754, "X3": 0.61792, "Y3": 0.7698, "X4": 0.5639, "Y4": 0.7698, "page": 0, "Index": 219}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.13175, "Y1": 0.7872, "X2": 0.22003, "Y2": 0.787, "X3": 0.21871, "Y3": 0.8028, "X4": 0.13043, "Y4": 0.8018, "page": 0, "Index": 220}, {"Word": "recognizes", "Confidence": 0.991, "X1": 0.22925, "Y1": 0.7872, "X2": 0.33729, "Y2": 0.787, "X3": 0.33597, "Y3": 0.8028, "X4": 0.22793, "Y4": 0.8028, "page": 0, "Index": 221}, {"Word": "that", "Confidence": 0.988, "X1": 0.34519, "Y1": 0.7872, "X2": 0.38999, "Y2": 0.787, "X3": 0.38867, "Y3": 0.8028, "X4": 0.34519, "Y4": 0.8028, "page": 0, "Index": 222}, {"Word": "costs", "Confidence": 0.996, "X1": 0.39657, "Y1": 0.7872, "X2": 0.45191, "Y2": 0.787, "X3": 0.45059, "Y3": 0.8028, "X4": 0.39657, "Y4": 0.8028, "page": 0, "Index": 223}, {"Word": "often", "Confidence": 0.971, "X1": 0.46113, "Y1": 0.7872, "X2": 0.51515, "Y2": 0.787, "X3": 0.51383, "Y3": 0.8028, "X4": 0.45982, "Y4": 0.8028, "page": 0, "Index": 224}, {"Word": "exceed", "Confidence": 0.996, "X1": 0.52306, "Y1": 0.7872, "X2": 0.58893, "Y2": 0.787, "X3": 0.58762, "Y3": 0.8028, "X4": 0.52174, "Y4": 0.8028, "page": 0, "Index": 225}, {"Word": "funds", "Confidence": 0.997, "X1": 0.59684, "Y1": 0.7872, "X2": 0.65217, "Y2": 0.787, "X3": 0.65086, "Y3": 0.8028, "X4": 0.59552, "Y4": 0.8028, "page": 0, "Index": 226}, {"Word": "made", "Confidence": 0.988, "X1": 0.66008, "Y1": 0.7872, "X2": 0.70487, "Y2": 0.787, "X3": 0.70356, "Y3": 0.8028, "X4": 0.65876, "Y4": 0.8028, "page": 0, "Index": 227}, {"Word": "available", "Confidence": 0.992, "X1": 0.7141, "Y1": 0.7872, "X2": 0.81028, "Y2": 0.787, "X3": 0.80896, "Y3": 0.8018, "X4": 0.71278, "Y4": 0.8028, "page": 0, "Index": 228}, {"Word": "under", "Confidence": 0.998, "X1": 0.82082, "Y1": 0.7872, "X2": 0.87615, "Y2": 0.787, "X3": 0.87484, "Y3": 0.8008, "X4": 0.8195, "Y4": 0.8018, "page": 0, "Index": 229}, {"Word": "its", "Confidence": 0.998, "X1": 0.08432, "Y1": 0.8032, "X2": 0.11331, "Y2": 0.803, "X3": 0.11331, "Y3": 0.8178, "X4": 0.08432, "Y4": 0.8178, "page": 0, "Index": 230}, {"Word": "pro-", "Confidence": 0.619, "X1": 0.84058, "Y1": 0.8032, "X2": 0.88538, "Y2": 0.803, "X3": 0.88406, "Y3": 0.8178, "X4": 0.83926, "Y4": 0.8188, "page": 0, "Index": 231}, {"Word": "gifts.", "Confidence": 0.995, "X1": 0.12121, "Y1": 0.8032, "X2": 0.18709, "Y2": 0.803, "X3": 0.18709, "Y3": 0.8188, "X4": 0.12121, "Y4": 0.8178, "page": 0, "Index": 232}, {"Word": "Researchers", "Confidence": 0.993, "X1": 0.20553, "Y1": 0.8032, "X2": 0.32543, "Y2": 0.803, "X3": 0.32411, "Y3": 0.8188, "X4": 0.20553, "Y4": 0.8188, "page": 0, "Index": 233}, {"Word": "are", "Confidence": 0.998, "X1": 0.33465, "Y1": 0.8032, "X2": 0.36759, "Y2": 0.803, "X3": 0.36627, "Y3": 0.8188, "X4": 0.33465, "Y4": 0.8188, "page": 0, "Index": 234}, {"Word": "encouraged", "Confidence": 0.993, "X1": 0.37549, "Y1": 0.8032, "X2": 0.48221, "Y2": 0.803, "X3": 0.4809, "Y3": 0.8188, "X4": 0.37549, "Y4": 0.8188, "page": 0, "Index": 235}, {"Word": "to", "Confidence": 0.998, "X1": 0.49144, "Y1": 0.8032, "X2": 0.51383, "Y2": 0.803, "X3": 0.51383, "Y3": 0.8188, "X4": 0.49144, "Y4": 0.8188, "page": 0, "Index": 236}, {"Word": "seek", "Confidence": 0.985, "X1": 0.52306, "Y1": 0.8032, "X2": 0.56522, "Y2": 0.803, "X3": 0.56522, "Y3": 0.8188, "X4": 0.52174, "Y4": 0.8188, "page": 0, "Index": 237}, {"Word": "other", "Confidence": 0.997, "X1": 0.57444, "Y1": 0.8032, "X2": 0.62978, "Y2": 0.803, "X3": 0.62846, "Y3": 0.8188, "X4": 0.57312, "Y4": 0.8188, "page": 0, "Index": 238}, {"Word": "funding", "Confidence": 0.995, "X1": 0.639, "Y1": 0.8032, "X2": 0.7141, "Y2": 0.803, "X3": 0.7141, "Y3": 0.8188, "X4": 0.63768, "Y4": 0.8188, "page": 0, "Index": 239}, {"Word": "sources", "Confidence": 0.893, "X1": 0.72464, "Y1": 0.8032, "X2": 0.80105, "Y2": 0.803, "X3": 0.79974, "Y3": 0.8188, "X4": 0.72332, "Y4": 0.8188, "page": 0, "Index": 240}, {"Word": "to", "Confidence": 0.998, "X1": 0.80896, "Y1": 0.8032, "X2": 0.83136, "Y2": 0.803, "X3": 0.83136, "Y3": 0.8188, "X4": 0.80896, "Y4": 0.8188, "page": 0, "Index": 241}, {"Word": "vide", "Confidence": 0.979, "X1": 0.08169, "Y1": 0.8192, "X2": 0.12385, "Y2": 0.819, "X3": 0.12385, "Y3": 0.8338, "X4": 0.08169, "Y4": 0.8338, "page": 0, "Index": 242}, {"Word": "additional", "Confidence": 0.991, "X1": 0.13175, "Y1": 0.8192, "X2": 0.23979, "Y2": 0.819, "X3": 0.24111, "Y3": 0.8348, "X4": 0.13175, "Y4": 0.8338, "page": 0, "Index": 243}, {"Word": "funds", "Confidence": 0.997, "X1": 0.25033, "Y1": 0.8192, "X2": 0.30435, "Y2": 0.819, "X3": 0.30435, "Y3": 0.8348, "X4": 0.25033, "Y4": 0.8348, "page": 0, "Index": 244}, {"Word": "not", "Confidence": 0.881, "X1": 0.31094, "Y1": 0.8192, "X2": 0.34651, "Y2": 0.819, "X3": 0.34651, "Y3": 0.8348, "X4": 0.31225, "Y4": 0.8348, "page": 0, "Index": 245}, {"Word": "included", "Confidence": 0.995, "X1": 0.35573, "Y1": 0.8192, "X2": 0.44005, "Y2": 0.819, "X3": 0.44005, "Y3": 0.8358, "X4": 0.35573, "Y4": 0.8348, "page": 0, "Index": 246}, {"Word": "in", "Confidence": 0.996, "X1": 0.45059, "Y1": 0.8192, "X2": 0.47036, "Y2": 0.819, "X3": 0.47167, "Y3": 0.8358, "X4": 0.45059, "Y4": 0.8358, "page": 0, "Index": 247}, {"Word": "gifts", "Confidence": 0.995, "X1": 0.47958, "Y1": 0.8192, "X2": 0.53491, "Y2": 0.819, "X3": 0.53491, "Y3": 0.8358, "X4": 0.47958, "Y4": 0.8358, "page": 0, "Index": 248}, {"Word": "made", "Confidence": 0.988, "X1": 0.5415, "Y1": 0.8192, "X2": 0.58762, "Y2": 0.819, "X3": 0.58762, "Y3": 0.8358, "X4": 0.54282, "Y4": 0.8358, "page": 0, "Index": 249}, {"Word": "by", "Confidence": 0.998, "X1": 0.59552, "Y1": 0.8192, "X2": 0.61924, "Y2": 0.819, "X3": 0.62055, "Y3": 0.8358, "X4": 0.59552, "Y4": 0.8358, "page": 0, "Index": 250}, {"Word": "Reynolds.", "Confidence": 0.991, "X1": 0.62714, "Y1": 0.8202, "X2": 0.72464, "Y2": 0.82, "X3": 0.72464, "Y3": 0.8348, "X4": 0.62714, "Y4": 0.8358, "page": 0, "Index": 251}, {"Word": "This", "Confidence": 0.617, "X1": 0.13439, "Y1": 0.8502, "X2": 0.17655, "Y2": 0.85, "X3": 0.17523, "Y3": 0.8668, "X4": 0.13307, "Y4": 0.8668, "page": 0, "Index": 252}, {"Word": "gift", "Confidence": 0.988, "X1": 0.18314, "Y1": 0.8502, "X2": 0.23057, "Y2": 0.85, "X3": 0.22925, "Y3": 0.8678, "X4": 0.18182, "Y4": 0.8668, "page": 0, "Index": 253}, {"Word": "is", "Confidence": 0.998, "X1": 0.23979, "Y1": 0.8502, "X2": 0.26219, "Y2": 0.85, "X3": 0.26087, "Y3": 0.8678, "X4": 0.23847, "Y4": 0.8678, "page": 0, "Index": 254}, {"Word": "given", "Confidence": 0.991, "X1": 0.27009, "Y1": 0.8502, "X2": 0.32675, "Y2": 0.85, "X3": 0.32543, "Y3": 0.8678, "X4": 0.27009, "Y4": 0.8678, "page": 0, "Index": 255}, {"Word": "on", "Confidence": 0.956, "X1": 0.33333, "Y1": 0.8512, "X2": 0.35705, "Y2": 0.851, "X3": 0.35573, "Y3": 0.8678, "X4": 0.33202, "Y4": 0.8678, "page": 0, "Index": 256}, {"Word": "the", "Confidence": 0.998, "X1": 0.36495, "Y1": 0.8512, "X2": 0.39921, "Y2": 0.851, "X3": 0.39921, "Y3": 0.8678, "X4": 0.36495, "Y4": 0.8678, "page": 0, "Index": 257}, {"Word": "monies", "Confidence": 0.991, "X1": 0.64559, "Y1": 0.8502, "X2": 0.71673, "Y2": 0.85, "X3": 0.71542, "Y3": 0.8678, "X4": 0.64559, "Y4": 0.8688, "page": 0, "Index": 258}, {"Word": "will", "Confidence": 0.99, "X1": 0.72069, "Y1": 0.8502, "X2": 0.76943, "Y2": 0.85, "X3": 0.76943, "Y3": 0.8678, "X4": 0.72069, "Y4": 0.8678, "page": 0, "Index": 259}, {"Word": "be", "Confidence": 0.993, "X1": 0.7747, "Y1": 0.8502, "X2": 0.80237, "Y2": 0.85, "X3": 0.80105, "Y3": 0.8678, "X4": 0.7747, "Y4": 0.8678, "page": 0, "Index": 260}, {"Word": "expended", "Confidence": 0.966, "X1": 0.80764, "Y1": 0.8502, "X2": 0.89592, "Y2": 0.85, "X3": 0.89592, "Y3": 0.8668, "X4": 0.80764, "Y4": 0.8678, "page": 0, "Index": 261}, {"Word": "understanding", "Confidence": 0.981, "X1": 0.4058, "Y1": 0.8502, "X2": 0.54677, "Y2": 0.85, "X3": 0.54545, "Y3": 0.8688, "X4": 0.4058, "Y4": 0.8678, "page": 0, "Index": 262}, {"Word": "that", "Confidence": 0.985, "X1": 0.55336, "Y1": 0.8502, "X2": 0.59816, "Y2": 0.85, "X3": 0.59816, "Y3": 0.8688, "X4": 0.55204, "Y4": 0.8688, "page": 0, "Index": 263}, {"Word": "all", "Confidence": 0.998, "X1": 0.60606, "Y1": 0.8502, "X2": 0.64163, "Y2": 0.85, "X3": 0.64032, "Y3": 0.8688, "X4": 0.60606, "Y4": 0.8688, "page": 0, "Index": 264}, {"Word": "for", "Confidence": 0.955, "X1": 0.083, "Y1": 0.8662, "X2": 0.11199, "Y2": 0.866, "X3": 0.11067, "Y3": 0.8818, "X4": 0.08169, "Y4": 0.8818, "page": 0, "Index": 265}, {"Word": "basic", "Confidence": 0.99, "X1": 0.11989, "Y1": 0.8672, "X2": 0.17523, "Y2": 0.867, "X3": 0.17391, "Y3": 0.8818, "X4": 0.11989, "Y4": 0.8818, "page": 0, "Index": 266}, {"Word": "research", "Confidence": 0.981, "X1": 0.18445, "Y1": 0.8682, "X2": 0.27141, "Y2": 0.868, "X3": 0.27009, "Y3": 0.8818, "X4": 0.18314, "Y4": 0.8818, "page": 0, "Index": 267}, {"Word": "costs.", "Confidence": 0.997, "X1": 0.28063, "Y1": 0.8692, "X2": 0.34651, "Y2": 0.869, "X3": 0.34651, "Y3": 0.8828, "X4": 0.27931, "Y4": 0.8828, "page": 0, "Index": 268}, {"Word": "The", "Confidence": 0.998, "X1": 0.13307, "Y1": 0.8972, "X2": 0.16601, "Y2": 0.897, "X3": 0.16601, "Y3": 0.9168, "X4": 0.13175, "Y4": 0.9168, "page": 0, "Index": 269}, {"Word": "gift", "Confidence": 0.989, "X1": 0.17128, "Y1": 0.8982, "X2": 0.22003, "Y2": 0.898, "X3": 0.22003, "Y3": 0.9158, "X4": 0.17128, "Y4": 0.9168, "page": 0, "Index": 270}, {"Word": "is", "Confidence": 0.998, "X1": 0.22793, "Y1": 0.8982, "X2": 0.25296, "Y2": 0.898, "X3": 0.25165, "Y3": 0.9158, "X4": 0.22793, "Y4": 0.9158, "page": 0, "Index": 271}, {"Word": "also", "Confidence": 0.982, "X1": 0.25955, "Y1": 0.8982, "X2": 0.30435, "Y2": 0.898, "X3": 0.30435, "Y3": 0.9158, "X4": 0.25823, "Y4": 0.9158, "page": 0, "Index": 272}, {"Word": "subject", "Confidence": 0.994, "X1": 0.31094, "Y1": 0.8982, "X2": 0.3913, "Y2": 0.898, "X3": 0.38999, "Y3": 0.9158, "X4": 0.31094, "Y4": 0.9158, "page": 0, "Index": 273}, {"Word": "to", "Confidence": 0.998, "X1": 0.39657, "Y1": 0.8982, "X2": 0.42161, "Y2": 0.898, "X3": 0.42161, "Y3": 0.9158, "X4": 0.39526, "Y4": 0.9158, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.998, "X1": 0.42688, "Y1": 0.8982, "X2": 0.46377, "Y2": 0.898, "X3": 0.46377, "Y3": 0.9158, "X4": 0.42688, "Y4": 0.9158, "page": 0, "Index": 275}, {"Word": "following:", "Confidence": 0.994, "X1": 0.47036, "Y1": 0.8982, "X2": 0.57839, "Y2": 0.898, "X3": 0.57839, "Y3": 0.9168, "X4": 0.47036, "Y4": 0.9158, "page": 0, "Index": 276}]}	"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"
ffkd0095	3	{"lines_data": [{"Word": "If the foregoing is satisfactory, please indicate your approval by sign-", "Confidence": 0.99527, "X1": 0.1357, "Y1": 0.1182, "X2": 0.89328, "Y2": 0.118, "X3": 0.89328, "Y3": 0.1358, "X4": 0.1357, "Y4": 0.1358, "page": 0}, {"Word": "ing the enclosed copy of this letter in the place indicated therefor and", "Confidence": 0.99562, "X1": 0.08432, "Y1": 0.1352, "X2": 0.84453, "Y2": 0.135, "X3": 0.84453, "Y3": 0.1508, "X4": 0.08432, "Y4": 0.1518, "page": 0}, {"Word": "returning it to me.", "Confidence": 0.997, "X1": 0.08169, "Y1": 0.1512, "X2": 0.28195, "Y2": 0.151, "X3": 0.28195, "Y3": 0.1668, "X4": 0.08169, "Y4": 0.1658, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.951, "X1": 0.57444, "Y1": 0.1822, "X2": 0.68116, "Y2": 0.182, "X3": 0.68116, "Y3": 0.1998, "X4": 0.57312, "Y4": 0.1988, "page": 0}, {"Word": "R. J. REYNOLDS TOBACCO COMPANY", "Confidence": 0.9186, "X1": 0.57444, "Y1": 0.2132, "X2": 0.89592, "Y2": 0.213, "X3": 0.89592, "Y3": 0.2308, "X4": 0.57444, "Y4": 0.2318, "page": 0}, {"Word": "G. Robert Di Marco", "Confidence": 0.97325, "X1": 0.57444, "Y1": 0.2942, "X2": 0.7668, "Y2": 0.294, "X3": 0.7668, "Y3": 0.3088, "X4": 0.57444, "Y4": 0.3108, "page": 0}, {"Word": "Senior Vice President", "Confidence": 0.99333, "X1": 0.57312, "Y1": 0.3102, "X2": 0.7971, "Y2": 0.31, "X3": 0.7971, "Y3": 0.3248, "X4": 0.57312, "Y4": 0.3248, "page": 0}, {"Word": "Research & Development", "Confidence": 0.99333, "X1": 0.57181, "Y1": 0.3262, "X2": 0.80896, "Y2": 0.326, "X3": 0.80896, "Y3": 0.3418, "X4": 0.57181, "Y4": 0.3418, "page": 0}, {"Word": "Approved: INSTITUTE OF PSYCHIATRY", "Confidence": 0.96775, "X1": 0.07905, "Y1": 0.3562, "X2": 0.44005, "Y2": 0.356, "X3": 0.44005, "Y3": 0.3738, "X4": 0.07905, "Y4": 0.3738, "page": 0}, {"Word": "By:", "Confidence": 0.953, "X1": 0.08037, "Y1": 0.4372, "X2": 0.10935, "Y2": 0.437, "X3": 0.10935, "Y3": 0.4538, "X4": 0.08037, "Y4": 0.4528, "page": 0}, {"Word": "Date: 7/17/87", "Confidence": 0.948, "X1": 0.42556, "Y1": 0.4332, "X2": 0.58103, "Y2": 0.433, "X3": 0.58103, "Y3": 0.4608, "X4": 0.42424, "Y4": 0.4598, "page": 0}, {"Word": "Jeffrey A. Gray", "Confidence": 0.944, "X1": 0.1054, "Y1": 0.4522, "X2": 0.27931, "Y2": 0.452, "X3": 0.278, "Y3": 0.4708, "X4": 0.1054, "Y4": 0.4688, "page": 0}, {"Word": "Title:", "Confidence": 0.995, "X1": 0.07905, "Y1": 0.4852, "X2": 0.14625, "Y2": 0.485, "X3": 0.14493, "Y3": 0.5018, "X4": 0.07773, "Y4": 0.5008, "page": 0}, {"Word": "50985 9192", "Confidence": 0.9925, "X1": 0.98814, "Y1": 0.9632, "X2": 0.99209, "Y2": 0.963, "X3": 0.97233, "Y3": 0.9628, "X4": 0.9697, "Y4": 0.8658, "page": 0}, {"Word": "4", "Confidence": 0.991, "X1": 0.47826, "Y1": 0.9812, "X2": 0.50198, "Y2": 0.981, "X3": 0.50066, "Y3": 0.9918, "X4": 0.47826, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "If", "Confidence": 0.997, "X1": 0.13702, "Y1": 0.1192, "X2": 0.15942, "Y2": 0.119, "X3": 0.1581, "Y3": 0.1358, "X4": 0.13702, "Y4": 0.1358, "page": 0, "Index": 0}, {"Word": "the", "Confidence": 0.998, "X1": 0.16469, "Y1": 0.1192, "X2": 0.20026, "Y2": 0.119, "X3": 0.20026, "Y3": 0.1358, "X4": 0.16469, "Y4": 0.1358, "page": 0, "Index": 1}, {"Word": "foregoing", "Confidence": 0.994, "X1": 0.20685, "Y1": 0.1192, "X2": 0.30567, "Y2": 0.119, "X3": 0.30567, "Y3": 0.1358, "X4": 0.20685, "Y4": 0.1358, "page": 0, "Index": 2}, {"Word": "is", "Confidence": 0.998, "X1": 0.31489, "Y1": 0.1192, "X2": 0.33729, "Y2": 0.119, "X3": 0.33729, "Y3": 0.1368, "X4": 0.31489, "Y4": 0.1358, "page": 0, "Index": 3}, {"Word": "satisfactory,", "Confidence": 0.991, "X1": 0.34519, "Y1": 0.1192, "X2": 0.48485, "Y2": 0.119, "X3": 0.48353, "Y3": 0.1368, "X4": 0.34519, "Y4": 0.1368, "page": 0, "Index": 4}, {"Word": "please", "Confidence": 0.996, "X1": 0.4888, "Y1": 0.1192, "X2": 0.55468, "Y2": 0.119, "X3": 0.55468, "Y3": 0.1368, "X4": 0.4888, "Y4": 0.1368, "page": 0, "Index": 5}, {"Word": "indicate", "Confidence": 0.995, "X1": 0.5639, "Y1": 0.1192, "X2": 0.65086, "Y2": 0.119, "X3": 0.65086, "Y3": 0.1368, "X4": 0.5639, "Y4": 0.1368, "page": 0, "Index": 6}, {"Word": "your", "Confidence": 0.99, "X1": 0.65744, "Y1": 0.1192, "X2": 0.70356, "Y2": 0.119, "X3": 0.70356, "Y3": 0.1358, "X4": 0.65744, "Y4": 0.1368, "page": 0, "Index": 7}, {"Word": "approval", "Confidence": 0.994, "X1": 0.71146, "Y1": 0.1192, "X2": 0.79974, "Y2": 0.119, "X3": 0.79974, "Y3": 0.1358, "X4": 0.71146, "Y4": 0.1358, "page": 0, "Index": 8}, {"Word": "by", "Confidence": 0.998, "X1": 0.80632, "Y1": 0.1192, "X2": 0.83136, "Y2": 0.119, "X3": 0.83136, "Y3": 0.1358, "X4": 0.80632, "Y4": 0.1358, "page": 0, "Index": 9}, {"Word": "sign-", "Confidence": 0.997, "X1": 0.83926, "Y1": 0.1192, "X2": 0.89328, "Y2": 0.119, "X3": 0.89328, "Y3": 0.1358, "X4": 0.83926, "Y4": 0.1358, "page": 0, "Index": 10}, {"Word": "ing", "Confidence": 0.998, "X1": 0.08564, "Y1": 0.1362, "X2": 0.11594, "Y2": 0.136, "X3": 0.11462, "Y3": 0.1508, "X4": 0.08564, "Y4": 0.1508, "page": 0, "Index": 11}, {"Word": "the", "Confidence": 0.998, "X1": 0.12253, "Y1": 0.1362, "X2": 0.15679, "Y2": 0.136, "X3": 0.15547, "Y3": 0.1508, "X4": 0.12253, "Y4": 0.1508, "page": 0, "Index": 12}, {"Word": "enclosed", "Confidence": 0.995, "X1": 0.16469, "Y1": 0.1352, "X2": 0.25165, "Y2": 0.135, "X3": 0.25165, "Y3": 0.1518, "X4": 0.16469, "Y4": 0.1508, "page": 0, "Index": 13}, {"Word": "copy", "Confidence": 0.991, "X1": 0.26087, "Y1": 0.1352, "X2": 0.30435, "Y2": 0.135, "X3": 0.30435, "Y3": 0.1518, "X4": 0.25955, "Y4": 0.1518, "page": 0, "Index": 14}, {"Word": "of", "Confidence": 0.998, "X1": 0.31357, "Y1": 0.1352, "X2": 0.33729, "Y2": 0.135, "X3": 0.33597, "Y3": 0.1518, "X4": 0.31357, "Y4": 0.1518, "page": 0, "Index": 15}, {"Word": "this", "Confidence": 0.991, "X1": 0.34519, "Y1": 0.1352, "X2": 0.38867, "Y2": 0.135, "X3": 0.38867, "Y3": 0.1518, "X4": 0.34519, "Y4": 0.1518, "page": 0, "Index": 16}, {"Word": "letter", "Confidence": 0.991, "X1": 0.39789, "Y1": 0.1352, "X2": 0.46113, "Y2": 0.135, "X3": 0.46113, "Y3": 0.1518, "X4": 0.39657, "Y4": 0.1518, "page": 0, "Index": 17}, {"Word": "in", "Confidence": 0.998, "X1": 0.47167, "Y1": 0.1352, "X2": 0.49275, "Y2": 0.135, "X3": 0.49144, "Y3": 0.1518, "X4": 0.47167, "Y4": 0.1518, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.998, "X1": 0.50066, "Y1": 0.1352, "X2": 0.53491, "Y2": 0.135, "X3": 0.5336, "Y3": 0.1518, "X4": 0.50066, "Y4": 0.1518, "page": 0, "Index": 19}, {"Word": "place", "Confidence": 0.997, "X1": 0.5415, "Y1": 0.1352, "X2": 0.59816, "Y2": 0.135, "X3": 0.59684, "Y3": 0.1518, "X4": 0.5415, "Y4": 0.1518, "page": 0, "Index": 20}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.60738, "Y1": 0.1352, "X2": 0.70356, "Y2": 0.135, "X3": 0.70356, "Y3": 0.1508, "X4": 0.60738, "Y4": 0.1518, "page": 0, "Index": 21}, {"Word": "therefor", "Confidence": 0.995, "X1": 0.71278, "Y1": 0.1352, "X2": 0.79974, "Y2": 0.135, "X3": 0.79842, "Y3": 0.1508, "X4": 0.71278, "Y4": 0.1508, "page": 0, "Index": 22}, {"Word": "and", "Confidence": 0.998, "X1": 0.80764, "Y1": 0.1352, "X2": 0.8419, "Y2": 0.135, "X3": 0.84058, "Y3": 0.1498, "X4": 0.80764, "Y4": 0.1498, "page": 0, "Index": 23}, {"Word": "returning", "Confidence": 0.994, "X1": 0.083, "Y1": 0.1512, "X2": 0.17655, "Y2": 0.151, "X3": 0.17655, "Y3": 0.1668, "X4": 0.083, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "it", "Confidence": 0.998, "X1": 0.18972, "Y1": 0.1512, "X2": 0.20949, "Y2": 0.151, "X3": 0.20817, "Y3": 0.1668, "X4": 0.18841, "Y4": 0.1668, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.21871, "Y1": 0.1522, "X2": 0.24111, "Y2": 0.152, "X3": 0.23979, "Y3": 0.1668, "X4": 0.21739, "Y4": 0.1668, "page": 0, "Index": 26}, {"Word": "me.", "Confidence": 0.998, "X1": 0.24901, "Y1": 0.1532, "X2": 0.28195, "Y2": 0.153, "X3": 0.28063, "Y3": 0.1668, "X4": 0.24769, "Y4": 0.1668, "page": 0, "Index": 27}, {"Word": "Sincerely,", "Confidence": 0.951, "X1": 0.57576, "Y1": 0.1832, "X2": 0.68116, "Y2": 0.183, "X3": 0.68116, "Y3": 0.2008, "X4": 0.57444, "Y4": 0.1988, "page": 0, "Index": 28}, {"Word": "R.", "Confidence": 0.998, "X1": 0.57444, "Y1": 0.2132, "X2": 0.59816, "Y2": 0.213, "X3": 0.59816, "Y3": 0.2318, "X4": 0.57444, "Y4": 0.2328, "page": 0, "Index": 29}, {"Word": "J.", "Confidence": 0.998, "X1": 0.60474, "Y1": 0.2132, "X2": 0.62978, "Y2": 0.213, "X3": 0.62978, "Y3": 0.2308, "X4": 0.60474, "Y4": 0.2318, "page": 0, "Index": 30}, {"Word": "REYNOLDS", "Confidence": 0.994, "X1": 0.63636, "Y1": 0.2132, "X2": 0.72596, "Y2": 0.213, "X3": 0.72596, "Y3": 0.2298, "X4": 0.63636, "Y4": 0.2308, "page": 0, "Index": 31}, {"Word": "TOBACCO", "Confidence": 0.607, "X1": 0.73386, "Y1": 0.2132, "X2": 0.80896, "Y2": 0.213, "X3": 0.80896, "Y3": 0.2298, "X4": 0.73386, "Y4": 0.2298, "page": 0, "Index": 32}, {"Word": "COMPANY", "Confidence": 0.996, "X1": 0.81686, "Y1": 0.2142, "X2": 0.89592, "Y2": 0.214, "X3": 0.8946, "Y3": 0.2308, "X4": 0.81686, "Y4": 0.2298, "page": 0, "Index": 33}, {"Word": "G.", "Confidence": 0.998, "X1": 0.57444, "Y1": 0.2972, "X2": 0.59552, "Y2": 0.297, "X3": 0.59684, "Y3": 0.3108, "X4": 0.57708, "Y4": 0.3108, "page": 0, "Index": 34}, {"Word": "Robert", "Confidence": 0.997, "X1": 0.60343, "Y1": 0.2952, "X2": 0.6693, "Y2": 0.295, "X3": 0.6693, "Y3": 0.3088, "X4": 0.60474, "Y4": 0.3108, "page": 0, "Index": 35}, {"Word": "Di", "Confidence": 0.9, "X1": 0.67721, "Y1": 0.2952, "X2": 0.70224, "Y2": 0.295, "X3": 0.70356, "Y3": 0.3088, "X4": 0.67852, "Y4": 0.3088, "page": 0, "Index": 36}, {"Word": "Marco", "Confidence": 0.998, "X1": 0.71014, "Y1": 0.2962, "X2": 0.76416, "Y2": 0.296, "X3": 0.76416, "Y3": 0.3088, "X4": 0.71014, "Y4": 0.3088, "page": 0, "Index": 37}, {"Word": "Senior", "Confidence": 0.996, "X1": 0.57312, "Y1": 0.3102, "X2": 0.63768, "Y2": 0.31, "X3": 0.63768, "Y3": 0.3258, "X4": 0.57444, "Y4": 0.3258, "page": 0, "Index": 38}, {"Word": "Vice", "Confidence": 0.989, "X1": 0.6469, "Y1": 0.3112, "X2": 0.69038, "Y2": 0.311, "X3": 0.69038, "Y3": 0.3248, "X4": 0.6469, "Y4": 0.3258, "page": 0, "Index": 39}, {"Word": "President", "Confidence": 0.995, "X1": 0.6996, "Y1": 0.3122, "X2": 0.79842, "Y2": 0.312, "X3": 0.7971, "Y3": 0.3248, "X4": 0.6996, "Y4": 0.3248, "page": 0, "Index": 40}, {"Word": "Research", "Confidence": 0.995, "X1": 0.57312, "Y1": 0.3262, "X2": 0.66008, "Y2": 0.326, "X3": 0.65876, "Y3": 0.3418, "X4": 0.57312, "Y4": 0.3418, "page": 0, "Index": 41}, {"Word": "&", "Confidence": 0.991, "X1": 0.66798, "Y1": 0.3262, "X2": 0.68116, "Y2": 0.326, "X3": 0.68116, "Y3": 0.3418, "X4": 0.66798, "Y4": 0.3418, "page": 0, "Index": 42}, {"Word": "Development", "Confidence": 0.994, "X1": 0.68906, "Y1": 0.3272, "X2": 0.80896, "Y2": 0.327, "X3": 0.80896, "Y3": 0.3428, "X4": 0.68775, "Y4": 0.3418, "page": 0, "Index": 43}, {"Word": "Approved:", "Confidence": 0.994, "X1": 0.08037, "Y1": 0.3562, "X2": 0.17787, "Y2": 0.356, "X3": 0.17787, "Y3": 0.3748, "X4": 0.08037, "Y4": 0.3748, "page": 0, "Index": 44}, {"Word": "INSTITUTE", "Confidence": 0.885, "X1": 0.19499, "Y1": 0.3562, "X2": 0.29249, "Y2": 0.356, "X3": 0.29249, "Y3": 0.3748, "X4": 0.19368, "Y4": 0.3748, "page": 0, "Index": 45}, {"Word": "OF", "Confidence": 0.998, "X1": 0.29908, "Y1": 0.3562, "X2": 0.32543, "Y2": 0.356, "X3": 0.32543, "Y3": 0.3748, "X4": 0.29908, "Y4": 0.3748, "page": 0, "Index": 46}, {"Word": "PSYCHIATRY", "Confidence": 0.994, "X1": 0.3307, "Y1": 0.3572, "X2": 0.44005, "Y2": 0.357, "X3": 0.44005, "Y3": 0.3738, "X4": 0.3307, "Y4": 0.3748, "page": 0, "Index": 47}, {"Word": "By:", "Confidence": 0.953, "X1": 0.08037, "Y1": 0.4372, "X2": 0.10804, "Y2": 0.437, "X3": 0.10804, "Y3": 0.4538, "X4": 0.08037, "Y4": 0.4528, "page": 0, "Index": 48}, {"Word": "Date:", "Confidence": 0.984, "X1": 0.42556, "Y1": 0.4342, "X2": 0.48353, "Y2": 0.434, "X3": 0.48221, "Y3": 0.4578, "X4": 0.42556, "Y4": 0.4548, "page": 0, "Index": 49}, {"Word": "7/17/87", "Confidence": 0.912, "X1": 0.4888, "Y1": 0.4332, "X2": 0.58103, "Y2": 0.433, "X3": 0.58235, "Y3": 0.4618, "X4": 0.4888, "Y4": 0.4588, "page": 0, "Index": 50}, {"Word": "Jeffrey", "Confidence": 0.931, "X1": 0.10935, "Y1": 0.4522, "X2": 0.18709, "Y2": 0.452, "X3": 0.18709, "Y3": 0.4698, "X4": 0.10672, "Y4": 0.4688, "page": 0, "Index": 51}, {"Word": "A.", "Confidence": 0.945, "X1": 0.19368, "Y1": 0.4532, "X2": 0.22134, "Y2": 0.453, "X3": 0.22003, "Y3": 0.4708, "X4": 0.19368, "Y4": 0.4708, "page": 0, "Index": 52}, {"Word": "Gray", "Confidence": 0.956, "X1": 0.2253, "Y1": 0.4532, "X2": 0.27273, "Y2": 0.453, "X3": 0.27273, "Y3": 0.4708, "X4": 0.2253, "Y4": 0.4708, "page": 0, "Index": 53}, {"Word": "Title:", "Confidence": 0.995, "X1": 0.07905, "Y1": 0.4842, "X2": 0.14625, "Y2": 0.484, "X3": 0.14493, "Y3": 0.5018, "X4": 0.07773, "Y4": 0.4998, "page": 0, "Index": 54}, {"Word": "50985", "Confidence": 0.994, "X1": 0.98814, "Y1": 0.9102, "X2": 0.99078, "Y2": 0.91, "X3": 0.97101, "Y3": 0.9108, "X4": 0.9697, "Y4": 0.8668, "page": 0, "Index": 55}, {"Word": "9192", "Confidence": 0.991, "X1": 0.99078, "Y1": 0.9602, "X2": 0.99209, "Y2": 0.96, "X3": 0.97233, "Y3": 0.9598, "X4": 0.97233, "Y4": 0.9208, "page": 0, "Index": 56}, {"Word": "4", "Confidence": 0.991, "X1": 0.48221, "Y1": 0.9802, "X2": 0.49012, "Y2": 0.98, "X3": 0.49012, "Y3": 0.9908, "X4": 0.4809, "Y4": 0.9908, "page": 0, "Index": 57}]}	"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"
ffkd0095	2	{"lines_data": [{"Word": "may elect. Reynolds support may be acknowledged where it is ap-", "Confidence": 0.99573, "X1": 0.19236, "Y1": 0.1012, "X2": 0.87088, "Y2": 0.101, "X3": 0.87088, "Y3": 0.1198, "X4": 0.19236, "Y4": 0.1208, "page": 0}, {"Word": "propriate to do so. Copies of any published results and data are to", "Confidence": 0.99554, "X1": 0.19236, "Y1": 0.1182, "X2": 0.91173, "Y2": 0.118, "X3": 0.91173, "Y3": 0.1338, "X4": 0.19236, "Y4": 0.1358, "page": 0}, {"Word": "be given or sent to Reynolds.", "Confidence": 0.99267, "X1": 0.19104, "Y1": 0.1332, "X2": 0.49934, "Y2": 0.133, "X3": 0.49934, "Y3": 0.1498, "X4": 0.19104, "Y4": 0.1508, "page": 0}, {"Word": "6.", "Confidence": 0.998, "X1": 0.13966, "Y1": 0.1652, "X2": 0.18314, "Y2": 0.165, "X3": 0.18182, "Y3": 0.1828, "X4": 0.13966, "Y4": 0.1808, "page": 0}, {"Word": "Six months after the commencement date, the project officer, Or. A.", "Confidence": 0.96491, "X1": 0.19104, "Y1": 0.1652, "X2": 0.89592, "Y2": 0.165, "X3": 0.89592, "Y3": 0.1818, "X4": 0.19104, "Y4": 0.1818, "page": 0}, {"Word": "Wallace Hayes or his designee, will designate an appropriate number", "Confidence": 0.9947, "X1": 0.19236, "Y1": 0.1812, "X2": 0.89855, "Y2": 0.181, "X3": 0.89855, "Y3": 0.1978, "X4": 0.19236, "Y4": 0.1978, "page": 0}, {"Word": "of Reynolds scientists (perhaps 3 to 5) to act as an advisory group.", "Confidence": 0.99538, "X1": 0.19236, "Y1": 0.1982, "X2": 0.90514, "Y2": 0.198, "X3": 0.90514, "Y3": 0.2148, "X4": 0.19236, "Y4": 0.2138, "page": 0}, {"Word": "The function of the group is to be advisory and not controlling. It", "Confidence": 0.99638, "X1": 0.19104, "Y1": 0.2132, "X2": 0.90646, "Y2": 0.213, "X3": 0.90646, "Y3": 0.2298, "X4": 0.19104, "Y4": 0.2298, "page": 0}, {"Word": "will be asked to offer such advice and criticism as its members may", "Confidence": 0.99615, "X1": 0.19104, "Y1": 0.2292, "X2": 0.89723, "Y2": 0.229, "X3": 0.89723, "Y3": 0.2458, "X4": 0.19104, "Y4": 0.2448, "page": 0}, {"Word": "deem appropriate and to render a brief status report to the prin-", "Confidence": 0.99567, "X1": 0.19104, "Y1": 0.2452, "X2": 0.88011, "Y2": 0.245, "X3": 0.88011, "Y3": 0.2608, "X4": 0.19104, "Y4": 0.2618, "page": 0}, {"Word": "cipal investigator and the project officer. The group shall meet", "Confidence": 0.9949, "X1": 0.19236, "Y1": 0.2622, "X2": 0.87879, "Y2": 0.262, "X3": 0.87879, "Y3": 0.2778, "X4": 0.19236, "Y4": 0.2768, "page": 0}, {"Word": "again for a similar review just prior to the anniversary of the com-", "Confidence": 0.99531, "X1": 0.19236, "Y1": 0.2782, "X2": 0.90646, "Y2": 0.278, "X3": 0.90646, "Y3": 0.2938, "X4": 0.19236, "Y4": 0.2928, "page": 0}, {"Word": "mencement date.", "Confidence": 0.995, "X1": 0.19104, "Y1": 0.2952, "X2": 0.34914, "Y2": 0.295, "X3": 0.34914, "Y3": 0.3098, "X4": 0.18972, "Y4": 0.3088, "page": 0}, {"Word": "7.", "Confidence": 0.759, "X1": 0.13834, "Y1": 0.3252, "X2": 0.15679, "Y2": 0.325, "X3": 0.15679, "Y3": 0.3398, "X4": 0.13834, "Y4": 0.3398, "page": 0}, {"Word": "The principal investigator shall render written reports to the proj-", "Confidence": 0.9958, "X1": 0.18182, "Y1": 0.3262, "X2": 0.90514, "Y2": 0.326, "X3": 0.90514, "Y3": 0.3418, "X4": 0.18182, "Y4": 0.3408, "page": 0}, {"Word": "ect officer, Dr. A. Wallace Hayes or his designee, prior to year-end", "Confidence": 0.99667, "X1": 0.18972, "Y1": 0.3422, "X2": 0.90909, "Y2": 0.342, "X3": 0.90909, "Y3": 0.3578, "X4": 0.18972, "Y4": 0.3568, "page": 0}, {"Word": "of the anniversary of the commencement date of the gift. The proj-", "Confidence": 0.99558, "X1": 0.18709, "Y1": 0.3572, "X2": 0.89592, "Y2": 0.357, "X3": 0.89592, "Y3": 0.3738, "X4": 0.18709, "Y4": 0.3738, "page": 0}, {"Word": "ect officer may at his initiative request a mid-year report. The", "Confidence": 0.99609, "X1": 0.18972, "Y1": 0.3742, "X2": 0.87484, "Y2": 0.374, "X3": 0.87484, "Y3": 0.3898, "X4": 0.18972, "Y4": 0.3898, "page": 0}, {"Word": "reports shall cover progress, expenditures, and plans for the pro-", "Confidence": 0.9889, "X1": 0.19104, "Y1": 0.3902, "X2": 0.88274, "Y2": 0.39, "X3": 0.88142, "Y3": 0.4058, "X4": 0.19104, "Y4": 0.4058, "page": 0}, {"Word": "gram. . The annual report shall also include justification for expen-", "Confidence": 0.98927, "X1": 0.18709, "Y1": 0.4052, "X2": 0.90514, "Y2": 0.405, "X3": 0.90514, "Y3": 0.4218, "X4": 0.18709, "Y4": 0.4208, "page": 0}, {"Word": "ditures reported in the various aspects of the program as they re-", "Confidence": 0.99617, "X1": 0.18972, "Y1": 0.4222, "X2": 0.88274, "Y2": 0.422, "X3": 0.88274, "Y3": 0.4378, "X4": 0.18972, "Y4": 0.4368, "page": 0}, {"Word": "late to the aims of the program, as they relate to the aims of the", "Confidence": 0.99347, "X1": 0.18709, "Y1": 0.4372, "X2": 0.88801, "Y2": 0.437, "X3": 0.88801, "Y3": 0.4548, "X4": 0.18709, "Y4": 0.4538, "page": 0}, {"Word": "program.", "Confidence": 0.995, "X1": 0.18841, "Y1": 0.4542, "X2": 0.27404, "Y2": 0.454, "X3": 0.27404, "Y3": 0.4708, "X4": 0.18841, "Y4": 0.4708, "page": 0}, {"Word": "8.", "Confidence": 0.995, "X1": 0.13175, "Y1": 0.4852, "X2": 0.15679, "Y2": 0.485, "X3": 0.15679, "Y3": 0.4988, "X4": 0.13175, "Y4": 0.4978, "page": 0}, {"Word": "All monies contributed shall be expended in the furtherance of the", "Confidence": 0.99027, "X1": 0.18182, "Y1": 0.4852, "X2": 0.88669, "Y2": 0.485, "X3": 0.88669, "Y3": 0.5008, "X4": 0.18182, "Y4": 0.4998, "page": 0}, {"Word": "program, as directed by the principal investigator. Within 90 days", "Confidence": 0.9952, "X1": 0.18709, "Y1": 0.5012, "X2": 0.89328, "Y2": 0.501, "X3": 0.89328, "Y3": 0.5168, "X4": 0.18709, "Y4": 0.5168, "page": 0}, {"Word": "after December 31 of each calendar year and for so long as the gift", "Confidence": 0.99379, "X1": 0.18841, "Y1": 0.5172, "X2": 0.89592, "Y2": 0.517, "X3": 0.89592, "Y3": 0.5328, "X4": 0.18841, "Y4": 0.5328, "page": 0}, {"Word": "has not been fully expended, the Institution shall render a finan-", "Confidence": 0.99518, "X1": 0.18841, "Y1": 0.5332, "X2": 0.88538, "Y2": 0.533, "X3": 0.88538, "Y3": 0.5488, "X4": 0.18841, "Y4": 0.5478, "page": 0}, {"Word": "cial report to Reynolds that states the amount of the gift which has", "Confidence": 0.99415, "X1": 0.18709, "Y1": 0.5482, "X2": 0.90646, "Y2": 0.548, "X3": 0.90646, "Y3": 0.5638, "X4": 0.18709, "Y4": 0.5638, "page": 0}, {"Word": "been expended on the research program during such calendar year. A", "Confidence": 0.99482, "X1": 0.18709, "Y1": 0.5652, "X2": 0.89855, "Y2": 0.565, "X3": 0.89855, "Y3": 0.5808, "X4": 0.18709, "Y4": 0.5798, "page": 0}, {"Word": "complete accounting of expenditures in the last 12 months shall be", "Confidence": 0.99482, "X1": 0.18577, "Y1": 0.5812, "X2": 0.88801, "Y2": 0.581, "X3": 0.88801, "Y3": 0.5958, "X4": 0.18577, "Y4": 0.5958, "page": 0}, {"Word": "rendered to Reynolds as soon as reasonably possible after each an-", "Confidence": 0.99473, "X1": 0.18709, "Y1": 0.5962, "X2": 0.88538, "Y2": 0.596, "X3": 0.88538, "Y3": 0.6128, "X4": 0.18709, "Y4": 0.6118, "page": 0}, {"Word": "niversary of the commencement date of the gift. No disbursement of", "Confidence": 0.99527, "X1": 0.18709, "Y1": 0.6122, "X2": 0.89723, "Y2": 0.612, "X3": 0.89723, "Y3": 0.6288, "X4": 0.18709, "Y4": 0.6278, "page": 0}, {"Word": "the monies contributed may be made without the written approval of", "Confidence": 0.99582, "X1": 0.18972, "Y1": 0.6282, "X2": 0.88538, "Y2": 0.628, "X3": 0.88538, "Y3": 0.6438, "X4": 0.18972, "Y4": 0.6438, "page": 0}, {"Word": "the principal investigator or his duly designated delegate in his", "Confidence": 0.9949, "X1": 0.18841, "Y1": 0.6432, "X2": 0.87879, "Y2": 0.643, "X3": 0.87879, "Y3": 0.6598, "X4": 0.18841, "Y4": 0.6598, "page": 0}, {"Word": "absence. At its election and expense, Reynolds may arrange for an", "Confidence": 0.996, "X1": 0.18841, "Y1": 0.6602, "X2": 0.88669, "Y2": 0.66, "X3": 0.88669, "Y3": 0.6758, "X4": 0.18841, "Y4": 0.6748, "page": 0}, {"Word": "audit of the program at any time and from time to time.", "Confidence": 0.99492, "X1": 0.18841, "Y1": 0.6762, "X2": 0.76943, "Y2": 0.676, "X3": 0.76943, "Y3": 0.6928, "X4": 0.18841, "Y4": 0.6918, "page": 0}, {"Word": "9.", "Confidence": 0.998, "X1": 0.13307, "Y1": 0.7062, "X2": 0.16733, "Y2": 0.706, "X3": 0.16601, "Y3": 0.7238, "X4": 0.13439, "Y4": 0.7218, "page": 0}, {"Word": "All equipment purchased with funds from this gift shall be utilized", "Confidence": 0.98327, "X1": 0.18577, "Y1": 0.7062, "X2": 0.89987, "Y2": 0.706, "X3": 0.89987, "Y3": 0.7238, "X4": 0.18577, "Y4": 0.7228, "page": 0}, {"Word": "only for the purposes of the basic research program as the principal", "Confidence": 0.99667, "X1": 0.18709, "Y1": 0.7232, "X2": 0.90777, "Y2": 0.723, "X3": 0.90777, "Y3": 0.7398, "X4": 0.18709, "Y4": 0.7388, "page": 0}, {"Word": "investigator may direct. If, at any time the principal investigator", "Confidence": 0.9889, "X1": 0.18841, "Y1": 0.7392, "X2": 0.90777, "Y2": 0.739, "X3": 0.90777, "Y3": 0.7558, "X4": 0.18841, "Y4": 0.7548, "page": 0}, {"Word": "shall determine that any equipment is no longer required for the", "Confidence": 0.97564, "X1": 0.18841, "Y1": 0.7552, "X2": 0.86561, "Y2": 0.755, "X3": 0.86561, "Y3": 0.7718, "X4": 0.18841, "Y4": 0.7708, "page": 0}, {"Word": "program, he shall discuss with Reynolds the appropriate disposition", "Confidence": 0.99211, "X1": 0.18577, "Y1": 0.7712, "X2": 0.89855, "Y2": 0.771, "X3": 0.89855, "Y3": 0.7878, "X4": 0.18577, "Y4": 0.7878, "page": 0}, {"Word": "of such equipment, and Reynolds shall have the right to designate", "Confidence": 0.97645, "X1": 0.18841, "Y1": 0.7872, "X2": 0.87879, "Y2": 0.787, "X3": 0.87879, "Y3": 0.8038, "X4": 0.18841, "Y4": 0.8038, "page": 0}, {"Word": "the disposition of such equipment, but only for elcemosynary", "Confidence": 0.95578, "X1": 0.18841, "Y1": 0.8032, "X2": 0.82213, "Y2": 0.803, "X3": 0.82213, "Y3": 0.8198, "X4": 0.18841, "Y4": 0.8188, "page": 0}, {"Word": "purposes.", "Confidence": 0.981, "X1": 0.18709, "Y1": 0.8202, "X2": 0.28327, "Y2": 0.82, "X3": 0.28327, "Y3": 0.8358, "X4": 0.18709, "Y4": 0.8358, "page": 0}, {"Word": "50985 9191", "Confidence": 0.9935, "X1": 0.9776, "Y1": 0.9812, "X2": 0.96706, "Y2": 0.981, "X3": 0.9473, "Y3": 0.9798, "X4": 0.95784, "Y4": 0.8848, "page": 0}, {"Word": "3", "Confidence": 0.996, "X1": 0.48485, "Y1": 0.9792, "X2": 0.50329, "Y2": 0.979, "X3": 0.50066, "Y3": 0.9928, "X4": 0.48353, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "may", "Confidence": 0.996, "X1": 0.19368, "Y1": 0.1042, "X2": 0.22661, "Y2": 0.104, "X3": 0.22661, "Y3": 0.1208, "X4": 0.19368, "Y4": 0.1208, "page": 0, "Index": 0}, {"Word": "elect.", "Confidence": 0.996, "X1": 0.2332, "Y1": 0.1032, "X2": 0.30303, "Y2": 0.103, "X3": 0.30303, "Y3": 0.1208, "X4": 0.2332, "Y4": 0.1208, "page": 0, "Index": 1}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.31884, "Y1": 0.1022, "X2": 0.40843, "Y2": 0.102, "X3": 0.40843, "Y3": 0.1198, "X4": 0.31884, "Y4": 0.1208, "page": 0, "Index": 2}, {"Word": "support", "Confidence": 0.996, "X1": 0.41502, "Y1": 0.1022, "X2": 0.49012, "Y2": 0.102, "X3": 0.49012, "Y3": 0.1198, "X4": 0.41502, "Y4": 0.1198, "page": 0, "Index": 3}, {"Word": "may", "Confidence": 0.998, "X1": 0.49539, "Y1": 0.1022, "X2": 0.53228, "Y2": 0.102, "X3": 0.53228, "Y3": 0.1198, "X4": 0.49539, "Y4": 0.1198, "page": 0, "Index": 4}, {"Word": "be", "Confidence": 0.997, "X1": 0.53755, "Y1": 0.1022, "X2": 0.5639, "Y2": 0.102, "X3": 0.56258, "Y3": 0.1198, "X4": 0.53623, "Y4": 0.1198, "page": 0, "Index": 5}, {"Word": "acknowledged", "Confidence": 0.991, "X1": 0.57181, "Y1": 0.1022, "X2": 0.6996, "Y2": 0.102, "X3": 0.6996, "Y3": 0.1198, "X4": 0.57049, "Y4": 0.1198, "page": 0, "Index": 6}, {"Word": "where", "Confidence": 0.996, "X1": 0.70619, "Y1": 0.1022, "X2": 0.76285, "Y2": 0.102, "X3": 0.76285, "Y3": 0.1198, "X4": 0.70619, "Y4": 0.1198, "page": 0, "Index": 7}, {"Word": "it", "Confidence": 0.996, "X1": 0.77339, "Y1": 0.1022, "X2": 0.79578, "Y2": 0.102, "X3": 0.79447, "Y3": 0.1198, "X4": 0.77207, "Y4": 0.1198, "page": 0, "Index": 8}, {"Word": "is", "Confidence": 0.998, "X1": 0.80369, "Y1": 0.1022, "X2": 0.8274, "Y2": 0.102, "X3": 0.82609, "Y3": 0.1198, "X4": 0.80369, "Y4": 0.1198, "page": 0, "Index": 9}, {"Word": "ap-", "Confidence": 0.998, "X1": 0.83531, "Y1": 0.1032, "X2": 0.86957, "Y2": 0.103, "X3": 0.86957, "Y3": 0.1198, "X4": 0.83399, "Y4": 0.1198, "page": 0, "Index": 10}, {"Word": "propriate", "Confidence": 0.993, "X1": 0.19236, "Y1": 0.1202, "X2": 0.28854, "Y2": 0.12, "X3": 0.28986, "Y3": 0.1358, "X4": 0.19236, "Y4": 0.1358, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.29776, "Y1": 0.1202, "X2": 0.32148, "Y2": 0.12, "X3": 0.32279, "Y3": 0.1358, "X4": 0.29776, "Y4": 0.1358, "page": 0, "Index": 12}, {"Word": "do", "Confidence": 0.997, "X1": 0.32806, "Y1": 0.1202, "X2": 0.3531, "Y2": 0.12, "X3": 0.35441, "Y3": 0.1358, "X4": 0.32806, "Y4": 0.1358, "page": 0, "Index": 13}, {"Word": "so.", "Confidence": 0.998, "X1": 0.36232, "Y1": 0.1192, "X2": 0.39657, "Y2": 0.119, "X3": 0.39657, "Y3": 0.1358, "X4": 0.36232, "Y4": 0.1358, "page": 0, "Index": 14}, {"Word": "Copies", "Confidence": 0.991, "X1": 0.41238, "Y1": 0.1192, "X2": 0.47958, "Y2": 0.119, "X3": 0.47958, "Y3": 0.1358, "X4": 0.41238, "Y4": 0.1358, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.998, "X1": 0.48485, "Y1": 0.1192, "X2": 0.50988, "Y2": 0.119, "X3": 0.50988, "Y3": 0.1358, "X4": 0.48617, "Y4": 0.1358, "page": 0, "Index": 16}, {"Word": "any", "Confidence": 0.998, "X1": 0.51647, "Y1": 0.1192, "X2": 0.55072, "Y2": 0.119, "X3": 0.55072, "Y3": 0.1348, "X4": 0.51647, "Y4": 0.1358, "page": 0, "Index": 17}, {"Word": "published", "Confidence": 0.995, "X1": 0.55863, "Y1": 0.1192, "X2": 0.65613, "Y2": 0.119, "X3": 0.65744, "Y3": 0.1348, "X4": 0.55863, "Y4": 0.1348, "page": 0, "Index": 18}, {"Word": "results", "Confidence": 0.994, "X1": 0.66403, "Y1": 0.1182, "X2": 0.74177, "Y2": 0.118, "X3": 0.74177, "Y3": 0.1348, "X4": 0.66403, "Y4": 0.1348, "page": 0, "Index": 19}, {"Word": "and", "Confidence": 0.998, "X1": 0.74967, "Y1": 0.1182, "X2": 0.78393, "Y2": 0.118, "X3": 0.78393, "Y3": 0.1348, "X4": 0.74967, "Y4": 0.1348, "page": 0, "Index": 20}, {"Word": "data", "Confidence": 0.986, "X1": 0.79051, "Y1": 0.1182, "X2": 0.83531, "Y2": 0.118, "X3": 0.83531, "Y3": 0.1348, "X4": 0.79051, "Y4": 0.1348, "page": 0, "Index": 21}, {"Word": "are", "Confidence": 0.998, "X1": 0.84453, "Y1": 0.1182, "X2": 0.87747, "Y2": 0.118, "X3": 0.87747, "Y3": 0.1348, "X4": 0.84453, "Y4": 0.1348, "page": 0, "Index": 22}, {"Word": "to", "Confidence": 0.998, "X1": 0.88538, "Y1": 0.1182, "X2": 0.90909, "Y2": 0.118, "X3": 0.90909, "Y3": 0.1348, "X4": 0.88538, "Y4": 0.1348, "page": 0, "Index": 23}, {"Word": "be", "Confidence": 0.992, "X1": 0.19236, "Y1": 0.1352, "X2": 0.21607, "Y2": 0.135, "X3": 0.21607, "Y3": 0.1508, "X4": 0.19236, "Y4": 0.1508, "page": 0, "Index": 24}, {"Word": "given", "Confidence": 0.998, "X1": 0.22398, "Y1": 0.1352, "X2": 0.278, "Y2": 0.135, "X3": 0.278, "Y3": 0.1518, "X4": 0.22266, "Y4": 0.1508, "page": 0, "Index": 25}, {"Word": "or", "Confidence": 0.998, "X1": 0.28722, "Y1": 0.1352, "X2": 0.31094, "Y2": 0.135, "X3": 0.30962, "Y3": 0.1518, "X4": 0.2859, "Y4": 0.1518, "page": 0, "Index": 26}, {"Word": "sent", "Confidence": 0.989, "X1": 0.32016, "Y1": 0.1352, "X2": 0.36495, "Y2": 0.135, "X3": 0.36364, "Y3": 0.1508, "X4": 0.31884, "Y4": 0.1518, "page": 0, "Index": 27}, {"Word": "to", "Confidence": 0.998, "X1": 0.37286, "Y1": 0.1352, "X2": 0.39526, "Y2": 0.135, "X3": 0.39526, "Y3": 0.1508, "X4": 0.37286, "Y4": 0.1508, "page": 0, "Index": 28}, {"Word": "Reynolds.", "Confidence": 0.981, "X1": 0.40316, "Y1": 0.1342, "X2": 0.49934, "Y2": 0.134, "X3": 0.49802, "Y3": 0.1498, "X4": 0.40184, "Y4": 0.1508, "page": 0, "Index": 29}, {"Word": "6.", "Confidence": 0.998, "X1": 0.13966, "Y1": 0.1652, "X2": 0.16469, "Y2": 0.165, "X3": 0.16337, "Y3": 0.1818, "X4": 0.13966, "Y4": 0.1818, "page": 0, "Index": 30}, {"Word": "Six", "Confidence": 0.998, "X1": 0.19236, "Y1": 0.1662, "X2": 0.2253, "Y2": 0.166, "X3": 0.2253, "Y3": 0.1818, "X4": 0.19236, "Y4": 0.1818, "page": 0, "Index": 31}, {"Word": "months", "Confidence": 0.996, "X1": 0.2332, "Y1": 0.1662, "X2": 0.3004, "Y2": 0.166, "X3": 0.3004, "Y3": 0.1818, "X4": 0.23188, "Y4": 0.1818, "page": 0, "Index": 32}, {"Word": "after", "Confidence": 0.994, "X1": 0.30962, "Y1": 0.1662, "X2": 0.36364, "Y2": 0.166, "X3": 0.36232, "Y3": 0.1828, "X4": 0.30962, "Y4": 0.1818, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.37154, "Y1": 0.1662, "X2": 0.40711, "Y2": 0.166, "X3": 0.4058, "Y3": 0.1828, "X4": 0.37154, "Y4": 0.1828, "page": 0, "Index": 34}, {"Word": "commencement", "Confidence": 0.992, "X1": 0.41238, "Y1": 0.1662, "X2": 0.5415, "Y2": 0.166, "X3": 0.5415, "Y3": 0.1828, "X4": 0.41238, "Y4": 0.1828, "page": 0, "Index": 35}, {"Word": "date,", "Confidence": 0.997, "X1": 0.54809, "Y1": 0.1662, "X2": 0.60474, "Y2": 0.166, "X3": 0.60474, "Y3": 0.1828, "X4": 0.54677, "Y4": 0.1828, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.998, "X1": 0.61133, "Y1": 0.1662, "X2": 0.64559, "Y2": 0.166, "X3": 0.64559, "Y3": 0.1828, "X4": 0.61133, "Y4": 0.1828, "page": 0, "Index": 37}, {"Word": "project", "Confidence": 0.993, "X1": 0.65217, "Y1": 0.1662, "X2": 0.72991, "Y2": 0.166, "X3": 0.72991, "Y3": 0.1828, "X4": 0.65217, "Y4": 0.1828, "page": 0, "Index": 38}, {"Word": "officer,", "Confidence": 0.995, "X1": 0.73781, "Y1": 0.1662, "X2": 0.82609, "Y2": 0.166, "X3": 0.82609, "Y3": 0.1828, "X4": 0.73781, "Y4": 0.1828, "page": 0, "Index": 39}, {"Word": "Or.", "Confidence": 0.658, "X1": 0.83267, "Y1": 0.1652, "X2": 0.86957, "Y2": 0.165, "X3": 0.86957, "Y3": 0.1828, "X4": 0.83267, "Y4": 0.1828, "page": 0, "Index": 40}, {"Word": "A.", "Confidence": 0.995, "X1": 0.87352, "Y1": 0.1652, "X2": 0.89592, "Y2": 0.165, "X3": 0.89592, "Y3": 0.1818, "X4": 0.87352, "Y4": 0.1828, "page": 0, "Index": 41}, {"Word": "Wallace", "Confidence": 0.994, "X1": 0.19368, "Y1": 0.1822, "X2": 0.26746, "Y2": 0.182, "X3": 0.26746, "Y3": 0.1978, "X4": 0.19236, "Y4": 0.1968, "page": 0, "Index": 42}, {"Word": "Hayes", "Confidence": 0.997, "X1": 0.27536, "Y1": 0.1822, "X2": 0.3307, "Y2": 0.182, "X3": 0.3307, "Y3": 0.1978, "X4": 0.27404, "Y4": 0.1978, "page": 0, "Index": 43}, {"Word": "appropriate", "Confidence": 0.994, "X1": 0.70751, "Y1": 0.1832, "X2": 0.82345, "Y2": 0.183, "X3": 0.82345, "Y3": 0.1978, "X4": 0.70751, "Y4": 0.1988, "page": 0, "Index": 44}, {"Word": "number", "Confidence": 0.996, "X1": 0.83136, "Y1": 0.1822, "X2": 0.89723, "Y2": 0.182, "X3": 0.89723, "Y3": 0.1968, "X4": 0.83136, "Y4": 0.1978, "page": 0, "Index": 45}, {"Word": "or", "Confidence": 0.998, "X1": 0.33992, "Y1": 0.1822, "X2": 0.36364, "Y2": 0.182, "X3": 0.36364, "Y3": 0.1988, "X4": 0.3386, "Y4": 0.1978, "page": 0, "Index": 46}, {"Word": "his", "Confidence": 0.998, "X1": 0.37022, "Y1": 0.1822, "X2": 0.40448, "Y2": 0.182, "X3": 0.40448, "Y3": 0.1988, "X4": 0.37022, "Y4": 0.1988, "page": 0, "Index": 47}, {"Word": "designee,", "Confidence": 0.994, "X1": 0.4137, "Y1": 0.1832, "X2": 0.50988, "Y2": 0.183, "X3": 0.50988, "Y3": 0.1988, "X4": 0.41238, "Y4": 0.1988, "page": 0, "Index": 48}, {"Word": "will", "Confidence": 0.991, "X1": 0.51647, "Y1": 0.1832, "X2": 0.56258, "Y2": 0.183, "X3": 0.56126, "Y3": 0.1988, "X4": 0.51515, "Y4": 0.1988, "page": 0, "Index": 49}, {"Word": "designate", "Confidence": 0.991, "X1": 0.56917, "Y1": 0.1832, "X2": 0.66667, "Y2": 0.183, "X3": 0.66535, "Y3": 0.1988, "X4": 0.56917, "Y4": 0.1988, "page": 0, "Index": 50}, {"Word": "an", "Confidence": 0.994, "X1": 0.67589, "Y1": 0.1832, "X2": 0.69697, "Y2": 0.183, "X3": 0.69697, "Y3": 0.1988, "X4": 0.67589, "Y4": 0.1988, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.19236, "Y1": 0.1982, "X2": 0.21476, "Y2": 0.198, "X3": 0.21476, "Y3": 0.2138, "X4": 0.19236, "Y4": 0.2138, "page": 0, "Index": 52}, {"Word": "Reynolds", "Confidence": 0.992, "X1": 0.22266, "Y1": 0.1982, "X2": 0.31094, "Y2": 0.198, "X3": 0.30962, "Y3": 0.2148, "X4": 0.22134, "Y4": 0.2138, "page": 0, "Index": 53}, {"Word": "scientists", "Confidence": 0.994, "X1": 0.31884, "Y1": 0.1982, "X2": 0.42556, "Y2": 0.198, "X3": 0.42556, "Y3": 0.2148, "X4": 0.31884, "Y4": 0.2148, "page": 0, "Index": 54}, {"Word": "(perhaps", "Confidence": 0.994, "X1": 0.4361, "Y1": 0.1982, "X2": 0.5191, "Y2": 0.198, "X3": 0.5191, "Y3": 0.2148, "X4": 0.4361, "Y4": 0.2148, "page": 0, "Index": 55}, {"Word": "3", "Confidence": 0.993, "X1": 0.52701, "Y1": 0.1982, "X2": 0.53887, "Y2": 0.198, "X3": 0.53887, "Y3": 0.2148, "X4": 0.52701, "Y4": 0.2148, "page": 0, "Index": 56}, {"Word": "to", "Confidence": 0.998, "X1": 0.54809, "Y1": 0.1982, "X2": 0.57181, "Y2": 0.198, "X3": 0.57181, "Y3": 0.2148, "X4": 0.54809, "Y4": 0.2148, "page": 0, "Index": 57}, {"Word": "5)", "Confidence": 0.998, "X1": 0.57971, "Y1": 0.1982, "X2": 0.60343, "Y2": 0.198, "X3": 0.60343, "Y3": 0.2148, "X4": 0.57971, "Y4": 0.2148, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.997, "X1": 0.61265, "Y1": 0.1982, "X2": 0.63505, "Y2": 0.198, "X3": 0.63505, "Y3": 0.2148, "X4": 0.61265, "Y4": 0.2148, "page": 0, "Index": 59}, {"Word": "act", "Confidence": 0.998, "X1": 0.64427, "Y1": 0.1982, "X2": 0.67721, "Y2": 0.198, "X3": 0.67721, "Y3": 0.2148, "X4": 0.64295, "Y4": 0.2148, "page": 0, "Index": 60}, {"Word": "as", "Confidence": 0.997, "X1": 0.68643, "Y1": 0.1982, "X2": 0.70883, "Y2": 0.198, "X3": 0.70883, "Y3": 0.2148, "X4": 0.68643, "Y4": 0.2148, "page": 0, "Index": 61}, {"Word": "an", "Confidence": 0.991, "X1": 0.71805, "Y1": 0.1982, "X2": 0.74045, "Y2": 0.198, "X3": 0.74045, "Y3": 0.2148, "X4": 0.71805, "Y4": 0.2148, "page": 0, "Index": 62}, {"Word": "advisory", "Confidence": 0.995, "X1": 0.74967, "Y1": 0.1992, "X2": 0.83531, "Y2": 0.199, "X3": 0.83531, "Y3": 0.2138, "X4": 0.74835, "Y4": 0.2148, "page": 0, "Index": 63}, {"Word": "group.", "Confidence": 0.995, "X1": 0.84321, "Y1": 0.1992, "X2": 0.90646, "Y2": 0.199, "X3": 0.90646, "Y3": 0.2138, "X4": 0.84321, "Y4": 0.2138, "page": 0, "Index": 64}, {"Word": "The", "Confidence": 0.994, "X1": 0.19236, "Y1": 0.2132, "X2": 0.2253, "Y2": 0.213, "X3": 0.22398, "Y3": 0.2298, "X4": 0.19236, "Y4": 0.2298, "page": 0, "Index": 65}, {"Word": "function", "Confidence": 0.995, "X1": 0.23452, "Y1": 0.2142, "X2": 0.32016, "Y2": 0.214, "X3": 0.32016, "Y3": 0.2298, "X4": 0.2332, "Y4": 0.2298, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.998, "X1": 0.32938, "Y1": 0.2142, "X2": 0.35178, "Y2": 0.214, "X3": 0.35178, "Y3": 0.2298, "X4": 0.32938, "Y4": 0.2298, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.998, "X1": 0.361, "Y1": 0.2142, "X2": 0.39526, "Y2": 0.214, "X3": 0.39526, "Y3": 0.2298, "X4": 0.361, "Y4": 0.2298, "page": 0, "Index": 68}, {"Word": "group", "Confidence": 0.997, "X1": 0.40184, "Y1": 0.2142, "X2": 0.45718, "Y2": 0.214, "X3": 0.45718, "Y3": 0.2308, "X4": 0.40184, "Y4": 0.2298, "page": 0, "Index": 69}, {"Word": "is", "Confidence": 0.998, "X1": 0.4664, "Y1": 0.2142, "X2": 0.48748, "Y2": 0.214, "X3": 0.48748, "Y3": 0.2308, "X4": 0.4664, "Y4": 0.2308, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.998, "X1": 0.49539, "Y1": 0.2142, "X2": 0.51779, "Y2": 0.214, "X3": 0.51779, "Y3": 0.2308, "X4": 0.49539, "Y4": 0.2308, "page": 0, "Index": 71}, {"Word": "be", "Confidence": 0.997, "X1": 0.52569, "Y1": 0.2142, "X2": 0.54941, "Y2": 0.214, "X3": 0.54941, "Y3": 0.2308, "X4": 0.52569, "Y4": 0.2308, "page": 0, "Index": 72}, {"Word": "advisory", "Confidence": 0.994, "X1": 0.55863, "Y1": 0.2142, "X2": 0.64559, "Y2": 0.214, "X3": 0.64559, "Y3": 0.2308, "X4": 0.55863, "Y4": 0.2308, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.998, "X1": 0.65481, "Y1": 0.2142, "X2": 0.68643, "Y2": 0.214, "X3": 0.68775, "Y3": 0.2308, "X4": 0.65481, "Y4": 0.2308, "page": 0, "Index": 74}, {"Word": "not", "Confidence": 0.998, "X1": 0.69433, "Y1": 0.2142, "X2": 0.72859, "Y2": 0.214, "X3": 0.72859, "Y3": 0.2308, "X4": 0.69433, "Y4": 0.2308, "page": 0, "Index": 75}, {"Word": "controlling.", "Confidence": 0.991, "X1": 0.7365, "Y1": 0.2132, "X2": 0.86693, "Y2": 0.213, "X3": 0.86825, "Y3": 0.2298, "X4": 0.7365, "Y4": 0.2308, "page": 0, "Index": 76}, {"Word": "It", "Confidence": 0.997, "X1": 0.88406, "Y1": 0.2132, "X2": 0.90514, "Y2": 0.213, "X3": 0.90646, "Y3": 0.2298, "X4": 0.88406, "Y4": 0.2298, "page": 0, "Index": 77}, {"Word": "will", "Confidence": 0.996, "X1": 0.19236, "Y1": 0.2292, "X2": 0.23452, "Y2": 0.229, "X3": 0.23452, "Y3": 0.2458, "X4": 0.19104, "Y4": 0.2458, "page": 0, "Index": 78}, {"Word": "be", "Confidence": 0.998, "X1": 0.24242, "Y1": 0.2292, "X2": 0.26746, "Y2": 0.229, "X3": 0.26614, "Y3": 0.2458, "X4": 0.24242, "Y4": 0.2458, "page": 0, "Index": 79}, {"Word": "asked", "Confidence": 0.997, "X1": 0.27536, "Y1": 0.2292, "X2": 0.3307, "Y2": 0.229, "X3": 0.3307, "Y3": 0.2458, "X4": 0.27536, "Y4": 0.2458, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.998, "X1": 0.33992, "Y1": 0.2302, "X2": 0.36232, "Y2": 0.23, "X3": 0.36232, "Y3": 0.2458, "X4": 0.3386, "Y4": 0.2458, "page": 0, "Index": 81}, {"Word": "offer", "Confidence": 0.997, "X1": 0.37022, "Y1": 0.2302, "X2": 0.42424, "Y2": 0.23, "X3": 0.42424, "Y3": 0.2458, "X4": 0.37022, "Y4": 0.2458, "page": 0, "Index": 82}, {"Word": "such", "Confidence": 0.989, "X1": 0.43347, "Y1": 0.2302, "X2": 0.47694, "Y2": 0.23, "X3": 0.47694, "Y3": 0.2458, "X4": 0.43347, "Y4": 0.2458, "page": 0, "Index": 83}, {"Word": "advice", "Confidence": 0.996, "X1": 0.48617, "Y1": 0.2302, "X2": 0.55072, "Y2": 0.23, "X3": 0.54941, "Y3": 0.2458, "X4": 0.48617, "Y4": 0.2458, "page": 0, "Index": 84}, {"Word": "and", "Confidence": 0.998, "X1": 0.55863, "Y1": 0.2302, "X2": 0.59289, "Y2": 0.23, "X3": 0.59289, "Y3": 0.2458, "X4": 0.55863, "Y4": 0.2458, "page": 0, "Index": 85}, {"Word": "criticism", "Confidence": 0.993, "X1": 0.59947, "Y1": 0.2302, "X2": 0.69697, "Y2": 0.23, "X3": 0.69697, "Y3": 0.2458, "X4": 0.59947, "Y4": 0.2458, "page": 0, "Index": 86}, {"Word": "as", "Confidence": 0.997, "X1": 0.70619, "Y1": 0.2302, "X2": 0.72859, "Y2": 0.23, "X3": 0.72859, "Y3": 0.2458, "X4": 0.70619, "Y4": 0.2458, "page": 0, "Index": 87}, {"Word": "its", "Confidence": 0.998, "X1": 0.73913, "Y1": 0.2302, "X2": 0.77075, "Y2": 0.23, "X3": 0.77075, "Y3": 0.2458, "X4": 0.73913, "Y4": 0.2458, "page": 0, "Index": 88}, {"Word": "members", "Confidence": 0.995, "X1": 0.77866, "Y1": 0.2302, "X2": 0.85771, "Y2": 0.23, "X3": 0.85771, "Y3": 0.2458, "X4": 0.77866, "Y4": 0.2458, "page": 0, "Index": 89}, {"Word": "may", "Confidence": 0.998, "X1": 0.86298, "Y1": 0.2302, "X2": 0.89855, "Y2": 0.23, "X3": 0.89855, "Y3": 0.2458, "X4": 0.86298, "Y4": 0.2458, "page": 0, "Index": 90}, {"Word": "deem", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.2462, "X2": 0.2332, "Y2": 0.246, "X3": 0.2332, "Y3": 0.2618, "X4": 0.19104, "Y4": 0.2618, "page": 0, "Index": 91}, {"Word": "appropriate", "Confidence": 0.993, "X1": 0.24506, "Y1": 0.2462, "X2": 0.36232, "Y2": 0.246, "X3": 0.36232, "Y3": 0.2618, "X4": 0.24506, "Y4": 0.2618, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.994, "X1": 0.37022, "Y1": 0.2462, "X2": 0.40448, "Y2": 0.246, "X3": 0.40448, "Y3": 0.2618, "X4": 0.37022, "Y4": 0.2618, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.998, "X1": 0.41238, "Y1": 0.2462, "X2": 0.43478, "Y2": 0.246, "X3": 0.43478, "Y3": 0.2618, "X4": 0.41238, "Y4": 0.2618, "page": 0, "Index": 94}, {"Word": "render", "Confidence": 0.997, "X1": 0.44269, "Y1": 0.2462, "X2": 0.50856, "Y2": 0.246, "X3": 0.50856, "Y3": 0.2618, "X4": 0.44269, "Y4": 0.2618, "page": 0, "Index": 95}, {"Word": "a", "Confidence": 0.991, "X1": 0.51647, "Y1": 0.2462, "X2": 0.52833, "Y2": 0.246, "X3": 0.52833, "Y3": 0.2618, "X4": 0.51647, "Y4": 0.2618, "page": 0, "Index": 96}, {"Word": "brief", "Confidence": 0.997, "X1": 0.53623, "Y1": 0.2462, "X2": 0.59289, "Y2": 0.246, "X3": 0.59289, "Y3": 0.2618, "X4": 0.53623, "Y4": 0.2618, "page": 0, "Index": 97}, {"Word": "status", "Confidence": 0.997, "X1": 0.60079, "Y1": 0.2462, "X2": 0.66667, "Y2": 0.246, "X3": 0.66667, "Y3": 0.2618, "X4": 0.60079, "Y4": 0.2618, "page": 0, "Index": 98}, {"Word": "report", "Confidence": 0.997, "X1": 0.67457, "Y1": 0.2462, "X2": 0.73913, "Y2": 0.246, "X3": 0.73913, "Y3": 0.2618, "X4": 0.67457, "Y4": 0.2618, "page": 0, "Index": 99}, {"Word": "to", "Confidence": 0.998, "X1": 0.74967, "Y1": 0.2462, "X2": 0.77075, "Y2": 0.246, "X3": 0.77075, "Y3": 0.2608, "X4": 0.74967, "Y4": 0.2618, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.998, "X1": 0.77997, "Y1": 0.2462, "X2": 0.81423, "Y2": 0.246, "X3": 0.81423, "Y3": 0.2608, "X4": 0.78129, "Y4": 0.2608, "page": 0, "Index": 101}, {"Word": "prin-", "Confidence": 0.997, "X1": 0.82213, "Y1": 0.2462, "X2": 0.87879, "Y2": 0.246, "X3": 0.87879, "Y3": 0.2608, "X4": 0.82213, "Y4": 0.2608, "page": 0, "Index": 102}, {"Word": "cipal", "Confidence": 0.994, "X1": 0.19368, "Y1": 0.2622, "X2": 0.24506, "Y2": 0.262, "X3": 0.24506, "Y3": 0.2778, "X4": 0.19368, "Y4": 0.2768, "page": 0, "Index": 103}, {"Word": "investigator", "Confidence": 0.992, "X1": 0.2556, "Y1": 0.2622, "X2": 0.3834, "Y2": 0.262, "X3": 0.38208, "Y3": 0.2778, "X4": 0.25428, "Y4": 0.2778, "page": 0, "Index": 104}, {"Word": "and", "Confidence": 0.998, "X1": 0.39262, "Y1": 0.2622, "X2": 0.42424, "Y2": 0.262, "X3": 0.42424, "Y3": 0.2778, "X4": 0.3913, "Y4": 0.2778, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.43347, "Y1": 0.2622, "X2": 0.46772, "Y2": 0.262, "X3": 0.4664, "Y3": 0.2778, "X4": 0.43215, "Y4": 0.2778, "page": 0, "Index": 106}, {"Word": "project", "Confidence": 0.996, "X1": 0.47431, "Y1": 0.2622, "X2": 0.55072, "Y2": 0.262, "X3": 0.54941, "Y3": 0.2778, "X4": 0.47431, "Y4": 0.2778, "page": 0, "Index": 107}, {"Word": "officer.", "Confidence": 0.995, "X1": 0.55731, "Y1": 0.2622, "X2": 0.6469, "Y2": 0.262, "X3": 0.64559, "Y3": 0.2778, "X4": 0.55731, "Y4": 0.2778, "page": 0, "Index": 108}, {"Word": "The", "Confidence": 0.998, "X1": 0.66403, "Y1": 0.2622, "X2": 0.69697, "Y2": 0.262, "X3": 0.69697, "Y3": 0.2778, "X4": 0.66271, "Y4": 0.2778, "page": 0, "Index": 109}, {"Word": "group", "Confidence": 0.998, "X1": 0.70487, "Y1": 0.2622, "X2": 0.76153, "Y2": 0.262, "X3": 0.76021, "Y3": 0.2778, "X4": 0.70487, "Y4": 0.2778, "page": 0, "Index": 110}, {"Word": "shall", "Confidence": 0.991, "X1": 0.76943, "Y1": 0.2622, "X2": 0.82477, "Y2": 0.262, "X3": 0.82477, "Y3": 0.2778, "X4": 0.76943, "Y4": 0.2778, "page": 0, "Index": 111}, {"Word": "meet", "Confidence": 0.989, "X1": 0.83136, "Y1": 0.2622, "X2": 0.87615, "Y2": 0.262, "X3": 0.87615, "Y3": 0.2768, "X4": 0.83136, "Y4": 0.2778, "page": 0, "Index": 112}, {"Word": "again", "Confidence": 0.995, "X1": 0.19368, "Y1": 0.2782, "X2": 0.24374, "Y2": 0.278, "X3": 0.24374, "Y3": 0.2928, "X4": 0.19368, "Y4": 0.2928, "page": 0, "Index": 113}, {"Word": "for", "Confidence": 0.998, "X1": 0.2556, "Y1": 0.2782, "X2": 0.28722, "Y2": 0.278, "X3": 0.28722, "Y3": 0.2938, "X4": 0.25428, "Y4": 0.2928, "page": 0, "Index": 114}, {"Word": "a", "Confidence": 0.995, "X1": 0.29776, "Y1": 0.2782, "X2": 0.30962, "Y2": 0.278, "X3": 0.3083, "Y3": 0.2938, "X4": 0.29644, "Y4": 0.2938, "page": 0, "Index": 115}, {"Word": "similar", "Confidence": 0.996, "X1": 0.31752, "Y1": 0.2782, "X2": 0.39262, "Y2": 0.278, "X3": 0.39262, "Y3": 0.2938, "X4": 0.31752, "Y4": 0.2938, "page": 0, "Index": 116}, {"Word": "review", "Confidence": 0.996, "X1": 0.40184, "Y1": 0.2782, "X2": 0.46509, "Y2": 0.278, "X3": 0.46509, "Y3": 0.2938, "X4": 0.40053, "Y4": 0.2938, "page": 0, "Index": 117}, {"Word": "just", "Confidence": 0.991, "X1": 0.47563, "Y1": 0.2782, "X2": 0.51779, "Y2": 0.278, "X3": 0.51779, "Y3": 0.2938, "X4": 0.47563, "Y4": 0.2938, "page": 0, "Index": 118}, {"Word": "prior", "Confidence": 0.997, "X1": 0.52569, "Y1": 0.2782, "X2": 0.58103, "Y2": 0.278, "X3": 0.57971, "Y3": 0.2938, "X4": 0.52569, "Y4": 0.2938, "page": 0, "Index": 119}, {"Word": "to", "Confidence": 0.998, "X1": 0.59025, "Y1": 0.2782, "X2": 0.61133, "Y2": 0.278, "X3": 0.61133, "Y3": 0.2938, "X4": 0.59025, "Y4": 0.2938, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.998, "X1": 0.62187, "Y1": 0.2782, "X2": 0.65481, "Y2": 0.278, "X3": 0.65481, "Y3": 0.2938, "X4": 0.62055, "Y4": 0.2938, "page": 0, "Index": 121}, {"Word": "anniversary", "Confidence": 0.991, "X1": 0.66271, "Y1": 0.2782, "X2": 0.78129, "Y2": 0.278, "X3": 0.78129, "Y3": 0.2938, "X4": 0.66271, "Y4": 0.2938, "page": 0, "Index": 122}, {"Word": "of", "Confidence": 0.998, "X1": 0.79051, "Y1": 0.2782, "X2": 0.81423, "Y2": 0.278, "X3": 0.81423, "Y3": 0.2938, "X4": 0.7892, "Y4": 0.2938, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.998, "X1": 0.82213, "Y1": 0.2792, "X2": 0.85639, "Y2": 0.279, "X3": 0.85507, "Y3": 0.2938, "X4": 0.82213, "Y4": 0.2938, "page": 0, "Index": 124}, {"Word": "com-", "Confidence": 0.988, "X1": 0.86298, "Y1": 0.2792, "X2": 0.90646, "Y2": 0.279, "X3": 0.90646, "Y3": 0.2938, "X4": 0.86298, "Y4": 0.2938, "page": 0, "Index": 125}, {"Word": "mencement", "Confidence": 0.994, "X1": 0.19236, "Y1": 0.2952, "X2": 0.28722, "Y2": 0.295, "X3": 0.28722, "Y3": 0.3088, "X4": 0.19104, "Y4": 0.3088, "page": 0, "Index": 126}, {"Word": "date.", "Confidence": 0.996, "X1": 0.29644, "Y1": 0.2962, "X2": 0.34914, "Y2": 0.296, "X3": 0.34914, "Y3": 0.3098, "X4": 0.29644, "Y4": 0.3098, "page": 0, "Index": 127}, {"Word": "7.", "Confidence": 0.759, "X1": 0.14097, "Y1": 0.3252, "X2": 0.15679, "Y2": 0.325, "X3": 0.15679, "Y3": 0.3398, "X4": 0.14097, "Y4": 0.3398, "page": 0, "Index": 128}, {"Word": "The", "Confidence": 0.998, "X1": 0.18972, "Y1": 0.3252, "X2": 0.22398, "Y2": 0.325, "X3": 0.22398, "Y3": 0.3418, "X4": 0.18972, "Y4": 0.3418, "page": 0, "Index": 129}, {"Word": "principal", "Confidence": 0.995, "X1": 0.23057, "Y1": 0.3262, "X2": 0.3307, "Y2": 0.326, "X3": 0.3307, "Y3": 0.3418, "X4": 0.23057, "Y4": 0.3418, "page": 0, "Index": 130}, {"Word": "investigator", "Confidence": 0.991, "X1": 0.3386, "Y1": 0.3262, "X2": 0.4664, "Y2": 0.326, "X3": 0.4664, "Y3": 0.3418, "X4": 0.3386, "Y4": 0.3418, "page": 0, "Index": 131}, {"Word": "shall", "Confidence": 0.997, "X1": 0.47431, "Y1": 0.3262, "X2": 0.52833, "Y2": 0.326, "X3": 0.52833, "Y3": 0.3428, "X4": 0.47431, "Y4": 0.3428, "page": 0, "Index": 132}, {"Word": "render", "Confidence": 0.997, "X1": 0.53491, "Y1": 0.3262, "X2": 0.60211, "Y2": 0.326, "X3": 0.60211, "Y3": 0.3428, "X4": 0.53491, "Y4": 0.3428, "page": 0, "Index": 133}, {"Word": "written", "Confidence": 0.995, "X1": 0.6087, "Y1": 0.3262, "X2": 0.68511, "Y2": 0.326, "X3": 0.68511, "Y3": 0.3428, "X4": 0.6087, "Y4": 0.3428, "page": 0, "Index": 134}, {"Word": "reports", "Confidence": 0.995, "X1": 0.69302, "Y1": 0.3262, "X2": 0.77075, "Y2": 0.326, "X3": 0.77075, "Y3": 0.3428, "X4": 0.69302, "Y4": 0.3428, "page": 0, "Index": 135}, {"Word": "to", "Confidence": 0.998, "X1": 0.77866, "Y1": 0.3262, "X2": 0.80237, "Y2": 0.326, "X3": 0.80237, "Y3": 0.3428, "X4": 0.77866, "Y4": 0.3428, "page": 0, "Index": 136}, {"Word": "the", "Confidence": 0.998, "X1": 0.81028, "Y1": 0.3262, "X2": 0.84585, "Y2": 0.326, "X3": 0.84585, "Y3": 0.3428, "X4": 0.81028, "Y4": 0.3428, "page": 0, "Index": 137}, {"Word": "proj-", "Confidence": 0.994, "X1": 0.85112, "Y1": 0.3262, "X2": 0.90646, "Y2": 0.326, "X3": 0.90646, "Y3": 0.3428, "X4": 0.85112, "Y4": 0.3428, "page": 0, "Index": 138}, {"Word": "ect", "Confidence": 0.998, "X1": 0.19104, "Y1": 0.3422, "X2": 0.22266, "Y2": 0.342, "X3": 0.22134, "Y3": 0.3568, "X4": 0.19104, "Y4": 0.3568, "page": 0, "Index": 139}, {"Word": "officer,", "Confidence": 0.995, "X1": 0.23057, "Y1": 0.3422, "X2": 0.32016, "Y2": 0.342, "X3": 0.31884, "Y3": 0.3578, "X4": 0.23057, "Y4": 0.3568, "page": 0, "Index": 140}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.32543, "Y1": 0.3422, "X2": 0.36232, "Y2": 0.342, "X3": 0.361, "Y3": 0.3578, "X4": 0.32543, "Y4": 0.3578, "page": 0, "Index": 141}, {"Word": "A.", "Confidence": 0.997, "X1": 0.36759, "Y1": 0.3422, "X2": 0.39394, "Y2": 0.342, "X3": 0.39262, "Y3": 0.3578, "X4": 0.36759, "Y4": 0.3578, "page": 0, "Index": 142}, {"Word": "year-end", "Confidence": 0.995, "X1": 0.8195, "Y1": 0.3432, "X2": 0.90646, "Y2": 0.343, "X3": 0.90646, "Y3": 0.3578, "X4": 0.8195, "Y4": 0.3588, "page": 0, "Index": 143}, {"Word": "Wallace", "Confidence": 0.996, "X1": 0.39921, "Y1": 0.3422, "X2": 0.47563, "Y2": 0.342, "X3": 0.47563, "Y3": 0.3588, "X4": 0.39921, "Y4": 0.3578, "page": 0, "Index": 144}, {"Word": "Hayes", "Confidence": 0.997, "X1": 0.48221, "Y1": 0.3422, "X2": 0.53755, "Y2": 0.342, "X3": 0.53755, "Y3": 0.3588, "X4": 0.4809, "Y4": 0.3588, "page": 0, "Index": 145}, {"Word": "or", "Confidence": 0.997, "X1": 0.54545, "Y1": 0.3422, "X2": 0.56917, "Y2": 0.342, "X3": 0.56917, "Y3": 0.3588, "X4": 0.54414, "Y4": 0.3588, "page": 0, "Index": 146}, {"Word": "his", "Confidence": 0.998, "X1": 0.57708, "Y1": 0.3422, "X2": 0.61133, "Y2": 0.342, "X3": 0.61001, "Y3": 0.3588, "X4": 0.57576, "Y4": 0.3588, "page": 0, "Index": 147}, {"Word": "designee,", "Confidence": 0.994, "X1": 0.61924, "Y1": 0.3432, "X2": 0.71937, "Y2": 0.343, "X3": 0.71805, "Y3": 0.3588, "X4": 0.61924, "Y4": 0.3588, "page": 0, "Index": 148}, {"Word": "prior", "Confidence": 0.997, "X1": 0.72464, "Y1": 0.3432, "X2": 0.78129, "Y2": 0.343, "X3": 0.77997, "Y3": 0.3588, "X4": 0.72464, "Y4": 0.3588, "page": 0, "Index": 149}, {"Word": "to", "Confidence": 0.998, "X1": 0.7892, "Y1": 0.3432, "X2": 0.81291, "Y2": 0.343, "X3": 0.81159, "Y3": 0.3588, "X4": 0.7892, "Y4": 0.3588, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.998, "X1": 0.18841, "Y1": 0.3582, "X2": 0.21212, "Y2": 0.358, "X3": 0.21212, "Y3": 0.3738, "X4": 0.18841, "Y4": 0.3738, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.998, "X1": 0.22003, "Y1": 0.3582, "X2": 0.2556, "Y2": 0.358, "X3": 0.25428, "Y3": 0.3738, "X4": 0.22003, "Y4": 0.3738, "page": 0, "Index": 152}, {"Word": "anniversary", "Confidence": 0.991, "X1": 0.2635, "Y1": 0.3582, "X2": 0.38208, "Y2": 0.358, "X3": 0.38076, "Y3": 0.3738, "X4": 0.2635, "Y4": 0.3738, "page": 0, "Index": 153}, {"Word": "of", "Confidence": 0.995, "X1": 0.38999, "Y1": 0.3582, "X2": 0.41502, "Y2": 0.358, "X3": 0.4137, "Y3": 0.3738, "X4": 0.38999, "Y4": 0.3738, "page": 0, "Index": 154}, {"Word": "the", "Confidence": 0.998, "X1": 0.42161, "Y1": 0.3582, "X2": 0.45455, "Y2": 0.358, "X3": 0.45455, "Y3": 0.3738, "X4": 0.42161, "Y4": 0.3738, "page": 0, "Index": 155}, {"Word": "commencement", "Confidence": 0.992, "X1": 0.46245, "Y1": 0.3582, "X2": 0.59157, "Y2": 0.358, "X3": 0.59025, "Y3": 0.3738, "X4": 0.46113, "Y4": 0.3738, "page": 0, "Index": 156}, {"Word": "date", "Confidence": 0.988, "X1": 0.59816, "Y1": 0.3582, "X2": 0.64295, "Y2": 0.358, "X3": 0.64163, "Y3": 0.3738, "X4": 0.59816, "Y4": 0.3738, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.998, "X1": 0.65086, "Y1": 0.3582, "X2": 0.67457, "Y2": 0.358, "X3": 0.67325, "Y3": 0.3738, "X4": 0.65086, "Y4": 0.3738, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.998, "X1": 0.68379, "Y1": 0.3582, "X2": 0.71805, "Y2": 0.358, "X3": 0.71673, "Y3": 0.3738, "X4": 0.68248, "Y4": 0.3738, "page": 0, "Index": 159}, {"Word": "gift.", "Confidence": 0.997, "X1": 0.72464, "Y1": 0.3582, "X2": 0.78129, "Y2": 0.358, "X3": 0.78129, "Y3": 0.3738, "X4": 0.72464, "Y4": 0.3738, "page": 0, "Index": 160}, {"Word": "The", "Confidence": 0.998, "X1": 0.79974, "Y1": 0.3582, "X2": 0.83267, "Y2": 0.358, "X3": 0.83136, "Y3": 0.3738, "X4": 0.79842, "Y4": 0.3738, "page": 0, "Index": 161}, {"Word": "proj-", "Confidence": 0.996, "X1": 0.8419, "Y1": 0.3582, "X2": 0.89592, "Y2": 0.358, "X3": 0.8946, "Y3": 0.3748, "X4": 0.84058, "Y4": 0.3738, "page": 0, "Index": 162}, {"Word": "ect", "Confidence": 0.997, "X1": 0.18972, "Y1": 0.3742, "X2": 0.22266, "Y2": 0.374, "X3": 0.22266, "Y3": 0.3898, "X4": 0.18972, "Y4": 0.3898, "page": 0, "Index": 163}, {"Word": "officer", "Confidence": 0.996, "X1": 0.22925, "Y1": 0.3742, "X2": 0.30698, "Y2": 0.374, "X3": 0.30567, "Y3": 0.3898, "X4": 0.22925, "Y4": 0.3898, "page": 0, "Index": 164}, {"Word": "may", "Confidence": 0.998, "X1": 0.31357, "Y1": 0.3742, "X2": 0.34914, "Y2": 0.374, "X3": 0.34914, "Y3": 0.3898, "X4": 0.31357, "Y4": 0.3898, "page": 0, "Index": 165}, {"Word": "at", "Confidence": 0.998, "X1": 0.35837, "Y1": 0.3742, "X2": 0.38076, "Y2": 0.374, "X3": 0.38076, "Y3": 0.3898, "X4": 0.35705, "Y4": 0.3898, "page": 0, "Index": 166}, {"Word": "his", "Confidence": 0.998, "X1": 0.38867, "Y1": 0.3742, "X2": 0.42292, "Y2": 0.374, "X3": 0.42161, "Y3": 0.3898, "X4": 0.38735, "Y4": 0.3898, "page": 0, "Index": 167}, {"Word": "initiative", "Confidence": 0.994, "X1": 0.43215, "Y1": 0.3742, "X2": 0.53755, "Y2": 0.374, "X3": 0.53755, "Y3": 0.3898, "X4": 0.43215, "Y4": 0.3898, "page": 0, "Index": 168}, {"Word": "request", "Confidence": 0.995, "X1": 0.54545, "Y1": 0.3742, "X2": 0.62187, "Y2": 0.374, "X3": 0.62187, "Y3": 0.3898, "X4": 0.54545, "Y4": 0.3898, "page": 0, "Index": 169}, {"Word": "a", "Confidence": 0.992, "X1": 0.63109, "Y1": 0.3742, "X2": 0.64295, "Y2": 0.374, "X3": 0.64295, "Y3": 0.3898, "X4": 0.63109, "Y4": 0.3898, "page": 0, "Index": 170}, {"Word": "mid-year", "Confidence": 0.995, "X1": 0.64954, "Y1": 0.3742, "X2": 0.73781, "Y2": 0.374, "X3": 0.73781, "Y3": 0.3898, "X4": 0.64954, "Y4": 0.3898, "page": 0, "Index": 171}, {"Word": "report.", "Confidence": 0.996, "X1": 0.74704, "Y1": 0.3742, "X2": 0.82345, "Y2": 0.374, "X3": 0.82345, "Y3": 0.3898, "X4": 0.74572, "Y4": 0.3898, "page": 0, "Index": 172}, {"Word": "The", "Confidence": 0.998, "X1": 0.84321, "Y1": 0.3742, "X2": 0.87484, "Y2": 0.374, "X3": 0.87484, "Y3": 0.3898, "X4": 0.84321, "Y4": 0.3898, "page": 0, "Index": 173}, {"Word": "reports", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.3912, "X2": 0.26482, "Y2": 0.391, "X3": 0.26482, "Y3": 0.4058, "X4": 0.19104, "Y4": 0.4058, "page": 0, "Index": 174}, {"Word": "shall", "Confidence": 0.991, "X1": 0.27404, "Y1": 0.3912, "X2": 0.32938, "Y2": 0.391, "X3": 0.32938, "Y3": 0.4058, "X4": 0.27273, "Y4": 0.4058, "page": 0, "Index": 175}, {"Word": "cover", "Confidence": 0.998, "X1": 0.33597, "Y1": 0.3912, "X2": 0.3913, "Y2": 0.391, "X3": 0.38999, "Y3": 0.4058, "X4": 0.33597, "Y4": 0.4058, "page": 0, "Index": 176}, {"Word": "progress,", "Confidence": 0.944, "X1": 0.39921, "Y1": 0.3912, "X2": 0.49802, "Y2": 0.391, "X3": 0.49802, "Y3": 0.4058, "X4": 0.39921, "Y4": 0.4058, "page": 0, "Index": 177}, {"Word": "expenditures,", "Confidence": 0.991, "X1": 0.50461, "Y1": 0.3912, "X2": 0.64427, "Y2": 0.391, "X3": 0.64295, "Y3": 0.4058, "X4": 0.50329, "Y4": 0.4058, "page": 0, "Index": 178}, {"Word": "and", "Confidence": 0.998, "X1": 0.65349, "Y1": 0.3912, "X2": 0.68643, "Y2": 0.391, "X3": 0.68511, "Y3": 0.4058, "X4": 0.65217, "Y4": 0.4058, "page": 0, "Index": 179}, {"Word": "plans", "Confidence": 0.997, "X1": 0.69302, "Y1": 0.3912, "X2": 0.74967, "Y2": 0.391, "X3": 0.74835, "Y3": 0.4058, "X4": 0.6917, "Y4": 0.4058, "page": 0, "Index": 180}, {"Word": "for", "Confidence": 0.998, "X1": 0.75889, "Y1": 0.3912, "X2": 0.79183, "Y2": 0.391, "X3": 0.79051, "Y3": 0.4058, "X4": 0.75758, "Y4": 0.4058, "page": 0, "Index": 181}, {"Word": "the", "Confidence": 0.998, "X1": 0.80105, "Y1": 0.3912, "X2": 0.83399, "Y2": 0.391, "X3": 0.83267, "Y3": 0.4058, "X4": 0.79842, "Y4": 0.4058, "page": 0, "Index": 182}, {"Word": "pro-", "Confidence": 0.983, "X1": 0.8419, "Y1": 0.3912, "X2": 0.88274, "Y2": 0.391, "X3": 0.88142, "Y3": 0.4058, "X4": 0.84058, "Y4": 0.4058, "page": 0, "Index": 183}, {"Word": "gram.", "Confidence": 0.997, "X1": 0.18841, "Y1": 0.4072, "X2": 0.24111, "Y2": 0.407, "X3": 0.24111, "Y3": 0.4218, "X4": 0.18841, "Y4": 0.4218, "page": 0, "Index": 184}, {"Word": ".", "Confidence": 0.936, "X1": 0.24506, "Y1": 0.4072, "X2": 0.25692, "Y2": 0.407, "X3": 0.25692, "Y3": 0.4218, "X4": 0.24506, "Y4": 0.4218, "page": 0, "Index": 185}, {"Word": "The", "Confidence": 0.998, "X1": 0.2635, "Y1": 0.4062, "X2": 0.29644, "Y2": 0.406, "X3": 0.29644, "Y3": 0.4218, "X4": 0.2635, "Y4": 0.4218, "page": 0, "Index": 186}, {"Word": "annual", "Confidence": 0.995, "X1": 0.30567, "Y1": 0.4062, "X2": 0.37154, "Y2": 0.406, "X3": 0.37154, "Y3": 0.4218, "X4": 0.30567, "Y4": 0.4218, "page": 0, "Index": 187}, {"Word": "report", "Confidence": 0.997, "X1": 0.37813, "Y1": 0.4062, "X2": 0.44401, "Y2": 0.406, "X3": 0.44401, "Y3": 0.4218, "X4": 0.37813, "Y4": 0.4218, "page": 0, "Index": 188}, {"Word": "shall", "Confidence": 0.995, "X1": 0.45191, "Y1": 0.4062, "X2": 0.50593, "Y2": 0.406, "X3": 0.50593, "Y3": 0.4218, "X4": 0.45191, "Y4": 0.4218, "page": 0, "Index": 189}, {"Word": "also", "Confidence": 0.986, "X1": 0.51383, "Y1": 0.4062, "X2": 0.55863, "Y2": 0.406, "X3": 0.55731, "Y3": 0.4218, "X4": 0.51383, "Y4": 0.4218, "page": 0, "Index": 190}, {"Word": "include", "Confidence": 0.995, "X1": 0.56785, "Y1": 0.4062, "X2": 0.64295, "Y2": 0.406, "X3": 0.64295, "Y3": 0.4218, "X4": 0.56785, "Y4": 0.4218, "page": 0, "Index": 191}, {"Word": "justification", "Confidence": 0.991, "X1": 0.65086, "Y1": 0.4062, "X2": 0.79051, "Y2": 0.406, "X3": 0.79051, "Y3": 0.4218, "X4": 0.65086, "Y4": 0.4218, "page": 0, "Index": 192}, {"Word": "for", "Confidence": 0.998, "X1": 0.80105, "Y1": 0.4072, "X2": 0.83267, "Y2": 0.407, "X3": 0.83136, "Y3": 0.4218, "X4": 0.79974, "Y4": 0.4218, "page": 0, "Index": 193}, {"Word": "expen-", "Confidence": 0.994, "X1": 0.8419, "Y1": 0.4072, "X2": 0.90646, "Y2": 0.407, "X3": 0.90514, "Y3": 0.4218, "X4": 0.8419, "Y4": 0.4218, "page": 0, "Index": 194}, {"Word": "ditures", "Confidence": 0.995, "X1": 0.19236, "Y1": 0.4212, "X2": 0.26482, "Y2": 0.421, "X3": 0.2635, "Y3": 0.4378, "X4": 0.19104, "Y4": 0.4368, "page": 0, "Index": 195}, {"Word": "reported", "Confidence": 0.994, "X1": 0.27273, "Y1": 0.4222, "X2": 0.35968, "Y2": 0.422, "X3": 0.35837, "Y3": 0.4378, "X4": 0.27141, "Y4": 0.4378, "page": 0, "Index": 196}, {"Word": "in", "Confidence": 0.998, "X1": 0.37022, "Y1": 0.4222, "X2": 0.3913, "Y2": 0.422, "X3": 0.38999, "Y3": 0.4378, "X4": 0.37022, "Y4": 0.4378, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.998, "X1": 0.40053, "Y1": 0.4222, "X2": 0.43215, "Y2": 0.422, "X3": 0.43215, "Y3": 0.4378, "X4": 0.40053, "Y4": 0.4378, "page": 0, "Index": 198}, {"Word": "various", "Confidence": 0.996, "X1": 0.44137, "Y1": 0.4222, "X2": 0.51647, "Y2": 0.422, "X3": 0.51647, "Y3": 0.4378, "X4": 0.44005, "Y4": 0.4378, "page": 0, "Index": 199}, {"Word": "aspects", "Confidence": 0.996, "X1": 0.52569, "Y1": 0.4232, "X2": 0.60079, "Y2": 0.423, "X3": 0.60079, "Y3": 0.4378, "X4": 0.52437, "Y4": 0.4378, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.998, "X1": 0.60738, "Y1": 0.4232, "X2": 0.63241, "Y2": 0.423, "X3": 0.63241, "Y3": 0.4378, "X4": 0.60738, "Y4": 0.4378, "page": 0, "Index": 201}, {"Word": "the", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.4232, "X2": 0.67457, "Y2": 0.423, "X3": 0.67457, "Y3": 0.4378, "X4": 0.64032, "Y4": 0.4378, "page": 0, "Index": 202}, {"Word": "program", "Confidence": 0.996, "X1": 0.68248, "Y1": 0.4232, "X2": 0.75758, "Y2": 0.423, "X3": 0.75758, "Y3": 0.4378, "X4": 0.68248, "Y4": 0.4378, "page": 0, "Index": 203}, {"Word": "as", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.4232, "X2": 0.79051, "Y2": 0.423, "X3": 0.79051, "Y3": 0.4378, "X4": 0.76812, "Y4": 0.4378, "page": 0, "Index": 204}, {"Word": "they", "Confidence": 0.989, "X1": 0.79974, "Y1": 0.4232, "X2": 0.84321, "Y2": 0.423, "X3": 0.84321, "Y3": 0.4388, "X4": 0.79974, "Y4": 0.4378, "page": 0, "Index": 205}, {"Word": "re-", "Confidence": 0.998, "X1": 0.85244, "Y1": 0.4232, "X2": 0.88406, "Y2": 0.423, "X3": 0.88406, "Y3": 0.4388, "X4": 0.85112, "Y4": 0.4388, "page": 0, "Index": 206}, {"Word": "late", "Confidence": 0.968, "X1": 0.18841, "Y1": 0.4382, "X2": 0.23188, "Y2": 0.438, "X3": 0.23057, "Y3": 0.4528, "X4": 0.18841, "Y4": 0.4528, "page": 0, "Index": 207}, {"Word": "to", "Confidence": 0.998, "X1": 0.24111, "Y1": 0.4382, "X2": 0.2635, "Y2": 0.438, "X3": 0.26219, "Y3": 0.4528, "X4": 0.24111, "Y4": 0.4528, "page": 0, "Index": 208}, {"Word": "the", "Confidence": 0.998, "X1": 0.27404, "Y1": 0.4382, "X2": 0.30698, "Y2": 0.438, "X3": 0.30567, "Y3": 0.4538, "X4": 0.27273, "Y4": 0.4528, "page": 0, "Index": 209}, {"Word": "aims", "Confidence": 0.988, "X1": 0.31489, "Y1": 0.4382, "X2": 0.361, "Y2": 0.438, "X3": 0.35968, "Y3": 0.4538, "X4": 0.31489, "Y4": 0.4538, "page": 0, "Index": 210}, {"Word": "of", "Confidence": 0.992, "X1": 0.36891, "Y1": 0.4382, "X2": 0.39262, "Y2": 0.438, "X3": 0.39262, "Y3": 0.4538, "X4": 0.36759, "Y4": 0.4538, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.998, "X1": 0.40053, "Y1": 0.4382, "X2": 0.43347, "Y2": 0.438, "X3": 0.43215, "Y3": 0.4548, "X4": 0.39921, "Y4": 0.4538, "page": 0, "Index": 212}, {"Word": "program,", "Confidence": 0.995, "X1": 0.44137, "Y1": 0.4382, "X2": 0.52964, "Y2": 0.438, "X3": 0.52833, "Y3": 0.4548, "X4": 0.44005, "Y4": 0.4548, "page": 0, "Index": 213}, {"Word": "as", "Confidence": 0.998, "X1": 0.53623, "Y1": 0.4382, "X2": 0.55863, "Y2": 0.438, "X3": 0.55731, "Y3": 0.4548, "X4": 0.53491, "Y4": 0.4548, "page": 0, "Index": 214}, {"Word": "they", "Confidence": 0.991, "X1": 0.56785, "Y1": 0.4382, "X2": 0.61133, "Y2": 0.438, "X3": 0.61133, "Y3": 0.4548, "X4": 0.56653, "Y4": 0.4548, "page": 0, "Index": 215}, {"Word": "relate", "Confidence": 0.997, "X1": 0.61924, "Y1": 0.4382, "X2": 0.68379, "Y2": 0.438, "X3": 0.68248, "Y3": 0.4548, "X4": 0.61792, "Y4": 0.4548, "page": 0, "Index": 216}, {"Word": "to", "Confidence": 0.998, "X1": 0.69302, "Y1": 0.4382, "X2": 0.71673, "Y2": 0.438, "X3": 0.71542, "Y3": 0.4548, "X4": 0.6917, "Y4": 0.4548, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.998, "X1": 0.72464, "Y1": 0.4382, "X2": 0.75889, "Y2": 0.438, "X3": 0.75889, "Y3": 0.4548, "X4": 0.72332, "Y4": 0.4548, "page": 0, "Index": 218}, {"Word": "aims", "Confidence": 0.987, "X1": 0.76812, "Y1": 0.4382, "X2": 0.81423, "Y2": 0.438, "X3": 0.81291, "Y3": 0.4538, "X4": 0.7668, "Y4": 0.4548, "page": 0, "Index": 219}, {"Word": "of", "Confidence": 0.998, "X1": 0.82082, "Y1": 0.4382, "X2": 0.84453, "Y2": 0.438, "X3": 0.84321, "Y3": 0.4538, "X4": 0.8195, "Y4": 0.4538, "page": 0, "Index": 220}, {"Word": "the", "Confidence": 0.998, "X1": 0.85375, "Y1": 0.4382, "X2": 0.88669, "Y2": 0.438, "X3": 0.88538, "Y3": 0.4538, "X4": 0.85244, "Y4": 0.4538, "page": 0, "Index": 221}, {"Word": "program.", "Confidence": 0.995, "X1": 0.19104, "Y1": 0.4562, "X2": 0.27404, "Y2": 0.456, "X3": 0.27404, "Y3": 0.4708, "X4": 0.18972, "Y4": 0.4718, "page": 0, "Index": 222}, {"Word": "8.", "Confidence": 0.995, "X1": 0.13439, "Y1": 0.4852, "X2": 0.15679, "Y2": 0.485, "X3": 0.15547, "Y3": 0.4988, "X4": 0.13307, "Y4": 0.4978, "page": 0, "Index": 223}, {"Word": "All", "Confidence": 0.933, "X1": 0.18709, "Y1": 0.4852, "X2": 0.22134, "Y2": 0.485, "X3": 0.22134, "Y3": 0.5008, "X4": 0.18709, "Y4": 0.5008, "page": 0, "Index": 224}, {"Word": "monies", "Confidence": 0.996, "X1": 0.22925, "Y1": 0.4852, "X2": 0.29513, "Y2": 0.485, "X3": 0.29381, "Y3": 0.5008, "X4": 0.22793, "Y4": 0.5008, "page": 0, "Index": 225}, {"Word": "contributed", "Confidence": 0.994, "X1": 0.30303, "Y1": 0.4852, "X2": 0.42292, "Y2": 0.485, "X3": 0.42161, "Y3": 0.5008, "X4": 0.30303, "Y4": 0.5008, "page": 0, "Index": 226}, {"Word": "shall", "Confidence": 0.992, "X1": 0.43083, "Y1": 0.4852, "X2": 0.48485, "Y2": 0.485, "X3": 0.48353, "Y3": 0.5008, "X4": 0.42951, "Y4": 0.5008, "page": 0, "Index": 227}, {"Word": "be", "Confidence": 0.997, "X1": 0.49144, "Y1": 0.4852, "X2": 0.51647, "Y2": 0.485, "X3": 0.51515, "Y3": 0.5018, "X4": 0.49144, "Y4": 0.5008, "page": 0, "Index": 228}, {"Word": "expended", "Confidence": 0.995, "X1": 0.52306, "Y1": 0.4852, "X2": 0.61001, "Y2": 0.485, "X3": 0.61001, "Y3": 0.5018, "X4": 0.52306, "Y4": 0.5018, "page": 0, "Index": 229}, {"Word": "in", "Confidence": 0.998, "X1": 0.62055, "Y1": 0.4862, "X2": 0.64032, "Y2": 0.486, "X3": 0.64032, "Y3": 0.5018, "X4": 0.61924, "Y4": 0.5018, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.998, "X1": 0.65086, "Y1": 0.4862, "X2": 0.68379, "Y2": 0.486, "X3": 0.68248, "Y3": 0.5018, "X4": 0.64954, "Y4": 0.5018, "page": 0, "Index": 231}, {"Word": "furtherance", "Confidence": 0.994, "X1": 0.69433, "Y1": 0.4862, "X2": 0.81159, "Y2": 0.486, "X3": 0.81028, "Y3": 0.5018, "X4": 0.69302, "Y4": 0.5018, "page": 0, "Index": 232}, {"Word": "of", "Confidence": 0.998, "X1": 0.8195, "Y1": 0.4862, "X2": 0.84321, "Y2": 0.486, "X3": 0.8419, "Y3": 0.5008, "X4": 0.81818, "Y4": 0.5018, "page": 0, "Index": 233}, {"Word": "the", "Confidence": 0.998, "X1": 0.85244, "Y1": 0.4862, "X2": 0.88538, "Y2": 0.486, "X3": 0.88538, "Y3": 0.5008, "X4": 0.85244, "Y4": 0.5008, "page": 0, "Index": 234}, {"Word": "program,", "Confidence": 0.994, "X1": 0.18709, "Y1": 0.5022, "X2": 0.27536, "Y2": 0.502, "X3": 0.27536, "Y3": 0.5168, "X4": 0.18709, "Y4": 0.5168, "page": 0, "Index": 235}, {"Word": "as", "Confidence": 0.998, "X1": 0.28327, "Y1": 0.5022, "X2": 0.30567, "Y2": 0.502, "X3": 0.30567, "Y3": 0.5168, "X4": 0.28327, "Y4": 0.5168, "page": 0, "Index": 236}, {"Word": "directed", "Confidence": 0.995, "X1": 0.31357, "Y1": 0.5022, "X2": 0.40053, "Y2": 0.502, "X3": 0.40053, "Y3": 0.5168, "X4": 0.31357, "Y4": 0.5168, "page": 0, "Index": 237}, {"Word": "by", "Confidence": 0.998, "X1": 0.40975, "Y1": 0.5022, "X2": 0.43215, "Y2": 0.502, "X3": 0.43215, "Y3": 0.5168, "X4": 0.40843, "Y4": 0.5168, "page": 0, "Index": 238}, {"Word": "the", "Confidence": 0.998, "X1": 0.44137, "Y1": 0.5022, "X2": 0.47431, "Y2": 0.502, "X3": 0.47299, "Y3": 0.5168, "X4": 0.44137, "Y4": 0.5168, "page": 0, "Index": 239}, {"Word": "principal", "Confidence": 0.994, "X1": 0.48221, "Y1": 0.5012, "X2": 0.57971, "Y2": 0.501, "X3": 0.57971, "Y3": 0.5168, "X4": 0.48221, "Y4": 0.5168, "page": 0, "Index": 240}, {"Word": "investigator.", "Confidence": 0.991, "X1": 0.58893, "Y1": 0.5012, "X2": 0.72859, "Y2": 0.501, "X3": 0.72727, "Y3": 0.5168, "X4": 0.58893, "Y4": 0.5168, "page": 0, "Index": 241}, {"Word": "Within", "Confidence": 0.997, "X1": 0.7444, "Y1": 0.5012, "X2": 0.81028, "Y2": 0.501, "X3": 0.81028, "Y3": 0.5168, "X4": 0.7444, "Y4": 0.5168, "page": 0, "Index": 242}, {"Word": "90", "Confidence": 0.997, "X1": 0.82082, "Y1": 0.5022, "X2": 0.84321, "Y2": 0.502, "X3": 0.84321, "Y3": 0.5168, "X4": 0.8195, "Y4": 0.5168, "page": 0, "Index": 243}, {"Word": "days", "Confidence": 0.99, "X1": 0.85112, "Y1": 0.5022, "X2": 0.89328, "Y2": 0.502, "X3": 0.89328, "Y3": 0.5168, "X4": 0.85112, "Y4": 0.5168, "page": 0, "Index": 244}, {"Word": "after", "Confidence": 0.996, "X1": 0.18841, "Y1": 0.5172, "X2": 0.24111, "Y2": 0.517, "X3": 0.24111, "Y3": 0.5328, "X4": 0.18972, "Y4": 0.5318, "page": 0, "Index": 245}, {"Word": "December", "Confidence": 0.995, "X1": 0.25033, "Y1": 0.5182, "X2": 0.33597, "Y2": 0.518, "X3": 0.33597, "Y3": 0.5328, "X4": 0.25033, "Y4": 0.5328, "page": 0, "Index": 246}, {"Word": "31", "Confidence": 0.991, "X1": 0.34651, "Y1": 0.5182, "X2": 0.36891, "Y2": 0.518, "X3": 0.36891, "Y3": 0.5328, "X4": 0.34651, "Y4": 0.5328, "page": 0, "Index": 247}, {"Word": "of", "Confidence": 0.998, "X1": 0.37681, "Y1": 0.5182, "X2": 0.40184, "Y2": 0.518, "X3": 0.40184, "Y3": 0.5328, "X4": 0.37813, "Y4": 0.5328, "page": 0, "Index": 248}, {"Word": "each", "Confidence": 0.988, "X1": 0.40843, "Y1": 0.5182, "X2": 0.45191, "Y2": 0.518, "X3": 0.45191, "Y3": 0.5328, "X4": 0.40843, "Y4": 0.5328, "page": 0, "Index": 249}, {"Word": "calendar", "Confidence": 0.995, "X1": 0.45982, "Y1": 0.5182, "X2": 0.54677, "Y2": 0.518, "X3": 0.54677, "Y3": 0.5338, "X4": 0.45982, "Y4": 0.5338, "page": 0, "Index": 250}, {"Word": "year", "Confidence": 0.994, "X1": 0.55336, "Y1": 0.5182, "X2": 0.59947, "Y2": 0.518, "X3": 0.59947, "Y3": 0.5338, "X4": 0.55336, "Y4": 0.5338, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.998, "X1": 0.6087, "Y1": 0.5182, "X2": 0.64163, "Y2": 0.518, "X3": 0.64163, "Y3": 0.5338, "X4": 0.60738, "Y4": 0.5338, "page": 0, "Index": 252}, {"Word": "for", "Confidence": 0.998, "X1": 0.65217, "Y1": 0.5182, "X2": 0.68379, "Y2": 0.518, "X3": 0.68379, "Y3": 0.5338, "X4": 0.65086, "Y4": 0.5338, "page": 0, "Index": 253}, {"Word": "so", "Confidence": 0.998, "X1": 0.69433, "Y1": 0.5182, "X2": 0.71542, "Y2": 0.518, "X3": 0.7141, "Y3": 0.5338, "X4": 0.69302, "Y4": 0.5338, "page": 0, "Index": 254}, {"Word": "long", "Confidence": 0.987, "X1": 0.72464, "Y1": 0.5182, "X2": 0.76943, "Y2": 0.518, "X3": 0.76943, "Y3": 0.5338, "X4": 0.72464, "Y4": 0.5338, "page": 0, "Index": 255}, {"Word": "as", "Confidence": 0.998, "X1": 0.77866, "Y1": 0.5182, "X2": 0.80105, "Y2": 0.518, "X3": 0.79974, "Y3": 0.5338, "X4": 0.77734, "Y4": 0.5338, "page": 0, "Index": 256}, {"Word": "the", "Confidence": 0.998, "X1": 0.81028, "Y1": 0.5182, "X2": 0.84453, "Y2": 0.518, "X3": 0.84321, "Y3": 0.5338, "X4": 0.81028, "Y4": 0.5338, "page": 0, "Index": 257}, {"Word": "gift", "Confidence": 0.979, "X1": 0.85112, "Y1": 0.5172, "X2": 0.89592, "Y2": 0.517, "X3": 0.8946, "Y3": 0.5338, "X4": 0.85112, "Y4": 0.5338, "page": 0, "Index": 258}, {"Word": "has", "Confidence": 0.996, "X1": 0.18841, "Y1": 0.5332, "X2": 0.22003, "Y2": 0.533, "X3": 0.22003, "Y3": 0.5478, "X4": 0.18841, "Y4": 0.5478, "page": 0, "Index": 259}, {"Word": "not", "Confidence": 0.998, "X1": 0.22925, "Y1": 0.5332, "X2": 0.2635, "Y2": 0.533, "X3": 0.2635, "Y3": 0.5488, "X4": 0.22793, "Y4": 0.5478, "page": 0, "Index": 260}, {"Word": "been", "Confidence": 0.987, "X1": 0.27009, "Y1": 0.5332, "X2": 0.31621, "Y2": 0.533, "X3": 0.31489, "Y3": 0.5488, "X4": 0.27009, "Y4": 0.5488, "page": 0, "Index": 261}, {"Word": "fully", "Confidence": 0.997, "X1": 0.32543, "Y1": 0.5332, "X2": 0.37945, "Y2": 0.533, "X3": 0.37813, "Y3": 0.5488, "X4": 0.32543, "Y4": 0.5488, "page": 0, "Index": 262}, {"Word": "expended,", "Confidence": 0.994, "X1": 0.38867, "Y1": 0.5332, "X2": 0.48617, "Y2": 0.533, "X3": 0.48617, "Y3": 0.5488, "X4": 0.38867, "Y4": 0.5488, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.998, "X1": 0.49275, "Y1": 0.5332, "X2": 0.52569, "Y2": 0.533, "X3": 0.52437, "Y3": 0.5488, "X4": 0.49144, "Y4": 0.5488, "page": 0, "Index": 264}, {"Word": "Institution", "Confidence": 0.993, "X1": 0.53491, "Y1": 0.5332, "X2": 0.65217, "Y2": 0.533, "X3": 0.65086, "Y3": 0.5488, "X4": 0.53491, "Y4": 0.5488, "page": 0, "Index": 265}, {"Word": "shall", "Confidence": 0.997, "X1": 0.6614, "Y1": 0.5342, "X2": 0.71673, "Y2": 0.534, "X3": 0.71542, "Y3": 0.5488, "X4": 0.66008, "Y4": 0.5488, "page": 0, "Index": 266}, {"Word": "render", "Confidence": 0.997, "X1": 0.72464, "Y1": 0.5342, "X2": 0.79051, "Y2": 0.534, "X3": 0.7892, "Y3": 0.5488, "X4": 0.72332, "Y4": 0.5488, "page": 0, "Index": 267}, {"Word": "a", "Confidence": 0.995, "X1": 0.79974, "Y1": 0.5342, "X2": 0.81159, "Y2": 0.534, "X3": 0.81028, "Y3": 0.5488, "X4": 0.79842, "Y4": 0.5488, "page": 0, "Index": 268}, {"Word": "finan-", "Confidence": 0.995, "X1": 0.8195, "Y1": 0.5342, "X2": 0.88538, "Y2": 0.534, "X3": 0.88406, "Y3": 0.5488, "X4": 0.8195, "Y4": 0.5488, "page": 0, "Index": 269}, {"Word": "cial", "Confidence": 0.991, "X1": 0.18841, "Y1": 0.5492, "X2": 0.23188, "Y2": 0.549, "X3": 0.23057, "Y3": 0.5648, "X4": 0.18841, "Y4": 0.5648, "page": 0, "Index": 270}, {"Word": "report", "Confidence": 0.996, "X1": 0.23847, "Y1": 0.5492, "X2": 0.30567, "Y2": 0.549, "X3": 0.30435, "Y3": 0.5648, "X4": 0.23847, "Y4": 0.5648, "page": 0, "Index": 271}, {"Word": "to", "Confidence": 0.998, "X1": 0.31489, "Y1": 0.5492, "X2": 0.33729, "Y2": 0.549, "X3": 0.33597, "Y3": 0.5648, "X4": 0.31489, "Y4": 0.5648, "page": 0, "Index": 272}, {"Word": "Reynolds", "Confidence": 0.984, "X1": 0.34519, "Y1": 0.5492, "X2": 0.43215, "Y2": 0.549, "X3": 0.43215, "Y3": 0.5648, "X4": 0.34519, "Y4": 0.5648, "page": 0, "Index": 273}, {"Word": "that", "Confidence": 0.988, "X1": 0.44137, "Y1": 0.5492, "X2": 0.48485, "Y2": 0.549, "X3": 0.48353, "Y3": 0.5648, "X4": 0.44005, "Y4": 0.5648, "page": 0, "Index": 274}, {"Word": "states", "Confidence": 0.996, "X1": 0.49275, "Y1": 0.5492, "X2": 0.55731, "Y2": 0.549, "X3": 0.55599, "Y3": 0.5648, "X4": 0.49275, "Y4": 0.5648, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.998, "X1": 0.56653, "Y1": 0.5492, "X2": 0.59947, "Y2": 0.549, "X3": 0.59816, "Y3": 0.5648, "X4": 0.56653, "Y4": 0.5648, "page": 0, "Index": 276}, {"Word": "amount", "Confidence": 0.997, "X1": 0.6087, "Y1": 0.5492, "X2": 0.67325, "Y2": 0.549, "X3": 0.67194, "Y3": 0.5648, "X4": 0.6087, "Y4": 0.5648, "page": 0, "Index": 277}, {"Word": "of", "Confidence": 0.998, "X1": 0.68116, "Y1": 0.5492, "X2": 0.70619, "Y2": 0.549, "X3": 0.70487, "Y3": 0.5648, "X4": 0.68116, "Y4": 0.5648, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.7141, "Y1": 0.5492, "X2": 0.74704, "Y2": 0.549, "X3": 0.74572, "Y3": 0.5648, "X4": 0.7141, "Y4": 0.5648, "page": 0, "Index": 279}, {"Word": "gift", "Confidence": 0.988, "X1": 0.75626, "Y1": 0.5492, "X2": 0.80237, "Y2": 0.549, "X3": 0.80105, "Y3": 0.5648, "X4": 0.75494, "Y4": 0.5648, "page": 0, "Index": 280}, {"Word": "which", "Confidence": 0.994, "X1": 0.80896, "Y1": 0.5492, "X2": 0.86561, "Y2": 0.549, "X3": 0.86561, "Y3": 0.5648, "X4": 0.80764, "Y4": 0.5648, "page": 0, "Index": 281}, {"Word": "has", "Confidence": 0.998, "X1": 0.8722, "Y1": 0.5492, "X2": 0.90646, "Y2": 0.549, "X3": 0.90646, "Y3": 0.5648, "X4": 0.87088, "Y4": 0.5648, "page": 0, "Index": 282}, {"Word": "been", "Confidence": 0.988, "X1": 0.18841, "Y1": 0.5652, "X2": 0.22925, "Y2": 0.565, "X3": 0.22925, "Y3": 0.5808, "X4": 0.18709, "Y4": 0.5798, "page": 0, "Index": 283}, {"Word": "expended", "Confidence": 0.995, "X1": 0.23979, "Y1": 0.5652, "X2": 0.32543, "Y2": 0.565, "X3": 0.32543, "Y3": 0.5808, "X4": 0.23847, "Y4": 0.5808, "page": 0, "Index": 284}, {"Word": "on", "Confidence": 0.998, "X1": 0.33465, "Y1": 0.5652, "X2": 0.35837, "Y2": 0.565, "X3": 0.35705, "Y3": 0.5808, "X4": 0.33333, "Y4": 0.5808, "page": 0, "Index": 285}, {"Word": "the", "Confidence": 0.998, "X1": 0.36627, "Y1": 0.5652, "X2": 0.40053, "Y2": 0.565, "X3": 0.40053, "Y3": 0.5808, "X4": 0.36627, "Y4": 0.5808, "page": 0, "Index": 286}, {"Word": "research", "Confidence": 0.996, "X1": 0.40975, "Y1": 0.5652, "X2": 0.49407, "Y2": 0.565, "X3": 0.49275, "Y3": 0.5808, "X4": 0.40843, "Y4": 0.5808, "page": 0, "Index": 287}, {"Word": "program", "Confidence": 0.996, "X1": 0.50198, "Y1": 0.5652, "X2": 0.57708, "Y2": 0.565, "X3": 0.57576, "Y3": 0.5808, "X4": 0.50198, "Y4": 0.5808, "page": 0, "Index": 288}, {"Word": "during", "Confidence": 0.997, "X1": 0.5863, "Y1": 0.5662, "X2": 0.65217, "Y2": 0.566, "X3": 0.65217, "Y3": 0.5818, "X4": 0.58498, "Y4": 0.5808, "page": 0, "Index": 289}, {"Word": "such", "Confidence": 0.991, "X1": 0.6614, "Y1": 0.5662, "X2": 0.70619, "Y2": 0.566, "X3": 0.70487, "Y3": 0.5818, "X4": 0.66008, "Y4": 0.5818, "page": 0, "Index": 290}, {"Word": "calendar", "Confidence": 0.995, "X1": 0.71278, "Y1": 0.5662, "X2": 0.79974, "Y2": 0.566, "X3": 0.79974, "Y3": 0.5818, "X4": 0.71146, "Y4": 0.5818, "page": 0, "Index": 291}, {"Word": "year.", "Confidence": 0.994, "X1": 0.80896, "Y1": 0.5662, "X2": 0.86693, "Y2": 0.566, "X3": 0.86561, "Y3": 0.5818, "X4": 0.80764, "Y4": 0.5818, "page": 0, "Index": 292}, {"Word": "A", "Confidence": 0.995, "X1": 0.88274, "Y1": 0.5662, "X2": 0.8946, "Y2": 0.566, "X3": 0.89328, "Y3": 0.5818, "X4": 0.88142, "Y4": 0.5818, "page": 0, "Index": 293}, {"Word": "complete", "Confidence": 0.994, "X1": 0.18709, "Y1": 0.5812, "X2": 0.27273, "Y2": 0.581, "X3": 0.27273, "Y3": 0.5968, "X4": 0.18709, "Y4": 0.5968, "page": 0, "Index": 294}, {"Word": "accounting", "Confidence": 0.994, "X1": 0.28195, "Y1": 0.5812, "X2": 0.38999, "Y2": 0.581, "X3": 0.38999, "Y3": 0.5968, "X4": 0.28195, "Y4": 0.5968, "page": 0, "Index": 295}, {"Word": "of", "Confidence": 0.998, "X1": 0.39921, "Y1": 0.5812, "X2": 0.42161, "Y2": 0.581, "X3": 0.42029, "Y3": 0.5968, "X4": 0.39789, "Y4": 0.5968, "page": 0, "Index": 296}, {"Word": "expenditures", "Confidence": 0.992, "X1": 0.42819, "Y1": 0.5812, "X2": 0.55599, "Y2": 0.581, "X3": 0.55599, "Y3": 0.5968, "X4": 0.42819, "Y4": 0.5968, "page": 0, "Index": 297}, {"Word": "in", "Confidence": 0.998, "X1": 0.56785, "Y1": 0.5812, "X2": 0.58762, "Y2": 0.581, "X3": 0.58762, "Y3": 0.5968, "X4": 0.56785, "Y4": 0.5968, "page": 0, "Index": 298}, {"Word": "the", "Confidence": 0.998, "X1": 0.59816, "Y1": 0.5812, "X2": 0.63241, "Y2": 0.581, "X3": 0.63109, "Y3": 0.5968, "X4": 0.59684, "Y4": 0.5968, "page": 0, "Index": 299}, {"Word": "last", "Confidence": 0.986, "X1": 0.64032, "Y1": 0.5812, "X2": 0.68379, "Y2": 0.581, "X3": 0.68248, "Y3": 0.5968, "X4": 0.639, "Y4": 0.5968, "page": 0, "Index": 300}, {"Word": "12", "Confidence": 0.994, "X1": 0.69302, "Y1": 0.5812, "X2": 0.71542, "Y2": 0.581, "X3": 0.7141, "Y3": 0.5968, "X4": 0.69302, "Y4": 0.5968, "page": 0, "Index": 301}, {"Word": "months", "Confidence": 0.997, "X1": 0.72332, "Y1": 0.5812, "X2": 0.79051, "Y2": 0.581, "X3": 0.7892, "Y3": 0.5968, "X4": 0.72332, "Y4": 0.5968, "page": 0, "Index": 302}, {"Word": "shall", "Confidence": 0.994, "X1": 0.79842, "Y1": 0.5812, "X2": 0.85375, "Y2": 0.581, "X3": 0.85375, "Y3": 0.5968, "X4": 0.79842, "Y4": 0.5968, "page": 0, "Index": 303}, {"Word": "be", "Confidence": 0.998, "X1": 0.86166, "Y1": 0.5812, "X2": 0.88538, "Y2": 0.581, "X3": 0.88538, "Y3": 0.5968, "X4": 0.86034, "Y4": 0.5968, "page": 0, "Index": 304}, {"Word": "rendered", "Confidence": 0.993, "X1": 0.18841, "Y1": 0.5972, "X2": 0.27273, "Y2": 0.597, "X3": 0.27273, "Y3": 0.6118, "X4": 0.18841, "Y4": 0.6118, "page": 0, "Index": 305}, {"Word": "to", "Confidence": 0.998, "X1": 0.28327, "Y1": 0.5972, "X2": 0.30435, "Y2": 0.597, "X3": 0.30435, "Y3": 0.6118, "X4": 0.28195, "Y4": 0.6118, "page": 0, "Index": 306}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.31357, "Y1": 0.5972, "X2": 0.40184, "Y2": 0.597, "X3": 0.40184, "Y3": 0.6128, "X4": 0.31225, "Y4": 0.6118, "page": 0, "Index": 307}, {"Word": "as", "Confidence": 0.998, "X1": 0.40975, "Y1": 0.5972, "X2": 0.43215, "Y2": 0.597, "X3": 0.43215, "Y3": 0.6128, "X4": 0.40843, "Y4": 0.6128, "page": 0, "Index": 308}, {"Word": "soon", "Confidence": 0.991, "X1": 0.44137, "Y1": 0.5972, "X2": 0.48353, "Y2": 0.597, "X3": 0.48221, "Y3": 0.6128, "X4": 0.44005, "Y4": 0.6128, "page": 0, "Index": 309}, {"Word": "as", "Confidence": 0.998, "X1": 0.49275, "Y1": 0.5972, "X2": 0.51647, "Y2": 0.597, "X3": 0.51515, "Y3": 0.6128, "X4": 0.49275, "Y4": 0.6128, "page": 0, "Index": 310}, {"Word": "reasonably", "Confidence": 0.994, "X1": 0.52306, "Y1": 0.5972, "X2": 0.63109, "Y2": 0.597, "X3": 0.63109, "Y3": 0.6128, "X4": 0.52306, "Y4": 0.6128, "page": 0, "Index": 311}, {"Word": "possible", "Confidence": 0.996, "X1": 0.639, "Y1": 0.5972, "X2": 0.72596, "Y2": 0.597, "X3": 0.72596, "Y3": 0.6128, "X4": 0.63768, "Y4": 0.6128, "page": 0, "Index": 312}, {"Word": "after", "Confidence": 0.997, "X1": 0.73518, "Y1": 0.5972, "X2": 0.79051, "Y2": 0.597, "X3": 0.79051, "Y3": 0.6128, "X4": 0.73386, "Y4": 0.6128, "page": 0, "Index": 313}, {"Word": "each", "Confidence": 0.988, "X1": 0.79842, "Y1": 0.5972, "X2": 0.84321, "Y2": 0.597, "X3": 0.8419, "Y3": 0.6128, "X4": 0.7971, "Y4": 0.6128, "page": 0, "Index": 314}, {"Word": "an-", "Confidence": 0.998, "X1": 0.85375, "Y1": 0.5972, "X2": 0.88538, "Y2": 0.597, "X3": 0.88406, "Y3": 0.6128, "X4": 0.85244, "Y4": 0.6128, "page": 0, "Index": 315}, {"Word": "niversary", "Confidence": 0.994, "X1": 0.18841, "Y1": 0.6132, "X2": 0.28458, "Y2": 0.613, "X3": 0.28327, "Y3": 0.6278, "X4": 0.18709, "Y4": 0.6278, "page": 0, "Index": 316}, {"Word": "of", "Confidence": 0.998, "X1": 0.29117, "Y1": 0.6132, "X2": 0.31621, "Y2": 0.613, "X3": 0.31621, "Y3": 0.6288, "X4": 0.29117, "Y4": 0.6278, "page": 0, "Index": 317}, {"Word": "the", "Confidence": 0.998, "X1": 0.32543, "Y1": 0.6132, "X2": 0.35968, "Y2": 0.613, "X3": 0.35837, "Y3": 0.6288, "X4": 0.32411, "Y4": 0.6288, "page": 0, "Index": 318}, {"Word": "commencement", "Confidence": 0.992, "X1": 0.36627, "Y1": 0.6132, "X2": 0.49539, "Y2": 0.613, "X3": 0.49407, "Y3": 0.6288, "X4": 0.36627, "Y4": 0.6288, "page": 0, "Index": 319}, {"Word": "date", "Confidence": 0.986, "X1": 0.50329, "Y1": 0.6132, "X2": 0.54677, "Y2": 0.613, "X3": 0.54545, "Y3": 0.6288, "X4": 0.50198, "Y4": 0.6288, "page": 0, "Index": 320}, {"Word": "of", "Confidence": 0.998, "X1": 0.55599, "Y1": 0.6132, "X2": 0.57839, "Y2": 0.613, "X3": 0.57708, "Y3": 0.6288, "X4": 0.55468, "Y4": 0.6288, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.58762, "Y1": 0.6132, "X2": 0.62187, "Y2": 0.613, "X3": 0.62055, "Y3": 0.6288, "X4": 0.5863, "Y4": 0.6288, "page": 0, "Index": 322}, {"Word": "gift.", "Confidence": 0.997, "X1": 0.62846, "Y1": 0.6132, "X2": 0.68511, "Y2": 0.613, "X3": 0.68511, "Y3": 0.6288, "X4": 0.62846, "Y4": 0.6288, "page": 0, "Index": 323}, {"Word": "No", "Confidence": 0.998, "X1": 0.70224, "Y1": 0.6132, "X2": 0.72727, "Y2": 0.613, "X3": 0.72596, "Y3": 0.6288, "X4": 0.70092, "Y4": 0.6288, "page": 0, "Index": 324}, {"Word": "disbursement", "Confidence": 0.991, "X1": 0.73518, "Y1": 0.6132, "X2": 0.86561, "Y2": 0.613, "X3": 0.8643, "Y3": 0.6288, "X4": 0.73386, "Y4": 0.6288, "page": 0, "Index": 325}, {"Word": "of", "Confidence": 0.998, "X1": 0.87352, "Y1": 0.6132, "X2": 0.89723, "Y2": 0.613, "X3": 0.89592, "Y3": 0.6288, "X4": 0.8722, "Y4": 0.6288, "page": 0, "Index": 326}, {"Word": "the", "Confidence": 0.998, "X1": 0.18972, "Y1": 0.6282, "X2": 0.22003, "Y2": 0.628, "X3": 0.22003, "Y3": 0.6428, "X4": 0.18972, "Y4": 0.6428, "page": 0, "Index": 327}, {"Word": "monies", "Confidence": 0.997, "X1": 0.22793, "Y1": 0.6292, "X2": 0.29513, "Y2": 0.629, "X3": 0.29381, "Y3": 0.6438, "X4": 0.22793, "Y4": 0.6428, "page": 0, "Index": 328}, {"Word": "contributed", "Confidence": 0.994, "X1": 0.30303, "Y1": 0.6292, "X2": 0.42161, "Y2": 0.629, "X3": 0.42161, "Y3": 0.6438, "X4": 0.30303, "Y4": 0.6438, "page": 0, "Index": 329}, {"Word": "may", "Confidence": 0.998, "X1": 0.42819, "Y1": 0.6292, "X2": 0.46377, "Y2": 0.629, "X3": 0.46245, "Y3": 0.6438, "X4": 0.42688, "Y4": 0.6438, "page": 0, "Index": 330}, {"Word": "be", "Confidence": 0.997, "X1": 0.47036, "Y1": 0.6292, "X2": 0.49539, "Y2": 0.629, "X3": 0.49407, "Y3": 0.6448, "X4": 0.47036, "Y4": 0.6448, "page": 0, "Index": 331}, {"Word": "made", "Confidence": 0.991, "X1": 0.50198, "Y1": 0.6292, "X2": 0.54545, "Y2": 0.629, "X3": 0.54545, "Y3": 0.6448, "X4": 0.50198, "Y4": 0.6448, "page": 0, "Index": 332}, {"Word": "without", "Confidence": 0.993, "X1": 0.55336, "Y1": 0.6282, "X2": 0.63109, "Y2": 0.628, "X3": 0.63109, "Y3": 0.6448, "X4": 0.55336, "Y4": 0.6448, "page": 0, "Index": 333}, {"Word": "the", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.6282, "X2": 0.67325, "Y2": 0.628, "X3": 0.67325, "Y3": 0.6448, "X4": 0.64032, "Y4": 0.6448, "page": 0, "Index": 334}, {"Word": "written", "Confidence": 0.995, "X1": 0.67984, "Y1": 0.6282, "X2": 0.75758, "Y2": 0.628, "X3": 0.75758, "Y3": 0.6448, "X4": 0.67984, "Y4": 0.6448, "page": 0, "Index": 335}, {"Word": "approval", "Confidence": 0.995, "X1": 0.76812, "Y1": 0.6282, "X2": 0.85375, "Y2": 0.628, "X3": 0.85375, "Y3": 0.6448, "X4": 0.7668, "Y4": 0.6448, "page": 0, "Index": 336}, {"Word": "of", "Confidence": 0.998, "X1": 0.86166, "Y1": 0.6282, "X2": 0.88538, "Y2": 0.628, "X3": 0.88538, "Y3": 0.6448, "X4": 0.86166, "Y4": 0.6448, "page": 0, "Index": 337}, {"Word": "the", "Confidence": 0.995, "X1": 0.18841, "Y1": 0.6442, "X2": 0.21871, "Y2": 0.644, "X3": 0.21871, "Y3": 0.6598, "X4": 0.18841, "Y4": 0.6588, "page": 0, "Index": 338}, {"Word": "principal", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.6442, "X2": 0.32806, "Y2": 0.644, "X3": 0.32675, "Y3": 0.6598, "X4": 0.22793, "Y4": 0.6598, "page": 0, "Index": 339}, {"Word": "investigator", "Confidence": 0.992, "X1": 0.33597, "Y1": 0.6442, "X2": 0.46245, "Y2": 0.644, "X3": 0.46245, "Y3": 0.6608, "X4": 0.33597, "Y4": 0.6598, "page": 0, "Index": 340}, {"Word": "or", "Confidence": 0.998, "X1": 0.47167, "Y1": 0.6442, "X2": 0.49539, "Y2": 0.644, "X3": 0.49539, "Y3": 0.6608, "X4": 0.47167, "Y4": 0.6608, "page": 0, "Index": 341}, {"Word": "his", "Confidence": 0.998, "X1": 0.50198, "Y1": 0.6442, "X2": 0.53623, "Y2": 0.644, "X3": 0.53623, "Y3": 0.6608, "X4": 0.50066, "Y4": 0.6608, "page": 0, "Index": 342}, {"Word": "duly", "Confidence": 0.987, "X1": 0.54414, "Y1": 0.6442, "X2": 0.59025, "Y2": 0.644, "X3": 0.58893, "Y3": 0.6608, "X4": 0.54282, "Y4": 0.6608, "page": 0, "Index": 343}, {"Word": "designated", "Confidence": 0.994, "X1": 0.59684, "Y1": 0.6442, "X2": 0.70487, "Y2": 0.644, "X3": 0.70487, "Y3": 0.6608, "X4": 0.59684, "Y4": 0.6608, "page": 0, "Index": 344}, {"Word": "delegate", "Confidence": 0.995, "X1": 0.71278, "Y1": 0.6442, "X2": 0.80105, "Y2": 0.644, "X3": 0.79974, "Y3": 0.6598, "X4": 0.71146, "Y4": 0.6608, "page": 0, "Index": 345}, {"Word": "in", "Confidence": 0.998, "X1": 0.81159, "Y1": 0.6442, "X2": 0.83267, "Y2": 0.644, "X3": 0.83136, "Y3": 0.6598, "X4": 0.81028, "Y4": 0.6598, "page": 0, "Index": 346}, {"Word": "his", "Confidence": 0.998, "X1": 0.8419, "Y1": 0.6442, "X2": 0.87615, "Y2": 0.644, "X3": 0.87484, "Y3": 0.6598, "X4": 0.84058, "Y4": 0.6598, "page": 0, "Index": 347}, {"Word": "absence.", "Confidence": 0.991, "X1": 0.18841, "Y1": 0.6612, "X2": 0.27404, "Y2": 0.661, "X3": 0.27404, "Y3": 0.6758, "X4": 0.18841, "Y4": 0.6748, "page": 0, "Index": 348}, {"Word": "At", "Confidence": 0.998, "X1": 0.29117, "Y1": 0.6602, "X2": 0.31621, "Y2": 0.66, "X3": 0.31621, "Y3": 0.6758, "X4": 0.29117, "Y4": 0.6758, "page": 0, "Index": 349}, {"Word": "its", "Confidence": 0.998, "X1": 0.32543, "Y1": 0.6602, "X2": 0.35705, "Y2": 0.66, "X3": 0.35705, "Y3": 0.6758, "X4": 0.32543, "Y4": 0.6758, "page": 0, "Index": 350}, {"Word": "election", "Confidence": 0.995, "X1": 0.36627, "Y1": 0.6602, "X2": 0.45059, "Y2": 0.66, "X3": 0.45059, "Y3": 0.6758, "X4": 0.36627, "Y4": 0.6758, "page": 0, "Index": 351}, {"Word": "and", "Confidence": 0.998, "X1": 0.46113, "Y1": 0.6602, "X2": 0.49407, "Y2": 0.66, "X3": 0.49407, "Y3": 0.6758, "X4": 0.46113, "Y4": 0.6758, "page": 0, "Index": 352}, {"Word": "expense,", "Confidence": 0.995, "X1": 0.50329, "Y1": 0.6602, "X2": 0.59025, "Y2": 0.66, "X3": 0.59025, "Y3": 0.6768, "X4": 0.50198, "Y4": 0.6758, "page": 0, "Index": 353}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.59552, "Y1": 0.6612, "X2": 0.68511, "Y2": 0.661, "X3": 0.68379, "Y3": 0.6768, "X4": 0.59552, "Y4": 0.6768, "page": 0, "Index": 354}, {"Word": "may", "Confidence": 0.998, "X1": 0.6917, "Y1": 0.6612, "X2": 0.72596, "Y2": 0.661, "X3": 0.72596, "Y3": 0.6768, "X4": 0.6917, "Y4": 0.6768, "page": 0, "Index": 355}, {"Word": "arrange", "Confidence": 0.996, "X1": 0.7365, "Y1": 0.6612, "X2": 0.81159, "Y2": 0.661, "X3": 0.81028, "Y3": 0.6768, "X4": 0.73518, "Y4": 0.6768, "page": 0, "Index": 356}, {"Word": "for", "Confidence": 0.998, "X1": 0.82082, "Y1": 0.6612, "X2": 0.85375, "Y2": 0.661, "X3": 0.85244, "Y3": 0.6768, "X4": 0.82082, "Y4": 0.6768, "page": 0, "Index": 357}, {"Word": "an", "Confidence": 0.998, "X1": 0.86298, "Y1": 0.6612, "X2": 0.88538, "Y2": 0.661, "X3": 0.88538, "Y3": 0.6768, "X4": 0.86166, "Y4": 0.6768, "page": 0, "Index": 358}, {"Word": "audit", "Confidence": 0.995, "X1": 0.18841, "Y1": 0.6762, "X2": 0.24111, "Y2": 0.676, "X3": 0.24111, "Y3": 0.6918, "X4": 0.18841, "Y4": 0.6908, "page": 0, "Index": 359}, {"Word": "of", "Confidence": 0.998, "X1": 0.24901, "Y1": 0.6762, "X2": 0.27404, "Y2": 0.676, "X3": 0.27404, "Y3": 0.6918, "X4": 0.24901, "Y4": 0.6918, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.998, "X1": 0.28195, "Y1": 0.6762, "X2": 0.31621, "Y2": 0.676, "X3": 0.31621, "Y3": 0.6918, "X4": 0.28195, "Y4": 0.6918, "page": 0, "Index": 361}, {"Word": "program", "Confidence": 0.996, "X1": 0.32279, "Y1": 0.6762, "X2": 0.39921, "Y2": 0.676, "X3": 0.39921, "Y3": 0.6928, "X4": 0.32279, "Y4": 0.6918, "page": 0, "Index": 362}, {"Word": "at", "Confidence": 0.998, "X1": 0.40975, "Y1": 0.6762, "X2": 0.43215, "Y2": 0.676, "X3": 0.43083, "Y3": 0.6928, "X4": 0.40975, "Y4": 0.6928, "page": 0, "Index": 363}, {"Word": "any", "Confidence": 0.998, "X1": 0.44005, "Y1": 0.6762, "X2": 0.47299, "Y2": 0.676, "X3": 0.47299, "Y3": 0.6928, "X4": 0.44005, "Y4": 0.6928, "page": 0, "Index": 364}, {"Word": "time", "Confidence": 0.988, "X1": 0.48221, "Y1": 0.6762, "X2": 0.52833, "Y2": 0.676, "X3": 0.52701, "Y3": 0.6928, "X4": 0.48221, "Y4": 0.6928, "page": 0, "Index": 365}, {"Word": "and", "Confidence": 0.998, "X1": 0.53491, "Y1": 0.6762, "X2": 0.56785, "Y2": 0.676, "X3": 0.56785, "Y3": 0.6928, "X4": 0.53491, "Y4": 0.6928, "page": 0, "Index": 366}, {"Word": "from", "Confidence": 0.988, "X1": 0.57708, "Y1": 0.6762, "X2": 0.61924, "Y2": 0.676, "X3": 0.61924, "Y3": 0.6928, "X4": 0.57708, "Y4": 0.6928, "page": 0, "Index": 367}, {"Word": "time", "Confidence": 0.988, "X1": 0.62978, "Y1": 0.6772, "X2": 0.67457, "Y2": 0.677, "X3": 0.67325, "Y3": 0.6918, "X4": 0.62978, "Y4": 0.6928, "page": 0, "Index": 368}, {"Word": "to", "Confidence": 0.998, "X1": 0.68248, "Y1": 0.6772, "X2": 0.70487, "Y2": 0.677, "X3": 0.70487, "Y3": 0.6918, "X4": 0.68248, "Y4": 0.6918, "page": 0, "Index": 369}, {"Word": "time.", "Confidence": 0.996, "X1": 0.71542, "Y1": 0.6772, "X2": 0.76943, "Y2": 0.677, "X3": 0.76943, "Y3": 0.6918, "X4": 0.7141, "Y4": 0.6918, "page": 0, "Index": 370}, {"Word": "9.", "Confidence": 0.998, "X1": 0.13307, "Y1": 0.7062, "X2": 0.15942, "Y2": 0.706, "X3": 0.1581, "Y3": 0.7238, "X4": 0.13307, "Y4": 0.7228, "page": 0, "Index": 371}, {"Word": "All", "Confidence": 0.881, "X1": 0.18577, "Y1": 0.7072, "X2": 0.22003, "Y2": 0.707, "X3": 0.22003, "Y3": 0.7228, "X4": 0.18577, "Y4": 0.7228, "page": 0, "Index": 372}, {"Word": "equipment", "Confidence": 0.994, "X1": 0.22793, "Y1": 0.7072, "X2": 0.32675, "Y2": 0.707, "X3": 0.32675, "Y3": 0.7238, "X4": 0.22793, "Y4": 0.7228, "page": 0, "Index": 373}, {"Word": "purchased", "Confidence": 0.994, "X1": 0.33333, "Y1": 0.7072, "X2": 0.43215, "Y2": 0.707, "X3": 0.43215, "Y3": 0.7238, "X4": 0.33333, "Y4": 0.7238, "page": 0, "Index": 374}, {"Word": "with", "Confidence": 0.994, "X1": 0.43874, "Y1": 0.7072, "X2": 0.48485, "Y2": 0.707, "X3": 0.48485, "Y3": 0.7238, "X4": 0.43874, "Y4": 0.7238, "page": 0, "Index": 375}, {"Word": "funds", "Confidence": 0.997, "X1": 0.49275, "Y1": 0.7072, "X2": 0.54677, "Y2": 0.707, "X3": 0.54677, "Y3": 0.7238, "X4": 0.49275, "Y4": 0.7238, "page": 0, "Index": 376}, {"Word": "from", "Confidence": 0.987, "X1": 0.55468, "Y1": 0.7072, "X2": 0.59947, "Y2": 0.707, "X3": 0.59947, "Y3": 0.7238, "X4": 0.55468, "Y4": 0.7238, "page": 0, "Index": 377}, {"Word": "this", "Confidence": 0.989, "X1": 0.60738, "Y1": 0.7072, "X2": 0.65217, "Y2": 0.707, "X3": 0.65217, "Y3": 0.7238, "X4": 0.60738, "Y4": 0.7238, "page": 0, "Index": 378}, {"Word": "gift", "Confidence": 0.991, "X1": 0.66008, "Y1": 0.7072, "X2": 0.70619, "Y2": 0.707, "X3": 0.70619, "Y3": 0.7238, "X4": 0.66008, "Y4": 0.7238, "page": 0, "Index": 379}, {"Word": "shall", "Confidence": 0.997, "X1": 0.7141, "Y1": 0.7072, "X2": 0.76943, "Y2": 0.707, "X3": 0.76943, "Y3": 0.7238, "X4": 0.7141, "Y4": 0.7238, "page": 0, "Index": 380}, {"Word": "be", "Confidence": 0.997, "X1": 0.77734, "Y1": 0.7072, "X2": 0.80105, "Y2": 0.707, "X3": 0.80105, "Y3": 0.7238, "X4": 0.77734, "Y4": 0.7238, "page": 0, "Index": 381}, {"Word": "utilized", "Confidence": 0.995, "X1": 0.80896, "Y1": 0.7072, "X2": 0.89723, "Y2": 0.707, "X3": 0.89723, "Y3": 0.7238, "X4": 0.80896, "Y4": 0.7238, "page": 0, "Index": 382}, {"Word": "only", "Confidence": 0.993, "X1": 0.18709, "Y1": 0.7242, "X2": 0.23057, "Y2": 0.724, "X3": 0.23057, "Y3": 0.7398, "X4": 0.18841, "Y4": 0.7388, "page": 0, "Index": 383}, {"Word": "for", "Confidence": 0.998, "X1": 0.23847, "Y1": 0.7242, "X2": 0.27273, "Y2": 0.724, "X3": 0.27273, "Y3": 0.7398, "X4": 0.23979, "Y4": 0.7398, "page": 0, "Index": 384}, {"Word": "the", "Confidence": 0.998, "X1": 0.28195, "Y1": 0.7242, "X2": 0.31621, "Y2": 0.724, "X3": 0.31621, "Y3": 0.7398, "X4": 0.28327, "Y4": 0.7398, "page": 0, "Index": 385}, {"Word": "purposes", "Confidence": 0.995, "X1": 0.32279, "Y1": 0.7242, "X2": 0.41107, "Y2": 0.724, "X3": 0.41238, "Y3": 0.7398, "X4": 0.32411, "Y4": 0.7398, "page": 0, "Index": 386}, {"Word": "of", "Confidence": 0.998, "X1": 0.41765, "Y1": 0.7242, "X2": 0.44269, "Y2": 0.724, "X3": 0.44269, "Y3": 0.7398, "X4": 0.41765, "Y4": 0.7398, "page": 0, "Index": 387}, {"Word": "the", "Confidence": 0.998, "X1": 0.45059, "Y1": 0.7242, "X2": 0.48485, "Y2": 0.724, "X3": 0.48485, "Y3": 0.7398, "X4": 0.45191, "Y4": 0.7398, "page": 0, "Index": 388}, {"Word": "basic", "Confidence": 0.997, "X1": 0.49144, "Y1": 0.7242, "X2": 0.54545, "Y2": 0.724, "X3": 0.54677, "Y3": 0.7398, "X4": 0.49144, "Y4": 0.7398, "page": 0, "Index": 389}, {"Word": "research", "Confidence": 0.996, "X1": 0.55468, "Y1": 0.7242, "X2": 0.64163, "Y2": 0.724, "X3": 0.64163, "Y3": 0.7398, "X4": 0.55468, "Y4": 0.7398, "page": 0, "Index": 390}, {"Word": "program", "Confidence": 0.996, "X1": 0.64954, "Y1": 0.7242, "X2": 0.72596, "Y2": 0.724, "X3": 0.72596, "Y3": 0.7398, "X4": 0.64954, "Y4": 0.7398, "page": 0, "Index": 391}, {"Word": "as", "Confidence": 0.998, "X1": 0.7365, "Y1": 0.7242, "X2": 0.75758, "Y2": 0.724, "X3": 0.75758, "Y3": 0.7398, "X4": 0.7365, "Y4": 0.7398, "page": 0, "Index": 392}, {"Word": "the", "Confidence": 0.998, "X1": 0.76812, "Y1": 0.7242, "X2": 0.80105, "Y2": 0.724, "X3": 0.80105, "Y3": 0.7398, "X4": 0.76812, "Y4": 0.7398, "page": 0, "Index": 393}, {"Word": "principal", "Confidence": 0.995, "X1": 0.80896, "Y1": 0.7242, "X2": 0.90777, "Y2": 0.724, "X3": 0.90777, "Y3": 0.7398, "X4": 0.80896, "Y4": 0.7398, "page": 0, "Index": 394}, {"Word": "investigator", "Confidence": 0.97, "X1": 0.18972, "Y1": 0.7402, "X2": 0.31489, "Y2": 0.74, "X3": 0.31489, "Y3": 0.7558, "X4": 0.18972, "Y4": 0.7548, "page": 0, "Index": 395}, {"Word": "may", "Confidence": 0.998, "X1": 0.32148, "Y1": 0.7402, "X2": 0.35705, "Y2": 0.74, "X3": 0.35837, "Y3": 0.7558, "X4": 0.32279, "Y4": 0.7558, "page": 0, "Index": 396}, {"Word": "direct.", "Confidence": 0.995, "X1": 0.36495, "Y1": 0.7392, "X2": 0.44269, "Y2": 0.739, "X3": 0.44401, "Y3": 0.7558, "X4": 0.36495, "Y4": 0.7558, "page": 0, "Index": 397}, {"Word": "If,", "Confidence": 0.96, "X1": 0.46113, "Y1": 0.7392, "X2": 0.49539, "Y2": 0.739, "X3": 0.49539, "Y3": 0.7558, "X4": 0.46113, "Y4": 0.7558, "page": 0, "Index": 398}, {"Word": "at", "Confidence": 0.997, "X1": 0.50329, "Y1": 0.7392, "X2": 0.52569, "Y2": 0.739, "X3": 0.52569, "Y3": 0.7558, "X4": 0.50329, "Y4": 0.7558, "page": 0, "Index": 399}, {"Word": "any", "Confidence": 0.998, "X1": 0.53491, "Y1": 0.7392, "X2": 0.56785, "Y2": 0.739, "X3": 0.56785, "Y3": 0.7558, "X4": 0.53491, "Y4": 0.7558, "page": 0, "Index": 400}, {"Word": "time", "Confidence": 0.986, "X1": 0.57576, "Y1": 0.7402, "X2": 0.62187, "Y2": 0.74, "X3": 0.62187, "Y3": 0.7558, "X4": 0.57576, "Y4": 0.7558, "page": 0, "Index": 401}, {"Word": "the", "Confidence": 0.998, "X1": 0.62978, "Y1": 0.7402, "X2": 0.66271, "Y2": 0.74, "X3": 0.66271, "Y3": 0.7558, "X4": 0.62978, "Y4": 0.7558, "page": 0, "Index": 402}, {"Word": "principal", "Confidence": 0.995, "X1": 0.67062, "Y1": 0.7402, "X2": 0.76943, "Y2": 0.74, "X3": 0.76943, "Y3": 0.7558, "X4": 0.67062, "Y4": 0.7558, "page": 0, "Index": 403}, {"Word": "investigator", "Confidence": 0.992, "X1": 0.77997, "Y1": 0.7412, "X2": 0.90777, "Y2": 0.741, "X3": 0.90777, "Y3": 0.7548, "X4": 0.77866, "Y4": 0.7558, "page": 0, "Index": 404}, {"Word": "shall", "Confidence": 0.785, "X1": 0.18972, "Y1": 0.7552, "X2": 0.23979, "Y2": 0.755, "X3": 0.23979, "Y3": 0.7708, "X4": 0.18972, "Y4": 0.7698, "page": 0, "Index": 405}, {"Word": "determine", "Confidence": 0.994, "X1": 0.24901, "Y1": 0.7552, "X2": 0.34651, "Y2": 0.755, "X3": 0.34651, "Y3": 0.7718, "X4": 0.24901, "Y4": 0.7708, "page": 0, "Index": 406}, {"Word": "that", "Confidence": 0.988, "X1": 0.35705, "Y1": 0.7562, "X2": 0.40053, "Y2": 0.756, "X3": 0.40053, "Y3": 0.7718, "X4": 0.35705, "Y4": 0.7718, "page": 0, "Index": 407}, {"Word": "any", "Confidence": 0.998, "X1": 0.40843, "Y1": 0.7562, "X2": 0.44269, "Y2": 0.756, "X3": 0.44269, "Y3": 0.7718, "X4": 0.40843, "Y4": 0.7718, "page": 0, "Index": 408}, {"Word": "equipment", "Confidence": 0.994, "X1": 0.45059, "Y1": 0.7562, "X2": 0.54677, "Y2": 0.756, "X3": 0.54677, "Y3": 0.7718, "X4": 0.44928, "Y4": 0.7718, "page": 0, "Index": 409}, {"Word": "is", "Confidence": 0.998, "X1": 0.55731, "Y1": 0.7562, "X2": 0.57839, "Y2": 0.756, "X3": 0.57839, "Y3": 0.7718, "X4": 0.55599, "Y4": 0.7718, "page": 0, "Index": 410}, {"Word": "no", "Confidence": 0.991, "X1": 0.5863, "Y1": 0.7562, "X2": 0.61133, "Y2": 0.756, "X3": 0.61001, "Y3": 0.7718, "X4": 0.58498, "Y4": 0.7718, "page": 0, "Index": 411}, {"Word": "longer", "Confidence": 0.993, "X1": 0.61924, "Y1": 0.7562, "X2": 0.68379, "Y2": 0.756, "X3": 0.68379, "Y3": 0.7718, "X4": 0.61924, "Y4": 0.7718, "page": 0, "Index": 412}, {"Word": "required", "Confidence": 0.995, "X1": 0.69302, "Y1": 0.7562, "X2": 0.77997, "Y2": 0.756, "X3": 0.77866, "Y3": 0.7718, "X4": 0.6917, "Y4": 0.7718, "page": 0, "Index": 413}, {"Word": "for", "Confidence": 0.998, "X1": 0.79051, "Y1": 0.7562, "X2": 0.82345, "Y2": 0.756, "X3": 0.82213, "Y3": 0.7718, "X4": 0.7892, "Y4": 0.7718, "page": 0, "Index": 414}, {"Word": "the", "Confidence": 0.998, "X1": 0.83136, "Y1": 0.7562, "X2": 0.86561, "Y2": 0.756, "X3": 0.86561, "Y3": 0.7718, "X4": 0.83136, "Y4": 0.7718, "page": 0, "Index": 415}, {"Word": "discuss", "Confidence": 0.995, "X1": 0.37549, "Y1": 0.7722, "X2": 0.45323, "Y2": 0.772, "X3": 0.45323, "Y3": 0.7878, "X4": 0.37549, "Y4": 0.7888, "page": 0, "Index": 416}, {"Word": "with", "Confidence": 0.989, "X1": 0.4585, "Y1": 0.7722, "X2": 0.50461, "Y2": 0.772, "X3": 0.50461, "Y3": 0.7878, "X4": 0.4585, "Y4": 0.7878, "page": 0, "Index": 417}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.51252, "Y1": 0.7722, "X2": 0.60079, "Y2": 0.772, "X3": 0.60079, "Y3": 0.7878, "X4": 0.51252, "Y4": 0.7878, "page": 0, "Index": 418}, {"Word": "the", "Confidence": 0.998, "X1": 0.60738, "Y1": 0.7722, "X2": 0.64163, "Y2": 0.772, "X3": 0.64032, "Y3": 0.7878, "X4": 0.60738, "Y4": 0.7878, "page": 0, "Index": 419}, {"Word": "appropriate", "Confidence": 0.992, "X1": 0.64954, "Y1": 0.7722, "X2": 0.76943, "Y2": 0.772, "X3": 0.76943, "Y3": 0.7878, "X4": 0.64954, "Y4": 0.7878, "page": 0, "Index": 420}, {"Word": "disposition", "Confidence": 0.977, "X1": 0.77734, "Y1": 0.7732, "X2": 0.89723, "Y2": 0.773, "X3": 0.89723, "Y3": 0.7878, "X4": 0.77734, "Y4": 0.7878, "page": 0, "Index": 421}, {"Word": "program,", "Confidence": 0.994, "X1": 0.18577, "Y1": 0.7722, "X2": 0.27536, "Y2": 0.772, "X3": 0.27536, "Y3": 0.7888, "X4": 0.18577, "Y4": 0.7888, "page": 0, "Index": 422}, {"Word": "he", "Confidence": 0.997, "X1": 0.28063, "Y1": 0.7722, "X2": 0.30567, "Y2": 0.772, "X3": 0.30567, "Y3": 0.7888, "X4": 0.28063, "Y4": 0.7888, "page": 0, "Index": 423}, {"Word": "shall", "Confidence": 0.996, "X1": 0.31357, "Y1": 0.7722, "X2": 0.36891, "Y2": 0.772, "X3": 0.36891, "Y3": 0.7888, "X4": 0.31357, "Y4": 0.7888, "page": 0, "Index": 424}, {"Word": "of", "Confidence": 0.998, "X1": 0.18841, "Y1": 0.7882, "X2": 0.20949, "Y2": 0.788, "X3": 0.20949, "Y3": 0.8038, "X4": 0.18972, "Y4": 0.8038, "page": 0, "Index": 425}, {"Word": "such", "Confidence": 0.983, "X1": 0.21739, "Y1": 0.7882, "X2": 0.26087, "Y2": 0.788, "X3": 0.26219, "Y3": 0.8038, "X4": 0.21739, "Y4": 0.8038, "page": 0, "Index": 426}, {"Word": "equipment,", "Confidence": 0.992, "X1": 0.27009, "Y1": 0.7882, "X2": 0.37945, "Y2": 0.788, "X3": 0.37945, "Y3": 0.8038, "X4": 0.27009, "Y4": 0.8038, "page": 0, "Index": 427}, {"Word": "and", "Confidence": 0.998, "X1": 0.38735, "Y1": 0.7882, "X2": 0.42029, "Y2": 0.788, "X3": 0.42161, "Y3": 0.8038, "X4": 0.38867, "Y4": 0.8038, "page": 0, "Index": 428}, {"Word": "Reynolds", "Confidence": 0.958, "X1": 0.42819, "Y1": 0.7882, "X2": 0.51647, "Y2": 0.788, "X3": 0.51647, "Y3": 0.8038, "X4": 0.42819, "Y4": 0.8038, "page": 0, "Index": 429}, {"Word": "shall", "Confidence": 0.995, "X1": 0.52437, "Y1": 0.7882, "X2": 0.57839, "Y2": 0.788, "X3": 0.57971, "Y3": 0.8038, "X4": 0.52437, "Y4": 0.8038, "page": 0, "Index": 430}, {"Word": "have", "Confidence": 0.985, "X1": 0.5863, "Y1": 0.7882, "X2": 0.62978, "Y2": 0.788, "X3": 0.62978, "Y3": 0.8038, "X4": 0.5863, "Y4": 0.8038, "page": 0, "Index": 431}, {"Word": "the", "Confidence": 0.998, "X1": 0.64032, "Y1": 0.7882, "X2": 0.67325, "Y2": 0.788, "X3": 0.67325, "Y3": 0.8038, "X4": 0.64032, "Y4": 0.8038, "page": 0, "Index": 432}, {"Word": "right", "Confidence": 0.994, "X1": 0.68248, "Y1": 0.7882, "X2": 0.7365, "Y2": 0.788, "X3": 0.7365, "Y3": 0.8038, "X4": 0.68248, "Y4": 0.8038, "page": 0, "Index": 433}, {"Word": "to", "Confidence": 0.905, "X1": 0.74572, "Y1": 0.7882, "X2": 0.76943, "Y2": 0.788, "X3": 0.76943, "Y3": 0.8038, "X4": 0.74572, "Y4": 0.8038, "page": 0, "Index": 434}, {"Word": "designate", "Confidence": 0.935, "X1": 0.77734, "Y1": 0.7892, "X2": 0.87615, "Y2": 0.789, "X3": 0.87615, "Y3": 0.8038, "X4": 0.77734, "Y4": 0.8038, "page": 0, "Index": 435}, {"Word": "the", "Confidence": 0.998, "X1": 0.18972, "Y1": 0.8032, "X2": 0.21871, "Y2": 0.803, "X3": 0.21871, "Y3": 0.8198, "X4": 0.18972, "Y4": 0.8198, "page": 0, "Index": 436}, {"Word": "disposition", "Confidence": 0.991, "X1": 0.22661, "Y1": 0.8032, "X2": 0.34783, "Y2": 0.803, "X3": 0.34651, "Y3": 0.8198, "X4": 0.22661, "Y4": 0.8198, "page": 0, "Index": 437}, {"Word": "of", "Confidence": 0.998, "X1": 0.35573, "Y1": 0.8032, "X2": 0.37945, "Y2": 0.803, "X3": 0.37945, "Y3": 0.8198, "X4": 0.35441, "Y4": 0.8198, "page": 0, "Index": 438}, {"Word": "such", "Confidence": 0.989, "X1": 0.38735, "Y1": 0.8032, "X2": 0.43347, "Y2": 0.803, "X3": 0.43215, "Y3": 0.8198, "X4": 0.38603, "Y4": 0.8198, "page": 0, "Index": 439}, {"Word": "equipment,", "Confidence": 0.942, "X1": 0.43874, "Y1": 0.8042, "X2": 0.54809, "Y2": 0.804, "X3": 0.54809, "Y3": 0.8208, "X4": 0.43874, "Y4": 0.8198, "page": 0, "Index": 440}, {"Word": "but", "Confidence": 0.998, "X1": 0.55468, "Y1": 0.8042, "X2": 0.59025, "Y2": 0.804, "X3": 0.58893, "Y3": 0.8208, "X4": 0.55336, "Y4": 0.8208, "page": 0, "Index": 441}, {"Word": "only", "Confidence": 0.988, "X1": 0.59816, "Y1": 0.8042, "X2": 0.64163, "Y2": 0.804, "X3": 0.64163, "Y3": 0.8208, "X4": 0.59684, "Y4": 0.8208, "page": 0, "Index": 442}, {"Word": "for", "Confidence": 0.998, "X1": 0.65086, "Y1": 0.8042, "X2": 0.68511, "Y2": 0.804, "X3": 0.68511, "Y3": 0.8208, "X4": 0.65086, "Y4": 0.8208, "page": 0, "Index": 443}, {"Word": "elcemosynary", "Confidence": 0.7, "X1": 0.69302, "Y1": 0.8042, "X2": 0.82345, "Y2": 0.804, "X3": 0.82213, "Y3": 0.8198, "X4": 0.6917, "Y4": 0.8208, "page": 0, "Index": 444}, {"Word": "purposes.", "Confidence": 0.981, "X1": 0.18841, "Y1": 0.8222, "X2": 0.28327, "Y2": 0.822, "X3": 0.28327, "Y3": 0.8368, "X4": 0.18709, "Y4": 0.8368, "page": 0, "Index": 445}, {"Word": "50985", "Confidence": 0.993, "X1": 0.9776, "Y1": 0.9302, "X2": 0.97365, "Y2": 0.93, "X3": 0.95257, "Y3": 0.9298, "X4": 0.95784, "Y4": 0.8848, "page": 0, "Index": 446}, {"Word": "9191", "Confidence": 0.994, "X1": 0.97233, "Y1": 0.9802, "X2": 0.96706, "Y2": 0.98, "X3": 0.94862, "Y3": 0.9788, "X4": 0.95125, "Y4": 0.9398, "page": 0, "Index": 447}, {"Word": "3", "Confidence": 0.996, "X1": 0.48748, "Y1": 0.9792, "X2": 0.49802, "Y2": 0.979, "X3": 0.49671, "Y3": 0.9928, "X4": 0.48617, "Y4": 0.9918, "page": 0, "Index": 448}]}	"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"
ffmy0215	0	{"lines_data": [{"Word": "January 17, 1955", "Confidence": 0.873, "X1": 0.52437, "Y1": 0.1512, "X2": 0.68906, "Y2": 0.151, "X3": 0.68906, "Y3": 0.1688, "X4": 0.52437, "Y4": 0.1688, "page": 0}, {"Word": "Mr. C. F. Mobr", "Confidence": 0.90675, "X1": 0.18314, "Y1": 0.2762, "X2": 0.33202, "Y2": 0.276, "X3": 0.33202, "Y3": 0.2908, "X4": 0.18314, "Y4": 0.2918, "page": 0}, {"Word": "100 Beneal Avenge", "Confidence": 0.483, "X1": 0.18314, "Y1": 0.2922, "X2": 0.35705, "Y2": 0.292, "X3": 0.35705, "Y3": 0.3058, "X4": 0.18314, "Y4": 0.3058, "page": 0}, {"Word": "Aldan, Clifton Heights, Pa.", "Confidence": 0.88775, "X1": 0.18182, "Y1": 0.3062, "X2": 0.46113, "Y2": 0.306, "X3": 0.46113, "Y3": 0.3228, "X4": 0.18182, "Y4": 0.3228, "page": 0}, {"Word": "Dear Mr. Kok\u00e6r:", "Confidence": 0.34833, "X1": 0.18182, "Y1": 0.3372, "X2": 0.32938, "Y2": 0.337, "X3": 0.32938, "Y3": 0.3528, "X4": 0.18182, "Y4": 0.3518, "page": 0}, {"Word": "Mr. Robert K. Heimann of The American Tobacco", "Confidence": 0.657, "X1": 0.278, "Y1": 0.3672, "X2": 0.74835, "Y2": 0.367, "X3": 0.74835, "Y3": 0.3828, "X4": 0.278, "Y4": 0.3838, "page": 0}, {"Word": "Company has forwarded your letter of December 18th with its", "Confidence": 0.7188, "X1": 0.18577, "Y1": 0.3812, "X2": 0.78129, "Y2": 0.381, "X3": 0.78261, "Y3": 0.3968, "X4": 0.18577, "Y4": 0.3998, "page": 0}, {"Word": "enclosures to this office. Let me assure you that w", "Confidence": 0.5855, "X1": 0.18577, "Y1": 0.3972, "X2": 0.72859, "Y2": 0.397, "X3": 0.72859, "Y3": 0.4128, "X4": 0.18577, "Y4": 0.4148, "page": 0}, {"Word": "appreciate your interest and courtesy in referring this", "Confidence": 0.73225, "X1": 0.18314, "Y1": 0.4132, "X2": 0.74835, "Y2": 0.413, "X3": 0.74835, "Y3": 0.4278, "X4": 0.18314, "Y4": 0.4298, "page": 0}, {"Word": "material and your thoughts. I shall see that they are passed", "Confidence": 0.702, "X1": 0.18314, "Y1": 0.4272, "X2": 0.80237, "Y2": 0.427, "X3": 0.80369, "Y3": 0.4438, "X4": 0.18314, "Y4": 0.4448, "page": 0}, {"Word": "on to our scientific advisers and receive proper consideration.", "Confidence": 0.66156, "X1": 0.18445, "Y1": 0.4432, "X2": 0.82213, "Y2": 0.443, "X3": 0.82213, "Y3": 0.4578, "X4": 0.18445, "Y4": 0.4598, "page": 0}, {"Word": "W. T. Beyt", "Confidence": 0.828, "X1": 0.52569, "Y1": 0.5352, "X2": 0.63505, "Y2": 0.535, "X3": 0.63505, "Y3": 0.5508, "X4": 0.52569, "Y4": 0.5498, "page": 0}, {"Word": "Executive Secretary", "Confidence": 0.6345, "X1": 0.52569, "Y1": 0.5512, "X2": 0.72332, "Y2": 0.551, "X3": 0.72332, "Y3": 0.5668, "X4": 0.52569, "Y4": 0.5668, "page": 0}], "words_data": [{"Word": "January", "Confidence": 0.65, "X1": 0.52569, "Y1": 0.1512, "X2": 0.59816, "Y2": 0.151, "X3": 0.59684, "Y3": 0.1698, "X4": 0.52569, "Y4": 0.1698, "page": 0, "Index": 0}, {"Word": "17,", "Confidence": 0.988, "X1": 0.60211, "Y1": 0.1512, "X2": 0.639, "Y2": 0.151, "X3": 0.63768, "Y3": 0.1698, "X4": 0.60211, "Y4": 0.1698, "page": 0, "Index": 1}, {"Word": "1955", "Confidence": 0.981, "X1": 0.64295, "Y1": 0.1512, "X2": 0.68906, "Y2": 0.151, "X3": 0.68906, "Y3": 0.1698, "X4": 0.64295, "Y4": 0.1698, "page": 0, "Index": 2}, {"Word": "Mr.", "Confidence": 0.964, "X1": 0.18445, "Y1": 0.2772, "X2": 0.21871, "Y2": 0.277, "X3": 0.21739, "Y3": 0.2918, "X4": 0.18445, "Y4": 0.2918, "page": 0, "Index": 3}, {"Word": "C.", "Confidence": 0.998, "X1": 0.22266, "Y1": 0.2772, "X2": 0.24901, "Y2": 0.277, "X3": 0.24769, "Y3": 0.2918, "X4": 0.22134, "Y4": 0.2918, "page": 0, "Index": 4}, {"Word": "F.", "Confidence": 0.991, "X1": 0.25296, "Y1": 0.2772, "X2": 0.27931, "Y2": 0.277, "X3": 0.278, "Y3": 0.2918, "X4": 0.25165, "Y4": 0.2918, "page": 0, "Index": 5}, {"Word": "Mobr", "Confidence": 0.674, "X1": 0.28327, "Y1": 0.2772, "X2": 0.32938, "Y2": 0.277, "X3": 0.32806, "Y3": 0.2918, "X4": 0.28195, "Y4": 0.2918, "page": 0, "Index": 6}, {"Word": "100", "Confidence": 0.998, "X1": 0.18445, "Y1": 0.2922, "X2": 0.21476, "Y2": 0.292, "X3": 0.21476, "Y3": 0.3068, "X4": 0.18445, "Y4": 0.3068, "page": 0, "Index": 7}, {"Word": "Beneal", "Confidence": 0.396, "X1": 0.22266, "Y1": 0.2932, "X2": 0.28722, "Y2": 0.293, "X3": 0.28722, "Y3": 0.3068, "X4": 0.22266, "Y4": 0.3068, "page": 0, "Index": 8}, {"Word": "Avenge", "Confidence": 0.055, "X1": 0.29513, "Y1": 0.2932, "X2": 0.35705, "Y2": 0.293, "X3": 0.35705, "Y3": 0.3058, "X4": 0.29381, "Y4": 0.3068, "page": 0, "Index": 9}, {"Word": "Aldan,", "Confidence": 0.941, "X1": 0.18314, "Y1": 0.3082, "X2": 0.24769, "Y2": 0.308, "X3": 0.24769, "Y3": 0.3228, "X4": 0.18314, "Y4": 0.3218, "page": 0, "Index": 10}, {"Word": "Clifton", "Confidence": 0.899, "X1": 0.25296, "Y1": 0.3082, "X2": 0.32806, "Y2": 0.308, "X3": 0.32806, "Y3": 0.3228, "X4": 0.25296, "Y4": 0.3228, "page": 0, "Index": 11}, {"Word": "Heights,", "Confidence": 0.807, "X1": 0.33333, "Y1": 0.3072, "X2": 0.41897, "Y2": 0.307, "X3": 0.41897, "Y3": 0.3228, "X4": 0.33333, "Y4": 0.3228, "page": 0, "Index": 12}, {"Word": "Pa.", "Confidence": 0.904, "X1": 0.42424, "Y1": 0.3062, "X2": 0.4585, "Y2": 0.306, "X3": 0.4585, "Y3": 0.3228, "X4": 0.42424, "Y4": 0.3228, "page": 0, "Index": 13}, {"Word": "Dear", "Confidence": 0.651, "X1": 0.18445, "Y1": 0.3382, "X2": 0.2253, "Y2": 0.338, "X3": 0.2253, "Y3": 0.3528, "X4": 0.18445, "Y4": 0.3528, "page": 0, "Index": 14}, {"Word": "Mr.", "Confidence": 0.297, "X1": 0.2332, "Y1": 0.3382, "X2": 0.27009, "Y2": 0.338, "X3": 0.26877, "Y3": 0.3528, "X4": 0.2332, "Y4": 0.3528, "page": 0, "Index": 15}, {"Word": "Kok\u00e6r:", "Confidence": 0.097, "X1": 0.27404, "Y1": 0.3392, "X2": 0.3307, "Y2": 0.339, "X3": 0.32938, "Y3": 0.3528, "X4": 0.27404, "Y4": 0.3528, "page": 0, "Index": 16}, {"Word": "Mr.", "Confidence": 0.602, "X1": 0.28327, "Y1": 0.3692, "X2": 0.32016, "Y2": 0.369, "X3": 0.32016, "Y3": 0.3828, "X4": 0.28195, "Y4": 0.3828, "page": 0, "Index": 17}, {"Word": "Robert", "Confidence": 0.631, "X1": 0.32543, "Y1": 0.3682, "X2": 0.38867, "Y2": 0.368, "X3": 0.38735, "Y3": 0.3838, "X4": 0.32411, "Y4": 0.3838, "page": 0, "Index": 18}, {"Word": "K.", "Confidence": 0.814, "X1": 0.39262, "Y1": 0.3682, "X2": 0.41897, "Y2": 0.368, "X3": 0.41765, "Y3": 0.3838, "X4": 0.3913, "Y4": 0.3838, "page": 0, "Index": 19}, {"Word": "Heimann", "Confidence": 0.241, "X1": 0.42292, "Y1": 0.3672, "X2": 0.49802, "Y2": 0.367, "X3": 0.49802, "Y3": 0.3838, "X4": 0.42292, "Y4": 0.3838, "page": 0, "Index": 20}, {"Word": "of", "Confidence": 0.992, "X1": 0.50593, "Y1": 0.3672, "X2": 0.52964, "Y2": 0.367, "X3": 0.52833, "Y3": 0.3838, "X4": 0.50593, "Y4": 0.3838, "page": 0, "Index": 21}, {"Word": "The", "Confidence": 0.958, "X1": 0.53623, "Y1": 0.3672, "X2": 0.57049, "Y2": 0.367, "X3": 0.57049, "Y3": 0.3838, "X4": 0.53623, "Y4": 0.3838, "page": 0, "Index": 22}, {"Word": "American", "Confidence": 0.612, "X1": 0.57444, "Y1": 0.3672, "X2": 0.65876, "Y2": 0.367, "X3": 0.65876, "Y3": 0.3838, "X4": 0.57444, "Y4": 0.3838, "page": 0, "Index": 23}, {"Word": "Tobacco", "Confidence": 0.406, "X1": 0.66667, "Y1": 0.3672, "X2": 0.73913, "Y2": 0.367, "X3": 0.73913, "Y3": 0.3828, "X4": 0.66667, "Y4": 0.3838, "page": 0, "Index": 24}, {"Word": "18th", "Confidence": 0.955, "X1": 0.64559, "Y1": 0.3832, "X2": 0.68906, "Y2": 0.383, "X3": 0.68906, "Y3": 0.3978, "X4": 0.64559, "Y4": 0.3988, "page": 0, "Index": 25}, {"Word": "with", "Confidence": 0.83, "X1": 0.69565, "Y1": 0.3822, "X2": 0.73913, "Y2": 0.382, "X3": 0.73913, "Y3": 0.3978, "X4": 0.69697, "Y4": 0.3978, "page": 0, "Index": 26}, {"Word": "its", "Confidence": 0.881, "X1": 0.74704, "Y1": 0.3822, "X2": 0.77866, "Y2": 0.382, "X3": 0.77866, "Y3": 0.3978, "X4": 0.74704, "Y4": 0.3978, "page": 0, "Index": 27}, {"Word": "Company", "Confidence": 0.228, "X1": 0.18709, "Y1": 0.3852, "X2": 0.25955, "Y2": 0.385, "X3": 0.25955, "Y3": 0.3998, "X4": 0.18709, "Y4": 0.4008, "page": 0, "Index": 28}, {"Word": "has", "Confidence": 0.623, "X1": 0.2635, "Y1": 0.3852, "X2": 0.29776, "Y2": 0.385, "X3": 0.29776, "Y3": 0.3998, "X4": 0.26482, "Y4": 0.3998, "page": 0, "Index": 29}, {"Word": "forwarded", "Confidence": 0.651, "X1": 0.30567, "Y1": 0.3842, "X2": 0.39921, "Y2": 0.384, "X3": 0.39921, "Y3": 0.3998, "X4": 0.30567, "Y4": 0.3998, "page": 0, "Index": 30}, {"Word": "your", "Confidence": 0.991, "X1": 0.40448, "Y1": 0.3842, "X2": 0.45059, "Y2": 0.384, "X3": 0.45059, "Y3": 0.3988, "X4": 0.40448, "Y4": 0.3998, "page": 0, "Index": 31}, {"Word": "letter", "Confidence": 0.732, "X1": 0.45455, "Y1": 0.3842, "X2": 0.5191, "Y2": 0.384, "X3": 0.5191, "Y3": 0.3988, "X4": 0.45455, "Y4": 0.3988, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.897, "X1": 0.52569, "Y1": 0.3832, "X2": 0.54809, "Y2": 0.383, "X3": 0.54941, "Y3": 0.3988, "X4": 0.52569, "Y4": 0.3988, "page": 0, "Index": 33}, {"Word": "December", "Confidence": 0.4, "X1": 0.55468, "Y1": 0.3832, "X2": 0.64032, "Y2": 0.383, "X3": 0.64032, "Y3": 0.3988, "X4": 0.55468, "Y4": 0.3988, "page": 0, "Index": 34}, {"Word": "enclosures", "Confidence": 0.336, "X1": 0.18709, "Y1": 0.4002, "X2": 0.28722, "Y2": 0.4, "X3": 0.28854, "Y3": 0.4148, "X4": 0.18709, "Y4": 0.4138, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 0.998, "X1": 0.29513, "Y1": 0.4002, "X2": 0.31752, "Y2": 0.4, "X3": 0.31752, "Y3": 0.4148, "X4": 0.29644, "Y4": 0.4148, "page": 0, "Index": 36}, {"Word": "this", "Confidence": 0.667, "X1": 0.32543, "Y1": 0.4002, "X2": 0.36891, "Y2": 0.4, "X3": 0.36891, "Y3": 0.4148, "X4": 0.32543, "Y4": 0.4148, "page": 0, "Index": 37}, {"Word": "office.", "Confidence": 0.651, "X1": 0.37549, "Y1": 0.3992, "X2": 0.44928, "Y2": 0.399, "X3": 0.44928, "Y3": 0.4148, "X4": 0.37549, "Y4": 0.4148, "page": 0, "Index": 38}, {"Word": "Let", "Confidence": 0.66, "X1": 0.46377, "Y1": 0.3992, "X2": 0.49934, "Y2": 0.399, "X3": 0.49802, "Y3": 0.4138, "X4": 0.46377, "Y4": 0.4148, "page": 0, "Index": 39}, {"Word": "me", "Confidence": 0.621, "X1": 0.50461, "Y1": 0.3992, "X2": 0.53096, "Y2": 0.399, "X3": 0.53096, "Y3": 0.4138, "X4": 0.50461, "Y4": 0.4138, "page": 0, "Index": 40}, {"Word": "assure", "Confidence": 0.229, "X1": 0.53491, "Y1": 0.3992, "X2": 0.59816, "Y2": 0.399, "X3": 0.59816, "Y3": 0.4138, "X4": 0.53491, "Y4": 0.4138, "page": 0, "Index": 41}, {"Word": "you", "Confidence": 0.213, "X1": 0.60606, "Y1": 0.3982, "X2": 0.639, "Y2": 0.398, "X3": 0.639, "Y3": 0.4138, "X4": 0.60606, "Y4": 0.4138, "page": 0, "Index": 42}, {"Word": "that", "Confidence": 0.664, "X1": 0.6469, "Y1": 0.3982, "X2": 0.68906, "Y2": 0.398, "X3": 0.68906, "Y3": 0.4138, "X4": 0.6469, "Y4": 0.4138, "page": 0, "Index": 43}, {"Word": "w", "Confidence": 0.816, "X1": 0.69565, "Y1": 0.3982, "X2": 0.70751, "Y2": 0.398, "X3": 0.70619, "Y3": 0.4128, "X4": 0.69565, "Y4": 0.4128, "page": 0, "Index": 44}, {"Word": "appreciate", "Confidence": 0.641, "X1": 0.18445, "Y1": 0.4152, "X2": 0.28854, "Y2": 0.415, "X3": 0.28854, "Y3": 0.4298, "X4": 0.18445, "Y4": 0.4308, "page": 0, "Index": 45}, {"Word": "your", "Confidence": 0.957, "X1": 0.29644, "Y1": 0.4142, "X2": 0.3386, "Y2": 0.414, "X3": 0.3386, "Y3": 0.4298, "X4": 0.29513, "Y4": 0.4298, "page": 0, "Index": 46}, {"Word": "interest", "Confidence": 0.193, "X1": 0.34519, "Y1": 0.4142, "X2": 0.42819, "Y2": 0.414, "X3": 0.42819, "Y3": 0.4288, "X4": 0.34519, "Y4": 0.4298, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.955, "X1": 0.43478, "Y1": 0.4142, "X2": 0.46904, "Y2": 0.414, "X3": 0.46904, "Y3": 0.4288, "X4": 0.43347, "Y4": 0.4288, "page": 0, "Index": 48}, {"Word": "courtesy", "Confidence": 0.656, "X1": 0.47431, "Y1": 0.4132, "X2": 0.55731, "Y2": 0.413, "X3": 0.55731, "Y3": 0.4288, "X4": 0.47431, "Y4": 0.4288, "page": 0, "Index": 49}, {"Word": "in", "Confidence": 0.997, "X1": 0.56653, "Y1": 0.4132, "X2": 0.58893, "Y2": 0.413, "X3": 0.58762, "Y3": 0.4288, "X4": 0.56522, "Y4": 0.4288, "page": 0, "Index": 50}, {"Word": "referring", "Confidence": 0.737, "X1": 0.5942, "Y1": 0.4132, "X2": 0.68906, "Y2": 0.413, "X3": 0.68906, "Y3": 0.4288, "X4": 0.5942, "Y4": 0.4288, "page": 0, "Index": 51}, {"Word": "this", "Confidence": 0.722, "X1": 0.69697, "Y1": 0.4132, "X2": 0.73913, "Y2": 0.413, "X3": 0.73913, "Y3": 0.4288, "X4": 0.69565, "Y4": 0.4288, "page": 0, "Index": 52}, {"Word": "material", "Confidence": 0.401, "X1": 0.18445, "Y1": 0.4292, "X2": 0.26877, "Y2": 0.429, "X3": 0.27009, "Y3": 0.4448, "X4": 0.18577, "Y4": 0.4458, "page": 0, "Index": 53}, {"Word": "and", "Confidence": 0.844, "X1": 0.27536, "Y1": 0.4292, "X2": 0.30962, "Y2": 0.429, "X3": 0.30962, "Y3": 0.4448, "X4": 0.27536, "Y4": 0.4448, "page": 0, "Index": 54}, {"Word": "your", "Confidence": 0.987, "X1": 0.31621, "Y1": 0.4282, "X2": 0.35968, "Y2": 0.428, "X3": 0.35968, "Y3": 0.4448, "X4": 0.31621, "Y4": 0.4448, "page": 0, "Index": 55}, {"Word": "thoughts.", "Confidence": 0.967, "X1": 0.36759, "Y1": 0.4282, "X2": 0.45982, "Y2": 0.428, "X3": 0.45982, "Y3": 0.4438, "X4": 0.36759, "Y4": 0.4448, "page": 0, "Index": 56}, {"Word": "I", "Confidence": 0.993, "X1": 0.47563, "Y1": 0.4282, "X2": 0.48748, "Y2": 0.428, "X3": 0.48748, "Y3": 0.4438, "X4": 0.47563, "Y4": 0.4438, "page": 0, "Index": 57}, {"Word": "shall", "Confidence": 0.636, "X1": 0.49671, "Y1": 0.4282, "X2": 0.54941, "Y2": 0.428, "X3": 0.54809, "Y3": 0.4438, "X4": 0.49539, "Y4": 0.4438, "page": 0, "Index": 58}, {"Word": "see", "Confidence": 0.635, "X1": 0.55599, "Y1": 0.4282, "X2": 0.59025, "Y2": 0.428, "X3": 0.59025, "Y3": 0.4438, "X4": 0.55599, "Y4": 0.4438, "page": 0, "Index": 59}, {"Word": "that", "Confidence": 0.669, "X1": 0.59816, "Y1": 0.4282, "X2": 0.64032, "Y2": 0.428, "X3": 0.639, "Y3": 0.4438, "X4": 0.59684, "Y4": 0.4438, "page": 0, "Index": 60}, {"Word": "they", "Confidence": 0.651, "X1": 0.6469, "Y1": 0.4282, "X2": 0.69038, "Y2": 0.428, "X3": 0.68906, "Y3": 0.4438, "X4": 0.64559, "Y4": 0.4438, "page": 0, "Index": 61}, {"Word": "are", "Confidence": 0.308, "X1": 0.69697, "Y1": 0.4282, "X2": 0.72991, "Y2": 0.428, "X3": 0.72991, "Y3": 0.4438, "X4": 0.69565, "Y4": 0.4438, "page": 0, "Index": 62}, {"Word": "passed", "Confidence": 0.631, "X1": 0.73781, "Y1": 0.4292, "X2": 0.80105, "Y2": 0.429, "X3": 0.79974, "Y3": 0.4438, "X4": 0.7365, "Y4": 0.4438, "page": 0, "Index": 63}, {"Word": "on", "Confidence": 0.679, "X1": 0.18445, "Y1": 0.4452, "X2": 0.20817, "Y2": 0.445, "X3": 0.20817, "Y3": 0.4598, "X4": 0.18445, "Y4": 0.4598, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.21476, "Y1": 0.4452, "X2": 0.23847, "Y2": 0.445, "X3": 0.23847, "Y3": 0.4598, "X4": 0.21476, "Y4": 0.4598, "page": 0, "Index": 65}, {"Word": "our", "Confidence": 0.981, "X1": 0.24506, "Y1": 0.4452, "X2": 0.27931, "Y2": 0.445, "X3": 0.27931, "Y3": 0.4598, "X4": 0.24506, "Y4": 0.4598, "page": 0, "Index": 66}, {"Word": "scientific", "Confidence": 0.543, "X1": 0.2859, "Y1": 0.4452, "X2": 0.38867, "Y2": 0.445, "X3": 0.38867, "Y3": 0.4598, "X4": 0.2859, "Y4": 0.4598, "page": 0, "Index": 67}, {"Word": "advisers", "Confidence": 0.61, "X1": 0.39526, "Y1": 0.4442, "X2": 0.47826, "Y2": 0.444, "X3": 0.47826, "Y3": 0.4598, "X4": 0.39526, "Y4": 0.4598, "page": 0, "Index": 68}, {"Word": "and", "Confidence": 0.943, "X1": 0.48485, "Y1": 0.4442, "X2": 0.5191, "Y2": 0.444, "X3": 0.5191, "Y3": 0.4598, "X4": 0.48353, "Y4": 0.4598, "page": 0, "Index": 69}, {"Word": "receive", "Confidence": 0.305, "X1": 0.52569, "Y1": 0.4442, "X2": 0.60079, "Y2": 0.444, "X3": 0.59947, "Y3": 0.4598, "X4": 0.52437, "Y4": 0.4598, "page": 0, "Index": 70}, {"Word": "proper", "Confidence": 0.603, "X1": 0.60738, "Y1": 0.4442, "X2": 0.67062, "Y2": 0.444, "X3": 0.6693, "Y3": 0.4598, "X4": 0.60606, "Y4": 0.4598, "page": 0, "Index": 71}, {"Word": "consideration.", "Confidence": 0.292, "X1": 0.67721, "Y1": 0.4442, "X2": 0.82213, "Y2": 0.444, "X3": 0.82213, "Y3": 0.4588, "X4": 0.67589, "Y4": 0.4588, "page": 0, "Index": 72}, {"Word": "W.", "Confidence": 0.936, "X1": 0.52569, "Y1": 0.5362, "X2": 0.55072, "Y2": 0.536, "X3": 0.55072, "Y3": 0.5508, "X4": 0.52569, "Y4": 0.5508, "page": 0, "Index": 73}, {"Word": "T.", "Confidence": 0.941, "X1": 0.55863, "Y1": 0.5362, "X2": 0.58235, "Y2": 0.536, "X3": 0.58235, "Y3": 0.5508, "X4": 0.55863, "Y4": 0.5508, "page": 0, "Index": 74}, {"Word": "Beyt", "Confidence": 0.607, "X1": 0.5863, "Y1": 0.5362, "X2": 0.63241, "Y2": 0.536, "X3": 0.63241, "Y3": 0.5508, "X4": 0.5863, "Y4": 0.5508, "page": 0, "Index": 75}, {"Word": "Executive", "Confidence": 0.601, "X1": 0.52701, "Y1": 0.5522, "X2": 0.62187, "Y2": 0.552, "X3": 0.62187, "Y3": 0.5668, "X4": 0.52701, "Y4": 0.5668, "page": 0, "Index": 76}, {"Word": "Secretary", "Confidence": 0.668, "X1": 0.62714, "Y1": 0.5522, "X2": 0.72069, "Y2": 0.552, "X3": 0.72069, "Y3": 0.5668, "X4": 0.62714, "Y4": 0.5668, "page": 0, "Index": 77}]}	"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"
ffdp0019	0	{"lines_data": [{"Word": "From: Moore, Edna on Tue, Feb 21, 1995 3:44 PM", "Confidence": 0.9856, "X1": 0.17929, "Y1": 0.0312, "X2": 0.59343, "Y2": 0.031, "X3": 0.59343, "Y3": 0.0478, "X4": 0.17929, "Y4": 0.0478, "page": 0}, {"Word": "Subject: HISPANIC NEWSPAPER ADVERTISING", "Confidence": 0.96575, "X1": 0.17929, "Y1": 0.0472, "X2": 0.60227, "Y2": 0.047, "X3": 0.60227, "Y3": 0.0638, "X4": 0.17929, "Y4": 0.0628, "page": 0}, {"Word": "To: Schneider, Rita", "Confidence": 0.99333, "X1": 0.17929, "Y1": 0.0632, "X2": 0.34091, "Y2": 0.063, "X3": 0.33965, "Y3": 0.0798, "X4": 0.17929, "Y4": 0.0788, "page": 0}, {"Word": "Cc: Daragan, Karen; Gomez, Francis; Simons, Rence", "Confidence": 0.93657, "X1": 0.18308, "Y1": 0.0792, "X2": 0.6048, "Y2": 0.079, "X3": 0.6048, "Y3": 0.0948, "X4": 0.18308, "Y4": 0.0958, "page": 0}, {"Word": "RENEE, ONE OF OUR FRIENDS IN-THE HISPANIC PUBLISHING WORLD, JUAN", "Confidence": 0.9508, "X1": 0.18056, "Y1": 0.1092, "X2": 0.8952, "Y2": 0.109, "X3": 0.8952, "Y3": 0.1268, "X4": 0.17929, "Y4": 0.1258, "page": 0}, {"Word": "PIFARRE, PUBLISHER OF HORIZONTES IN SAN FRANCISCO CALLED TO", "Confidence": 0.93067, "X1": 0.18056, "Y1": 0.1252, "X2": 0.83965, "Y2": 0.125, "X3": 0.83965, "Y3": 0.1408, "X4": 0.18056, "Y4": 0.1408, "page": 0}, {"Word": "INDICATE THAT HE WAS NO LONGER RECEIVING ANY ADVERTISING FROM", "Confidence": 0.9908, "X1": 0.17929, "Y1": 0.1402, "X2": 0.88131, "Y2": 0.14, "X3": 0.88131, "Y3": 0.1578, "X4": 0.17929, "Y4": 0.1578, "page": 0}, {"Word": "2070280286B", "Confidence": 0.992, "X1": 0.97727, "Y1": 0.1592, "X2": 0.97854, "Y2": 0.159, "X3": 0.95202, "Y3": 0.1588, "X4": 0.95202, "Y4": 0.0268, "page": 0}, {"Word": "PMUSA THIS YEAR.", "Confidence": 0.88733, "X1": 0.17929, "Y1": 0.1572, "X2": 0.36237, "Y2": 0.157, "X3": 0.36237, "Y3": 0.1738, "X4": 0.17929, "Y4": 0.1738, "page": 0}, {"Word": "AS MR. PIFARRE HAS BEEN ONE OF OUR LONGTIME SUPPORTERS, IS IT", "Confidence": 0.98533, "X1": 0.18182, "Y1": 0.1892, "X2": 0.84848, "Y2": 0.189, "X3": 0.84848, "Y3": 0.2048, "X4": 0.18182, "Y4": 0.2038, "page": 0}, {"Word": "POSSIBLE TO DETERMINE WHY HE IS NO LONGER ON THE SCHEDULE?", "Confidence": 0.96191, "X1": 0.18056, "Y1": 0.2042, "X2": 0.83712, "Y2": 0.204, "X3": 0.83712, "Y3": 0.2208, "X4": 0.18056, "Y4": 0.2208, "page": 0}, {"Word": "WHERE POSSIBLE, I WOULD LIKE TO HAVE HIS PAPER ON THE MARLBORO", "Confidence": 0.985, "X1": 0.17929, "Y1": 0.2212, "X2": 0.87626, "Y2": 0.221, "X3": 0.87626, "Y3": 0.2378, "X4": 0.17929, "Y4": 0.2368, "page": 0}, {"Word": "EVENT ADVERTISING SCHEDULE.", "Confidence": 0.98467, "X1": 0.17929, "Y1": 0.2362, "X2": 0.49495, "Y2": 0.236, "X3": 0.49495, "Y3": 0.2538, "X4": 0.17929, "Y4": 0.2538, "page": 0}, {"Word": "THANKS FOR YOUR ASSISTANCE.", "Confidence": 0.99475, "X1": 0.17929, "Y1": 0.2682, "X2": 0.49747, "Y2": 0.268, "X3": 0.49747, "Y3": 0.2858, "X4": 0.17929, "Y4": 0.2858, "page": 0}], "words_data": [{"Word": "From:", "Confidence": 0.997, "X1": 0.18056, "Y1": 0.0312, "X2": 0.23106, "Y2": 0.031, "X3": 0.2298, "Y3": 0.0478, "X4": 0.17929, "Y4": 0.0478, "page": 0, "Index": 0}, {"Word": "Moore,", "Confidence": 0.955, "X1": 0.23611, "Y1": 0.0322, "X2": 0.29293, "Y2": 0.032, "X3": 0.29293, "Y3": 0.0478, "X4": 0.23485, "Y4": 0.0478, "page": 0, "Index": 1}, {"Word": "Edna", "Confidence": 0.991, "X1": 0.29798, "Y1": 0.0322, "X2": 0.33965, "Y2": 0.032, "X3": 0.33838, "Y3": 0.0478, "X4": 0.29672, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "on", "Confidence": 0.997, "X1": 0.34343, "Y1": 0.0322, "X2": 0.36616, "Y2": 0.032, "X3": 0.3649, "Y3": 0.0478, "X4": 0.34343, "Y4": 0.0478, "page": 0, "Index": 3}, {"Word": "Tue,", "Confidence": 0.988, "X1": 0.36995, "Y1": 0.0322, "X2": 0.40404, "Y2": 0.032, "X3": 0.40404, "Y3": 0.0478, "X4": 0.36995, "Y4": 0.0478, "page": 0, "Index": 4}, {"Word": "Feb", "Confidence": 0.957, "X1": 0.40783, "Y1": 0.0322, "X2": 0.44066, "Y2": 0.032, "X3": 0.44066, "Y3": 0.0478, "X4": 0.40783, "Y4": 0.0478, "page": 0, "Index": 5}, {"Word": "21,", "Confidence": 0.997, "X1": 0.44444, "Y1": 0.0322, "X2": 0.4697, "Y2": 0.032, "X3": 0.4697, "Y3": 0.0478, "X4": 0.44444, "Y4": 0.0478, "page": 0, "Index": 6}, {"Word": "1995", "Confidence": 0.985, "X1": 0.47475, "Y1": 0.0322, "X2": 0.51515, "Y2": 0.032, "X3": 0.51515, "Y3": 0.0488, "X4": 0.47475, "Y4": 0.0488, "page": 0, "Index": 7}, {"Word": "3:44", "Confidence": 0.991, "X1": 0.51894, "Y1": 0.0322, "X2": 0.55303, "Y2": 0.032, "X3": 0.55303, "Y3": 0.0488, "X4": 0.51894, "Y4": 0.0488, "page": 0, "Index": 8}, {"Word": "PM", "Confidence": 0.998, "X1": 0.55682, "Y1": 0.0322, "X2": 0.58207, "Y2": 0.032, "X3": 0.58207, "Y3": 0.0488, "X4": 0.55808, "Y4": 0.0488, "page": 0, "Index": 9}, {"Word": "Subject:", "Confidence": 0.994, "X1": 0.18182, "Y1": 0.0472, "X2": 0.24621, "Y2": 0.047, "X3": 0.24495, "Y3": 0.0638, "X4": 0.18056, "Y4": 0.0638, "page": 0, "Index": 10}, {"Word": "HISPANIC", "Confidence": 0.883, "X1": 0.25, "Y1": 0.0472, "X2": 0.34217, "Y2": 0.047, "X3": 0.34091, "Y3": 0.0638, "X4": 0.24874, "Y4": 0.0638, "page": 0, "Index": 11}, {"Word": "NEWSPAPER", "Confidence": 0.995, "X1": 0.34596, "Y1": 0.0482, "X2": 0.46338, "Y2": 0.048, "X3": 0.46212, "Y3": 0.0628, "X4": 0.3447, "Y4": 0.0638, "page": 0, "Index": 12}, {"Word": "ADVERTISING", "Confidence": 0.991, "X1": 0.46843, "Y1": 0.0482, "X2": 0.60101, "Y2": 0.048, "X3": 0.59975, "Y3": 0.0638, "X4": 0.46843, "Y4": 0.0628, "page": 0, "Index": 13}, {"Word": "To:", "Confidence": 0.998, "X1": 0.18308, "Y1": 0.0632, "X2": 0.20833, "Y2": 0.063, "X3": 0.20707, "Y3": 0.0798, "X4": 0.18182, "Y4": 0.0788, "page": 0, "Index": 14}, {"Word": "Schneider,", "Confidence": 0.991, "X1": 0.21212, "Y1": 0.0642, "X2": 0.29672, "Y2": 0.064, "X3": 0.29672, "Y3": 0.0808, "X4": 0.21086, "Y4": 0.0798, "page": 0, "Index": 15}, {"Word": "Rita", "Confidence": 0.991, "X1": 0.30051, "Y1": 0.0632, "X2": 0.33838, "Y2": 0.063, "X3": 0.33838, "Y3": 0.0798, "X4": 0.30051, "Y4": 0.0808, "page": 0, "Index": 16}, {"Word": "Cc:", "Confidence": 0.869, "X1": 0.18434, "Y1": 0.0802, "X2": 0.20833, "Y2": 0.08, "X3": 0.20707, "Y3": 0.0968, "X4": 0.18434, "Y4": 0.0968, "page": 0, "Index": 17}, {"Word": "Daragan,", "Confidence": 0.995, "X1": 0.21212, "Y1": 0.0802, "X2": 0.28662, "Y2": 0.08, "X3": 0.28535, "Y3": 0.0958, "X4": 0.21212, "Y4": 0.0968, "page": 0, "Index": 18}, {"Word": "Karen;", "Confidence": 0.994, "X1": 0.2904, "Y1": 0.0802, "X2": 0.34343, "Y2": 0.08, "X3": 0.34343, "Y3": 0.0958, "X4": 0.28914, "Y4": 0.0958, "page": 0, "Index": 19}, {"Word": "Gomez,", "Confidence": 0.991, "X1": 0.34722, "Y1": 0.0802, "X2": 0.41162, "Y2": 0.08, "X3": 0.41035, "Y3": 0.0958, "X4": 0.34722, "Y4": 0.0958, "page": 0, "Index": 20}, {"Word": "Francis;", "Confidence": 0.991, "X1": 0.4154, "Y1": 0.0802, "X2": 0.4798, "Y2": 0.08, "X3": 0.47854, "Y3": 0.0958, "X4": 0.41414, "Y4": 0.0958, "page": 0, "Index": 21}, {"Word": "Simons,", "Confidence": 0.992, "X1": 0.48359, "Y1": 0.0802, "X2": 0.54924, "Y2": 0.08, "X3": 0.54924, "Y3": 0.0958, "X4": 0.48359, "Y4": 0.0958, "page": 0, "Index": 22}, {"Word": "Rence", "Confidence": 0.724, "X1": 0.55303, "Y1": 0.0802, "X2": 0.60606, "Y2": 0.08, "X3": 0.6048, "Y3": 0.0958, "X4": 0.55303, "Y4": 0.0958, "page": 0, "Index": 23}, {"Word": "RENEE,", "Confidence": 0.993, "X1": 0.18056, "Y1": 0.1102, "X2": 0.25, "Y2": 0.11, "X3": 0.25, "Y3": 0.1268, "X4": 0.18056, "Y4": 0.1258, "page": 0, "Index": 24}, {"Word": "ONE", "Confidence": 0.998, "X1": 0.25505, "Y1": 0.1102, "X2": 0.29545, "Y2": 0.11, "X3": 0.29545, "Y3": 0.1268, "X4": 0.25379, "Y4": 0.1268, "page": 0, "Index": 25}, {"Word": "OF", "Confidence": 0.998, "X1": 0.30051, "Y1": 0.1102, "X2": 0.32702, "Y2": 0.11, "X3": 0.32702, "Y3": 0.1268, "X4": 0.29924, "Y4": 0.1268, "page": 0, "Index": 26}, {"Word": "OUR", "Confidence": 0.998, "X1": 0.33207, "Y1": 0.1102, "X2": 0.37247, "Y2": 0.11, "X3": 0.37121, "Y3": 0.1268, "X4": 0.33081, "Y4": 0.1268, "page": 0, "Index": 27}, {"Word": "FRIENDS", "Confidence": 0.812, "X1": 0.37753, "Y1": 0.1092, "X2": 0.4596, "Y2": 0.109, "X3": 0.45833, "Y3": 0.1268, "X4": 0.37626, "Y4": 0.1268, "page": 0, "Index": 28}, {"Word": "IN-THE", "Confidence": 0.806, "X1": 0.46338, "Y1": 0.1092, "X2": 0.5303, "Y2": 0.109, "X3": 0.5303, "Y3": 0.1268, "X4": 0.46338, "Y4": 0.1268, "page": 0, "Index": 29}, {"Word": "HISPANIC", "Confidence": 0.929, "X1": 0.53535, "Y1": 0.1102, "X2": 0.62753, "Y2": 0.11, "X3": 0.62626, "Y3": 0.1268, "X4": 0.53409, "Y4": 0.1268, "page": 0, "Index": 30}, {"Word": "PUBLISHING", "Confidence": 0.994, "X1": 0.63131, "Y1": 0.1102, "X2": 0.75, "Y2": 0.11, "X3": 0.74874, "Y3": 0.1268, "X4": 0.63131, "Y4": 0.1268, "page": 0, "Index": 31}, {"Word": "WORLD,", "Confidence": 0.992, "X1": 0.75631, "Y1": 0.1102, "X2": 0.8346, "Y2": 0.11, "X3": 0.8346, "Y3": 0.1268, "X4": 0.75631, "Y4": 0.1268, "page": 0, "Index": 32}, {"Word": "JUAN", "Confidence": 0.988, "X1": 0.83965, "Y1": 0.1102, "X2": 0.88763, "Y2": 0.11, "X3": 0.88636, "Y3": 0.1268, "X4": 0.83838, "Y4": 0.1268, "page": 0, "Index": 33}, {"Word": "PIFARRE,", "Confidence": 0.992, "X1": 0.18182, "Y1": 0.1262, "X2": 0.26768, "Y2": 0.126, "X3": 0.26768, "Y3": 0.1408, "X4": 0.18056, "Y4": 0.1408, "page": 0, "Index": 34}, {"Word": "PUBLISHER", "Confidence": 0.994, "X1": 0.27146, "Y1": 0.1252, "X2": 0.37753, "Y2": 0.125, "X3": 0.37753, "Y3": 0.1418, "X4": 0.27146, "Y4": 0.1408, "page": 0, "Index": 35}, {"Word": "OF", "Confidence": 0.862, "X1": 0.38384, "Y1": 0.1252, "X2": 0.41035, "Y2": 0.125, "X3": 0.41035, "Y3": 0.1418, "X4": 0.38384, "Y4": 0.1418, "page": 0, "Index": 36}, {"Word": "HORIZONTES", "Confidence": 0.61, "X1": 0.41414, "Y1": 0.1252, "X2": 0.53788, "Y2": 0.125, "X3": 0.53788, "Y3": 0.1418, "X4": 0.41414, "Y4": 0.1418, "page": 0, "Index": 37}, {"Word": "IN", "Confidence": 0.998, "X1": 0.54167, "Y1": 0.1252, "X2": 0.56187, "Y2": 0.125, "X3": 0.56187, "Y3": 0.1418, "X4": 0.54167, "Y4": 0.1418, "page": 0, "Index": 38}, {"Word": "SAN", "Confidence": 0.998, "X1": 0.56692, "Y1": 0.1252, "X2": 0.6048, "Y2": 0.125, "X3": 0.6048, "Y3": 0.1418, "X4": 0.56692, "Y4": 0.1418, "page": 0, "Index": 39}, {"Word": "FRANCISCO", "Confidence": 0.994, "X1": 0.61111, "Y1": 0.1252, "X2": 0.72096, "Y2": 0.125, "X3": 0.72096, "Y3": 0.1418, "X4": 0.61111, "Y4": 0.1418, "page": 0, "Index": 40}, {"Word": "CALLED", "Confidence": 0.93, "X1": 0.72727, "Y1": 0.1262, "X2": 0.80429, "Y2": 0.126, "X3": 0.80429, "Y3": 0.1418, "X4": 0.72727, "Y4": 0.1418, "page": 0, "Index": 41}, {"Word": "TO", "Confidence": 0.998, "X1": 0.81187, "Y1": 0.1262, "X2": 0.83586, "Y2": 0.126, "X3": 0.83586, "Y3": 0.1418, "X4": 0.81187, "Y4": 0.1418, "page": 0, "Index": 42}, {"Word": "2070280286B", "Confidence": 0.992, "X1": 0.97727, "Y1": 0.1532, "X2": 0.97854, "Y2": 0.153, "X3": 0.95328, "Y3": 0.1538, "X4": 0.95202, "Y4": 0.0288, "page": 0, "Index": 43}, {"Word": "INDICATE", "Confidence": 0.994, "X1": 0.18056, "Y1": 0.1412, "X2": 0.27399, "Y2": 0.141, "X3": 0.27399, "Y3": 0.1588, "X4": 0.18056, "Y4": 0.1588, "page": 0, "Index": 44}, {"Word": "THAT", "Confidence": 0.981, "X1": 0.27778, "Y1": 0.1412, "X2": 0.32828, "Y2": 0.141, "X3": 0.32828, "Y3": 0.1588, "X4": 0.27778, "Y4": 0.1588, "page": 0, "Index": 45}, {"Word": "HE", "Confidence": 0.998, "X1": 0.33333, "Y1": 0.1412, "X2": 0.36111, "Y2": 0.141, "X3": 0.36111, "Y3": 0.1588, "X4": 0.33333, "Y4": 0.1588, "page": 0, "Index": 46}, {"Word": "WAS", "Confidence": 0.998, "X1": 0.3649, "Y1": 0.1412, "X2": 0.40657, "Y2": 0.141, "X3": 0.40657, "Y3": 0.1588, "X4": 0.3649, "Y4": 0.1588, "page": 0, "Index": 47}, {"Word": "NO", "Confidence": 0.998, "X1": 0.41162, "Y1": 0.1412, "X2": 0.43939, "Y2": 0.141, "X3": 0.43939, "Y3": 0.1588, "X4": 0.41162, "Y4": 0.1588, "page": 0, "Index": 48}, {"Word": "LONGER", "Confidence": 0.996, "X1": 0.44444, "Y1": 0.1412, "X2": 0.52525, "Y2": 0.141, "X3": 0.52525, "Y3": 0.1588, "X4": 0.44444, "Y4": 0.1588, "page": 0, "Index": 49}, {"Word": "RECEIVING", "Confidence": 0.968, "X1": 0.52904, "Y1": 0.1412, "X2": 0.63258, "Y2": 0.141, "X3": 0.63258, "Y3": 0.1588, "X4": 0.52904, "Y4": 0.1588, "page": 0, "Index": 50}, {"Word": "ANY", "Confidence": 0.994, "X1": 0.64015, "Y1": 0.1412, "X2": 0.68182, "Y2": 0.141, "X3": 0.68182, "Y3": 0.1588, "X4": 0.64015, "Y4": 0.1588, "page": 0, "Index": 51}, {"Word": "ADVERTISING", "Confidence": 0.991, "X1": 0.68687, "Y1": 0.1422, "X2": 0.81818, "Y2": 0.142, "X3": 0.81818, "Y3": 0.1588, "X4": 0.68687, "Y4": 0.1588, "page": 0, "Index": 52}, {"Word": "FROM", "Confidence": 0.99, "X1": 0.82323, "Y1": 0.1422, "X2": 0.87374, "Y2": 0.142, "X3": 0.87374, "Y3": 0.1588, "X4": 0.82197, "Y4": 0.1588, "page": 0, "Index": 53}, {"Word": "PMUSA", "Confidence": 0.995, "X1": 0.18056, "Y1": 0.1582, "X2": 0.24874, "Y2": 0.158, "X3": 0.24747, "Y3": 0.1738, "X4": 0.18056, "Y4": 0.1748, "page": 0, "Index": 54}, {"Word": "THIS", "Confidence": 0.991, "X1": 0.25631, "Y1": 0.1582, "X2": 0.30051, "Y2": 0.158, "X3": 0.29924, "Y3": 0.1738, "X4": 0.25505, "Y4": 0.1738, "page": 0, "Index": 55}, {"Word": "YEAR.", "Confidence": 0.676, "X1": 0.30429, "Y1": 0.1592, "X2": 0.36364, "Y2": 0.159, "X3": 0.36364, "Y3": 0.1748, "X4": 0.30429, "Y4": 0.1738, "page": 0, "Index": 56}, {"Word": "AS", "Confidence": 0.995, "X1": 0.18308, "Y1": 0.1882, "X2": 0.20581, "Y2": 0.188, "X3": 0.20455, "Y3": 0.2048, "X4": 0.18308, "Y4": 0.2048, "page": 0, "Index": 57}, {"Word": "MR.", "Confidence": 0.998, "X1": 0.2096, "Y1": 0.1882, "X2": 0.24621, "Y2": 0.188, "X3": 0.24621, "Y3": 0.2048, "X4": 0.2096, "Y4": 0.2048, "page": 0, "Index": 58}, {"Word": "PIFARRE", "Confidence": 0.993, "X1": 0.25126, "Y1": 0.1892, "X2": 0.33207, "Y2": 0.189, "X3": 0.33207, "Y3": 0.2048, "X4": 0.25, "Y4": 0.2048, "page": 0, "Index": 59}, {"Word": "HAS", "Confidence": 0.998, "X1": 0.33586, "Y1": 0.1892, "X2": 0.37626, "Y2": 0.189, "X3": 0.37626, "Y3": 0.2048, "X4": 0.33586, "Y4": 0.2048, "page": 0, "Index": 60}, {"Word": "BEEN", "Confidence": 0.987, "X1": 0.38131, "Y1": 0.1892, "X2": 0.43182, "Y2": 0.189, "X3": 0.43056, "Y3": 0.2048, "X4": 0.38131, "Y4": 0.2048, "page": 0, "Index": 61}, {"Word": "ONE", "Confidence": 0.998, "X1": 0.43813, "Y1": 0.1892, "X2": 0.47854, "Y2": 0.189, "X3": 0.47854, "Y3": 0.2058, "X4": 0.43813, "Y4": 0.2048, "page": 0, "Index": 62}, {"Word": "OF", "Confidence": 0.998, "X1": 0.48359, "Y1": 0.1892, "X2": 0.50884, "Y2": 0.189, "X3": 0.50884, "Y3": 0.2058, "X4": 0.48359, "Y4": 0.2058, "page": 0, "Index": 63}, {"Word": "OUR", "Confidence": 0.998, "X1": 0.51263, "Y1": 0.1892, "X2": 0.55556, "Y2": 0.189, "X3": 0.55429, "Y3": 0.2058, "X4": 0.51263, "Y4": 0.2058, "page": 0, "Index": 64}, {"Word": "LONGTIME", "Confidence": 0.995, "X1": 0.55934, "Y1": 0.1902, "X2": 0.66414, "Y2": 0.19, "X3": 0.66414, "Y3": 0.2058, "X4": 0.55934, "Y4": 0.2058, "page": 0, "Index": 65}, {"Word": "SUPPORTERS,", "Confidence": 0.994, "X1": 0.66793, "Y1": 0.1902, "X2": 0.79798, "Y2": 0.19, "X3": 0.79798, "Y3": 0.2058, "X4": 0.66793, "Y4": 0.2058, "page": 0, "Index": 66}, {"Word": "IS", "Confidence": 0.984, "X1": 0.80177, "Y1": 0.1902, "X2": 0.81944, "Y2": 0.19, "X3": 0.81944, "Y3": 0.2058, "X4": 0.80177, "Y4": 0.2058, "page": 0, "Index": 67}, {"Word": "IT", "Confidence": 0.886, "X1": 0.82323, "Y1": 0.1902, "X2": 0.8447, "Y2": 0.19, "X3": 0.8447, "Y3": 0.2058, "X4": 0.82323, "Y4": 0.2058, "page": 0, "Index": 68}, {"Word": "POSSIBLE", "Confidence": 0.992, "X1": 0.18056, "Y1": 0.2052, "X2": 0.2702, "Y2": 0.205, "X3": 0.2702, "Y3": 0.2208, "X4": 0.18056, "Y4": 0.2208, "page": 0, "Index": 69}, {"Word": "TO", "Confidence": 0.998, "X1": 0.27525, "Y1": 0.2052, "X2": 0.29924, "Y2": 0.205, "X3": 0.29924, "Y3": 0.2208, "X4": 0.27525, "Y4": 0.2208, "page": 0, "Index": 70}, {"Word": "DETERMINE", "Confidence": 0.995, "X1": 0.30429, "Y1": 0.2052, "X2": 0.41919, "Y2": 0.205, "X3": 0.41919, "Y3": 0.2208, "X4": 0.30429, "Y4": 0.2208, "page": 0, "Index": 71}, {"Word": "WHY", "Confidence": 0.981, "X1": 0.42424, "Y1": 0.2052, "X2": 0.4697, "Y2": 0.205, "X3": 0.4697, "Y3": 0.2208, "X4": 0.42424, "Y4": 0.2208, "page": 0, "Index": 72}, {"Word": "HE", "Confidence": 0.992, "X1": 0.47348, "Y1": 0.2052, "X2": 0.50126, "Y2": 0.205, "X3": 0.50126, "Y3": 0.2208, "X4": 0.47348, "Y4": 0.2208, "page": 0, "Index": 73}, {"Word": "IS", "Confidence": 0.996, "X1": 0.50505, "Y1": 0.2062, "X2": 0.52399, "Y2": 0.206, "X3": 0.52399, "Y3": 0.2208, "X4": 0.50505, "Y4": 0.2208, "page": 0, "Index": 74}, {"Word": "NO", "Confidence": 0.998, "X1": 0.52778, "Y1": 0.2062, "X2": 0.55556, "Y2": 0.206, "X3": 0.55556, "Y3": 0.2208, "X4": 0.52778, "Y4": 0.2208, "page": 0, "Index": 75}, {"Word": "LONGER", "Confidence": 0.997, "X1": 0.56061, "Y1": 0.2062, "X2": 0.63889, "Y2": 0.206, "X3": 0.63889, "Y3": 0.2208, "X4": 0.56061, "Y4": 0.2208, "page": 0, "Index": 76}, {"Word": "ON", "Confidence": 0.998, "X1": 0.6452, "Y1": 0.2062, "X2": 0.67298, "Y2": 0.206, "X3": 0.67172, "Y3": 0.2208, "X4": 0.6452, "Y4": 0.2208, "page": 0, "Index": 77}, {"Word": "THE", "Confidence": 0.994, "X1": 0.67929, "Y1": 0.2062, "X2": 0.71717, "Y2": 0.206, "X3": 0.71717, "Y3": 0.2208, "X4": 0.67929, "Y4": 0.2208, "page": 0, "Index": 78}, {"Word": "SCHEDULE?", "Confidence": 0.64, "X1": 0.72222, "Y1": 0.2062, "X2": 0.83712, "Y2": 0.206, "X3": 0.83712, "Y3": 0.2198, "X4": 0.72222, "Y4": 0.2208, "page": 0, "Index": 79}, {"Word": "WHERE", "Confidence": 0.994, "X1": 0.18056, "Y1": 0.2212, "X2": 0.24874, "Y2": 0.221, "X3": 0.24874, "Y3": 0.2368, "X4": 0.18056, "Y4": 0.2368, "page": 0, "Index": 80}, {"Word": "POSSIBLE,", "Confidence": 0.886, "X1": 0.25379, "Y1": 0.2212, "X2": 0.34975, "Y2": 0.221, "X3": 0.34975, "Y3": 0.2368, "X4": 0.25379, "Y4": 0.2368, "page": 0, "Index": 81}, {"Word": "I", "Confidence": 0.981, "X1": 0.35354, "Y1": 0.2212, "X2": 0.36237, "Y2": 0.221, "X3": 0.36111, "Y3": 0.2368, "X4": 0.35354, "Y4": 0.2368, "page": 0, "Index": 82}, {"Word": "WOULD", "Confidence": 0.994, "X1": 0.36616, "Y1": 0.2212, "X2": 0.43561, "Y2": 0.221, "X3": 0.43561, "Y3": 0.2378, "X4": 0.36616, "Y4": 0.2368, "page": 0, "Index": 83}, {"Word": "LIKE", "Confidence": 0.99, "X1": 0.44192, "Y1": 0.2212, "X2": 0.48737, "Y2": 0.221, "X3": 0.48737, "Y3": 0.2378, "X4": 0.44192, "Y4": 0.2378, "page": 0, "Index": 84}, {"Word": "TO", "Confidence": 0.998, "X1": 0.49369, "Y1": 0.2212, "X2": 0.51641, "Y2": 0.221, "X3": 0.51641, "Y3": 0.2378, "X4": 0.49369, "Y4": 0.2378, "page": 0, "Index": 85}, {"Word": "HAVE", "Confidence": 0.991, "X1": 0.52146, "Y1": 0.2212, "X2": 0.57702, "Y2": 0.221, "X3": 0.57702, "Y3": 0.2378, "X4": 0.52146, "Y4": 0.2378, "page": 0, "Index": 86}, {"Word": "HIS", "Confidence": 0.998, "X1": 0.58081, "Y1": 0.2212, "X2": 0.61237, "Y2": 0.221, "X3": 0.61237, "Y3": 0.2378, "X4": 0.58081, "Y4": 0.2378, "page": 0, "Index": 87}, {"Word": "PAPER", "Confidence": 0.997, "X1": 0.61616, "Y1": 0.2212, "X2": 0.67677, "Y2": 0.221, "X3": 0.67677, "Y3": 0.2378, "X4": 0.61616, "Y4": 0.2378, "page": 0, "Index": 88}, {"Word": "ON", "Confidence": 0.998, "X1": 0.68308, "Y1": 0.2212, "X2": 0.7096, "Y2": 0.221, "X3": 0.7096, "Y3": 0.2378, "X4": 0.68308, "Y4": 0.2378, "page": 0, "Index": 89}, {"Word": "THE", "Confidence": 0.998, "X1": 0.71591, "Y1": 0.2212, "X2": 0.75379, "Y2": 0.221, "X3": 0.75505, "Y3": 0.2378, "X4": 0.71717, "Y4": 0.2378, "page": 0, "Index": 90}, {"Word": "MARLBORO", "Confidence": 0.995, "X1": 0.75884, "Y1": 0.2222, "X2": 0.86869, "Y2": 0.222, "X3": 0.86995, "Y3": 0.2378, "X4": 0.75884, "Y4": 0.2378, "page": 0, "Index": 91}, {"Word": "EVENT", "Confidence": 0.994, "X1": 0.18056, "Y1": 0.2372, "X2": 0.24495, "Y2": 0.237, "X3": 0.24495, "Y3": 0.2548, "X4": 0.18056, "Y4": 0.2548, "page": 0, "Index": 92}, {"Word": "ADVERTISING", "Confidence": 0.994, "X1": 0.24874, "Y1": 0.2372, "X2": 0.38005, "Y2": 0.237, "X3": 0.38005, "Y3": 0.2538, "X4": 0.24874, "Y4": 0.2548, "page": 0, "Index": 93}, {"Word": "SCHEDULE.", "Confidence": 0.966, "X1": 0.38636, "Y1": 0.2372, "X2": 0.49495, "Y2": 0.237, "X3": 0.49495, "Y3": 0.2538, "X4": 0.38636, "Y4": 0.2538, "page": 0, "Index": 94}, {"Word": "THANKS", "Confidence": 0.994, "X1": 0.18182, "Y1": 0.2692, "X2": 0.25884, "Y2": 0.269, "X3": 0.25884, "Y3": 0.2858, "X4": 0.18056, "Y4": 0.2868, "page": 0, "Index": 95}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.26389, "Y1": 0.2692, "X2": 0.30429, "Y2": 0.269, "X3": 0.30303, "Y3": 0.2858, "X4": 0.26263, "Y4": 0.2858, "page": 0, "Index": 96}, {"Word": "YOUR", "Confidence": 0.994, "X1": 0.30934, "Y1": 0.2692, "X2": 0.36364, "Y2": 0.269, "X3": 0.36364, "Y3": 0.2858, "X4": 0.30808, "Y4": 0.2858, "page": 0, "Index": 97}, {"Word": "ASSISTANCE.", "Confidence": 0.993, "X1": 0.36995, "Y1": 0.2692, "X2": 0.49747, "Y2": 0.269, "X3": 0.49747, "Y3": 0.2868, "X4": 0.36995, "Y4": 0.2858, "page": 0, "Index": 98}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAxgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKoyavp8Vw8El3EkqfeVmwRWfceNPDVrO0M+t2Ucq/eVpRkUAb1FY6eKNDkRXTUoGRhkMG4Iqw2uaWiF21C3CgZJMgoA0KKxE8XeH5SBHq1q5OQNr5zjrU6+ItHZWb+0bcKoySXxgUAalFZkviHR4ATLqdqgAycyDpnFQx+KtCmXdFqlu65IyrZGaANmiqI1nTSM/brf/AL7FUZPGXhuIsJNaslK9cyjjnFAG5RWVB4j0e4JEWo27Edfnqf8AtnTf+f63/wC/goAvUVjSeKtBi3b9WtRtbaf3g4PHH6irQ1nTGUEX9vg/7YoAv0VlSeJdEicJJqlorE7QDIOvpTbbxRoV3IyW+q2sjKMkLIKANeiqP9s6b/z/AFv/AN/BVRvFeghwn9q224nAAfOT6UAbNFUF1rTGGRf25H/XQUx9f0iN1R9RtlZuQDIOaANKismHxLotwcRanbMcZ++Ksf2zpv8Az/W//fwUAXqKxpPFnh+J1R9XtAzfdHmDJ/zmrQ1rTGUEX9uQf+mgoAv0Vnya5pUUbSPqFuqKMkmQcCq1p4r0C/3G11e0l28nbIOKANmiqI1nTCMi/tz/ANtBVN/Fvh+OcwNq9oJQ23Z5gznGcUAbVFUBrelkAjULbnp+8FRz+IdHtlUzanaoGOBmQcmgDTorGtfFegXkjx2+sWcjx/eCyjirL63paLua/twMgZMg70AaFFZF34n0Ox2fatVtIvMOE3SDk1Out6W/K6hbHIzxIKANCis2fxBo9tEZZtStkQdWMgxUNv4p0G6cJBq1q7EZAEg5FAGxRVH+2dN/5/rf/v4KozeMfDlvIY5das1cNsKmUZ3elAG5RWemt6XIgdL+3KsMgiQc0yfxDo9rEZZ9Sto0HVmkGKANOise08V6Df5+yataTY67ZBxVhtc0pGCtqFsC2cDzBzQBoUViHxf4eWcw/wBsWhlC7igkBIHXNXF1rTGUML+3IPI+cUAX6KwJPGvhqKQRvrdkHPRfNGas2/ibRLvmDU7Zx6h+KANaist/EWjRvsfU7VWzjBkFQx+LNBmAaPVbZweQVfOaANqis7+3dKCKx1C3AYgDLjk1D/wlGh4kI1S1Ijba+HB2n0NAGvRWZF4h0iZtqahATjP3sVFceKNCtZBHPqtojnGFMgyc9P5UAbFFYw8V6ERkapb4wD9716Utz4p0KzSNrnVbWISHCF5AMmgDYorBj8aeGppvJi1qzeXn5FkBPFa9rd297AJraVZIycBl6UAT0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFRyzRwJvlkVFJC5Y4GT0FSUAFFICCMg5paACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzvxrrmrWPjPR9IhvdKt7O/ilfzL633iJkGeu4DnNW9O1az0qDy/Et7os9xOzPamytz+8iUddvJJyD0z2pviDSr/UPiFpU8/h2DUNIit5IWld0bYzkHcUYdsds9a072DUYfFOlpYaNC2m28DI03mhBHuIGFXHYLnt1oAtJ4u0BYFkjvoxbBhH5oUiJWzgKWxgHPbrVVvEng8M26708kSeUxCAgP6E44P1rlLXwjrlpo1x4Rayhls5rw3Q1MuNqKZN+NnXfwB6cnmo7Tw14iXSNQtZNMUO2vC7hzIg3RZyWJH9aAO1h8UeHFtruaG5iVLGQRTBYiDGzdBjGefaq/j3ULvTvBt1qemQW9xdQhXiSaHzA2SOAOuSKxtG03xBZ654n1F9Hidb+8iaCOaVcFFGC3GenUV0/isXp0J/7PsGvbgSxssCuF3AMCeTxQByc3jGyHwsHiZdPtRqDxGNbfyQcXAyCuPQEEn2rc8P+IoYfCum3OqTw/a7i1F08VpAfkUjJOxckAZ61zE3w81J08RypIBBfQO2n6fv2pbzSptkJxx+Xqan03RPEnh0afqaadHeyrpkenXNhFKoIMedsiuwwQc8jjr3oA6ttY8M/Y0vVe0lhkTzQ0UQc7f7xABIHvUMniLwlEsDefZOJ4/Ni8qLfvTONw2g8ZrkNB8Ia54IlM0Fu+tx39t5M8JlVTbNkkBd3BT5sHvV3w94W1jR9b0u2mtFayi02W3luUl4R3YsAAecDpQB1kfiDw/f38OnC4t5ZpgXhVk+WTbwdpIwSPard9YQLYXDW9vZxzCNijyQgqpxwT7Vx+g6frFvqqQ6n4btJG0qNxa6u0i7pV7KFHKnBxk+hrZtdV1DxH4Curx9Iltry4glRLQuCWOCFwTgc9aAOR8O61rOqWOmXCa34ajub51H2JbQ7zg5Zchic4BOSPSuh13X9MivLGHT5tNkme+W3uFaDfuJ6qGHAYdea57wj4e1jStO0e2PgzT4b20Rd+oSzIHVjwxAVSTwT1NKdC8Qwta6X/wAI/HJHbayL0X0ciKrRkk5x13c8/TvQB16+IvCLaoNNE9j9raUwCPyh/rP7ucYz7VZtdW8P6hfCwhELzZcIpgwrFDhtpIwcd8Vzs2jaxfxD/iV+Q0WurdgyzKS8QOdwxnH0qGy0zXk8cadfz6O628D3MTzC5DLtc/KwT+EYxwOc5oA6y/udC02eOC5jtlmkBZY1gDNtHVsAEgD16VW/4SrwvBbxSxahZlGjaaIQ4YlVJDMoXk4wQcVl6tpWpaX42k8S2VjJqaXVkLJ7aJlRosNuDZY4IPSud0bwFrGjaxpkpt4poYtIuoZAjhVWWSQuE+nzYz7UAdveCG+8MS6h4btbG5uLiPzLV3iGxyT1PSuRhXxjLrF/pqyaA1xZwRTFRp5Act1UHdxjHWuy8F6fc6X4N0qxvIvJuYYFWSPIO0+mRWVpSawvxG1i6n0aWKwuIo4oroyoVOwHnAOec0AbP27RLi3tRcvZPvmEEYYKR5w6qvvmo01Lw3Jqiaaps/tj58uMxAb8ZztOMNjHOOlctfaT4gkv7Wwg0aJdPtNWS6W5S4ALKTkkJjjGT3o8P6NqdlqS/afDsCy6c0vlancXJfzUOfugcqTkZ7e1AHa6haJb6dcy2UNtDcpEzRyGEEAgZGQMfzrzrw1qmsa1pFhqcl34dt1uZCFsjZ4dgG5Abd1wCc4rs9N1jUNf8Hz3v9kvb3Uscix2zyjD9QCGx0PXkVzPgbwYU8GxWesaONP1WAyKtwCpcls/MGU8jnoaAOivdT0WW3u7fTJdL/tFIGljWVAVwP4uOoHtTNB1fQtbggsW+yTXxt1kli+z7VbKjcVBGCOe2a5nQ/Ceox2F7pk2gwW00Fo9pFqklxva4BzjCj7oPfNXdE0bXL7xFoN/fWLaZFotm1s6tKr/AGpmULldp4UbQefUUAXfFtrrenQT3eh22iQWFnatM63FvlpGGSVGMBRgdfU1JLqkraR4d1OytLCz+3yxCYTxfOgdc4QDv1HWqvjS78SyapbWen+GJdS0yMiWV0vFh81uyHnle5B61c8R2ut6hB4bubXS4zNbXa3Fzbm4A8sbCCoOOfvfpQB0n9kaaWBOn2pI6HyV4/Suf8Q3Eml6zocFvp+nmzvbsQTO8eX5HYYx+Oa0bDWry58S32lT6eIYreJJUuFl3b938JGODWb4ut9Uutb8Oiy0yS5t7e9E9xMsiqI1HHQnJ69qAMa91OWa/wDEE1tbaU9rosiJLbS2wLuhXc53Z4yOnHY1WvvEGoSyeIb3TrHTI7DRXizHNb5adNodznjadp4GOtaHibwc3iHW3ht9OFnBK8b3t8Lhl+0Kp+6I1OGOOMt0z3qPXfBg1/xPtg0yWwtleKS6vBcFUugpHyCNWwTjjc3TFAFLWfE8p8SafaaTJoljaTxxPu1G0kUyl+dqsBtBxjgnOa7W+0aGDTZn0qx0uC92YSSWABB3JOBnHU1zfiGDXPEwOhP4bS3gW7Rk1CSZHRY0YMGUfeDHGMe/Wux1KWe00qR7exa+kVQPs6sFMg6EZPH50Acl4e1dEstQl8RR6cIYLsQW97BbhYrgHGNoyT14qfxVr1hYajpGnQabDd3M91CCWgDJbxswXcT0BIJAqt4e0LUtEt9Wv4dJicajexzQ6W7qgtV6E5GVz34qHxJ4J1WYRvpmsXjGXVYrqRHWNvLUMvIJGflxkDNAGr4h1W202/sbGx0y1uJpbmKO5bYmLdGYDLd8nPA9jUnjWR9F8OPfaXBYx3SzRIDNAGXDOF6DHPOfwrI1rwZrUj2rw65d3anVIbmSNo4lKKG5O7bk7RjH0rT+Ilrqd74YW10vTG1G5a4ifb5ipsCMG3ZP0xx60Ac9Jq2t2l3rGi3UGiSajb2X222vEgxGV/uumcg/jVrSPF9lffDOXxFcafaR30EbJJbiNf8AXDooHvxxW14h0iRvCGonTdM3apdQAFEcby2QcbyegrBj8E3tk+pX9uhMN3Yh/wCzVCg/a9m0tnp3P40AbXgN7jXPCNlqmsQ2Ek1yPNRIbYIsfUY5JyevNdP/AGdZf8+dv/36X/Cua+G1rqmneCLDTdW05rK5s08ra0ivvGSdwx06111AEEdnbRNmO2hQ4xlUA4pp0+yJybS3J9TGv+FWaKAKw0+zByLS3B9o1/wp7W0DR+W0EZTOdpQYz9KmooArf2dZf8+dv/36X/CpY4o4gBHGqAdAoxipKKAK72No7l3tYGY8ljGCTTo7S2hz5UESZGDtQDIqaigCOWGKdAksSSL1w6giolsLNWDLaQKQcgiMZFWaKAGCNAMbF7dqiaxtHYs9rAzHkkxgk1YooAgjs7WF98dvEjDuqAGp6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDgfjGu/4d3KbmXdcQDcpwR+8HIPrVXTdauPAN7Bo3iK8luNJuubLVJznYT/AMspW9fQ966bxrc2Fp4YuJdRsBqEQdBHa/8APWUsAi+3zYrmb288ba5YiG48EaV9hYYktb283ucemBgcdKAH+Brr/itfEOn6bqT3+hwpHJE7zeaI5W5ZFb09q9Frh/AWpWiyXuhL4cj0C9swsklojq4ZW+62V6/jXcUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHC+N9burDXNJ09dWfR7S6SQteiJWUSDG1GLAgA5rSh8Sf2SmmaZqYuLvUJ7VpBPbxgpMUUlsEHqQM496j8Qadq9/fXdubC11DSLi12CGVwCkoPDc9ue3pWfB4U1fSrDwolq8V3PpCyJN5shAO9CuQfQE9PSgCLUvGTpqfh/V7Ga8m0m+jmEllHAC5KDrjrnJIIz2q4fF9lea1otxb6u8NhdWssrQNBwwXqWf+Ej0qppfhbWdM0/w9I62893pjXDSRI+0P5vTBPpXPT6VFd61pvhq2lieWSK+mungbcsEkmAVx2ANAHV2XxU8MX895FDcS7rWEznKjEiA4ynPP04pL74l6dZ6ZfXf9m6l5ln5RkgkgKsVkIAI6+tZcHgzW7jwzJpjWek6bcrb+Ut1EoZ5GXG1jgcA45rVuNN8W32g3C3Y09rthEEgQkAsjAlmf3x07UAdBpWv2ur3FxBBFcxvAELedCUB3DIwT1x3rk9P1a/g+JOt6ZqXiFTYQW8ctvEwRSpkzwTj+HHHsa67TTrDX16dRS3W2/d/ZhEcn7vz5/HpWXB4fuV8a6nrU8NnJb3FrHDEgX5yULHLE8c7sfgKAOQOv6/J4b1m9t/EIlOn6gLaKVIExIm4Lk8dfm/SrmvarqthrFtpE/iWfTibUGC9ltkMVzMT912xhT7DFOj8Jaz/wAI1rNmLC2t5tQ1IXKxRzDbGm5STn14PFaHibQdb12y1nSZba2uLK7VFs5JHGbc45YjrweRigCnqGua5b+NND0eXVYLWK809prhwiMqyRgElS3Zs1Z07xvcX3g3VdSaBVnt7uSxtTBys7bgqMuexJHr0NRf8IPdyeKvDlxeCC60/TtMe0nZz8zuVAzj04ravtBludW02zjtLePQLWN3eJTjdJ0QBR0xyc+9AEHhfXbrxF4QkE07W2sWoa3vCqjdFMvU4PHPX8a5qHxvrd14V1OxvR9g8RW1uJ4JI1DLcR54dAevHUdq6TT/AArPoevatc6UYE0++hDG3bO77R0LZ9CMflVDxH4Hn1/wlZRR7LXXLSNVinV/ujPzLkdQRmgCrFea7YeI4FvNfuLm0j0o38kXkxrvII+XIHTmpbA+KPFHhlPEWm689pLdxGW3sjAhiXrtUkjcenJzWq3hq8uPEYnn8oWH9lGxYqx3kkjJqDw3p3iTw1oS6HHaWtzHasY7S5M20eVnjevXIz260ASeI7nXLf4cC9t74WerQ20cssjoCpcAblIPQE5rnpPG2o6v4UEq3LaRrlleRW99aoqsfmdVyNwPykMCDXYeKtM1HVvB1zpcCxS3lzEIXcttQE43N/Pis7X/AALFqeq6Zq9oyw39s8YnJ+5PEvO1h3OQME0Acr/wk2s3Nr4jhuPFUeny6Rdm3hk+zxlphgYLAjnk9q0ru98R23jCy02514x2epaeWt5Iol+SdVyx5HQ9abZeGdbs5PEbTaBY3o1W/NzGs064RcDGe+QRnit/xB4SuPEnh6wtbi7W21K2dHFzAMbP7wX2I4oA57RfEOtap4OtI4tWZtbOpC2ml8gYA39SpHC7BuBqS+1rWJ/FFzpUettYalbsjQWU0aCG9jBGSHIzk8ggdOK3dN8HHTvGs+rRTstgbdFS2DfL5oG3eR/u4FZ3iDw9rXiK0ms7uxtjOt6Xs9REoD20e4FWAHO4elAFTUtV1S08U64knimOxt7GCOa3t5o4wjllJ2nIyRwOnNaF54z1RvAFrq9npMn9qXaZjtm/hxyzHP8ADgfqKvWvhFD4m1DUNRhtryCaGGOEyrucFFwSc8c1cTSri78R3FzfRAWMUHkWsYkyrA/eYr2PQfhQBi694ivL74YDxFpd61hN5KzkhVfHOCpyMetZMviXVbI3tla+IINV8vTnvlu0RGaFkx8j7flw2eO/Bq//AMIbqg8La5oFulpBZ3VyxtEZiwjjYgnP49q2tX0DyvCd9ZaLptml5dQeSwXEanIwST7ZJoAx9CvL66vtOI8Xrez3MHnTWXlx/KpUZI2jIIZl61zHhvxh4jk05LwavHq18989s2lmJQ3lq+3eCuCuBzk8V2NppWs2s+nJZ6Rp1o1vCkU167BndRgMqhf72ByaxNE+G+o6LpcN7ZT2tv4ijuZJDOASkkTtkxv6jH60AemqBjeVCsRlq4zw94svdQ8XahpV7Dtt5UM+nSKvWJTtbPvmt/XV1aTQpItLSFr6QKh8xsKAfvH8s4rD1HwQBLo9zohis7qynVpJWLEvF/Ev40AZHh668T6h4p8T2f8AbplTSrlFgilgTbIGUttYgA47cU3U/FGu6h4RbVLIvY3+lXvkanbRKGUqrDeQWGcbTuB9DWnpeg6/ouveIdRgjs5m1edJE+cgQhV2/N6/hWt4e8M/2XoV3a30onu9QeSa9kThWdxg7QegAwB9KAKF/e3us+JoNP0rVri0gjsPtU0sMaMj7jhMFgfQn8K5zw74j1zxLodrcr4ltLfVPtbRCzKRjzgr45GN3IBPFdX4U8LS+F9IuoBObu5d2ETysTiIcRpn0C4/Wua8MeFtf8PaFDapounPqYuZH+3SSKRGjOTkDGSQD0oAzn8Va3ba34qMniNN2kXAW00544/9JBXO3gbjzxxXTarf+JItBufEiXQsoo9LWZbB4lbEuCzbiRkdhWf/AMK3nuLzxFqNybX+0bq6S6064C8wuq4BPtntXQaxY69qXw+udOlit5dWuLYwPtfamSMFsn88UAc/rTeL9L0C81E+IQ0MptngcW6B4y7hXXGMYwwIPtUXiPV9Y0/VodHk8R3Gnu1kGtr2W2j8q4m54diMKenAxXUeIdH1DVPB0WmWyRLckQlvMb5VKMrEZHXJXH41k+ItA1/XLXWNMuLWyu7G9Ci1Mr/8erBQCcdTzk8UASLqXiCDxXoGlz30BhvLFpLgoqsfNQDJU4+6c1leH/GWp3LX+k6tc/Z3laddN1HCgyFCcqQeNw7DvW3H4d1Oy1rw7LGkVxb6ZZyQSSb9rMxUAde2RVaHwGNR8Ey6VrCIt408tzE8b8wOzEqQw9KAMrR/EXibVY9B0aG8UXF7bS3N1qLRKWjVXKgKv3c9OSK6HRIdbsfFtxaX3iKLUrL7KGWFwizJJu6lVA+XHes6x8Ia1oNnoF1YTQ3OpafCba7R3KpPEzFmx6NnBBPpWjpfh/UD8Qb3xNdxQ28UtktokAbe+Q2dxI49vwoA7CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyPEuiDxDoc2nidreQlZIpk6xyKwZW/AisK2g+INpbfZ3u9FvGXIW4lidGYdiQpxmun1OwOpWL2ouri13EHzbd9rjHoa5B9H8Z+HrhptM1gaxp6kyNaXozOR/dR/8aALfhLRJLDXNUv8AVdUhv9duEjW5EUYRYUA+VQPT612NcD4J1ca34v8AEV59luLRyluskFwu10YLyD/jXfUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHl/j248Y+HI9R16316FdP8ANiitrMQBiochSST3GSRXRabcaj4ZLp4h1k6kt3MFsQlufN+6SwKr14HWnfEXQr/xJ4Tk03Tkja4eeJ/3j7QArBj/ACqXXtM1S6n0TVbCGI3thKS9vLJhWR12uAw7gHjtQBYs/GWiX32byLl2NzcPaopiYESKMsrcfKfrWR4zkg8PRWV/arDp0c94qX19FAu9IyDkk47nHNSaLpOu6ZdtcC0sR/aOoSXV9H5hPkrtCrsOOWOOfqa1tej1Z7mxFja213Ykut7bzEDcpA24yMcHNAGX4d1O7sIZxrWpi9iuLzy9OnUAmVCMrwtUdW8cwWuvaHcQ3j/2TcSXFvPGLdi7SIvHGM4B9qz9N8H+IdD095tKt7JJxqjXcdm8p2CIjBXdjg/Stx9J1271bQ9QvYLQvbfaGnWFsKm9CqqM/e68nigC9J468Px29hP9sZ47+NpbcxxM28L97oOo9KjuPiF4Yt7aG4fU08uaEXClVJxGW2hmx0GeOax9H8M6xYnw15ttDjTvtfngSg/6wnbj161jWngjxBpkdtMmk6RqMjWZtZYLx+I8O7KynByDv5HHSgDsrfWoYvEertPrIktoLaKYWphwIVI+8G/i3VhWvjKZviPf20946aRDp6zpBJbsj7ieoyMtU2seE9V1S+1V4lggS4sbeKFt+QJI23YI6gds1U1nwprfiHXhqV3Z26JbWarBC0wIkmVg2GwPuGgDpJfHnh6C1muZ70xJBOtvIHjYMrt90EYzzWvpWq2utafHfWZdoJM7S6FCcex5rjLvRPEF9pMI/sPSrO4i1C3uPItpcK6xtuYs20ZJ6Diums7/AFN/E95YXFpElhHBHJBMjEsSeCrduo7UAcjq97rFv4z1hG8VLp2n2ltFcRJLCrLufcNpJwSPlP51oweJ5rzTPC1xcX32C61B8tD9nLi445X/AGfWmap4Rudc8U6pLeWsaWNzaxRwXIkBkhljLEOFx/tfpSHSvFF0NBk1C2s5LnTLws7RzYEse3AcccN7UAa1p430q4h82QzRK921rDmJv3jA444rcsL+31OzS7tX3xPkA4wcg4II7ciuIn8PeIobGHT7CCBbddSaeY+eV8yJjnAOMjnrW14G0nUtD0NtP1GGFDHPI0ZhkLqVZicDPIAyKAOnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDC8W6xPoegS3VrGr3UkiQQBzhRI7BVLewJya5seGPH8w82XxtFE78tHDZAop9BnnFbPj+fRbfwfeN4giml08lVYQD5wxYbSvuDiuW0Xwmdd05LzSviBrj2xGAu9d0f+ywIyCPegDe8Jaleprup6BrElvc6rZxxyNeQx7PPjb7u4eo6V2dcP8ADu30uJNSa3vL+71MzbbuTUAVmOOFyvZcdMda7igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4bUNe1TVfiEvhXTZXs7e2txdXl0qqzsCflVcggZPXippNb1TwxqF2utNJf6e/lrYPbw/vnkYsPLwPvHAzngVNqegajaeKh4k0JIJLiaD7Pd287lRKoOVIbsRz25qHWtK8UalLZ6nbSWdvd2MwkhtGO5XHIYM+O6n04xQBdsPG+najHpzwWt/m+uJLYK0GDE6Z3CTn5ehqPxre6npltYXenXvkb7qO3kjaMOrK5xnnoRVxbfXIWsDEtgEe4aS9UKRtQg/cPc56k9ap+NtM1jVrK0t9KgtpPKuEuGaeUryhyFGB39aAKl3q+u+HPEtnFqdxDe6PfMYkkWMRyQOBn5scMMCrun+O9Iv7a8uGW5tYrWITsZ48b4iSA64JyvFVbnQde125ivdTuLa1a2jY21rEPMVJiMB2Y/ex6Vz0PgzxLZ2syR22nztdaabO4DTso3bidw475/CgDpb74i6HYRB5FvXZt5VEtm3OiAM0gzjKgEHNGr/EXQ9I8jP2q6EtsLsm1i3+XCSAHbkYHNZfivwtr2uR6VHbJZJaxWkkVxaySHCyFNqkMOSB6Vyl3az2N9b6XqVhp7TWmhJbXQkkeNZU3DG2QD5sbemO9AHo15460izmgiZbly6o8hSLi3VzhWkyRtBP1p1x430qDVn01Y7yaeKdIJjHbtsiZ/ulmOBg+ozXHX/h/xD4tia9is7OCzmtYDaQ3DFZIGRgSDgc5xwT0rZk8Pa+0utXPkWnnXtxbNGgnIAVBhiTjINAHe1wB8XXtt4q1rRGuobm8Dxpp1sFVXO5dzMTnlVz+ldPYXmqTa1f291axLZRKnkTJkFmI+YHPp6iuSuPBd/qviDxDeXttBEt1sksLiKc+bHJGuF7cA9/yoA6C71s+FrC0j1aS61K/unKqtrAMswGTtXOAAB3NLf+NtIsLGG5xdXAnhE8aW0DSMy5wenGR35rBGmeNr+z0qPVYdOkktmZZ9s7DzsqAH4A6c/L3zT/DWg+ItMXTbC7s7L7Ja28lu88c5LEHowXH6ZoA2bLx3ot9ctDG8qqIGnSRk+WVVGW24OeO+QKTRvHOla4z/AGWK9VBbG6jeSAgSxg4JTuee1Y2heF9Y07SbvR7my00xiGWKC+jbEjhs4DLjjrzzVjw7oWreG9N0e3eK2mTT9NlhlkDnJcsGAAx04oA6S71y2tPDUuuPuW2S2NzhxtONuQCOxrk7a78RXng1fEN3rkOmXdwgmhhkiX7PErD5VfPPOR82a6e2STxB4X8vVLNbZryBklgVtwVWBHXA7c1zlvoPiKz8HyeFjBZ3kIia1ivJZSP3RUgFkx94ZHftQBrS+L7LTNOtZL6X7S5iWS5msx5kcSkffYjoufTNPv8Axro9gJsvPcNDEk7i3hZ8Rt0bPTGOawrfwv4g0ITwac1tf2lzYJA8Vw+0Ryqu3cODlSO1M03wZqOjLqsNvFBPDc6ZHBH5kxyZQDuByDheeKAOht/Gmiz3MsJuGhKQ/aEaZColixnenqKW18ZaVdRzFGmWWIrmBo/3pDHCsFHOCf8A69cbqPgXXNSm02UxWtvNa6UbTzEnJAkGCnGORlRn61s3WmeLbnw/f+TbaXY6rNbiGMwOc7ieXL444zgY60AdPouu2Ov2809hI7xxStC5ZCuHXqOfSsHxxrepaJdaG1teQ2llc3fkXc0yriNSMggt05FU9Hj8UeH9PsrMaZp6Q+dFAIonZ2K4O+Rn4578+nvV/wAZ6LqOtXOjraWVvcW9rdrcTCebaGABGNuDnrQAQ+JY9OR7y71iLU7CaZbe1NrEGfzP4gdvB7dKksfH2i6heLaqLuGTciSefAUETvnark9CcdPcU3xFoN5KNFXRLS0RLS+W5lRm2AAdcADk1zviHwVruoeILy9hgs5la7t7i3kedkKLGQWUqODnHWgDqW8c6It+lr58nN2bJpTGQiTj+Ak9z2xSN400x9S/s6P7Ssku9be48gtFK6j5gpHXH5Vzd74J1m7tEgAtV8vxINTB8w/NDuJPb73PStzQ9K8Q6cY7K7axntbR2a3uQv7xkOcJj+E4wN3fFAC6b4st4fDtnPPdyardSRl/9Gg2vIobDMEJGAO9bthq9vqVxPDBHcDyApZ5IiituGRtJ6/hXCL4L1RvD9lp9zYwPJAkhSaK6MbxSFiVIYDlemRXSaHf66dbl0q/tImtrW2jLXqkgySEcjHQ/hQBh61r2rQ+NbjS31aPS42iRtM86Ndl1Jn5lZjz6dMda17rxALPxRbW95qkdsPsLzTWHkFyxUZLLJjnA7d6oeLNH1zWDqVi2mWl9ZXKKlnK8ux7V8Hcx4zjODwac3hXVRqemuzw3SW2jS2MlzK/ztKwX5gMf7PPPegDRh8eaPPMscC3svmW32mFltmxMvcJnqRkZFTyeMtJ8iCa2eW8WVfMP2ZNxjTu7jjAGD71naVpGuWA8PQG2tvJsLBoLhvNyS5CgBeOnyjn3rE8MeD/ABB4aVpxDaXEtxbvbzQmbCphiUYHHOc8igDor74haDZJG6yT3MUlq12slvEWUxg4Jz7Ve/4SvTXu7S3tzPdNdRpKDBEWCRv9129Aa40eBdZt7aGzSOyngTR57NizlQZJG3Yx/dB4qWfwZq4ttIEKiG9sLOCGK8t7jaUdeGDLjDp0OD70AelV5NeeN9ZtpfEKf2vaC806+8q0svIUtcoMHaACWzjIz0rv9CvtWu5b+PU7KOBYJjHBLGxImUfxYPSuH/4V7qtxeeItQcWltqU+oC+0y5Vt5QqMbW44BHX60AdTe+OtN0qC2OoRXMc8kaSTxJHuNsG6GQ9hnimX3xC0Wx1htM23lxMmwytBbl0iV/usx7Dms2XRPEp1wasbLTbk3drHBeW0snyoyHh1OOR7VHN4Q1hNY8S30It5P7RhgSBTIU5XrnA4FAHRXHjDSLXWP7OllZSHET3BA8pJD0jLZ+8fSmweNNHudfj0iKSQyyl1il2/u3dc7kB/vDB6jsayE8N6vY6xe+Rb2N1Y6jcrdSNcH5rV9oDbRj5unFHhfw1q2h3gtZLPTDZRXMssd2oJmZHLEKQehG772ecUAdzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcb8T9NvdW8FTWlhbvcXBuIWEadcBwSfyqnqujav4a1R/EXhuAXEc6r/AGhpn3fNIGN8fYP6564rX8e391p/hWVrO5NrLNNFbm4HWFXcKWHpgGuA1uxfwhqGkW2geKbqNdXlaC8uJ5xOIwBnzBnhTnjPvQB13hC11C/8Tat4nvbC401LyKKCO0ncFhs6sQOOe1dxXn3gWfUrXxTrehzavcazYW0cUsV5M4YqzDlMjr616DQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRvBDK2ZIkc+rKDUlFACdOKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikJAGSQPrSb0/vr+dADqKaGU9GB+hp1ABRRRQAUUUUAFFFFABRTSyr1YD6mo3u7eNsSXESn0LgUATUVmXHiHRrOURXGqWkchGQrSgHFZ1x4+8LW0vlya1alsZ+R938qAOkorlx8Q/CrKzDWISF6nnj9Ke3jrQfLikhuJrhJThTBA8n1PA6e9AHS0Vxk/xJ0eMfurPVp2DhWEdhJ8vucioP8AhZtq959mt9A16YltqstkwDfnQB3VFcOfHereTIw8D675in5F8tfmGeuc8VPbeKPEt3Arx+C7yEvwPtFzEmD7jOQKAOxorijcfES4vVCWWiWlsRyXmeQg/gKbc2HxHlZTDrGhQgHJH2eRsj0oA7eiuKuLL4jSwlItV0KF92d/kSNx6Yp0Gj+OzHH9o8UaeH53+XYZA9MZagDs6K49bDx5byuE1jSLqMgbTNbPGynvwuRVB9K+J7OxXxFoaqTkD7I5xQB39FcXaWnxDt4yLnUtCumzkHypE49KsrqfjRJE83w9YPHnDeVe/Nj1GQBQB1dFcPJ4+vrITtqPg/W4UibaHiiEqt7gqa0dM8e+H9TGw3n2S4C5eC7UxOn1DfWgDp6KiiuIZ8+VKkmOu1galoAKKKQnHWgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDH8Uahpul+Hrm51aHz7PARoQm8yFiAFA7kk155bWFzB5h0v4aR/Yr0AzC5uV3lSc4Cn7vbiu78Z2EWo+GpoZL+OwdXSSG5kICxyKwKk+2QK5xJvigiBUj0C6VRgTiRl8wf3sds0AafgrVNOklv9IttDbRbu0YNNavjkN0YEdQa7CuL8G6HqEWraj4h1i8srnUb5EiIs87IkXoue5zXaUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHn3ivV10bxhALvxDPp+nz2MsjruTaroQFIyCecnjvVCXXPEcfwfbWL26nt9QjcNHPHGqvLFvAVmUg4ypzgDPStq/8G3uq+OW1e/msZdL+yPai2MBL7W5ySTgnPtWTq3gXxTqHhf/AIRw61ZS2UUyNBPPCxmCIwKqxBAPQDOKALtlrcOpyXsNjqmsCW2smmljvLYxnkHaykqp4Kn1BrK0/wAVa2PD9zpOsTyQax9kN1ZXceN10nrgrhSM/d61vzaJ4uvGd7nUdKjYW7xKLe3dQ5YYG/LEkAFiAMcmrepeFZNW0LT4rlrZdUsmjZLhUO0FSMgd8Eds0AcjqHiS90vxrbWN9qerGwfS1uHW2gEjiTuTtQkD9Kfqmranp0nhWX/hIb+Sx1K5fzpGiRX8oqWUbQpOR61u3Ph/xSvi651yyu9IXzIBbpHNBIxVAc9Qw5qpqfg7xRqF1ot+dWsHvdPuJLhvMgfYSwwFUBshQPegDb8H6pDq51O4s9Vur+zSdYY/PjVdpCgttIA3A7h1Hajx9rlxoPheSezk8u8nmjt4H2btrOwGcd8DNU7u38Z2el3Vwl5YNeF4hDDbWxEZBfDEhiTkgjnPAFbfiHRP7f0R7RpBDcgrJDOFyYpVIIYZ9xj6E0AYGux6p4Y0i21e11e5uTDKn2qG6wVnDsFOMD5CM5GOKovr+saH40nN/dtceG55RAZHCg2krD5RkYO0+p6VduPDniXxBdWcXiC7sU06zkWUxWgfN2y9C+T8ozzjmrmkeFLj7HrtrrsttdQ6pcNKUgRkCqwxjkn0FAHHS6zq8GnaZdHXL9Ypdcks5mVVfEIZsAYUnPAGa7bwxqEOo6pqRs9Yu762gWOMx3EQUI5BJIbAJyCOMVjf8INq2m6JodjpF/bSSaXePcJJdoSCpDAKQpGSA3Wuk0S11+K6uJdZubB0dQESzhZBnuzbicnGB+FAGBY3V34u8X6zA15c2en6PJ9lWG3k2tLIRkux9MHAFYfiPxB4g0XQvEVk2oym90t4pLa7jVcyROQAHGD8w5rqbrw5qul65f6v4ams1k1AK1zbXatsZ1GAylTwT34PSs248C6tLoN1Ct/aHU9RvFu76Z4mKZUghUGeAMY5oA0fDOqRajq7QQatfzyW9urXMNzCFUsw4IO0GoodTvfEXjbWNFW6ms7LTI0BNuRulZx3Yg4x6Cuwjj2gMyp5u0BmUdf/AK1ctf6Dqum69da14bWyaW9jCXVvdMyqzL91wRnBAzkY5oA5PxJ4h8QaBofiTT11JpbvTWt5ra8AXe0csm3Yy4xkYIz34r0K/mnDaOUnkj824VZAuPnGxjg5HqBXOf8ACAz3ugawmp34bWdUkWWW7gXaqNGQY1UdQowPfrWpo+n+JJri3n8QT6cwt1JjjtEcfORjLFic4Gew6mgDz+68V6zHN4khg1u5bVbbVDb6XZiJZBMoA+UqFzjn72eK9XSS7bQhJcjybs226QJ/C+3nH41xT+ANTuLbVt99bQ3lxfG/sbmBCHt5D2J/iGK6sW+uHwybaa4spNVaMoZvLYRE9M7c5/WgDz7wT4nl8Q6Rp1tdeJNRh1u4mcAG3Gx1ViTj5AMFRjOetVz4n1MXklhZeIrq51uLV3iisjErrLbqwB37V+UAE/N7V3fg/wAOXfhvwnDpVxJaz3EBcxSRxlV+YkjOSTnJNc/ZfDi8t9IRje20Ou2t3LdWl7bxFQDI2WVweWXkjGelAGtf3GrP8RLewhvJo7GXTJZHVdpVJQQFP3cjrnrXKaP4vT+xbKPUfE9+dclmZRFFAriQKx6KFGQQMcGtC703xBrHj69itryG08vS44LueKLnc25gELZ6knPHAApfDngTxF4esLayiu9FYRHBu/sjGfaW3HDFsZ5PbvQBn3HjTxJZ67dapb28zeG5EjjL36+WbKRurMgG7b9afft4qtdPivm8XtJGupxwMsVugEySMn3WOeAGOOK7+PTbm5k1G31KOyl0+5G1VSM72GMHfk4J+gFchqPw91U+HtI0TS7+1SDTrz7WktwjMx2tlEOCM9Tk+woAo+L9B/svxBpM9/quqXukahdLbPa/a2V0mY5VxtxleCCOMZrJ0fQbWa9j8PareXtjqkd9K7wy3MgW7tyTt8pye3HQ545rv4vDGpajqEep69ewy3dtFJHaxWqFYYywxvIYk7+oznpWfa+DdfvNU0G417VLOaPRiXiNvCyySsV2/OSSOnoKAMvxv4fh8H+F477Qbq/trtbmGIyG6eQuGbByGJH5Cq2t6h4x8H39xqcWrvrOmW6o09rcxqhRHH3tyDPB9q7Txlomra9aWttp1zZwLFOk7m4jZiSpyAMEU620fVp9Xv5dWfT5tPu4FiMEcTbuB3JJBHJ7UAZumeJLiy0+PUdUtr6RrphiCz/0qOBNoIbKqG5HY5NQ3UmoxeItBgOuX3kao9w7KqKu1QNyKAVyMA4Oa09E8L3fhvRn0vSr2NYmmkkWSaPe0YbGABkDjn9KxLnwFrb+IbLUzrzXvlFzMt0XAO9drLGEICDHT3oAqS+Ir7wx8QorDVdZur7S5LN5I1igDsH8w/eCAkBVwM8Diq0Xi2ec+KTZ63fTW8aD7DM8HyQkKGYltnA5wM9a6Wy8HXNn8RpPEUT2cdm1obb7OkZ3nnO4tnBOaq3Hg/W7uw8SWs1xpirqzbkMcLqUPGN3zfNwKAM3QPFM2ra7o9jDf6ok8ytM63MI2SxKmc52jGW9DVbxi3ifw7f6Xe3fjGSO1vbtbeaO3tFURJhjuGdxJH0rrdJ0jxJFc2S6nd6Yba2QKGtIHSVgo4BJYjBxyMVNr2iapqmvaNdW1xaR2lhP5zq8bGR8gqVBBwBg/nQB55DpVj4g+Id/bHV9XvoU0jzVkknkiAl3EbgAFGPTHGQapr4J0q/+H+meIr7T7rU7p3WS+kE7+YIuQ2xRxgcHA9K9B1Tw3rs/iHVb+xurBYL6xWz2TRMWQDd82QfVz+lUtJ8LeLNA0XR7Wy1KwlfTUkjaFldI7hTjbuwThhg8+/SgDDudK0/Svh99u0nUIJoUuY/s1x9miLpEzAGNiVPIBPvWz4Z1C1s/Emt29nMtzolrAsslwYERYpB1UMoAfjJz2pq+B9cGkRxR3Wmw3Umqf2lMqxMY1OeEUZBxz1NdN4m0jUdZ0mGytLmCANKhutyEiRByyjB4zQBzvgvxI+o+ILy3u5/Ni1KL7dYIwUeXEDtKY65+6340y78Q3/hXxTPc6jdyz+Hprr7IdyL/AKG5RGU5AyVYsR7YFa+t+EZJta0fVdCFlYXNlKTK/lf6yIjBT5ccH+lWLfw/dXq6za6+LG7sL6XekUcTAgYAG7JOThVOR3zQBzXijWdV03wva3Vnq0xll11bYygIcxNKy7emOgFaGm3l14w8R6zby3dxaadpFwLURQSbHmkAyWZhzjnoKpt8PdVtvC+j6HYalbCOwvzdtJNEWZwHLKo59GINX7/w94j0nWrzUvCkunBdQKvdW16rbfMHBdSvPTtQBu6Jpmpaal5b32pvfQM+baSRQJEUjlSR1x615rbeI9bg0O4kTXJ7jWINZa1gswEkE0QYAKcDI4Jy2e1eqafBqMemkXt1HLeuCWZUxGjEdFHXaPc5rJ8GaDqmgadPZ6nc2tyGuHmieCMoV3sWIOSe54oAb4Yvb2517xJDdXbzx212iQo23EamNWKjA9WPWudvdY1Sz8CxavLqNwbxNRMTmHa++PzipUKAc/KOMc1sf8I1reka1qd54evbCK31KUTzRXcLOVkxglSrDg4Bwe9V9e8F6pc6No+naRfWkAsLhbp5JoSTJICTnAIABJOaAIfDviG91HUPEsUN3NPpttHuguLhRHLFJtyU2kAkDrkitX4c6leax4Isb6/nlmuZt5aSTGThiOMADHFUv+ET1x5dU1WXULI6xfWwtQBC32dIx32k5Lc+uKbo/hzxbYaTZaPNqmnLYQBUeS3hdJmUHJAbdgE/SgCmW8QCx8Y22j3dxc3ltcrHaCaUZjUqHbaSOvzHGfYVFpXiNL7wvrmraPql0Da6e6tZXnM1tOisdxz2Pvnp+FayeGPEVrb6zLaaxbR6hf3aXMcnkHZHtIG0jPzAqoH1zUcfg3Ury21y61Kewj1fVLM2e+1hIjVMHkgnLNyec+lAHLXPjtrr4aWdws2srrSwRuLpbSRUaRiActt2EcnGeOldBJq2qW/jkWjX1w9qdGa6MRKfLIB1Py5qxL4O1t/AGn+HU1O0Sa1VFaXyGKSBCCqkbunHNSL4b8Rya9dajNe6ZtuNP+xlEgcYPOCPm9TQBzWleKtdOgT6brdy32vULVptJvgVjEhwTsJGAHH61bghfxlr58N6sWbTbPToLm4UqC9zLIMncxGVA54GK3pPAseo+A7PQNUaGW5tVXy7iNMbHU5DDOSKs6j4e1KDXG1nQLi1gvLiEQ3S3SM6SKv3SACMEc/nQByHh7wvo9p4q8Q6Z4a1q8s75DEZCkJIt17oMjYd3GDjI5pNU17WPBvii4tfEWoyJoWqRtHY3KOHeKUDJY8AjOc45HQCuw8J+GbzRdQ1jU9Ru4Z7zVJllkWCMoibRgAZJPSrHirwpaeKk05LogLZ3S3GCoO8AHKnPY8UAcj4W8Tal4j8LWFoNQnh1X+0DBPNtUsUQ5Y4IxyuOnrV7RTN441nXZb67uU0yyujaWtvBKYslR8zPt5Jz05x7Vk6nBP8OPHLazY6U0+g6iipNFZwMzWzL1cAcDPc966SDw9qFlc3OoeFb+3gt9UYXE0V3EXVGI+8gBGCe4OaAOaXxPq62V/YT6jMs2n69BZ/aI1Us1u7DAJwctgnJx1xV3RNV1TWIPFVzDqN5caFHBnT7qQBJBKitvAIAJAYDqKvXngO9h0OzstJ1CAXCaguoXU9zDu+0Sht2TtIxyB+FTHwZqVlqWoNpOo29tp2pxFbm1eJmWKQghniAYAbs5OaAND4e6hdap4F0q+vZmmuZ4t8kjdWJNUdJj1LWZvECHW72B7a+kgtygTagHTIK81LpXhHVdJ0LT9Gg1xVtLQrkpblXkUHO0tu4/Cqmn+GfFVtcakjatp0VtqNw80rw27eagbjCksQPqQaANPwLrN/rGj3C6m0Ul5ZXT2sk0WNku3owx9ai+JOp3uj+Br6+067a1uomj8uQAHq4B4IOeCagTwxqOgL4f0/w1dyRafbzlr4ShX85DyxYnnJPpVrxX4YvvE17p8LXsMekwzJNPCYyZHZGDDDZ46YoApabrOoyfFK50mS7d7EaTFciIgYEhbBI4z2rT01otKl8QXtxd3LwQzFyJZS4jUIGIUHp3qvqnhjUV8UnxFol5bxXstsLWVLuMvHsByCu0gg5pbvwfPd6D/Zz6rIZJrpbi7neMMZsMDtA4CjgD6UAZPhDxVPdeJ5rC9uJJV1SH7fYo2P3KdGjOOmOvNUrnX9R8J+ItS1C8u5bvw410ttKhyzWbEAhgcZIJOMdq6PWPBi3et6TqemS2+ny6fJuPlwcyqeCpII4x7VZ0/wrHBbavaX8kV7a6jcPO0Tw8LuABHJOegoAf4QTGlSv9qlud1zLtkkkL/LuO0DJ7DiugrF8LeHYPCugQ6RbSvLDCzlGfGcMxOOPTNbVABRRRQAUUUUAcD8Y41l+HdzG43K1xApHqDIKzoruT4WTxQXC3Fz4Xu2LxzAFzYMf4D1JT0Paux8X6mNK8PSzi0ju5ndIoIZACrSuwVN2e2SK4698QeNdBuLSw1iDSdQl1gtFZpErIsMuM7Xz95Md+tAD/h1LYXXjDxHd+Hh/wASCURFSFcK0/8AEV3dvpXplcd4P129k1G98OavZ2VtqljGszCxz5LRv0xnkH1rsaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzPxu1pbeN9PF9rOqWdpc2cpKW08gBkUrtwq/U1Q02HWtSu/Ci63eajA9xJcRsiztEZokUtGzqD948Zrurjw9c3Hi621uS9QxW8TQpbmIH5WIJOfXgUut6BeanrOmajbagts1gXZEMQYMWUqc/gaAPOLGK0a21i51HUPEk32LUpbdGtrt8RLv2KPvdcEdq6Hxv4lutMlsrPTZoy1hGl/eGWQB2iXjbz/ABEZP4V0HhXwvN4eGorcXy3i31012+YQuHY5PTtxRp3hCC1vdYvLxoryfUZN5MkQOwbcBR7UAZHji+i1DwhpmqWl9d28M9zARJbSsjGNzgj5eTxVHQLm/wBQt/EUEE983h6GApZ3U8h85pRncQ5+bAx3rRi8A3cPhu00c65I0dpei6jYxDAUHITHoDWgnhOaDU9TvLHUjHDqcQE9uUDIHwQXX0zmgDzjwRqeoXlv4Zk0zWdSutWnbdqcdzKzwiDccnDdDgDBXNbOo20B8X+JG1G+142Vl5UsaWdxJtjLR7m4B7k8DFdBp3w8TS9I0aC1v2TUdKysN4EGWjLZZGXoQc4q5Z+GtYstY1LUhrMTvflDIjWw2rtXaMfhQBtaFbS2eiWkE13NdusY/fTffYds+9edeOrmG1+JekW97rGpWWm3VnK0y208iguvC4C11mladr1l4ihW41S4vLFLYiYyqoVpCcgripNQ8Ky33jWw8Qm9VfscLwrAYgQyt1yfWgDj/Dg1w+J9AOqX195cj3SwxvKw82BFzG0i9C3P8q29atZJPEHiBvteoRqukiWMLclUV/n5VQeD8orf1/RLjUJrK+064jt9RsnYwvIu5CGGGVgOxFRJ4duJE1Wa7vQ95qEHkblT5IV2kYUd+STzQB5l4U1q/tl8ISx3+pvdam2Lt9QmZreRcHhMkgNnp0rrPAX2ibxd4vM9/eTpa35ghilnZkRMA8A8dTUtn8O7iG10Gxn1kyWOjyLLHEIFDOy5wS341oWPhTUtL1HWbyz1dFfU5zM26AHyzjAx60AU7mO4T4tW8ceozrDLp0k32d5mMZcNgELnHHesXR7W4TXY7e8vL3TNaNyzTiWUmHUYsnJQZwDtxjuK6f8A4RC9m1OxvLzWpJ2t7OS1k/dhTLv6tkdD6VWi8D3cx0aLUtWa5h0edZ7Zwm2RyAQFc9wAR9aAOe8EyPP4d1/7fe6xcs2oXFsjrO7NEkR+Xac/KefxqnawS3Wi+CbifVtY/wBOVxdGK7kDOAhbPB65/QV3egeFJ/D2nataW+obvttzLcxu0YzE0h5+oHFZtl4G1Kyh0SJdcV00csYd1uPm3Ar830BoA5vU0RPCeoXVhrOtiCLU0iRpZ5BIoyEcA9Sp5IrofBNzcTeItUh0+/uLzw9Aiokl07PILjPzjLfNgDsa0tT8LX+q2M8Fxq2DJNHKqpCAqFDngepPU1ZtfDL2Pih9Ytb54orhMXdoqjy5pAMB/Y0AZHiW+utU8b6Z4UjuJbW0mt5Lq6kgcpI4XhVVhyOeTXP659q8I3Fx4eivr2TTb3TLiaybzmaW3miXcSXPO08Y5rutW8OC81qy1qzmFtqVqCm8ruWSM9Ub275FU7rwlJqU+o3t/eBr26smsoii/JbxtndtB6k56+woA810KefSpvC+tzz6/cxX1ssl64mZk8wKDvIzyoBOR7cV1l1dvd/GKwW31K7ksDpbXYgt5z5bsrYHyg4PHauw8OaH/Yfhyz0eWZbpLWIQq5QDKgY5H0rkrz4Wra6/FrPhfU20aeOIxmNU3o+Tk5z0B9BQBWvNWu9C1Lxpf29zdv8AZrWGSGG5kLJGzjJIUnAqXW9JufDHhlvE+l6ldtqEKrc3AuLhnimBxvBQkjoTjHTiqaab4n/tfXpPE2hrfWGo26QMNPcHO0fe2nn8KZNqFlP4eg0vWtcuINLhkRT9osWjkmRTkIx6YwAMjrQBV1K9to9c1yefW9ZtnaK3l0+JLiTAmlViF2/d+9t4PFaviJtalTwHaX97c2091P5eoC3lMZdvLzjK+4NTR3XhO/v9VubvxHp1xZ6tFGht2wpQKCFIPXPJrUHhq5v7bRP+KhW5Ol3HnRyBFbzQF2gNjuATzQBz3jPTLm2kj07TtV1WfxFqLkwRx3kiRxRg8uQDgAD8zVyS1ur/AMT2PgzUby4nsINNFxPJ5xWSaTOPmYHJHtW5beFdStfEeoa0urrNPdAInmwA+TGOir7UreErr+1bPWU1U/2tDE0MszQgrMhOcEdse1AHMXS3em3PiLwrb6hcraxaaLyxk89jJA2SMFs5xnHFV7vXNT/s618L6xdTxa3a31sjXELmP7ZAzhS6kexwR611sHgtkk1q8n1Bp9S1SMRNO0YCxIOiqvpzVvX/AAnB4gTTJrh1W/0+eOaK4VO6kEjHocUAc34k8OGz1rRhHrOsCPUL5oplF84ABVmG3B4xisi28Kajp3jMabqfibWLqzeykuVEd1IrDDnA4PJxXoGu6DcaxqWkXUd+bdNPuPPMYjDeYcEYyenBNMv/AA/eXHieLWrbUFiaO2NuImiDDBOSc0AchqysPAlpdQLrOp6Q1yZbiNpWW5WHkdfvHBGcV0Pw8e2l8PStZatJqNo1wxiaXPmxAgfu3J5LA1KfDms/bor3+3m81HcmMwjyzGw+5t9jzmrXhTwynhi0vYhcGeS8u5LuRioUBmxkADtxQBx8+n3K3HjWC21XUEkt/JNozXLsIWZQ3HPTcenpxRHrM2o2tto+vPPZeItOmhG+OYoLpSyguuPvKe4rpJPCd602uTLqoEmqSRsT5I/dqgwFHrwBzVrW/Cdrrsuk3NywW906ZZUnVeTjqv0NAEfjqO+k8LyixW4cq6tNHbtiSSIH5lU9jisHwLe6bb2+r3enavcz6VCqsLK73ebasAcj5ucGuq17R7zVJLCay1KSxltJvNyq5Egxgqw9KwJfAVxLdaldjV2iuNRkiNwY4gFMafwY9+5oAz/A2u3P/CU6hZancFpdWQahaR+bu8pBwYyP4SBtP51G2o6j4Q8V6lfX1/PP4ZnuRBJ5rs5s3KKwfJ/hJbGB04rpda8HQ6jrmk6vZypY3enyly8cYzKpGCh9jV+LRTIuqQ6hJHdW1+5ZojGAANoXHvwooAw/h3CLjwdMzXlzOJ7i4USvOzMFDsq7T24A6Vw3hiCbUdOnN3qviJ7htUe1hmiunKRgPgbucdB3Fep+FvDsPhXQItItpWkiid2Qv1AZi2PwzUHhHwx/wi9ld2xujci4unudxQLtLHJFAHkkmoXkV94ktYNb1p9Zg1DyNLjW4YpkKDh8nbj616h4lv8AVLLwjbWscscer3yJa+eXCrFIy/M/PYYJqtD8PbRotfgvbtp01a4+0/KoVoGHQqR6YFX7Tw1enULK41XU1v4rSFokjeBRuY4G8++B+poAxLDWZNY+FmpJPev/AGrpttLDcywSEMs0anDBh64B+hrlrvXb9/B9l4f8SXbLqss9rJa3MbFWuYWcDcpHRgCQa7qfwQ/27XZbPUfsttq9t5L26RDajbdu8e+OKm1PwTZavo+kWl04a40x4nhuQg3AoRn88UAZNvo58VeJtVg1S7uH0/SnS3traOVlBbaCXcg5ZvrVTWPD11pbaVZ3Gr3t1Zz6vGiI87bvKbqjnPzDI4rqH8N3dv4hn1XS9TNslyv+kWzRhkkfoH9jiqepeEtU1E6fI+vyCa0vPtfzRAqSPuqB2UUAcz4s+z2nim4Gu3uoWCzBTpWowSOIYcLgowXuT69cj0rYNm/jTxVqtnqE8y6TpLRwpbRSlBPIyhyz45IGRgdOtXNc8G3+t2WoWMuslbW+lSVl8kEx4C5Ck9Adv61dm8M3EHiD+1dK1E2hlhWK5gaMOkxXhWPfIBxQByWtWV94a1LRfD9pqd4NM1fUGjO6djLHEsQO1X6qNwPSrlxbnwN4z0K202ac6frMzw3EEshkxIFyHBbOPfHWrWrQ6IDFFrXiSH+2LSdrq3mkdQ1uzdgv93HGDWQNd0DUfEtlq9zql3rMtirCCKytGMUbHgucfxUAdB4rlvdS8R6V4ZhmEFleRvNeOrlZHjUj5FI6ZzVnTvCEGg+Iv7S06eaGya3aOe2aVihYY2sAehAB/OsPxRcR+J47afTbHXIdSsJg8FxFa7WQkd93BU9xWJLZfFXWrq8tb8W1tYXMBt90UyjYM8tj+8Rx7ZoA1/DPiGWTx3NPPdq9nrsZa0i4zAYfl2tz1YfNRoDQ6L488VPcXVxeOJoUgiVzIY1k+baFzwASc/Sobn4YaxqT2Mt14l+z/ZHSSOC2tlVFZRgc9TkdfrVzTPh5q+i6pf3+neJvJe+YNIrWiOBjpjPNAFPWdHvtS+IumrqU80Gm3vmqbOCd1WXy1BVnGcfhVn4uwiz8LWuoWrzW9zb3MUKNA5Q+W7BWXjqCK0YfBOp29xpNwviCSSaw81i80IbzWk+8T6D0Aqtq3gTVNe0q6s9Q8USzNLdRzq3kLiLZyFUemcH8KAMTUdBs7HR/Ed1pY1jTRaWBdEknYBpOWV15PI24+hq7qeiXXhnRrTxFpes6kZ0kgM8N1ctLHMrsqEEE8Hng1sXPhLXdRs9RtdQ8VPPFd2ptti2yKqZPLYHU4yPxqY+ELy8kto9Y1yW6sYBGBZpEsaSFehbHJ5AP4UAaHiDwva+JzYteXFzHHbMZNkEzR7yQMZwe1ed2OnXen+HbnxZFq+oST6bPcmSOe5eRZUXKquCcccV685AQxo6o5XC57HtxWB4f8MNpGiXml314L6G5kkclowmA/wB4e/WgDmLHw+Ln4cprT3kj65Ja/bBfea2RJgkDr90dMdK67wdrM3iHwhpmr3EaxzXUAd1XoDnBx+VYqeCbi30JPDsGuyJpKkqYjGpkMROTHu7D3rrrG2tbGyhtLNEjt4ECRonRVHQUAWaKazKgyzBR7nFBZRjLAZ6ZPWgB1FISAMk4FAIIyDkUALRRRQAUUUUAFFFFAGP4ns7C/wDDl5FqVwba1CeY1wDgwleQ4PYgjNeMTax4ev5408U+J9W1F7UlNNltrR4dh/vgj77+9esePdOvdT8Kyw6fbC6njlim+zlsCZUcMU/EDFc3qOq3PiltJ0/SfD13bTR3Mc1zNcQeWtsqnkA9yeRxQBr+ANN0OG1udR0rV7rVZrkhZ7m7kLSjb0Ug4IxXaVxPhO0u5/Fmt659kmsbC6WOKK3lUKWZOGfHbP6121ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwms6cbj4lWKPe3ot57CZ3t0mKpuQgAgD/eNc14f1fU9GgvPD/iS6lazvopJtN1FpSCSeBEW7MMcV2l7oOuXHjKLWUvLH7NBBJBFCYm34fGSWzjqPSiTwg2r+CW0DXpYZ352S26lNhByrDJJyDQBgjRku/FWj2Zv9RjguNJeaRY7phlwyYb6/Maz9Uur/So9d8J3Oo3UwgsDf2F4smJVUcbXbuc100vhnX4fEtjqllqNj5NpZfY1hmibJzgs2QfVR+FRS+CtSm0fVjLqUEutamDHJcyRExxR/wBxFzkD8etAGX50+q+INC8Jm5uEsBpq3t24kO+c4GFLdcZPNdHaaGPC+o6jqUN7M2mNbZFpLKWWJ15+UnoCKq3PhLUd2j6lY3dpBrdhCLeSZkYxTR4wVKg57evFPv8ARvFeqQfZ7zUdKNs0qGSJLd8MgIJUkk9cY/GgDC8CeI9U1DVNa0PXboRXtyBd2ahgTHHIp+QepTA/Wkm8Kvp2teHdJm1vVZzdRT/aZftJBdlCEEenJNdDq/g95/FOia1pTWlk1gziYLDzMjYBXjj8at6lomo3vi/SdVjurdLKxSQGExkyMXAB5zjsO3rQBwUWiJpnie70zVte1u4jgsI5gYJXyWJO44APoK7rRNLFx4KFnBqGohbmNilxcNmdAx9fUVXvdB8QJ4qvdY0u+09FuLeOAR3ELsVCknPBGeTW5ottqFtYeXqdxBPclyxaBCiAHoAD6UAcBJ4WF743vdGTXtXt44dOiljCXRyXLEFjnr0H507Qp5dC1LxXp17e39yokVLWQB5dimPPUA4OT/Kunt/Dt/H8QLrxFJc27QS2gtUhUMGUA5yT0JzSaNoWradd69dy3Nk0uouJIljjZVjYLtG717ZNAGH4d1K6svhPY3Md20uqXqhIZLqTJaVzgdew649BU3h6a+8X+C7rR7zUpLXVbOY2t1c25+bKn7w9Min6F4M1ayXR7TVLnTbyy03eUVIWVyzDAbk44BI/GtK18L3OneOJ9ZsJ7aHT7mBYp7RYtpLL0cEcZoA5HQNDe58eeIdIfWdWMFikLW5N0SVJ5JPrmtP4mzy2t74Uxe3UEU2ppBcCByu9CCSCB16VtaV4ZvtO8c6vrrXVu9rqCKvkhTvTb0OelSeLfDVz4guNEntbqKCTTb5bv94hYPgEY4+tAHPavJb6v4+0yCC71KOKSxuGljV3jQlQu0jjqNx/Sud8C3EOt6Jo8V3qGurqss7D7SpcxHbIzYZj8pyq4xXf65oOt33iaz1SyvLKOG1t5YkimjYkmQDJJB/2V/Wsbw74Q8XeHtFtdHttZ0v7LBKX8z7KxkwWLNglsZ5I6UAaPxCluNM06w12CW4CabdJJcxxNgSRHhsjvjINc1aeLrHRfGWvQy3921hdWgntZJnygkxlkQn6ivTNT0+HVdJudPuVDxXETRuGHByK423+GGnJo3h6xmKSPpFyJ/MZN3mc8qc9jx+VAFicXuhfDuGzF9LNql0giimnYbhJJzyfRc/pVPStT1nxF8Kb6Kzkddcto5bMyA8vLHxuU+46fWuivNCur7xVa389xC+l28DILNkzudv4jnjgdKoSeFNQttQ1ibRr+GxgvYU8qFYsLHMpyXwPUcH1oAzvAEkM9yXWe/truK2WG6029c7lcf8ALQA9j61neKtR1nQfiE+o6YZrq0gsUnvLMuSpQuVZ1H94AdBXWafoF7/wk413U5rUzx2v2aNbZCucnLFievbA7VP/AGJc/wDCavrXnQ/ZXshamEqSxIYtnPTuaAOQ1fxTBB4f13xHpV3LKk6QRW7ByVQvxkL2OetL4xsj4R8MWet2V5dzTWkkSSR3MvmJcB2CtvB4zgnBHSugHgPThp+u6cWcWmqyeaVHWJsfw+nPIqLUvCeo67o1ho+rX8L2UTA3JiQiSYIQUwSTjkDd69qAOX+K3hbQ5h4avDptukz6rBbuY0Ch43J3KQOvSpfiR4T0jRvDE2raVHc6ffxlI7c2kzIiuzAAsoOMda6jxt4Zv/EtrpsNhdW9s1leR3YaZC2WToMDtzUU/hjWtetL6y8SanbSWlxb+SkdjG0e1s53nJOTwMfSgDi9Z8NeJfA+iSeKbHxZeXslrGrtZ3g3xsDgEZzz14qnp2veNvCus3Ws6zD9v0m5CedDBLkW7MuVb5vuj17V3+peFNU1rTNO0nUNRgFhAyNceTGwebYcqASeBwM9a0rDRr9b3VBqUlncWF5gLGkbBgoGMNnIPFAHlf8AwmrHVE0ojVtPs7y+d7qefLnylUHZEwz3zyOxrpl1TwqPFdjcWPjDy45IHEtm9ySrhlwpGfusDmtC2+HJsdOtFtb7F/p97JdWcrAlQr/wOOpGOOPapZ/BV3e+KLbWbgaUiWtvKkdtHb5V5H/ifPXH0oA4Tw14x8PvZaTYX2qaudakvNqyI7lXO8gZJ+Urjg1evVFumvXMOs6odQj1M2+mwx3JYM3BC7e4659qvwfC7Uo9OjsZG8POFIBufsLeft3ZOG3cHHGanf4PWd1f6lPcTiBZG8yy+xu8bQPjGTzg+vSgDsfED3v/AAg1+0Zf7cLFjmFsHzNvOD25rzrRNRum1LwqdEvtRudQuIYn1O2nLNCICvzSc9DnpzzWzbfDC/svDgtLXxVqceoNCySuZt8MjE9SjA4/Cq9r4B8YabeaRf23iCylm0y3+ziNoCgmj/uMwzxwOcHB5oAp6jFax+LfENpd6h4hOJYhb/Y3d1iLoCScDAG49+1dHFa3l/4xt9DuL+drDStOikkKyFHuJWyAzY7YU8Z6muPfU/iVo/iDWL5/D8cMV60ZeSCM3QQKu0FQGBPbtVlPE9mt1pms/wBrXcGrxR/Z7o3WmSKl5GSSGwB8oBzg0AbHiXQLrRrDUJxqmojTzNDJCI52aVGJAdR6rjtSWKWTw682n3PiKMx2L/8AH8XVcnncm4ZyMdayvEPjXTdZ0B7KfxfpEU8lwH4tpSqKpBAx1zkck0k/jyC9jnivfGujkS2zxRxW9tKFLMMZfOScegxQA23l1GHwN4L8UHUL6QQSIb9BISskTMdzN9OD9K6jVIpNQvPEuqw38ps7XTzBCkUxCiZVLs2B3GU5+tYej+JPDGk+AYvDOoai94qQG2Z4LKXDK2ecEds1VTWbuL4etovgnw3qV/vhML3dzEY0ZmGHb5iGY9fbp6UAF++ti08Hv4e1Odp/sUl7KryFxdbQhZT6kgnHvUut+Ngbu51zTbhyY9HEiQMTtjuDJtw69iO+az/DVl8SrWfQLq58OWZh0u3kthGbhUd0bHJyTg/KK17v4e67qt9quowppekHVrY29xakNNgE53ZBADfTigC3q+i2WneAm1PUdS1GG9ljSSa9ikeRlZsEgKvG3PFd4L6C10Jb+VmEEduJWLKQdoXPTrn2rzy88B+N77w6uh3HibTWsljEWPsRyQMY5z1GKvXPg7xlqmiS6XqXim3aGVlR/ItdhMWCGXOeCcjB9qAIfAXidb3xNqltLqsd1HfoNQtU35MCklWjPpj5Tj3qC51G/wDDHiq51B75pfD15eC0niJybVio2spzwCTz6U/UfhDbSzaY1ldsq2sxaZ5mbfJEcZTKEfn64q1oHwp03T7y9k1JEvYZWPkRvJI+xTn7244Y++KAOf1mS1tdDlfS/E0i6zZXrSCCW7LNMit/q9vfI6cVa0/xteeJtbj1LTNB1mfZbhLeIjyrcyZ+Yu5OODxXaaP4QtdE0J7G0WFrlfM8m5ljDOpbOCW6nGaXwRoGo+GvD6aZqF5DdtG7MksaFSQxJOck5OTQBxfinWvHlvaxxX1xoui2+oOIFYTFpYQR8x3dMgAmqdgZ/FPw8u9fuPEN6b/TbSaFktJfLTfGGwx/vZ+U5r0K68Oz3/jCLVL2S1n0+C2aKK2eLJDsQSxJ4PQDpWLfeCtW+2eIF0m7sLXTtXg8prdom/dtt2lxjjJHb2FAHPa14N0TQfDcHjWKF5L20to3uFmPmrdKdoYOGzzz1HoK2LO8g8M+M4XCyx6RrVn50Sf8s4JVG4qB0GR2q5B4J1bUbaztPEusx3FjZ+WUtrOLy1mK9PNzncOnAwK2/FnhtfEugHTUm+zOskckUij7pUg4+mOKAPPPFGp3UHhjSdYFxqEaahrCu0Ss28Qk42BRzyBnHvWg09pcaL4tudIOsWK21iTsuN6fvCGYOu7kH5cGuj8aeFb/AMRWelQ2F5b2rWNylxmWMsGKjgcEcVDdaB4t1Ww1K11HWtP8u5tXgjjgtmVVZsDc2SScDOPrQBz3h28GqeMbaDRr3UmijsCmqLMW2IzKuxk3fxZz0qzd6d/Znj/RNCW+v5ba60+bzHe4YsXB4f61rzeD9U8zRtStNRt7bWbJBBcyrEfKuIR/CVznPAwc8c1b1fw9q994y0rWba/tUtbJGUwSQks277xDA+gGKAOdiiv7P4nyaVFqd1Iq6KSnmyfL5nIDEevSo/B/kS67Z2Oprf6fr1rDIJoZXYxX2QQXUk4bGc5FbWp+DdTvfG0+txahbx201kbMxGNt4B7hs4zmjSvCviBNW0++1jVrK5bTreSK3MNuUYsw25cknPHYYoA4+4hvz4Du4dK1O6gv5fERt47h5WJXMoQDPpjHFWr7xRNfNoZut9vrum3Msd9abiFcrDIytj+JSUBBrcXwNrcWipYrrNrJINTXUfMe2IAIcuVwG6Zx+tbGs+DbfVfFOja95gS5sGYSrt+WZChXBHqCe/bNAGB4btbXVPAMviXV57x7q9ha4mljdi0A54jUdAPStiC4tta+GDzwXdxcQNZMY7l1Mcj7QcN6g8VWk8H63p0F7p+g6taRaVdB/wDRrq3LGDfncEKkcc8A9K1bTww+meAx4bsbvDpam3SeRc8kckj8aAPN/Cepafqui+H0urDV5tTuExNqLeYqAjcR8xO1genFZ/gvU0ubPQNNsZtQGtJqLu4d3WOaBZDuyzcNhRivVfCfhq88P+DYNDur2K4lt0ZIpkiwFB6cE8kZrD074bTWPg+PSzqiPqVrObmyvlgCmCQsW9TlSeo9zQBZ02L/AISXxzrz6g05tdNZLSC0YlUyVDNJweSc4HtXG+Jbq+j0vxb4ds5JmfTJ7Z9PlaU+YhlYHZn0B6Z7V383hjU4L8axpepRRatLbpBeebGWgnKj7+0EEN6HPTioX8BCTRp7ZtTka+u7qO6u714gxlZCCF25+VeAAB0AoA5DxL4tm1v4TywRXRt9ZWBheIhIaMx/f57V6V4V/wCRS0g8km0iJJOSSVGawNS+Hlrc2/iU2MiW93rkQSSVlLAHHJxnua6TQNOn0nQbLT7m5W4ltoViMqptDYGBxmgDTooooAKKKKACiiigDlvH91f23hkf2bevZXM13BAJ0UEoHkCk4Psa4XxFpvjHQ9Z8P2CePL6UarctAztbIPLAXOR616d4i0ca7oVzp4l8mSQBopcZ8uRSCrfgQK46+8D+J9Ze1utT8Q232zTlDWD29uVVZehdwSd2RxgYoAPBs2u2PxD1rQNU12fVYbazimjeWNUIZjzwK9GrmPC/hq80q7vNU1i+jvtXuwqSzxxBFCL91QOtdPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAecapdz23jvVLO51i+t7N7BZ7eOByzCUttO1cH246Vj6lqHirS9P8K63JPdiVFJ1WB+jWyty7J/fCsCcf0rtk8PaqPHz681/bGya3+z/AGYQHft6g7s9c1o6poz6nfRSPcAWwhkhkhMYO8OMHn8BQBxvijVdT1Dxp4cisJpYNHW6VJpoZShmd42YLgdQAoPPrWn4Tv7m/wDEfizTLy7uZ47W7CRb3A2Iy5wuACPzqRfAn2HRtIsdNv2STTbr7UJZ13mVyCDu/Bj+lH/CLavp3ia81HRL+3hh1JhJefaIy7BwMDZjGBj1oAzZ4dTsfC9g9kb+9hivmN8qzs0zwgnOCTnj0FbHh3UbCz8IXOp2upy3lirSSpJdSEvH6xsW54PFWrjw5cxW1iNK1FrWez3EF13pLu67x9fSsm28DXltprWRv7aaK8vftWoJLB8kgJGUQA/KOO+aAKnw98X32qarqeja3Pbm/jK3MKxyBv3bjJTIODsPFbnifR7m4afVYtUu7ZbWwlEcUEhUeZgkOexxjGCKr3ngeIeJdF1XSGt9OTTy4eOKEDzVccrkV0GtWlzf6Ld2dnNHDPPEY1kkUsq54OQPbNAHAytqi/DJNdtPEtwLqSzQmSdwU3lhlhgcHqMCrXiTW3A8OT2d3fx3X2yGGYiGRI5Vbhg24Bee1a1l4TvY/AEfhq7v4pZUQR/aVh4Cg5UhT3GBU+oeHdR1XS9NtLnUo1ktJY5nkjh/1jocjg9B60AY8Z1g6l4zi028uZJ7eJBZQPJlUkdCcjPuB7UeC9RS81byoNRvIpY7UC+0q/JaWOXC/OpbnByc9unFWLjwhrcl1r0sGuRwf2ksZjeOEh4nToc55GM5FS6R4W1B/FK+I9cltvt8EJtohZqVWRD1Z89TnoO1AEfjgX+k3WneJrS4nNnYSZ1C1WUhZISCN23oSuc+/wCFUb/UdUuvCuv+JILu5tIJIc2CA4woPEuD0LDtXW+J9Ik17w1qGlRTLC91CYhI65C574rM/wCEc1F/AR8PS3Vo8/2cW4mMTbCoGMlc5z+NAFHTLu3uNR0GAavqf24wmV0ljcJOAvzA7gB154rO1jxr9m8fWHkXy/2ZBcf2feQFgp82QZV8E5IXgfjW5beHdeFrZwXGtQKLUpsNvb7SwUfdJJJwe9VtT+HtpqXhq7tJI7JtXuFbOotbjcHY53cc5HbnsKAKnjPULXSPFWnS6jqV7a6bc2k/2kRSPtBTbtbC8rjeeR7Zra8CT6hc+HRNfTzXEbzO1rPOMSSQE5RmHris+LwhrEmpaLNqOp2d1b2Fo1rNG1ud04YAMSSe4Vf1q1a+G9X0Oxls9F1VRbfaEe3gnTd5MW4bkDHnGM49KAOtopB70tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJtX+6PypaKAKjaZYOxZrK3JPJJiXmkGl6epDLY2wI5BES/wCFXKKAE2r/AHR+VGAOlLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSEgcmjpQAtFRxzRyjMciuOvynNSUAFFISB1oDAjIIP0oAWiim713bdwz6Z5oAdRSZA60hZQMlgB9aAHUUmR69aWgAooooAKKTI9RS0AFFFFABRSEgDJ4FIrKwyrBh7HNADqKM0UAFFGRRketABRRmkBz0oAWim713bdw3emeadQAUUZHrRQAUUhYKMsQB6mgEEZBBB70ALRSAg9CDQzBRliAPU0ALRSZGM54oyCMigBaKMiigAooprOiY3MBnpk0AOooooAKKbvQPt3Lu9M807IoAKKMikBBoAWiikyM4yM0ALRSEgDJOBQGVhkEEexoAWiijIoAKKaHQnAZcjjrSsyqMswA9SaAFopu5cA7hg9OetKGB6EH6UALRRketNLquNzAZ6ZPWgB1FGaQkAZPSgBaKihuIbhN8EqSLnGUYEZqRmCgliAB3NAC0VE88MahpJUVScAlgAT6VLkYzQAUUzzY9u7euOmc8UqurjKsGHsc0AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPPvijq0UenW+i/2sNMmvA8ouC+0AIMgZz3baPxprX2oePvhPHPol6sWoyxoHKMUDSLgumeozgjPvXS2vhww6/qGp3N9JdrdqqrBNGpWEL028e5rm4vhu9jBciHxLeW6Nffb4tscarBJznAxjaQcY6UAQ+AF09/E+pzRW1zpWpC2iju9JlHyxEZw6HoVb+lN8TNqel/EO316O/ddJtUiivLYu20hyRvxnaMcc10/h7w5Bp95c6zJqD6jqF6irJeMFAZF+6AF+XA9ah1Hwh/bE+q/bdTlmsdRgEJtfLUKgHQhgM5FAHNzy3mpfFXSL77VKNJkEsMNuJDslKLnzMA4PPTIrAnuUttFFjZz30es3etSw2DpO4RdsgO1iTtC4zx3rvZPBEP9vaNqVrqc1tHpMBt4oEVSpUjBySOpqC3+HsQ0m90+61KW6jmuGu7eR41D20pOdysOfTr6UAdou7YN2N2OcdM15jqkKSfF3UrdjdeVNoQdktnYOX37QVx0boM122naTqFnfrc3WuXF4nkCJoZI0VC+7O8bQMHHFUY/Ck0fjiTxL/a0rGSH7ObYwptEYOQM4z1Oc0AcQv9v2+oeALTXbi4W5nnnS4j80jzEC5USYOCcdantrU6lq2v6TJpGrXcAv2hiu4rzalupA4GXyMf7prrtc8IT614l03WTq8sH9nMXt4EiQqGIwSSRk5q34c8OzaEdReXUpb2S+nM7M8artYjBwAKAOF+I3ik+Hrix0+yvBDNpMSXv76Qf6SAdnl443EruP1Fb/jPUI7rw7oWqW5uTHcXlswW3dlaSNyCVwCM5FbGk+Fk0+wvbe5u3v5bqWSUz3Eall3dhx0Hasaz+H89nYaRZL4ju3OmXLXMReNGJBGAuCOgBbHpn2FAGRoE8+oaT4xv7Wa+h0topFt4ri5LTQyorbsckoPu8E54qv4fvpb7X/DVvpc2ox3EdmtxqX2iVjHJGy8fK5yWz3FdfP4HtGl1v7NdzQRazEy3MIwy+YeDIAehxxjpUTeCZVsdIW31ia3vtNXy0vEiTdJHj7rDGCKAORe7uYfiB4ptk0zVNTghiiaG3tLkosbEc4G8Yz7ZruGje2+HcgJuo5BYM58+QmVGKk4LcHIJx+FZsHgrWLa+vr638XXMc16waZltYTkgYGMrxW3LoE03hKTQ5dRmkkkhaJ7uRQztuJySDxnmgDzjxVr2o23wjtBa2GrRObe3kbUPOACsSuSTv3HOT271ufEXxElpp9rpaawdMuzbm+E+4DcY+Vj687zkYHpW1f8Ag2e+8I2OgHWZo0tTHmZYUJkEZBUEEY4IXp6VoaR4ekspLybUL5tRnuHDB5olAjAUAKoA6cUAYd3qGo+LfhdbajpkCte3MMc32YTFfMII3JuGOvNM+HtzYT3mqi1gvdOuFKLcaVc5P2dgPvKcnhqtQeBri109oINcnimF8byKVIUHlZ+8gXGNp9K0/Dvh+bSZ729v783+o3bjzJ/LCAKv3VAHTFAHKeIImh8dakoTWL2ObSjKLa0uGHluGA3KNwAOK52+1e9Ph7wQy3F1ezG/e3uILa5YSSAA/u3ORlwMZzjkGvQL3wjqMviG91ax8R3Fk93GkbRrBG4CrnABYE9zWbc/DGI2+lRWGr3Fm2nztdCQRo7Szt96Rtw6n06UAV9Zikt/A+u6lHbatpszrGBb3FzuKbWAyhDHGc881csVguvEFnaDTdbtQto0zTvO/lPkY2tljz3HSrFz4Lvr/TdRtdQ8TXdxJeqkYkMaKIlVs4VQNvJ6nGang8K6uWH2zxTe3EaxNGkYhjjAJXGTtAzj0NAHKaVqU3hrTJNL8QXk0ml6kJGs9Qkmbcjkn90zZyOnBrpdd16Xw38NI9StozLMLaFUJ5wzhRuP4nJqZPBNvJ4K/wCEb1K7e9iVSI7iSNQ8fcEYHUetbk+k297oR0m8zcQPAIJC3VxjGfr3oA47xH4Vj07wfJqdpeXEesafALn7aZWLTFAGZWGcFWxjHSsptY1m08Vajrlq0stjbwW8l9aF2f8AdvGCTEvQMDkn27V0cPgm9k+zWeq6/Pf6TbFDHaPEql9v3d7jlgOOO+Oc1saboc1lqmpXU+oNcw3pBFu8SKsYAwACBkjGBzQB5d4lvWk8M65rNjf3jbtXhFu8dxIMRsRlV5xg+1d14YhFxrM101hq2nNBCsYiurnfHMG53BdzDPHrUV58PVn8Ow6JbatPbWsV2blR5SP/ABblX5geFNaulaDqlnqgu7/xFc36JGUWBokjQZ74UDJoAwmY+JPiZqWjaiXbT9Os0kjgSRkWRnPJfB+bGOK5zX21HTpfGXh+1u7mO1j05NQspY5T/ou3rGCDkZwcDNd5q3heeXWTrOi6h/Z2pPF5UzGESJMvbcDzx2wRVKbwEtxomoWsuq3B1DUmja7vtq7n2HIAX7qjjoKAKfhSd5dVsYH0DVdOAtTN9onuS8crcAjAZh3zzg06OVvEHxQ1bS75pGsdMtIjHbhyEdpOrMB19q7W0ie3tIYZZvOkRApkIALkDk4HA/CsDVPDDtrb6zo+ojTdSnQRzsYxIs6j7uVPp2IoA878WX+oaMPF+iQ3V2baOCG7tJFlbNtkgFN2c8+5rtdfeS18NeGjBLLE322yUlXILBmUMDzyCCetWl8B6c2hajYXU009xqZ3Xd4TiSRx0bjgY7AcUth4Vvlu7d9Z1g6pBZ4a0ikt0QpIBgOSPvEDp/jQBw3iW4a21nxFp1vNqn227uoIdOkiuHCQSsgbkltoBPbvyBXpF6l5B4JuVvJt97HYN5ssZK5kCHJBGMc1h/8ACCQnT9YtNV1ma5j1ScTB2VI2hl4AZCAOeFx9Pet+TRrmTws2jyanK8z25ga8dFLsCMEkdM4oAyPhrLLJ8OtJup5Jpp5YBJI8jl2dvqTWV4PsIvF8Wsa1q5mke4upLeK3dyBaopxhQDwx6561oWngjU4LO10+XxRdy6fBtH2dYI03KpyBuUA/rUt94Xj0+6uLnTtefRba9k3XESrHskc8ZBcfKT7UAcbEms6np9xpNnqFzHqWj6r9mtb15nxOuC4WQfxdgeta3/CXS32nLqEkEtvrWmQ3CXdmWYYkWMkHaDypPIJ7V00XhNbOfSv7M1CW1s7Bi5twiv5xPUsxGckE81dfw3pzeIZtZaPNzcWptZgTlXTPGR+Y/GgDj7XQbSD4cLql+b291CW0E817FK3npkEllywwFBPA7CqHiy1Nr8OZtctdQ1Pz7gW5jaS4ZWjXgHhWxz1P1rcbwW1pajQbfxVc22mTKyJYusTOUP3lViN2OT9BWv4g8J/2x4fttHttQlsbeAoQURXLBcbQdwPcUAYWvaaLKDQXiu7xUudRtVeMXL4IIwwznJBz0rIu9Vu/D3xVmv5Li4GiySxWMsG8lEkkXKyYPHUYOOa67xJ4Tk159HkbWprWbTJhOrpGh8yQDqQRj8Kr3XgG11X+2F1G/ku7bU5Y5jGVUeUyYwVYc9qAKOlSX+p/Eq9lvLlm0+SxJtLdJWAVQ5QsQCOW5Ofp6VleEbebWbSGKaw1mORbqQjVRd5QhZSQuC+SCBt+7XQan4Pmi1STVrbxLJpcK2otVTyYikcQ7ZYeuTk1W0vwPfw6Na2Ft4zvZdMTaVWKOMb0BzgOozg+xoA1vHenazqOhRpor/v4p0mkh8zZ56KeUz7+/Fcrc6jaXHgXxNc2AvNPvYmUT2jyEPayDHCkHofbiu417RZ9Shtns9Tm066tWLRTIA3UYIZW4I+tZtn4NiTQdTsdXv2u7nVGLXV0FERY4wMAcDFAE/iGAvb6IFExQXkKP5czL8p4O4ggkf1rj9RjurqbxXb2S6tPqS3wSxNrO4EJ8mNgSSdoXcckHrnius0vwzqEN7Fc6h4kudRjt1It42iRFVsY3NtHzED1qTw74cuNAvtRu7nWpb030gkkEsaIA4AXI2gdlAx7UAcE1lNH4j8S2c6ajcXL2Fr8lizBhOyklxg4U7up6Vd8FQ6n4i1ia18UvM0uiwRwm1LEJI7DJd8HDn9K7HTPD7WXinUdZbWZJ2vcA2+yMKoUYUZAzwPejVfC8l5rI1jS9Vm0y9eIRTPFGjrKo6ZDAjI9aAOE8Tebo8nibSobiaS2jt4r+1CSMGtG3BSqnOQD1FaXha4lvviNd/2ZBf2FhawNFf2t5JkPIcbHRNxIzzlu9akvgm11HQ77T4Nddr27lDX96gR5JCOikdFxxwMVdm8KQwa9YaymsSWup7VguJPlAvVH8LKeM/QZoA57VNLW0+JXh7SY7u/a0uLW5edWu5MuwxgnB7Z7VX1S2Fr43NlNpep67HaaZCyCK4w0bBmBcguOSAOmeldXceF7i48aQa82vzr9nUxparHHtEZwWUnGeSAc9apDwZeL4n1HW7XxVcRXV8gQqsMTBVX7oAIPSgDG1i2i0S68Nx+Zrd3astzPLCZ3MzDbuCsAQTj0qfw3pmsa74E1Qx6xPDb6mS2miV98tsnI2s3fJ+uK1rbwZNb6jpd3J4jurhtP8wsJ1RvNL/eJJ5GfQcCoR8PIDbahZ2+uX0dlcTrcQW8bgi1cNuyh64z26c0AUPBkVvB4t+yywy6Vqltp/lz6ao/czDcP36EcHJGDnnmu08SQR3HhnVIpV3IbWQke4UkfrXOjwrOP7W1e31mTUNcmtHs7e5yieUBkhflGMhsckZ4rYu7Ka+8Itpl3qwhupLURT3ce3OcYdgDwM8/nQB53ptvqM3w98K6lDZjVoLW3Z7ywZyZJlbADqD95hg4z613nga6sL/wws1hdzXNtJK+BOxLxc/6s55+XpWdbeCZ7Wz01tO8UXkLWlp9mWZVjZZUySCQRg4zxW9oOjWvh/R1021uWdsszSuQXd2OS2Omc9qAOR8PeF9P1VtYtZjMLS11t5BCJW2OAo+U89Mkn61R+HGgw31pqE4uryBrLX5zGI532sikYQjOCv4V0nhLw9b6DJqtjD4hN/LdSvPJETHvidupwOfTrWj4R8Ljwnpb6fHfTXUJkMi+aqgqWJLcgc5J70AdDRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeWX3PxQ122vBeyW7abHJbpCWIWTJBYY6HpzUWnf2lrPiXRPDHiofaIRo7Xk8Dnl5fM2qXx1IX9c12kHh6Ky8Y3niM6k265gWB4HC7VVTkYPXOTUmq6NbXd/FrdndxWupQxNBHc8MrKf4WHcZ5oA4bVINU0vxRqfhXw0/lwT6Otza2pfakTrLhgvpuGc1J4fZNSg1O20ZrjR9Zj08wS6TMdoSU5xIp9Oeorf/4RFrh7/Uf7cL65dQxRNdx4CwqrBsIo6A4P1oh8IyNql3q2q60p1OW1NpHPbqI/LjznOO7Z70Ac54Si01rq20zUrW60vXVtpUurSXJS9GMM4bv6561m2ga1+GdrfyvdTSf2yqHy5CzmPztuwc/3eMV3MPhjztZt9Zv9bW5uLGF7e2kVVUKrDBL+ppB4HSPQ4dOg1Z47SG7W8RvKUkMG38nuN3NAHKWzz6nceMbK1a+sbR7ASWltesVZJQpJdBngAheh613ngmBB4F0gHLGazR5CSSWZlBYk+5JqjceFLO81K41G41h5NVmtWtY5sriFG67E6ZIq3Z+GZ7bSbTSpNYle0t0jjVVjVGYJjALDnsM0AcHoVzYiyvLK407W7qY6jLCLpCzKi+ZgYfORge1enX+jQaitpHNJN5Vu2dgcjfxgbvWszTvC93pllPZ2+suIJpZJWzAu4FyScHt1rctjCsC28NyJGjULkuGbjuaAPNbTytN8F6n4gaa4Fzp15ctGRIxyFYqqn25rRn8IWq+Df7Vhu5m1uO0+0rqfmEuXA3+v3Se3TFb2h+HU0uy1LS7y8S9t7yeSYROgBVX+8pHcZzVCTwjcJbQ6IdcddDCgfZ2A85gDnYH/ALvQY9OKAK/iDUH1f4QT6yyPDctp/wBoQjKsj7eorH1JX0HwBpfiqzubhbmCCFriLzCUuVbAIcH69a7TxDon9t+HpdDsryO0hkTyZQqBiI8Y2gdj0qpH4LWfSrDTdVv5Lyzstm2AIERyvTfj7w9qAOCtJrS28Y+IYW0y/u7SG3hltra2ywhZlycc8cmtfXPDi6T4Sk1IXl+1xO9qFSadiYAXUMo/Mg101v4Tez8Salq9jq5imv1VXi8lWCKowMVJq3hq41Tw5Fow1ZtySB5Z3QM7kNvHHbnH4UAcz4p0e10LxLo13EdQngvLoxy2cUhYELE5+Vc+uCfpVLxZcRv8Pdb1DS7PU9OljnhTEpZXwGXLAZ44Yjiu91XQpNVutKuk1Awz6fI0qssasHYoV5HbhjWX4i8I3fiGyksrjX5UeYKrBUCjyw244UdyQOfSgDJ8MXcuoeNm/saWY6Jb2flX8cjEAXPBGAec46msTwFr0+g3mqw6xfu9retNc2RlOVXYxDLnr6cV30PhUW2vW+r2168Vx5Pk3QVAFuQB8rFem4etUrPwLpQhsorm6N41jdvdQN8qlSxJZTjqvNAHHGLUH8NeOJ7+9uJr+HEkciuVMOY9wVcdAOn4Ve1Cz1i3tvDeq6DJPJdW2nLcz2gkOLxf3e5T7/MSPetu88H311ca00euxRadqxzOBCpZVCbflbpWxpGizWT2Mx1VZ4rS2NqqiNQGXjGSO/yrQB57c3Om+J38YapazOGt7GOWFlchreYodwGOjZABrofDdxZXGr6TaxadqkVwlqZZLuTcsTnaMg8/NmtC78EWywa+dFnhs5daQRy/uwyA4IYgdycmrOj6FrtvFZRX2upLBasPkt4QnmADAVj6etAGV41jk0rxJouvGVhpzSG01BHc+WI3GAxHqD3rmNB1GRbHXfD8VtP50l7GtibiYmRoZGIDAf3UCkj2xXp3iTS7PXtBvNJu5ljiuE2MSwBGapHwlat4k0fWEZR/Zto1uigctkAAk98AH86AOds72HQfHOt2wsdRuohFbpEtuvmLHuVt2ckYzgflVTRdCHizwXq4hlu7O8a+uVtZndlkgw52qeeBgAEV12l6Lc2niXV9UfUo5RehEEKxgeXszt59QGqbw/ox0FrqFtR+0faZ5LnYyKpDOxZsY7ZNAHJ+GJbnxlqNnc3jXFr/AGFm2uYEk+Wa4HBye4Awfqa0vHMSQ6poFykUzSS36RSLC2GkTB+XGQDV7wj4XuPDMmrS3OoLcC/u2uiBGFCFverut6TFqt3pty+oCBLG4E6qApDsOgJPSgDj9UMN948ZPIvoAdJnmkjlYqpkUqFIAOMgE9PWs34dvF4g8M6HHLHrEWoIwnkvyp8uXY5O0sTyCBjpXaan4cvtU8QLq0GqRRxC2e1SMRBvkf7xz65C4/Gs/TPB2p6NoFtoa+JPK0222jKxKkhXcWILds9KAJ/iJDGdP0qcq5lTUYYwyHDbWbDD8cCsHxTbQR+JbuTXrKePTWSNbLVomLfZWGMhhn5Rn2rsfFOjya5pdrFBfx2hguY7hZXUMDsOcVh6z4K1fWo7+xOvJ/Y+oSiWWIw5deQSFbsMigDc8UWi3fg66jMzbhCGjnQ4ZWHRxjv3rjodSmW3Xwt4ku2Oq2t3E1rJvKG6g8xVDEjAZsEgiu81CwjudFbS4rwW4EQQvgMQowOhqhrnhW08RHSLqaYG6065juI50UfPtPI+hoAxNG0ex8aPqOpayouhFeSWtvBvO22ETFcrzwxwGJ+lSeBbq4upvEmh3k8l1badfNbwSSsS3lkAhSe+OlaFz4YvLXULy+0DVRYfbWDXMbxh4wQMF1HZj3+lXtA0G10LRpbXTZxLPKzSS3LkM0krdWb8e1AHP/C2eabTNYWaaSURanNHHvYttUHgDPaq2nWNt4z8V+JoNeha6tNPuY4ba1n5RPlyXUe9WtF8F6tommXlvD4iRFu5nnmkW3XhmPzbT2rSk8MSW1/Pqui6l9mvLlI47iSVRIjqgxnHZvegDgNbg1CSPUNDstVliFrrFtbWMkb4MCSDJTPcA+tbMfiOTUf7OGq2oj17TRcG4tBnL7EJV19VYqCD61pH4fGGKGWw1ctPJqUeoXU86B/PdT8oGOAO3FdDeaDp8viez1xzHHeQQvAxOAZEbGAfoRx9TQBxvhbTbLVfh4PEmvBrvUJ4ZLiW7Q5ljX5sBT2KrxgelUbG+sU1PR2Cavq2nSaKskZClpGIcjcwyOccV0g8HXOn2M2iaHrSW+nTmTzbWeMSMiv94IeoHJq1YeDW0We1ksNWeCCzsls4kkjV/lBySSe+aAOI8Q2tlJ4S03Up9LvYVn1dc20hJlEbNhlAyDggdM10Xw8Ek2s6vc6d59t4eBWO3sZiAY5R987eqdDweuc1s6l4Sm1mCMza3OZFuo7pZUjXAKfdUDoB61LY+Ff7O8YXWuWd/IsN6mLu06o8gACuPQ8HP1oAyb2OHxD8TptG1O3abT7PT0uI4ZCfLeQufmx0JA4rCv3XTdY8WeHLQNBp0WnxXMEaSlBC7HBKY6c813Wr6NNd6gmp6Vepa6okJhDuu9WjLA4Ze+COD7msm48Ji4s9U2avG+s6kqJPdSKpCop+6qdgKAON1HVbmHQIfC/iGcvqcF1btbTO2DdwFh82fXsRXpmu+GNN8QfZP7Ri82G1LMsRPyklcc/Ss7xD4S07X7LTFvbmMXmnyxyRXOFB3LjI+h9K6mVWkiZUfaxGA2M4oA8h8H+HrfU/AeoTQNPFc2t5exx+XKVDY3BR+GQR9KSaRdQ+Ffhu1u9Pu3ElxZmSeTG1y0gDEnOTu3N+ddtpPhdfD2h3+lQat5a3k8kySuq7kL/ewDweelKfCMS+F9N8PSao4SzkieOTaodxGwKjH1A5oA4+XR9F0zxf4kkHh2a8W1hhkijtlztJTkDnjNegaTpos/CMVlaeYhNsRGJGO5Sw4BPsTSLpMdtqmo3tvfiO/vkRTvAIBUYUhfpU9lAbDSlsrvUg90VO+dmAO49wO3tQB5v4Vli0e9itNW0uTSvENtFKEnBzHfgKTnd/Eehx14rU8G+HdN8X+EbHXdbVr7UbsvMZ3YgxNuIxHz8oGBjFa1v4bWfVLK71rXItSXTyTZqwVTkjBZyD8xpbbw7f6HL9l0TW7e10tpDKbaaIO0e45YIc8D0FAGJp+lw6N8R5hJaT6hcrpURaaNQWLF3UsckclQB+FcE9tBB4O12+ht3huYvEwijIOJETcBsBzxwSMV7FYaHDaeKZNafXXuHe0W0EDsuNqnIJPUnJP51Tu/h9pT6He6cbyWH7bfi/eUsM+duB4B4xx0oAzLXRtLuNR1OCPQbiwQacfMnlXibcOmATnHXrWf4R8L2S/C6DUbOWW01IQvJ9uiYq7FGbBOfXHQ1282jX7tHNNrsiiGNlTbEqrlhjLDvjtWevge3n8M22hy6tdSWEXLeUQhlO4sdxHYk9KAOY8KXH234mWVxsEa3Xh9L6SKM4TznYBnx0yQcZp/ijw3pUGg+JGWyh3HUbfBC4IDGLI/Hc3511WpeF0h1GPWdGuYdPvo7VbNXkQNF5IOQu319DU0nhy1v9Hls5b4yrPcLcXcqEZkZSCP8AdGVX8BQBLrthYr4Ku7Foo1tks2WOPOACqEqB9MfpXmXg3TbGbQvCc/8AYM7Xl2/77USDkEA/MGB/mK9O1jRLfxAI1GoyosSMoSFwVJZSuWHfAJxWXp3hf+ydCtdBTxHIlrbBVAVUSQgHOCevNAGJYeFV07xzpNpp93JJJYiW5v53GGkWQnYrEfe5/lXptZVtphtNZvtUe/kkjuUVRC4ASIL3BrQWeF0LrLGyr1IYECgCWiokuIJG2xzRu3XCsCaWSaKLHmyImem5gM0ASUU1WV1DKQynoQcg06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyXxFpen6T48vE1eaWTTddspPLWSVwkEyYJxzxnAx9KqeHrSw8SeHtJ8HzOsF/pl8W1CJHZi4i6nOc4bco/E16R4l8M2Xii2tILx2AtblLlMAHJU9CD2NN0/wpp+m+KtS8QQZF1fxoki4AUbe/wBTx+VAHm3hdbXS9P8AGUcek311v1O4tU+zK8hjRQCq9cgA96r6dp1vd+DvBd5eW9xdXE96Y5181y0qsGyp556D8q9M0HwsdBn1eRNSkmGpTtcMrRqBG7DBIx17dfSqEPgU29ho9pDrEqrpc7Txkwqd7HON30yelAHHeJrDTE+Hfi2Sw0m90wRSIPLkdhuZMYZRngc/jVnwbDJq9yi6Y15FoKWTQ6laXjnLylBjYD8yjvnp6V0ms+A7zX0vY7/xNetDdRCIwpEioq5zwPX3q+vg+CDU7TUbS/mtrmK3FvcGNV23ShcLvB7jtQB53oujaSPC2ju+halNdTXyxfbo5XymJiA27J4AAHTtXc/E6CJvBU9y8k8bWskTq8MjKwy6q3Tk/KTUlj4Ov7DQU0aDxHcLbKW+dYVEmGYsRuHTOTzjNafiTQ5de0cabHefZoy6NI5j3swVgwA5GOQOaAPM5tS1PT01G40KfU49BFtDFHJcqx/fPIAxUuM9Cea6HxDoOm+C9Fg1zRopIr22lj3HzWJuFZvmRsnBJz6V2+qaVbavo82mXnzRSptJBwQR0I9wcGsN/CN1fnTY9U1qa5tdPdZEjSNV85l+60h5zj2xQBw1zDdWPiGRvEgubS9uLxZtP1pGYwxKcYhbnA6EYI71oeL7a2sPFlxqHiC0vptPuDEtnf2zsVs2HBVgDwCxznvXSTeENRvrKTTr/XGnsJLs3LDyv3gXduEYYngA98Zqzqnhi61KPULP+1AmnX7gywGEEquAGCtnjcRz6dqAMW50Sxb4mkoJQLjSXlkCTMody+3dgHriuS0a+n06w8Oywf2vbXktwFur27djbPHk7gS3HPGMV6l/wjyr4jTV1umwtn9jEBUYC5zkHrmsU/D3ztAttCudZnl0qGQMYfKVTIoOQrMO30oAo+FI0X4q+KlQsUjihMYLkhd3Jxk9zWf4wiso/iNbx3Frqk8VzYO7xac0m53VlAJCnsM108HgyWx8Qahq+n6zJbyXsaxtGYVZUVRhcZPUU5PCN1HfWV8mtzPc2kToJJow28ufmZuR24AHAoAd4AhhTw40kFreWkUtxIVgu2ZpECnYMlueQuce9ZfxD0tZ9U8NXqmRG/tBLeV45ShaNgTtODyMitG40TXobzTZLfW7m4IvjLdNIEVDDtxs2j9MdzzVzxP4fudf/s37PqX2MWd2lyR5QfzNvbrxwT+dAGb8Ro7m28Pw6xaySg6TMty8KSFRNGOGU46+tcfa65omjeLLzUoUK2GrWJa2kWYkCYDLoFJ6kkV69PCtxbyQPgq6lT+IrkrT4eaVa6PpOnGRpV0y8+1xO6LktnJB9uaAOch07ZrPh7wRNJP/AGebCS8u03nMz5B2k9cAk9Kr+JbOLwvqF9odm8503VNNuLiO2jkb/RJYl3B92cgE8fUV6Fq3h+O/1K01WCb7NqNplUmC5DIeqMO4NVLXwoJdR1HUNXu/ts99b/ZSipsSKLnKrznnPJJoAx73T4YfhnpUEUE7rutjujmYOpZl3MWzn+I5+tWPD9hFa/ETX1ieby44YCkbSsyKWXLEAnHJqSx8IapAltY3Ov8AnaRaSK0NsIMOyqcqruWOQOOgHSra+Gb2LX9R1eDWmjkvVVGjMCsqBRhcc5zigDG8Q6Bp2q/EvTI7yJ5Ip7KVpY/NYK5XAUkA9RmrWimfw74zPhtLh7jTri1NxbLJJua22kBlJPJByCM+hqx/wh92up2epDxDctd20UkZeSJGD7zySO34Va0Dwqmjapfarc6jPqOoXgVGnmVV2ovRVC8AUAZVlpNpa/Fq7khWRN2nLcFPMbb5jSMGbbnGSAKo+P7WL/hOvBMwDLJNeSQylHZdyBMhTg9M810lz4buZfE0uuWuryQSyWwtjF5KuoUEnI75yTVJvBBnn0m6u9Zubu7067e6WaVR85YY2kDgADpigDiXukXX/EPhtmvIIr+98oahNIzQwKADsUk8MecfWtnxR4Y0mz1TwxbCzuri38x0eGOV280BcjcM88966M+B7C4GtJfTvdQ6rMJmiYYETgYBXHOR1qJvBt266T5uvzSyaYxaF5IEZmOMDcevA9KADwhYW5sNTayjv7GCeUxLZ3Gc27KMErkkgHINcteeB7Sz8UeGtKubm4u7W5hmW6824kLTOighjzwOv513uh6RqGn3N5cX+sSagZivlq0YRY1HsOCTnr7Cm6n4ea/8S6VrC3hhawWRRF5YYPvwDz1HAoA5EadBrvj+58MXRk/sXRbGAxW3mEeY7D7xI5IAGMVc8MzzaL8QdU8KxM76WlrHc2ys5cwk8MpJ5AJ6Cug1Dw4JNej17T5lt9TWLyHd1LpLF12kZHIPIIpNA8Mro99f6lc3TXmpX7AzTlduFH3VUdlFAHDaB5X/AAmHjtZtNvL8C4EI8sltqMmSoGeMn0q74Cu30P4Y392yyeZBcXG2K5lOVIbCrk9OwrrdJ8MR6PrGt6jBdSM+qyiV0ZRiNgMDFY9v4FvIba0tW1ZJreHUvt7iS35lJJJU4OOpyPpQBS8CXa3K634Rv52vJLZjI1wJM+bHMS3BHTGSKxtMt5fDOi+IfBrXMsVw9yBp8xkO+SOYjawJ6lcNnHpXfXHha3k8U2Ou28zWs1tE0TxxIAsyt2b6HkU3UfCtvqHjDS/EMkn72wikiEZGQd3Q+xHP50AcN4h0uysPFWmaXc2+sX9oulDdBZvIxZlbG5gp711vgW3tZfCjJFZ31rbzSyA2t65LxjOMZ6gVav8Aw1dXPimPXLbVntnS2Nt5Pkq64Jzn161a0XRrvSxeNd6xc6hJcuGDSqqiPjGFA4AoA8w0m/ttO8Ea3po0vXZ18+4VZ40kdE2M2za/bGB+Van9jWMi/D24mWWSSYL5zSTOfM/cNJ83PPzDNdRpvhG60/w7qejnV3lS8kkZJTCA0QkJLex68U9vB7NBoMf9pyD+x8iP90MSDZsG7/gJPT1oA4Y2Ull4jjg1mV7HUJ74T2OtRuzx3Me44hbsvy4GPYV0HxRIK+HoZmmNpNqKpcpFuzImDlfl69OlWP8AhXksltYadda7cXOk2VwtzHBJGPMLKSVUvn7oz6VueJfDz+IEsBHfvZtZ3S3KssYfcV7c0AcvoGpQ6BZ65qccN9a+HYI1a2ju1YNv53bA3O0nFO8B6vPDq97oWo36Xb3IN/ayBsnax+dPbaTx7V1ev6G2u2tvbtdtDHHMsrr5YZZdpyAQe2eeKi1Tw4L/AFvTNWhvHtbmyLAmNAfNVgAVbPbigDyaxtpWvfE1rpkepyaxBqjw6bLG8jJCAAcOSdoUEng1cs9D0+1uPE7X+lahc3UUyKZrSR/3TNEpbGDwNzE/SvTPD3hmPw/eatcJdvOdSujdOrKBsY8YGO2MVnxeDLq117VdUtfEF3F/aRLSQ+UjIpxhSM9wP5c0Aeea/Z6LoHjC0t9Qt9QvNPOkBnVGd3EmcCQ4OAcdzXpfgWLVbfwpD/a10tzKWZoWDhiIf4AWHUgdTVeDwLENZt9Ru9SuLxo7FrGRJlH75G6liO9aXhrw4vhmzlsbe8mmst+63hl58hf7oPUj60Acl4V0y38d2Oqan4gR7iYX09rAN7KII0OBtwRz3zXPWdjeeJ9PWzTUJP7V0bWZbS01EuSZFRGdQ3OCM4B9hXpbaBdW9xfNpmoi0hvTuePyQ3lvjBdPc8dcjiqul+C49GsNMs7C/kjWzna4kdo1Zrh2zuLHtncentQBi6Pc6d4j8Vadd3lmYNdso5obqFmIKuu3DAZwRycH3rK+JPgq1j0rVteM0st5PcwMrNIw8qPcAVUA45rvT4YsR4wHiVMpe/ZjbPjo65BBPuMVJ4l0MeI9Dm0xrqS2WUqTIihiMHPf6UAeYePPB2jaEuj31hayhrrUrdHiWViCO4GT3rVv7S11T4q6Us2lzwxSWE4ljuHZA+0AKVUHBwGI/H2rrNf8Jf8ACQWukxT6jLG2nzpOGSNf3rL0yO34VJqXhcah4q03XhfSQy2MbxLEEBVw/wB7P4CgDybwtpmmT+FIWm0O9ubmXVmt1vInf90PNIBJz0UetehfFLTDqXg5LaGcwXQuohbyhiCHzgU6w8BXel6cdOsPEl5bWbSySOiQpube2SNx5HXtit/WdEbVbG3tY7x7cQypJu2By23kA59+45oA838QeJ7rxT8MDaWsTw3jB4r0k8wiI4Y8dNxHFdDq80emeBdJ0TT70WE17DHEkpJZo1K5du59eT3NaFx8P7CR9elgnktZ9ZjWOZ4lHy46kDpknmpdJ8ITadrVrqU+rzXjWtp9kijkiVQE45yOc8CgDmJ7+08R/BnVIpZHmuNMt5IJX3EHzYhwwI9cA/jVLwnZ2+oeKbc+H47rTrOCHZrFpcsy+cWT5MI3PqdwrrLvwClxda/LFqtxbxa1EEnhjjXapwBuGe+Mj8anufBjS3Wk30GqzW2oWEXktcxxLm4TAwsg6EcfrQBR+HemW2mT+I4oIwgTVJIx8xOFAGBz2Ga5LxJpenS/FTVUuNLub2JtKE5it2bd5mfvAA9a6+28DarZteNbeL76I3krTTbbaLl26kccUj/D+ca02q23iK8humtFtGYxI+VHfnuaAONsdWvNR8P+DdDvNR8211O5kjunD/PsTO2Fj69Aa6LxHZQeFvE2iPYJix1iUaZd2WTsYFTtkHuMfjmtW0+G+lWfhiHR4ppfNhnN1FekDzEmJzvHb8Ktr4SluNeh1fU9Ta8mtY2S0TyQiQswwXwDy3WgDy3QNMgVNO0vSkurbXItSlI1GSQqksCTMrLknDHaMbRzxXbwwW/iv4i69p2s24uLbS4YFtkLMAC65ZuMcn+lWf8AhW0D+GRo82rXckkd2bu2vAAssEhbcSMdcknr61pXfha8M8Ooafq722qrEIZ7hoQy3KjpvTI5HOCDQBneC0n0nxNr/h0XImsLZkntF3EmBX/5Z5PpXc1z3hfwpb+GlvJRcS3d9eyma5upQN0jfh0A9K6GgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxuXTNPX4p6/ZXj6tNZpZx3McMFzNhHZjnG1uBWp4ptZNFs/C/iW0muntrN4YrqOaR2HkP/ABuAeWXPX8615/Buup4v1DxBp+vQW8l3EsJja0DhUU5A5PWtqy8P3A8M3Wk6vqL6jJdCRZZnXbw+flAHQAdBQBzVzpMfiK+8Sax9vkk0/wCzeRbCCZ12yRqSzgg4B3ccelZnhaw0kf8ACNAnWjqM8QmeZp5WhfC8htxK857V2lp4ZfTvAq+HdPulgkS18gXHlg8kYZtvqefzrK03wp4n0+xstPHieP7JaqqqI7NVcqo4G7+dAGBo09/4WurqHUpZbnw9qksixTl2LWshJAQnJO09jxiszXvCMWmeBdS19NU1IuYUMCC8lxEQxDH73OeK9Fs/C8kvhu70bXLmO/iuC2SsXl4DfTuPWoNY8HNqPgH/AIRe3vjAnlLD5zJuO0H09cUASeFvDNroz/b7O7vZIru2j3RXE7SAHGdw3E4znmuY8ceLZdO8T28y3Kpp2hyRy3kSyYecyAjAHcKCpxz19q7/AEyzu7LRILOa6Wa5ii8vzxHtBIGAdv5VhWvhCceHtWsNRura9utRkkd53tgB8wA5A647fQUAZvjXTLbVNb8MTtNdIl1c+VIsNw8YdChYZ2kVBHpz6D44t/DsF1dS6NrFrM8kU9yzvC6j+BidwBHvVk+CdbXSdCtI/EKGfSZC6zy2+8ucEKDk9ga1NJ8Iyw64Nd1nUX1HVERo4X2CNIUPUKo9fegDj7D7XpnhHXvDRWd9WN40Vsk1yzO6SHEbhs5wAD0PanTaLpNp40urC/bU5YY9MglWO2uJzhgWDsQrd8L1612F34NtLzx5ZeKXkPnWtu0IixwxPRvwyfzqvqXhnXJvFcut6brcFrutxbrG9or4UHJ5+tAHD60ukWuk+EtRnk1m30qWeUTo9zKZAhDMFYKdxwfxArovDWkXGv6FfWU2oX39hNdrJp0yXBErwYztZs7sZ9eaux+Ddbe90y5vvEX2s2l2906vbjDFgV2r/dUA9K1tD8MHw/ql9JY3jDTrpjL9jdc7JSclg3XB9KAOC8JeFbfVfEHiWGS91AJpuqIkAN5Kw8sLkoQW5B96lsrS+j8AzvpyXt2W1ST7VEl03mPbpIQyozHI+UY45rrvDfhS+0G+167fU0ml1WbzxiHaI3xgfUVn2HgvXtOsLaGDxFGJ4L17oOLUYYPu3IRnoS1AHG65cWj/AAx1270LVr02kc8BjhlkkWe1lLAOrMTuxggYPHBrV1eO/wDDPjGw1LSI7m5s7TTEa8tDO7boyxBf5iRuUKD6mtfUvhtLqmma7HPqarf6zJE00yRYRFjIKhUz145PetjTfDeqweIo9V1HVIbkLZCzaJLfYGAbO48+5oA5LUdRSWG71Lw3eSiXWrm3t4p5J3KxLIu5mCscKevYVv3nh3RPD50d2vNQiuFu0WOXz5ZPOc/wsMkYPvwKm/4Vzo66frFjEHig1C4FyoQ4MEgHBT0wecU2bwlrOorpkOra5HPb2Vws/wC7tgjyFfugnP50AWvHkepPoMcmn28lysNzHLc28Umx5YVOWVSOc+3euWn1y3tvCOzw5e3oTUtTS03TK3m2bORvU7ssMDIHHBr0DWLO/vIYP7O1D7HLFMrsSm4Oo6qR6GsRvA0E0GstNMovdRnWcTRJtETJzGQvcg8k96AI77wJaC0tPsN5fQPbbvMP2mRjOhByG5yT3HeuK0m4tF+EN8Lk6rJcYll+0AzEh1JCkNnIHTivRLbTPEg+zJd65BJHGCJSlqFabjjPOB+FU9O8IXlj4HvPDrakjtMJFjnEONiuckEZ56mgDgNPsYLjU/C4v21Se1udHMkhgupD5kg74RuvPWp/EtjaL4W0Cewn1aGKfWVhKT3MiyKjNtZDznHy8Z55ro7TwHr+nSaW9n4ht4/7NtTaw5tA2VPUnJ61LqngjX9aitV1DxFFKbe9S7UC1CqCnRQAemetAEMljL4M8SWFhBdXF1ousu8EltPOXkhlK5DKxO7bgYx261W8BW7Xnww1NLm4nl3TXQ3+excBWO35s5GMDvXS6f4UuP8AhIl13W9R+33sKNHaqsYSOBW64X+8fX0rNg8FavpdnfaZpGtRW+m3c7ybHt90kQdiWCtnnOcc0AZ2kaDa6b4+0byJ70pLprzNHLdySKXBA3YYmtD4h2lvJd6BJN9qCyXyxSi2ldWdCDxhSM1a1DwprUuu2upadrUFr9ltjbRo9tvyp6kknrVW88IeKL57aW48TQvNbXQuY2NoMKQMBQM4xQBoeD9Os4LvVLzT5b/7LK6xrDdO52MoO7aHORnI/KusrlV0bxUGmlPiKEyMI1RRagIoDAscZ5JAIrqqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoppdR1YDHvUYurc4xPGc8DDDmgCaimCWNnKB1LjqoPIp24ZxkZ9KAFopgljZ2RXUuvVQeRQJYz0kU/jQA+iozLGMZdeenI5pfNj8wpvXeOq55oAfRTSyrjJA+ppoljZyiyIXHVQwzQBJRUYmjMhjEiFx1UMM/lTi6g4LAHp1oAdRRTd64J3DA6nNADqKaXRU3FlC+pPFIsiMu5XUr6g8UAPoprOijJZQDxkml3LnG4Z+tAC0UUhYAgEjJ7UALRTWdUGWYKOmScUM6KhZnVV9SeKAHUU0OpUEMMHoc0jSxoVDOoLdMnrQA+iml1HVh+dKGB6EH6UALRSEgDJPFG5SMhhj1zQAtFNZ0RC7OqqOpJwKaJomUMJEIPAIYYNAElFIGU9GB+hpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyfx94ctNIfS72Ka8knvdYiScvdSbWRzyu0MABRe+CdH8NeKvDSWVhLco13cSrEshzwm5R8zAEKwyM12vijwlF4ol05p7+5t1sbgXCJDtw7jpuyDmjVfCrap4l0/WTq97A1jnyrePZ5Zzw2cqTyOKAMHS4YX+LWqX82ny2Ug0yJyZZB83zOCxCsR0UDn0rLh1q9s/iBa67PqKNo+rE2ccG0/uwCfLbPQ7uefeuj1DwG9/q2pah/wAJDqcL38At3WPYAkYOQq/LkdT+Zq5rPgy11jwtbaCby4tobcxlJYAqvlOnbA/CgDivEmnara/E251fw4Qtxa2aXFzbAkC7Qthgf9rHSqE8dprmm+NLzRfMBaO3mTyZiHiYhjIBz8rccj1Felaf4Y+w+IJNYfU7q4lktltjHIE27V6HgZz+NVZfAtglnqtvp082n/2pMJrh7cKDnGMDI4H+JoA5/wANadp2s+Idl7HJby6IqxW2nTMwcZ+YTOc4ckjPcD61mapZTaDrl2dZ85YdR1JJ7PXLcljC2QBDIoIwuBt5yOa7LUvBKalq+k6q+rXkV9pwKiaIIpmBPIf5eR2x05NJ/wAISrh4J9Yv5rF7w3jWrlSpO7cEzjOwHnGaAIviRGr+CriXDtJG8RRo2Kty6g4IIxkHFcvrlpY+HbTUtU07Q9SsdSjsGZLoymQtuIU5O5hxnPNeg+ItCXxDpD6a91LbROyktEFz8pBHUHuBVmXS4rzRn0zUGa7iliMUpfClwRg524x+FAHnHiHQ7Lwr8PR4i0oyprEEUU321pWd5GbbndknIOTx0rD1loV8Ya9darFqEiG1tHtHt53VIJZFKhyAwwN3sa9IbwVDNY2em3WoXM+l2rArZuF2Oo+6jkDLKOOD6Cnv4Ks5tV1S7ubmaeDUbdbaW1dVMaooO0LxkYyT9aAL3hu01GDwvZWmtTi4vVgCTyK2d5x1zxXBT2l74Y1i58Jxym4s9fLNYzzyM7QN/GjZJJAHQ16B4f0ZtB0pLA6hdXyxnCSXJBZV7LkAZA96pap4Si1XxVpmvS31ykmnA+TAu3yznqTkZzQBiT6ZB/wlej+GJZGOmQWTXJheRibiQED5iTkgdcHNZWsWVvo2v6loVpHciwvtMmvCglbbBKh4ZTnKDk8DjOK7jWfDseq6hY6hHeXFpeWRPlSwkcg9VYEEEGobTwnbxS3895d3N9c3qNE80zDKRnqiAcKOM8UAcvrFpEfg/pKHzDuFixcyMWy7x7juznncfzrH8WPp9j4s1ue9XU2221sttJbzuEglcMFZhuAAyF5PHFd1Z+DxbWllYTard3Wn2bAx206oQwX7gY7ckLwR/uikbwZbTaxq99dXlxcw6pCIZ7SQKYwqjC7eMjGT3oA0/DqahF4dsE1WdZ78Qr50qkEO2OvFcL4v1aSDxXb69DdFtP0JwlzBGCS4fhzwcfKMda7bQdCbQtDTS49QuJ44l2QyShS8a9hwOce9UofB8UPhe90Q6hcOLxnaa5dUMjF+vbH6UAZXjeO8vRpl/BYNqujRo0l3aQzbZGDAbXUD7xAyQM9awpNJn1Pwdp1xoFzJrOm219JPLYXMjLI8RzmFsnJZSTw1dVaeCZbCO0Ft4h1NGt7U2u4lG3r2JBXGR0BpbXwLDpttp0Wm6rfWj2bvI7oyn7Sz/eaQEYYmgDjdVOjXfw5S509dRtY4NURJIJ7iRHgYyBXjJBzjHA64q94y063tb0XGo6dcXehi2WKO5tZnMunMB97AOSO5brXQTfD+1m0KbTf7Ruw1xd/a7i4IQySyAgjORjAwO3SpbnwT541RF1i9jg1Mg3EahOcAA4O3IyBzQBx/i7w/bWPgH+27TULnULwmFhdm6kVXQsBwqsB0ropLS08A6dq2sJd3UkN6IlitnkaTy5TkDaWJwCWH0xWnrvgu01nw7a6FHdXFjYwFcJbbRuC9FOQeKt3/AIcj1DU9KvJryfGnEssHHlytjAZhjqOxHTNAHM/DvUnvLPWPDeqaiuo3FlMy+du5mhcZBGPqRwTjFc/p0l34S0iS01rUDNoOrwyGzkywa1lKltjOTkL02nPau9u/CKXHi1PEUOo3NtdJam1Ecaps2Ek85HXPP4VI3hK0ufCL+HNRnmvrVozGZJQofHb7oAyKAOSXTotZ8Qad4XmlkXRrbTlupbZ5mY3bMePmzuwO/NR+NPBWn6P4Z1S7sWmitlWN4bWOVwIpQw+ZTu4yDjAwK6698IW1xqGm6jb3dxa3unxeTHLHtO5McqwIINV9T8FyavZzQXev6k3mzJK2CgUBeiBdu3b68c0AUvDOlWdn4rk+y6dq9kYrT5zdXDSRSbmGMZZhkYPQ13NYT6DeTSStNrt8d9u8CiPZGELY+cbR94Y4NalhbNZWFvatPLcNFGqGaY5d8DGWPcmgCzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFR7H+0F/MOzbjZjjOeuaAJKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQjIIoAWio4YlghWJMlV6ZOTUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhIAJPQVDaXcF9bJcW8gkifO1h35xU9IAB0oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k="
fffg0003	1	{"lines_data": [{"Word": "been cured of cancer; by 1950 the figure had risen to 500.000;", "Confidence": 0.90458, "X1": 0.12, "Y1": 0.00424, "X2": 0.485, "Y2": 0.00404, "X3": 0.485, "Y3": 0.02541, "X4": 0.12, "Y4": 0.02541, "page": 0}, {"Word": "today there are more than a million men, women and children", "Confidence": 0.95709, "X1": 0.118, "Y1": 0.02446, "X2": 0.487, "Y2": 0.02426, "X3": 0.487, "Y3": 0.04293, "X4": 0.118, "Y4": 0.04293, "page": 0}, {"Word": "who have had cancer and been cured. Fifteen years ago one-in-", "Confidence": 0.93945, "X1": 0.12, "Y1": 0.04467, "X2": 0.487, "Y2": 0.04447, "X3": 0.487, "Y3": 0.06045, "X4": 0.12, "Y4": 0.06045, "page": 0}, {"Word": "four patients was saved. Today the figure is one-in-three. In", "Confidence": 0.9043, "X1": 0.12, "Y1": 0.06219, "X2": 0.488, "Y2": 0.06199, "X3": 0.488, "Y3": 0.08201, "X4": 0.12, "Y4": 0.08201, "page": 0}, {"Word": "other words, we are saving 40,000 Americans every year who", "Confidence": 0.9814, "X1": 0.12, "Y1": 0.08241, "X2": 0.488, "Y2": 0.08221, "X3": 0.488, "Y3": 0.09818, "X4": 0.12, "Y4": 0.09818, "page": 0}, {"Word": "would have died of cancer 15 years ago. This is a very big", "Confidence": 0.98923, "X1": 0.121, "Y1": 0.09993, "X2": 0.488, "Y2": 0.09973, "X3": 0.488, "Y3": 0.1184, "X4": 0.121, "Y4": 0.1184, "page": 0}, {"Word": "step forward.", "Confidence": 0.789, "X1": 0.121, "Y1": 0.1188, "X2": 0.2, "Y2": 0.1186, "X3": 0.2, "Y3": 0.13592, "X4": 0.121, "Y4": 0.13727, "page": 0}, {"Word": "Many of those saved from death play an Important part in", "Confidence": 0.95491, "X1": 0.129, "Y1": 0.13632, "X2": 0.487, "Y2": 0.13612, "X3": 0.487, "Y3": 0.15613, "X4": 0.129, "Y4": 0.15613, "page": 0}, {"Word": "public education, attend Cured Cancer Congresses, speak at pub-", "Confidence": 0.94978, "X1": 0.12, "Y1": 0.15653, "X2": 0.486, "Y2": 0.15633, "X3": 0.486, "Y3": 0.175, "X4": 0.12, "Y4": 0.17635, "page": 0}, {"Word": "lic meetings, and are active in reassuring others who face the", "Confidence": 0.92927, "X1": 0.121, "Y1": 0.1754, "X2": 0.489, "Y2": 0.1752, "X3": 0.489, "Y3": 0.19522, "X4": 0.121, "Y4": 0.19522, "page": 0}, {"Word": "disease themselves or in their families.", "Confidence": 0.82233, "X1": 0.121, "Y1": 0.19427, "X2": 0.345, "Y2": 0.19407, "X3": 0.345, "Y3": 0.21274, "X4": 0.121, "Y4": 0.21274, "page": 0}, {"Word": "One remarkable healer is a 69-year-old teacher, Mrs. Mary", "Confidence": 0.90389, "X1": 0.134, "Y1": 0.21314, "X2": 0.488, "Y2": 0.21294, "X3": 0.488, "Y3": 0.23295, "X4": 0.134, "Y4": 0.23295, "page": 0}, {"Word": "Dochler, of Newton, Massachusetts. Years ago she lost her larynx", "Confidence": 0.9183, "X1": 0.12, "Y1": 0.23335, "X2": 0.488, "Y2": 0.23315, "X3": 0.488, "Y3": 0.25182, "X4": 0.12, "Y4": 0.25182, "page": 0}, {"Word": "to cancer and now devotes her life to teaching other laryngec-", "Confidence": 0.98991, "X1": 0.121, "Y1": 0.25357, "X2": 0.488, "Y2": 0.25337, "X3": 0.488, "Y3": 0.27204, "X4": 0.121, "Y4": 0.27204, "page": 0}, {"Word": "tomees how to talk again through what is called esophageal", "Confidence": 0.8847, "X1": 0.12, "Y1": 0.27109, "X2": 0.488, "Y2": 0.27089, "X3": 0.488, "Y3": 0.28956, "X4": 0.12, "Y4": 0.29091, "page": 0}, {"Word": "speech. One of her current pupils, columnist Bill Cunningham of", "Confidence": 0.9686, "X1": 0.122, "Y1": 0.29131, "X2": 0.488, "Y2": 0.29111, "X3": 0.488, "Y3": 0.30843, "X4": 0.122, "Y4": 0.30977, "page": 0}, {"Word": "The Boston Herald, describes her as \"the most dedicated, selfless,", "Confidence": 0.8386, "X1": 0.12, "Y1": 0.31017, "X2": 0.489, "Y2": 0.30997, "X3": 0.489, "Y3": 0.32864, "X4": 0.12, "Y4": 0.32864, "page": 0}, {"Word": "tireless, exacting, but still compassionate woman,\"", "Confidence": 0.8735, "X1": 0.123, "Y1": 0.33039, "X2": 0.415, "Y2": 0.33019, "X3": 0.415, "Y3": 0.34616, "X4": 0.123, "Y4": 0.34886, "page": 0}, {"Word": "Vitally important to the attack on cancer has been the ex-", "Confidence": 0.97682, "X1": 0.135, "Y1": 0.34926, "X2": 0.488, "Y2": 0.34906, "X3": 0.488, "Y3": 0.36772, "X4": 0.135, "Y4": 0.36907, "page": 0}, {"Word": "panding program of cancer research by scientists working in", "Confidence": 0.97922, "X1": 0.12, "Y1": 0.36812, "X2": 0.489, "Y2": 0.36792, "X3": 0.489, "Y3": 0.38794, "X4": 0.12, "Y4": 0.38929, "page": 0}, {"Word": "universities, research institutes and hospitals. This research", "Confidence": 0.75829, "X1": 0.121, "Y1": 0.38834, "X2": 0.487, "Y2": 0.38814, "X3": 0.487, "Y3": 0.40546, "X4": 0.121, "Y4": 0.40816, "page": 0}, {"Word": "is directly supported by the National Cancer Institute, the", "Confidence": 0.94944, "X1": 0.122, "Y1": 0.40586, "X2": 0.489, "Y2": 0.40566, "X3": 0.489, "Y3": 0.42433, "X4": 0.122, "Y4": 0.42702, "page": 0}, {"Word": "American Cancer Society, and other organizations. For 1945-46,", "Confidence": 0.94413, "X1": 0.119, "Y1": 0.42608, "X2": 0.488, "Y2": 0.42588, "X3": 0.488, "Y3": 0.44454, "X4": 0.119, "Y4": 0.44589, "page": 0}, {"Word": "the Congress of the United States gave the National Cancer", "Confidence": 0.9611, "X1": 0.122, "Y1": 0.44494, "X2": 0.489, "Y2": 0.44474, "X3": 0.489, "Y3": 0.46341, "X4": 0.122, "Y4": 0.46341, "page": 0}, {"Word": "Institute $561,000. For 1959-60, the figure was $91,000,000.", "Confidence": 0.94837, "X1": 0.122, "Y1": 0.46516, "X2": 0.487, "Y2": 0.46496, "X3": 0.487, "Y3": 0.48228, "X4": 0.122, "Y4": 0.48228, "page": 0}, {"Word": "Think of what this prodigious increase means! The nation has", "Confidence": 0.9721, "X1": 0.123, "Y1": 0.48403, "X2": 0.488, "Y2": 0.48383, "X3": 0.488, "Y3": 0.50115, "X4": 0.123, "Y4": 0.50115, "page": 0}, {"Word": "become aroused to the need of striking at cancer from the roots.", "Confidence": 0.94517, "X1": 0.123, "Y1": 0.5029, "X2": 0.488, "Y2": 0.5027, "X3": 0.488, "Y3": 0.52002, "X4": 0.123, "Y4": 0.52002, "page": 0}, {"Word": "The several hundred grants of the American Cancer Society", "Confidence": 0.97511, "X1": 0.137, "Y1": 0.52176, "X2": 0.488, "Y2": 0.52156, "X3": 0.488, "Y3": 0.53754, "X4": 0.137, "Y4": 0.53754, "page": 0}, {"Word": "support research concerning the causes of cancer, its nature,", "Confidence": 0.93522, "X1": 0.122, "Y1": 0.53928, "X2": 0.489, "Y2": 0.53908, "X3": 0.489, "Y3": 0.55775, "X4": 0.122, "Y4": 0.5591, "page": 0}, {"Word": "prevention, and cure, and cover work in the whole broad spec-", "Confidence": 0.94609, "X1": 0.122, "Y1": 0.55815, "X2": 0.49, "Y2": 0.55795, "X3": 0.49, "Y3": 0.57662, "X4": 0.122, "Y4": 0.57797, "page": 0}, {"Word": "trum of science - biochemistry and immunology, physiology", "Confidence": 0.96875, "X1": 0.123, "Y1": 0.57702, "X2": 0.488, "Y2": 0.57682, "X3": 0.488, "Y3": 0.59818, "X4": 0.123, "Y4": 0.59818, "page": 0}, {"Word": "and botany, genetics and radiology, virology and endocrinology.", "Confidence": 0.86838, "X1": 0.123, "Y1": 0.59589, "X2": 0.489, "Y2": 0.59569, "X3": 0.489, "Y3": 0.61436, "X4": 0.123, "Y4": 0.6157, "page": 0}, {"Word": "As to specific details, there are grants for such varied studies", "Confidence": 0.97545, "X1": 0.123, "Y1": 0.61476, "X2": 0.49, "Y2": 0.61456, "X3": 0.49, "Y3": 0.63457, "X4": 0.123, "Y4": 0.63592, "page": 0}, {"Word": "as bladder cancer in Turkish cows, the incidence of stomach", "Confidence": 0.878, "X1": 0.122, "Y1": 0.63362, "X2": 0.489, "Y2": 0.63342, "X3": 0.489, "Y3": 0.65344, "X4": 0.122, "Y4": 0.65479, "page": 0}, {"Word": "cancer among Icelanders, and the nature of a catalyzing enzyme", "Confidence": 0.9757, "X1": 0.124, "Y1": 0.65384, "X2": 0.49, "Y2": 0.65364, "X3": 0.49, "Y3": 0.67365, "X4": 0.124, "Y4": 0.67365, "page": 0}, {"Word": "in the hearts of Maine lobsters. In Texas, three Japanese scien-", "Confidence": 0.979, "X1": 0.123, "Y1": 0.67271, "X2": 0.492, "Y2": 0.67251, "X3": 0.492, "Y3": 0.69252, "X4": 0.123, "Y4": 0.69252, "page": 0}, {"Word": "tists who served on the Atomic Bomb Casualty Commission at", "Confidence": 0.9788, "X1": 0.124, "Y1": 0.69157, "X2": 0.49, "Y2": 0.69137, "X3": 0.49, "Y3": 0.71139, "X4": 0.124, "Y4": 0.71139, "page": 0}, {"Word": "Hiroshima are concentrating on a leukemia project. A woman", "Confidence": 0.98867, "X1": 0.124, "Y1": 0.71179, "X2": 0.491, "Y2": 0.71159, "X3": 0.491, "Y3": 0.73161, "X4": 0.124, "Y4": 0.73026, "page": 0}, {"Word": "pathologist who fled from Budapest during the Hungarian up-", "Confidence": 0.97078, "X1": 0.124, "Y1": 0.73066, "X2": 0.491, "Y2": 0.73046, "X3": 0.491, "Y3": 0.75182, "X4": 0.124, "Y4": 0.75047, "page": 0}, {"Word": "-- --", "Confidence": 0.6355, "X1": 0.823, "Y1": 0.75222, "X2": 0.889, "Y2": 0.75202, "X3": 0.888, "Y3": 0.7653, "X4": 0.822, "Y4": 0.76395, "page": 0}, {"Word": "50281 6787", "Confidence": 0.9735, "X1": 0.923, "Y1": 0.78457, "X2": 0.821, "Y2": 0.78437, "X3": 0.821, "Y3": 0.7653, "X4": 0.924, "Y4": 0.77069, "page": 0}, {"Word": "3", "Confidence": 0.878, "X1": 0.978, "Y1": 0.75896, "X2": 0.988, "Y2": 0.75876, "X3": 0.987, "Y3": 0.77204, "X4": 0.978, "Y4": 0.77204, "page": 0}], "words_data": [{"Word": "been", "Confidence": 0.991, "X1": 0.121, "Y1": 0.00694, "X2": 0.146, "Y2": 0.00674, "X3": 0.145, "Y3": 0.02541, "X4": 0.12, "Y4": 0.02541, "page": 0, "Index": 0}, {"Word": "cured", "Confidence": 0.993, "X1": 0.149, "Y1": 0.00694, "X2": 0.182, "Y2": 0.00674, "X3": 0.182, "Y3": 0.02541, "X4": 0.148, "Y4": 0.02541, "page": 0, "Index": 1}, {"Word": "of", "Confidence": 0.998, "X1": 0.185, "Y1": 0.00694, "X2": 0.199, "Y2": 0.00674, "X3": 0.198, "Y3": 0.02541, "X4": 0.185, "Y4": 0.02541, "page": 0, "Index": 2}, {"Word": "cancer;", "Confidence": 0.616, "X1": 0.202, "Y1": 0.00694, "X2": 0.245, "Y2": 0.00674, "X3": 0.245, "Y3": 0.02541, "X4": 0.201, "Y4": 0.02541, "page": 0, "Index": 3}, {"Word": "by", "Confidence": 0.998, "X1": 0.248, "Y1": 0.00694, "X2": 0.265, "Y2": 0.00674, "X3": 0.265, "Y3": 0.02675, "X4": 0.248, "Y4": 0.02541, "page": 0, "Index": 4}, {"Word": "1950", "Confidence": 0.962, "X1": 0.268, "Y1": 0.00694, "X2": 0.295, "Y2": 0.00674, "X3": 0.295, "Y3": 0.02675, "X4": 0.268, "Y4": 0.02675, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.998, "X1": 0.298, "Y1": 0.00559, "X2": 0.317, "Y2": 0.00539, "X3": 0.317, "Y3": 0.02675, "X4": 0.298, "Y4": 0.02675, "page": 0, "Index": 6}, {"Word": "figure", "Confidence": 0.654, "X1": 0.32, "Y1": 0.00559, "X2": 0.356, "Y2": 0.00539, "X3": 0.356, "Y3": 0.02675, "X4": 0.32, "Y4": 0.02675, "page": 0, "Index": 7}, {"Word": "had", "Confidence": 0.998, "X1": 0.359, "Y1": 0.00559, "X2": 0.381, "Y2": 0.00539, "X3": 0.382, "Y3": 0.02675, "X4": 0.359, "Y4": 0.02675, "page": 0, "Index": 8}, {"Word": "risen", "Confidence": 0.997, "X1": 0.384, "Y1": 0.00559, "X2": 0.414, "Y2": 0.00539, "X3": 0.415, "Y3": 0.02675, "X4": 0.384, "Y4": 0.02675, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 0.998, "X1": 0.417, "Y1": 0.00559, "X2": 0.431, "Y2": 0.00539, "X3": 0.431, "Y3": 0.02675, "X4": 0.418, "Y4": 0.02675, "page": 0, "Index": 10}, {"Word": "500.000;", "Confidence": 0.652, "X1": 0.434, "Y1": 0.00559, "X2": 0.484, "Y2": 0.00539, "X3": 0.485, "Y3": 0.02675, "X4": 0.434, "Y4": 0.02675, "page": 0, "Index": 11}, {"Word": "today", "Confidence": 0.996, "X1": 0.12, "Y1": 0.02581, "X2": 0.152, "Y2": 0.02561, "X3": 0.152, "Y3": 0.04293, "X4": 0.12, "Y4": 0.04293, "page": 0, "Index": 12}, {"Word": "there", "Confidence": 0.855, "X1": 0.156, "Y1": 0.02581, "X2": 0.188, "Y2": 0.02561, "X3": 0.188, "Y3": 0.04293, "X4": 0.156, "Y4": 0.04293, "page": 0, "Index": 13}, {"Word": "are", "Confidence": 0.998, "X1": 0.191, "Y1": 0.02581, "X2": 0.21, "Y2": 0.02561, "X3": 0.211, "Y3": 0.04427, "X4": 0.191, "Y4": 0.04427, "page": 0, "Index": 14}, {"Word": "more", "Confidence": 0.985, "X1": 0.213, "Y1": 0.02581, "X2": 0.244, "Y2": 0.02561, "X3": 0.245, "Y3": 0.04427, "X4": 0.213, "Y4": 0.04427, "page": 0, "Index": 15}, {"Word": "than", "Confidence": 0.982, "X1": 0.247, "Y1": 0.02581, "X2": 0.275, "Y2": 0.02561, "X3": 0.275, "Y3": 0.04427, "X4": 0.247, "Y4": 0.04427, "page": 0, "Index": 16}, {"Word": "a", "Confidence": 0.994, "X1": 0.278, "Y1": 0.02581, "X2": 0.285, "Y2": 0.02561, "X3": 0.286, "Y3": 0.04427, "X4": 0.278, "Y4": 0.04427, "page": 0, "Index": 17}, {"Word": "million", "Confidence": 0.923, "X1": 0.289, "Y1": 0.02581, "X2": 0.33, "Y2": 0.02561, "X3": 0.33, "Y3": 0.04427, "X4": 0.289, "Y4": 0.04427, "page": 0, "Index": 18}, {"Word": "men,", "Confidence": 0.973, "X1": 0.333, "Y1": 0.02581, "X2": 0.363, "Y2": 0.02561, "X3": 0.363, "Y3": 0.04427, "X4": 0.333, "Y4": 0.04427, "page": 0, "Index": 19}, {"Word": "women", "Confidence": 0.942, "X1": 0.366, "Y1": 0.02581, "X2": 0.407, "Y2": 0.02561, "X3": 0.407, "Y3": 0.04427, "X4": 0.366, "Y4": 0.04427, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.998, "X1": 0.41, "Y1": 0.02581, "X2": 0.433, "Y2": 0.02561, "X3": 0.433, "Y3": 0.04427, "X4": 0.411, "Y4": 0.04427, "page": 0, "Index": 21}, {"Word": "children", "Confidence": 0.882, "X1": 0.436, "Y1": 0.02581, "X2": 0.484, "Y2": 0.02561, "X3": 0.484, "Y3": 0.04427, "X4": 0.436, "Y4": 0.04427, "page": 0, "Index": 22}, {"Word": "who", "Confidence": 0.997, "X1": 0.122, "Y1": 0.04602, "X2": 0.145, "Y2": 0.04582, "X3": 0.143, "Y3": 0.06179, "X4": 0.12, "Y4": 0.06179, "page": 0, "Index": 23}, {"Word": "have", "Confidence": 0.989, "X1": 0.148, "Y1": 0.04602, "X2": 0.175, "Y2": 0.04582, "X3": 0.174, "Y3": 0.06179, "X4": 0.147, "Y4": 0.06179, "page": 0, "Index": 24}, {"Word": "had", "Confidence": 0.998, "X1": 0.178, "Y1": 0.04467, "X2": 0.199, "Y2": 0.04447, "X3": 0.198, "Y3": 0.06179, "X4": 0.177, "Y4": 0.06179, "page": 0, "Index": 25}, {"Word": "cancer", "Confidence": 0.945, "X1": 0.203, "Y1": 0.04467, "X2": 0.241, "Y2": 0.04447, "X3": 0.24, "Y3": 0.06179, "X4": 0.202, "Y4": 0.06179, "page": 0, "Index": 26}, {"Word": "and", "Confidence": 0.998, "X1": 0.244, "Y1": 0.04467, "X2": 0.265, "Y2": 0.04447, "X3": 0.264, "Y3": 0.06179, "X4": 0.243, "Y4": 0.06179, "page": 0, "Index": 27}, {"Word": "been", "Confidence": 0.986, "X1": 0.268, "Y1": 0.04467, "X2": 0.294, "Y2": 0.04447, "X3": 0.293, "Y3": 0.06179, "X4": 0.268, "Y4": 0.06179, "page": 0, "Index": 28}, {"Word": "cured.", "Confidence": 0.807, "X1": 0.298, "Y1": 0.04467, "X2": 0.335, "Y2": 0.04447, "X3": 0.335, "Y3": 0.06179, "X4": 0.297, "Y4": 0.06179, "page": 0, "Index": 29}, {"Word": "Fifteen", "Confidence": 0.932, "X1": 0.338, "Y1": 0.04602, "X2": 0.381, "Y2": 0.04582, "X3": 0.38, "Y3": 0.06179, "X4": 0.337, "Y4": 0.06179, "page": 0, "Index": 30}, {"Word": "years", "Confidence": 0.767, "X1": 0.385, "Y1": 0.04602, "X2": 0.417, "Y2": 0.04582, "X3": 0.417, "Y3": 0.06179, "X4": 0.385, "Y4": 0.06179, "page": 0, "Index": 31}, {"Word": "ago", "Confidence": 0.993, "X1": 0.42, "Y1": 0.04602, "X2": 0.441, "Y2": 0.04582, "X3": 0.441, "Y3": 0.06179, "X4": 0.419, "Y4": 0.06179, "page": 0, "Index": 32}, {"Word": "one-in-", "Confidence": 0.922, "X1": 0.444, "Y1": 0.04602, "X2": 0.487, "Y2": 0.04582, "X3": 0.487, "Y3": 0.06179, "X4": 0.443, "Y4": 0.06179, "page": 0, "Index": 33}, {"Word": "four", "Confidence": 0.956, "X1": 0.121, "Y1": 0.06354, "X2": 0.147, "Y2": 0.06334, "X3": 0.146, "Y3": 0.08201, "X4": 0.12, "Y4": 0.08201, "page": 0, "Index": 34}, {"Word": "patients", "Confidence": 0.941, "X1": 0.15, "Y1": 0.06354, "X2": 0.2, "Y2": 0.06334, "X3": 0.2, "Y3": 0.08201, "X4": 0.15, "Y4": 0.08201, "page": 0, "Index": 35}, {"Word": "was", "Confidence": 0.998, "X1": 0.203, "Y1": 0.06354, "X2": 0.227, "Y2": 0.06334, "X3": 0.227, "Y3": 0.08201, "X4": 0.203, "Y4": 0.08201, "page": 0, "Index": 36}, {"Word": "saved.", "Confidence": 0.879, "X1": 0.23, "Y1": 0.06354, "X2": 0.269, "Y2": 0.06334, "X3": 0.269, "Y3": 0.08201, "X4": 0.23, "Y4": 0.08201, "page": 0, "Index": 37}, {"Word": "Today", "Confidence": 0.995, "X1": 0.272, "Y1": 0.06219, "X2": 0.308, "Y2": 0.06199, "X3": 0.308, "Y3": 0.08201, "X4": 0.272, "Y4": 0.08201, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.995, "X1": 0.312, "Y1": 0.06219, "X2": 0.333, "Y2": 0.06199, "X3": 0.333, "Y3": 0.08201, "X4": 0.312, "Y4": 0.08201, "page": 0, "Index": 39}, {"Word": "figure", "Confidence": 0.621, "X1": 0.335, "Y1": 0.06219, "X2": 0.372, "Y2": 0.06199, "X3": 0.372, "Y3": 0.08201, "X4": 0.336, "Y4": 0.08201, "page": 0, "Index": 40}, {"Word": "is", "Confidence": 0.998, "X1": 0.374, "Y1": 0.06219, "X2": 0.388, "Y2": 0.06199, "X3": 0.388, "Y3": 0.08201, "X4": 0.375, "Y4": 0.08201, "page": 0, "Index": 41}, {"Word": "one-in-three.", "Confidence": 0.662, "X1": 0.391, "Y1": 0.06219, "X2": 0.467, "Y2": 0.06199, "X3": 0.467, "Y3": 0.08201, "X4": 0.391, "Y4": 0.08201, "page": 0, "Index": 42}, {"Word": "In", "Confidence": 0.998, "X1": 0.47, "Y1": 0.06219, "X2": 0.485, "Y2": 0.06199, "X3": 0.485, "Y3": 0.08201, "X4": 0.47, "Y4": 0.08201, "page": 0, "Index": 43}, {"Word": "other", "Confidence": 0.995, "X1": 0.122, "Y1": 0.08376, "X2": 0.154, "Y2": 0.08356, "X3": 0.153, "Y3": 0.09953, "X4": 0.121, "Y4": 0.09953, "page": 0, "Index": 44}, {"Word": "words,", "Confidence": 0.955, "X1": 0.158, "Y1": 0.08241, "X2": 0.198, "Y2": 0.08221, "X3": 0.197, "Y3": 0.09953, "X4": 0.157, "Y4": 0.09953, "page": 0, "Index": 45}, {"Word": "we", "Confidence": 0.992, "X1": 0.2, "Y1": 0.08241, "X2": 0.217, "Y2": 0.08221, "X3": 0.216, "Y3": 0.09953, "X4": 0.199, "Y4": 0.09953, "page": 0, "Index": 46}, {"Word": "are", "Confidence": 0.998, "X1": 0.221, "Y1": 0.08241, "X2": 0.24, "Y2": 0.08221, "X3": 0.239, "Y3": 0.09953, "X4": 0.22, "Y4": 0.09953, "page": 0, "Index": 47}, {"Word": "saving", "Confidence": 0.995, "X1": 0.244, "Y1": 0.08241, "X2": 0.282, "Y2": 0.08221, "X3": 0.281, "Y3": 0.09818, "X4": 0.243, "Y4": 0.09953, "page": 0, "Index": 48}, {"Word": "40,000", "Confidence": 0.905, "X1": 0.287, "Y1": 0.08241, "X2": 0.324, "Y2": 0.08221, "X3": 0.323, "Y3": 0.09818, "X4": 0.286, "Y4": 0.09818, "page": 0, "Index": 49}, {"Word": "Americans", "Confidence": 0.994, "X1": 0.33, "Y1": 0.08376, "X2": 0.391, "Y2": 0.08356, "X3": 0.39, "Y3": 0.09818, "X4": 0.329, "Y4": 0.09818, "page": 0, "Index": 50}, {"Word": "every", "Confidence": 0.997, "X1": 0.396, "Y1": 0.08376, "X2": 0.428, "Y2": 0.08356, "X3": 0.427, "Y3": 0.09818, "X4": 0.395, "Y4": 0.09818, "page": 0, "Index": 51}, {"Word": "year", "Confidence": 0.985, "X1": 0.432, "Y1": 0.08376, "X2": 0.458, "Y2": 0.08356, "X3": 0.458, "Y3": 0.09818, "X4": 0.431, "Y4": 0.09818, "page": 0, "Index": 52}, {"Word": "who", "Confidence": 0.998, "X1": 0.463, "Y1": 0.08376, "X2": 0.486, "Y2": 0.08356, "X3": 0.486, "Y3": 0.09818, "X4": 0.463, "Y4": 0.09818, "page": 0, "Index": 53}, {"Word": "would", "Confidence": 0.998, "X1": 0.121, "Y1": 0.09993, "X2": 0.156, "Y2": 0.09973, "X3": 0.156, "Y3": 0.1184, "X4": 0.121, "Y4": 0.1184, "page": 0, "Index": 54}, {"Word": "have", "Confidence": 0.991, "X1": 0.161, "Y1": 0.09993, "X2": 0.189, "Y2": 0.09973, "X3": 0.189, "Y3": 0.1184, "X4": 0.161, "Y4": 0.1184, "page": 0, "Index": 55}, {"Word": "died", "Confidence": 0.989, "X1": 0.193, "Y1": 0.09993, "X2": 0.219, "Y2": 0.09973, "X3": 0.219, "Y3": 0.1184, "X4": 0.193, "Y4": 0.1184, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.223, "Y1": 0.09993, "X2": 0.238, "Y2": 0.09973, "X3": 0.237, "Y3": 0.11975, "X4": 0.223, "Y4": 0.1184, "page": 0, "Index": 57}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.24, "Y1": 0.09993, "X2": 0.281, "Y2": 0.09973, "X3": 0.281, "Y3": 0.11975, "X4": 0.24, "Y4": 0.11975, "page": 0, "Index": 58}, {"Word": "15", "Confidence": 0.997, "X1": 0.285, "Y1": 0.09993, "X2": 0.299, "Y2": 0.09973, "X3": 0.299, "Y3": 0.11975, "X4": 0.285, "Y4": 0.11975, "page": 0, "Index": 59}, {"Word": "years", "Confidence": 0.994, "X1": 0.304, "Y1": 0.09993, "X2": 0.338, "Y2": 0.09973, "X3": 0.338, "Y3": 0.11975, "X4": 0.304, "Y4": 0.11975, "page": 0, "Index": 60}, {"Word": "ago.", "Confidence": 0.986, "X1": 0.341, "Y1": 0.09993, "X2": 0.369, "Y2": 0.09973, "X3": 0.369, "Y3": 0.11975, "X4": 0.341, "Y4": 0.11975, "page": 0, "Index": 61}, {"Word": "This", "Confidence": 0.979, "X1": 0.372, "Y1": 0.09993, "X2": 0.401, "Y2": 0.09973, "X3": 0.4, "Y3": 0.11975, "X4": 0.371, "Y4": 0.11975, "page": 0, "Index": 62}, {"Word": "is", "Confidence": 0.991, "X1": 0.403, "Y1": 0.09993, "X2": 0.417, "Y2": 0.09973, "X3": 0.417, "Y3": 0.11975, "X4": 0.403, "Y4": 0.11975, "page": 0, "Index": 63}, {"Word": "a", "Confidence": 0.995, "X1": 0.42, "Y1": 0.09993, "X2": 0.428, "Y2": 0.09973, "X3": 0.428, "Y3": 0.11975, "X4": 0.42, "Y4": 0.11975, "page": 0, "Index": 64}, {"Word": "very", "Confidence": 0.955, "X1": 0.433, "Y1": 0.09993, "X2": 0.461, "Y2": 0.09973, "X3": 0.46, "Y3": 0.11975, "X4": 0.432, "Y4": 0.11975, "page": 0, "Index": 65}, {"Word": "big", "Confidence": 0.991, "X1": 0.465, "Y1": 0.09993, "X2": 0.485, "Y2": 0.09973, "X3": 0.484, "Y3": 0.11975, "X4": 0.464, "Y4": 0.11975, "page": 0, "Index": 66}, {"Word": "step", "Confidence": 0.728, "X1": 0.121, "Y1": 0.12015, "X2": 0.144, "Y2": 0.11995, "X3": 0.144, "Y3": 0.13727, "X4": 0.122, "Y4": 0.13861, "page": 0, "Index": 67}, {"Word": "forward.", "Confidence": 0.85, "X1": 0.147, "Y1": 0.1188, "X2": 0.2, "Y2": 0.1186, "X3": 0.2, "Y3": 0.13727, "X4": 0.147, "Y4": 0.13727, "page": 0, "Index": 68}, {"Word": "Many", "Confidence": 0.987, "X1": 0.132, "Y1": 0.13767, "X2": 0.167, "Y2": 0.13747, "X3": 0.167, "Y3": 0.15613, "X4": 0.132, "Y4": 0.15613, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.17, "Y1": 0.13767, "X2": 0.185, "Y2": 0.13747, "X3": 0.185, "Y3": 0.15613, "X4": 0.17, "Y4": 0.15613, "page": 0, "Index": 70}, {"Word": "those", "Confidence": 0.993, "X1": 0.187, "Y1": 0.13767, "X2": 0.219, "Y2": 0.13747, "X3": 0.22, "Y3": 0.15748, "X4": 0.188, "Y4": 0.15613, "page": 0, "Index": 71}, {"Word": "saved", "Confidence": 0.997, "X1": 0.222, "Y1": 0.13767, "X2": 0.256, "Y2": 0.13747, "X3": 0.256, "Y3": 0.15748, "X4": 0.223, "Y4": 0.15748, "page": 0, "Index": 72}, {"Word": "from", "Confidence": 0.944, "X1": 0.259, "Y1": 0.13767, "X2": 0.287, "Y2": 0.13747, "X3": 0.287, "Y3": 0.15748, "X4": 0.259, "Y4": 0.15748, "page": 0, "Index": 73}, {"Word": "death", "Confidence": 0.663, "X1": 0.294, "Y1": 0.13767, "X2": 0.326, "Y2": 0.13747, "X3": 0.326, "Y3": 0.15748, "X4": 0.294, "Y4": 0.15748, "page": 0, "Index": 74}, {"Word": "play", "Confidence": 0.981, "X1": 0.33, "Y1": 0.13767, "X2": 0.356, "Y2": 0.13747, "X3": 0.357, "Y3": 0.15748, "X4": 0.33, "Y4": 0.15748, "page": 0, "Index": 75}, {"Word": "an", "Confidence": 0.997, "X1": 0.359, "Y1": 0.13767, "X2": 0.375, "Y2": 0.13747, "X3": 0.375, "Y3": 0.15748, "X4": 0.36, "Y4": 0.15748, "page": 0, "Index": 76}, {"Word": "Important", "Confidence": 0.958, "X1": 0.379, "Y1": 0.13767, "X2": 0.44, "Y2": 0.13747, "X3": 0.44, "Y3": 0.15613, "X4": 0.379, "Y4": 0.15748, "page": 0, "Index": 77}, {"Word": "part", "Confidence": 0.988, "X1": 0.443, "Y1": 0.13767, "X2": 0.469, "Y2": 0.13747, "X3": 0.469, "Y3": 0.15613, "X4": 0.443, "Y4": 0.15613, "page": 0, "Index": 78}, {"Word": "in", "Confidence": 0.998, "X1": 0.472, "Y1": 0.13767, "X2": 0.486, "Y2": 0.13747, "X3": 0.486, "Y3": 0.15613, "X4": 0.472, "Y4": 0.15613, "page": 0, "Index": 79}, {"Word": "public", "Confidence": 0.993, "X1": 0.12, "Y1": 0.15653, "X2": 0.155, "Y2": 0.15633, "X3": 0.155, "Y3": 0.17635, "X4": 0.121, "Y4": 0.17635, "page": 0, "Index": 80}, {"Word": "education,", "Confidence": 0.95, "X1": 0.158, "Y1": 0.15653, "X2": 0.216, "Y2": 0.15633, "X3": 0.216, "Y3": 0.17635, "X4": 0.158, "Y4": 0.17635, "page": 0, "Index": 81}, {"Word": "attend", "Confidence": 0.995, "X1": 0.219, "Y1": 0.15653, "X2": 0.256, "Y2": 0.15633, "X3": 0.256, "Y3": 0.17635, "X4": 0.219, "Y4": 0.17635, "page": 0, "Index": 82}, {"Word": "Cured", "Confidence": 0.996, "X1": 0.259, "Y1": 0.15653, "X2": 0.294, "Y2": 0.15633, "X3": 0.294, "Y3": 0.17635, "X4": 0.259, "Y4": 0.17635, "page": 0, "Index": 83}, {"Word": "Cancer", "Confidence": 0.994, "X1": 0.297, "Y1": 0.15653, "X2": 0.336, "Y2": 0.15633, "X3": 0.336, "Y3": 0.175, "X4": 0.297, "Y4": 0.17635, "page": 0, "Index": 84}, {"Word": "Congresses,", "Confidence": 0.654, "X1": 0.339, "Y1": 0.15653, "X2": 0.407, "Y2": 0.15633, "X3": 0.406, "Y3": 0.175, "X4": 0.339, "Y4": 0.175, "page": 0, "Index": 85}, {"Word": "speak", "Confidence": 0.982, "X1": 0.409, "Y1": 0.15653, "X2": 0.442, "Y2": 0.15633, "X3": 0.442, "Y3": 0.175, "X4": 0.409, "Y4": 0.175, "page": 0, "Index": 86}, {"Word": "at", "Confidence": 0.996, "X1": 0.445, "Y1": 0.15653, "X2": 0.456, "Y2": 0.15633, "X3": 0.456, "Y3": 0.175, "X4": 0.445, "Y4": 0.175, "page": 0, "Index": 87}, {"Word": "pub-", "Confidence": 0.988, "X1": 0.459, "Y1": 0.15653, "X2": 0.487, "Y2": 0.15633, "X3": 0.486, "Y3": 0.175, "X4": 0.459, "Y4": 0.175, "page": 0, "Index": 88}, {"Word": "lic", "Confidence": 0.947, "X1": 0.121, "Y1": 0.1754, "X2": 0.136, "Y2": 0.1752, "X3": 0.136, "Y3": 0.19657, "X4": 0.121, "Y4": 0.19657, "page": 0, "Index": 89}, {"Word": "meetings,", "Confidence": 0.684, "X1": 0.139, "Y1": 0.1754, "X2": 0.195, "Y2": 0.1752, "X3": 0.195, "Y3": 0.19522, "X4": 0.139, "Y4": 0.19657, "page": 0, "Index": 90}, {"Word": "and", "Confidence": 0.998, "X1": 0.198, "Y1": 0.17675, "X2": 0.22, "Y2": 0.17655, "X3": 0.22, "Y3": 0.19522, "X4": 0.198, "Y4": 0.19522, "page": 0, "Index": 91}, {"Word": "are", "Confidence": 0.998, "X1": 0.223, "Y1": 0.17675, "X2": 0.245, "Y2": 0.17655, "X3": 0.245, "Y3": 0.19522, "X4": 0.223, "Y4": 0.19522, "page": 0, "Index": 92}, {"Word": "active", "Confidence": 0.993, "X1": 0.247, "Y1": 0.17675, "X2": 0.282, "Y2": 0.17655, "X3": 0.283, "Y3": 0.19522, "X4": 0.248, "Y4": 0.19522, "page": 0, "Index": 93}, {"Word": "in", "Confidence": 0.998, "X1": 0.285, "Y1": 0.17675, "X2": 0.299, "Y2": 0.17655, "X3": 0.299, "Y3": 0.19522, "X4": 0.285, "Y4": 0.19522, "page": 0, "Index": 94}, {"Word": "reassuring", "Confidence": 0.981, "X1": 0.303, "Y1": 0.17675, "X2": 0.365, "Y2": 0.17655, "X3": 0.365, "Y3": 0.19522, "X4": 0.303, "Y4": 0.19522, "page": 0, "Index": 95}, {"Word": "others", "Confidence": 0.997, "X1": 0.368, "Y1": 0.17675, "X2": 0.407, "Y2": 0.17655, "X3": 0.407, "Y3": 0.19522, "X4": 0.368, "Y4": 0.19522, "page": 0, "Index": 96}, {"Word": "who", "Confidence": 0.998, "X1": 0.41, "Y1": 0.17675, "X2": 0.435, "Y2": 0.17655, "X3": 0.435, "Y3": 0.19522, "X4": 0.41, "Y4": 0.19522, "page": 0, "Index": 97}, {"Word": "face", "Confidence": 0.63, "X1": 0.438, "Y1": 0.17675, "X2": 0.463, "Y2": 0.17655, "X3": 0.463, "Y3": 0.19522, "X4": 0.438, "Y4": 0.19522, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.466, "Y1": 0.1754, "X2": 0.488, "Y2": 0.1752, "X3": 0.488, "Y3": 0.19657, "X4": 0.466, "Y4": 0.19522, "page": 0, "Index": 99}, {"Word": "disease", "Confidence": 0.664, "X1": 0.122, "Y1": 0.19562, "X2": 0.162, "Y2": 0.19542, "X3": 0.162, "Y3": 0.21409, "X4": 0.122, "Y4": 0.21409, "page": 0, "Index": 100}, {"Word": "themselves", "Confidence": 0.608, "X1": 0.165, "Y1": 0.19562, "X2": 0.227, "Y2": 0.19542, "X3": 0.227, "Y3": 0.21409, "X4": 0.165, "Y4": 0.21409, "page": 0, "Index": 101}, {"Word": "or", "Confidence": 0.998, "X1": 0.23, "Y1": 0.19562, "X2": 0.244, "Y2": 0.19542, "X3": 0.243, "Y3": 0.21409, "X4": 0.23, "Y4": 0.21409, "page": 0, "Index": 102}, {"Word": "in", "Confidence": 0.998, "X1": 0.246, "Y1": 0.19562, "X2": 0.258, "Y2": 0.19542, "X3": 0.258, "Y3": 0.21409, "X4": 0.246, "Y4": 0.21409, "page": 0, "Index": 103}, {"Word": "their", "Confidence": 0.997, "X1": 0.261, "Y1": 0.19562, "X2": 0.29, "Y2": 0.19542, "X3": 0.29, "Y3": 0.21274, "X4": 0.261, "Y4": 0.21409, "page": 0, "Index": 104}, {"Word": "families.", "Confidence": 0.669, "X1": 0.293, "Y1": 0.19562, "X2": 0.345, "Y2": 0.19542, "X3": 0.345, "Y3": 0.21274, "X4": 0.292, "Y4": 0.21274, "page": 0, "Index": 105}, {"Word": "One", "Confidence": 0.994, "X1": 0.135, "Y1": 0.21449, "X2": 0.159, "Y2": 0.21429, "X3": 0.159, "Y3": 0.23295, "X4": 0.135, "Y4": 0.23295, "page": 0, "Index": 106}, {"Word": "remarkable", "Confidence": 0.991, "X1": 0.162, "Y1": 0.21449, "X2": 0.229, "Y2": 0.21429, "X3": 0.229, "Y3": 0.23295, "X4": 0.162, "Y4": 0.23295, "page": 0, "Index": 107}, {"Word": "healer", "Confidence": 0.671, "X1": 0.232, "Y1": 0.21449, "X2": 0.27, "Y2": 0.21429, "X3": 0.27, "Y3": 0.23295, "X4": 0.232, "Y4": 0.23295, "page": 0, "Index": 108}, {"Word": "is", "Confidence": 0.997, "X1": 0.273, "Y1": 0.21449, "X2": 0.286, "Y2": 0.21429, "X3": 0.286, "Y3": 0.23295, "X4": 0.273, "Y4": 0.23295, "page": 0, "Index": 109}, {"Word": "a", "Confidence": 0.995, "X1": 0.289, "Y1": 0.21449, "X2": 0.297, "Y2": 0.21429, "X3": 0.298, "Y3": 0.23295, "X4": 0.289, "Y4": 0.23295, "page": 0, "Index": 110}, {"Word": "69-year-old", "Confidence": 0.617, "X1": 0.302, "Y1": 0.21314, "X2": 0.367, "Y2": 0.21294, "X3": 0.367, "Y3": 0.23295, "X4": 0.302, "Y4": 0.23295, "page": 0, "Index": 111}, {"Word": "teacher,", "Confidence": 0.991, "X1": 0.37, "Y1": 0.21314, "X2": 0.419, "Y2": 0.21294, "X3": 0.419, "Y3": 0.23295, "X4": 0.37, "Y4": 0.23295, "page": 0, "Index": 112}, {"Word": "Mrs.", "Confidence": 0.979, "X1": 0.422, "Y1": 0.21314, "X2": 0.452, "Y2": 0.21294, "X3": 0.452, "Y3": 0.2343, "X4": 0.422, "Y4": 0.23295, "page": 0, "Index": 113}, {"Word": "Mary", "Confidence": 0.9, "X1": 0.454, "Y1": 0.21314, "X2": 0.488, "Y2": 0.21294, "X3": 0.488, "Y3": 0.2343, "X4": 0.454, "Y4": 0.2343, "page": 0, "Index": 114}, {"Word": "Dochler,", "Confidence": 0.658, "X1": 0.121, "Y1": 0.23335, "X2": 0.167, "Y2": 0.23315, "X3": 0.167, "Y3": 0.25317, "X4": 0.121, "Y4": 0.25317, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.998, "X1": 0.17, "Y1": 0.23335, "X2": 0.182, "Y2": 0.23315, "X3": 0.182, "Y3": 0.25317, "X4": 0.17, "Y4": 0.25317, "page": 0, "Index": 116}, {"Word": "Newton,", "Confidence": 0.848, "X1": 0.185, "Y1": 0.2347, "X2": 0.232, "Y2": 0.2345, "X3": 0.232, "Y3": 0.25317, "X4": 0.184, "Y4": 0.25317, "page": 0, "Index": 117}, {"Word": "Massachusetts.", "Confidence": 0.822, "X1": 0.235, "Y1": 0.2347, "X2": 0.322, "Y2": 0.2345, "X3": 0.321, "Y3": 0.25317, "X4": 0.234, "Y4": 0.25317, "page": 0, "Index": 118}, {"Word": "Years", "Confidence": 0.881, "X1": 0.325, "Y1": 0.2347, "X2": 0.355, "Y2": 0.2345, "X3": 0.355, "Y3": 0.25317, "X4": 0.324, "Y4": 0.25317, "page": 0, "Index": 119}, {"Word": "ago", "Confidence": 0.998, "X1": 0.358, "Y1": 0.2347, "X2": 0.378, "Y2": 0.2345, "X3": 0.378, "Y3": 0.25317, "X4": 0.357, "Y4": 0.25317, "page": 0, "Index": 120}, {"Word": "she", "Confidence": 0.998, "X1": 0.381, "Y1": 0.2347, "X2": 0.4, "Y2": 0.2345, "X3": 0.399, "Y3": 0.25317, "X4": 0.381, "Y4": 0.25317, "page": 0, "Index": 121}, {"Word": "lost", "Confidence": 0.991, "X1": 0.403, "Y1": 0.2347, "X2": 0.423, "Y2": 0.2345, "X3": 0.422, "Y3": 0.25317, "X4": 0.402, "Y4": 0.25317, "page": 0, "Index": 122}, {"Word": "her", "Confidence": 0.998, "X1": 0.426, "Y1": 0.2347, "X2": 0.445, "Y2": 0.2345, "X3": 0.444, "Y3": 0.25317, "X4": 0.425, "Y4": 0.25317, "page": 0, "Index": 123}, {"Word": "larynx", "Confidence": 0.991, "X1": 0.448, "Y1": 0.2347, "X2": 0.487, "Y2": 0.2345, "X3": 0.486, "Y3": 0.25317, "X4": 0.447, "Y4": 0.25317, "page": 0, "Index": 124}, {"Word": "to", "Confidence": 0.997, "X1": 0.121, "Y1": 0.25492, "X2": 0.133, "Y2": 0.25472, "X3": 0.133, "Y3": 0.27204, "X4": 0.122, "Y4": 0.27204, "page": 0, "Index": 125}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.135, "Y1": 0.25492, "X2": 0.175, "Y2": 0.25472, "X3": 0.175, "Y3": 0.27204, "X4": 0.136, "Y4": 0.27204, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.178, "Y1": 0.25492, "X2": 0.2, "Y2": 0.25472, "X3": 0.2, "Y3": 0.27204, "X4": 0.178, "Y4": 0.27204, "page": 0, "Index": 127}, {"Word": "now", "Confidence": 0.993, "X1": 0.203, "Y1": 0.25357, "X2": 0.225, "Y2": 0.25337, "X3": 0.226, "Y3": 0.27204, "X4": 0.203, "Y4": 0.27204, "page": 0, "Index": 128}, {"Word": "devotes", "Confidence": 0.995, "X1": 0.23, "Y1": 0.25357, "X2": 0.274, "Y2": 0.25337, "X3": 0.274, "Y3": 0.27204, "X4": 0.23, "Y4": 0.27204, "page": 0, "Index": 129}, {"Word": "her", "Confidence": 0.998, "X1": 0.277, "Y1": 0.25357, "X2": 0.298, "Y2": 0.25337, "X3": 0.298, "Y3": 0.27204, "X4": 0.277, "Y4": 0.27204, "page": 0, "Index": 130}, {"Word": "life", "Confidence": 0.986, "X1": 0.301, "Y1": 0.25357, "X2": 0.323, "Y2": 0.25337, "X3": 0.323, "Y3": 0.27204, "X4": 0.301, "Y4": 0.27204, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.326, "Y1": 0.25357, "X2": 0.339, "Y2": 0.25337, "X3": 0.339, "Y3": 0.27204, "X4": 0.326, "Y4": 0.27204, "page": 0, "Index": 132}, {"Word": "teaching", "Confidence": 0.953, "X1": 0.342, "Y1": 0.25357, "X2": 0.392, "Y2": 0.25337, "X3": 0.392, "Y3": 0.27204, "X4": 0.342, "Y4": 0.27204, "page": 0, "Index": 133}, {"Word": "other", "Confidence": 0.996, "X1": 0.396, "Y1": 0.25357, "X2": 0.428, "Y2": 0.25337, "X3": 0.428, "Y3": 0.27204, "X4": 0.396, "Y4": 0.27204, "page": 0, "Index": 134}, {"Word": "laryngec-", "Confidence": 0.981, "X1": 0.431, "Y1": 0.25357, "X2": 0.488, "Y2": 0.25337, "X3": 0.488, "Y3": 0.27204, "X4": 0.431, "Y4": 0.27204, "page": 0, "Index": 135}, {"Word": "tomees", "Confidence": 0.95, "X1": 0.12, "Y1": 0.27378, "X2": 0.162, "Y2": 0.27358, "X3": 0.162, "Y3": 0.29225, "X4": 0.121, "Y4": 0.29225, "page": 0, "Index": 136}, {"Word": "how", "Confidence": 0.997, "X1": 0.165, "Y1": 0.27244, "X2": 0.188, "Y2": 0.27224, "X3": 0.188, "Y3": 0.29225, "X4": 0.165, "Y4": 0.29225, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.998, "X1": 0.195, "Y1": 0.27244, "X2": 0.209, "Y2": 0.27224, "X3": 0.209, "Y3": 0.29225, "X4": 0.195, "Y4": 0.29225, "page": 0, "Index": 138}, {"Word": "talk", "Confidence": 0.988, "X1": 0.212, "Y1": 0.27244, "X2": 0.237, "Y2": 0.27224, "X3": 0.237, "Y3": 0.29225, "X4": 0.212, "Y4": 0.29225, "page": 0, "Index": 139}, {"Word": "again", "Confidence": 0.955, "X1": 0.241, "Y1": 0.27244, "X2": 0.275, "Y2": 0.27224, "X3": 0.275, "Y3": 0.29091, "X4": 0.241, "Y4": 0.29225, "page": 0, "Index": 140}, {"Word": "through", "Confidence": 0.991, "X1": 0.279, "Y1": 0.27244, "X2": 0.327, "Y2": 0.27224, "X3": 0.327, "Y3": 0.29091, "X4": 0.279, "Y4": 0.29091, "page": 0, "Index": 141}, {"Word": "what", "Confidence": 0.989, "X1": 0.332, "Y1": 0.27244, "X2": 0.364, "Y2": 0.27224, "X3": 0.364, "Y3": 0.29091, "X4": 0.332, "Y4": 0.29091, "page": 0, "Index": 142}, {"Word": "is", "Confidence": 0.995, "X1": 0.367, "Y1": 0.27244, "X2": 0.38, "Y2": 0.27224, "X3": 0.38, "Y3": 0.29091, "X4": 0.367, "Y4": 0.29091, "page": 0, "Index": 143}, {"Word": "called", "Confidence": 0.365, "X1": 0.382, "Y1": 0.27244, "X2": 0.417, "Y2": 0.27224, "X3": 0.417, "Y3": 0.29091, "X4": 0.382, "Y4": 0.29091, "page": 0, "Index": 144}, {"Word": "esophageal", "Confidence": 0.619, "X1": 0.421, "Y1": 0.27244, "X2": 0.488, "Y2": 0.27224, "X3": 0.488, "Y3": 0.29091, "X4": 0.421, "Y4": 0.29091, "page": 0, "Index": 145}, {"Word": "speech.", "Confidence": 0.991, "X1": 0.122, "Y1": 0.294, "X2": 0.163, "Y2": 0.2938, "X3": 0.163, "Y3": 0.31112, "X4": 0.122, "Y4": 0.31112, "page": 0, "Index": 146}, {"Word": "One", "Confidence": 0.998, "X1": 0.165, "Y1": 0.29265, "X2": 0.187, "Y2": 0.29245, "X3": 0.187, "Y3": 0.30977, "X4": 0.165, "Y4": 0.31112, "page": 0, "Index": 147}, {"Word": "of", "Confidence": 0.998, "X1": 0.189, "Y1": 0.29265, "X2": 0.202, "Y2": 0.29245, "X3": 0.202, "Y3": 0.30977, "X4": 0.189, "Y4": 0.30977, "page": 0, "Index": 148}, {"Word": "her", "Confidence": 0.998, "X1": 0.205, "Y1": 0.29265, "X2": 0.224, "Y2": 0.29245, "X3": 0.224, "Y3": 0.30977, "X4": 0.205, "Y4": 0.30977, "page": 0, "Index": 149}, {"Word": "current", "Confidence": 0.955, "X1": 0.226, "Y1": 0.29265, "X2": 0.269, "Y2": 0.29245, "X3": 0.269, "Y3": 0.30977, "X4": 0.226, "Y4": 0.30977, "page": 0, "Index": 150}, {"Word": "pupils,", "Confidence": 0.942, "X1": 0.272, "Y1": 0.29131, "X2": 0.311, "Y2": 0.29111, "X3": 0.311, "Y3": 0.30977, "X4": 0.272, "Y4": 0.30977, "page": 0, "Index": 151}, {"Word": "columnist", "Confidence": 0.932, "X1": 0.313, "Y1": 0.29131, "X2": 0.369, "Y2": 0.29111, "X3": 0.369, "Y3": 0.30977, "X4": 0.313, "Y4": 0.30977, "page": 0, "Index": 152}, {"Word": "Bill", "Confidence": 0.991, "X1": 0.372, "Y1": 0.29131, "X2": 0.394, "Y2": 0.29111, "X3": 0.394, "Y3": 0.30843, "X4": 0.372, "Y4": 0.30977, "page": 0, "Index": 153}, {"Word": "Cunningham", "Confidence": 0.883, "X1": 0.397, "Y1": 0.29131, "X2": 0.466, "Y2": 0.29111, "X3": 0.466, "Y3": 0.30977, "X4": 0.397, "Y4": 0.30843, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.998, "X1": 0.473, "Y1": 0.29131, "X2": 0.487, "Y2": 0.29111, "X3": 0.487, "Y3": 0.30977, "X4": 0.472, "Y4": 0.30977, "page": 0, "Index": 155}, {"Word": "The", "Confidence": 0.994, "X1": 0.121, "Y1": 0.31017, "X2": 0.141, "Y2": 0.30997, "X3": 0.142, "Y3": 0.32864, "X4": 0.121, "Y4": 0.32864, "page": 0, "Index": 156}, {"Word": "Boston", "Confidence": 0.933, "X1": 0.144, "Y1": 0.31017, "X2": 0.184, "Y2": 0.30997, "X3": 0.184, "Y3": 0.32864, "X4": 0.144, "Y4": 0.32864, "page": 0, "Index": 157}, {"Word": "Herald,", "Confidence": 0.606, "X1": 0.187, "Y1": 0.31017, "X2": 0.23, "Y2": 0.30997, "X3": 0.23, "Y3": 0.32864, "X4": 0.187, "Y4": 0.32864, "page": 0, "Index": 158}, {"Word": "describes", "Confidence": 0.815, "X1": 0.233, "Y1": 0.31017, "X2": 0.285, "Y2": 0.30997, "X3": 0.285, "Y3": 0.32864, "X4": 0.233, "Y4": 0.32864, "page": 0, "Index": 159}, {"Word": "her", "Confidence": 0.997, "X1": 0.288, "Y1": 0.31017, "X2": 0.306, "Y2": 0.30997, "X3": 0.306, "Y3": 0.32999, "X4": 0.288, "Y4": 0.32999, "page": 0, "Index": 160}, {"Word": "as", "Confidence": 0.998, "X1": 0.309, "Y1": 0.31017, "X2": 0.322, "Y2": 0.30997, "X3": 0.322, "Y3": 0.32999, "X4": 0.309, "Y4": 0.32999, "page": 0, "Index": 161}, {"Word": "\"the", "Confidence": 0.865, "X1": 0.325, "Y1": 0.31017, "X2": 0.349, "Y2": 0.30997, "X3": 0.349, "Y3": 0.32999, "X4": 0.325, "Y4": 0.32999, "page": 0, "Index": 162}, {"Word": "most", "Confidence": 0.934, "X1": 0.352, "Y1": 0.31152, "X2": 0.38, "Y2": 0.31132, "X3": 0.38, "Y3": 0.32999, "X4": 0.352, "Y4": 0.32999, "page": 0, "Index": 163}, {"Word": "dedicated,", "Confidence": 0.635, "X1": 0.383, "Y1": 0.31017, "X2": 0.44, "Y2": 0.30997, "X3": 0.44, "Y3": 0.32999, "X4": 0.383, "Y4": 0.32999, "page": 0, "Index": 164}, {"Word": "selfless,", "Confidence": 0.609, "X1": 0.443, "Y1": 0.31017, "X2": 0.489, "Y2": 0.30997, "X3": 0.489, "Y3": 0.32999, "X4": 0.442, "Y4": 0.32999, "page": 0, "Index": 165}, {"Word": "but", "Confidence": 0.998, "X1": 0.227, "Y1": 0.33174, "X2": 0.248, "Y2": 0.33154, "X3": 0.247, "Y3": 0.34751, "X4": 0.227, "Y4": 0.34886, "page": 0, "Index": 166}, {"Word": "still", "Confidence": 0.991, "X1": 0.25, "Y1": 0.33039, "X2": 0.274, "Y2": 0.33019, "X3": 0.273, "Y3": 0.34751, "X4": 0.25, "Y4": 0.34751, "page": 0, "Index": 167}, {"Word": "compassionate", "Confidence": 0.765, "X1": 0.276, "Y1": 0.33174, "X2": 0.361, "Y2": 0.33154, "X3": 0.36, "Y3": 0.34751, "X4": 0.276, "Y4": 0.34751, "page": 0, "Index": 168}, {"Word": "woman,\"", "Confidence": 0.667, "X1": 0.364, "Y1": 0.33174, "X2": 0.415, "Y2": 0.33154, "X3": 0.414, "Y3": 0.34751, "X4": 0.363, "Y4": 0.34751, "page": 0, "Index": 169}, {"Word": "tireless,", "Confidence": 0.944, "X1": 0.124, "Y1": 0.33174, "X2": 0.169, "Y2": 0.33154, "X3": 0.168, "Y3": 0.34886, "X4": 0.124, "Y4": 0.34886, "page": 0, "Index": 170}, {"Word": "exacting,", "Confidence": 0.876, "X1": 0.171, "Y1": 0.33174, "X2": 0.225, "Y2": 0.33154, "X3": 0.224, "Y3": 0.34886, "X4": 0.171, "Y4": 0.34886, "page": 0, "Index": 171}, {"Word": "ex-", "Confidence": 0.998, "X1": 0.467, "Y1": 0.34926, "X2": 0.488, "Y2": 0.34906, "X3": 0.488, "Y3": 0.36772, "X4": 0.467, "Y4": 0.36907, "page": 0, "Index": 172}, {"Word": "Vitally", "Confidence": 0.991, "X1": 0.136, "Y1": 0.34926, "X2": 0.176, "Y2": 0.34906, "X3": 0.177, "Y3": 0.36907, "X4": 0.136, "Y4": 0.36907, "page": 0, "Index": 173}, {"Word": "important", "Confidence": 0.994, "X1": 0.18, "Y1": 0.34926, "X2": 0.24, "Y2": 0.34906, "X3": 0.24, "Y3": 0.36907, "X4": 0.18, "Y4": 0.36907, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.998, "X1": 0.242, "Y1": 0.34926, "X2": 0.256, "Y2": 0.34906, "X3": 0.257, "Y3": 0.36907, "X4": 0.243, "Y4": 0.36907, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.26, "Y1": 0.34926, "X2": 0.281, "Y2": 0.34906, "X3": 0.281, "Y3": 0.36907, "X4": 0.26, "Y4": 0.36907, "page": 0, "Index": 176}, {"Word": "attack", "Confidence": 0.902, "X1": 0.283, "Y1": 0.34926, "X2": 0.321, "Y2": 0.34906, "X3": 0.321, "Y3": 0.36907, "X4": 0.284, "Y4": 0.36907, "page": 0, "Index": 177}, {"Word": "on", "Confidence": 0.998, "X1": 0.324, "Y1": 0.34926, "X2": 0.339, "Y2": 0.34906, "X3": 0.339, "Y3": 0.36907, "X4": 0.324, "Y4": 0.36907, "page": 0, "Index": 178}, {"Word": "cancer", "Confidence": 0.882, "X1": 0.343, "Y1": 0.34926, "X2": 0.383, "Y2": 0.34906, "X3": 0.383, "Y3": 0.36907, "X4": 0.344, "Y4": 0.36907, "page": 0, "Index": 179}, {"Word": "has", "Confidence": 0.998, "X1": 0.386, "Y1": 0.34926, "X2": 0.408, "Y2": 0.34906, "X3": 0.408, "Y3": 0.36907, "X4": 0.386, "Y4": 0.36907, "page": 0, "Index": 180}, {"Word": "been", "Confidence": 0.988, "X1": 0.411, "Y1": 0.34926, "X2": 0.439, "Y2": 0.34906, "X3": 0.439, "Y3": 0.36907, "X4": 0.411, "Y4": 0.36907, "page": 0, "Index": 181}, {"Word": "the", "Confidence": 0.998, "X1": 0.444, "Y1": 0.34926, "X2": 0.464, "Y2": 0.34906, "X3": 0.464, "Y3": 0.36907, "X4": 0.444, "Y4": 0.36907, "page": 0, "Index": 182}, {"Word": "scientists", "Confidence": 0.944, "X1": 0.361, "Y1": 0.36947, "X2": 0.417, "Y2": 0.36927, "X3": 0.417, "Y3": 0.38794, "X4": 0.36, "Y4": 0.38929, "page": 0, "Index": 183}, {"Word": "working", "Confidence": 0.997, "X1": 0.42, "Y1": 0.36947, "X2": 0.47, "Y2": 0.36927, "X3": 0.47, "Y3": 0.38794, "X4": 0.42, "Y4": 0.38794, "page": 0, "Index": 184}, {"Word": "in", "Confidence": 0.998, "X1": 0.473, "Y1": 0.36947, "X2": 0.487, "Y2": 0.36927, "X3": 0.487, "Y3": 0.38659, "X4": 0.473, "Y4": 0.38794, "page": 0, "Index": 185}, {"Word": "panding", "Confidence": 0.996, "X1": 0.121, "Y1": 0.37082, "X2": 0.169, "Y2": 0.37062, "X3": 0.169, "Y3": 0.38929, "X4": 0.121, "Y4": 0.38929, "page": 0, "Index": 186}, {"Word": "program", "Confidence": 0.995, "X1": 0.172, "Y1": 0.37082, "X2": 0.22, "Y2": 0.37062, "X3": 0.22, "Y3": 0.38929, "X4": 0.172, "Y4": 0.38929, "page": 0, "Index": 187}, {"Word": "of", "Confidence": 0.998, "X1": 0.227, "Y1": 0.36947, "X2": 0.241, "Y2": 0.36927, "X3": 0.241, "Y3": 0.38929, "X4": 0.227, "Y4": 0.38929, "page": 0, "Index": 188}, {"Word": "cancer", "Confidence": 0.96, "X1": 0.244, "Y1": 0.36947, "X2": 0.284, "Y2": 0.36927, "X3": 0.284, "Y3": 0.38929, "X4": 0.244, "Y4": 0.38929, "page": 0, "Index": 189}, {"Word": "research", "Confidence": 0.927, "X1": 0.287, "Y1": 0.36947, "X2": 0.338, "Y2": 0.36927, "X3": 0.337, "Y3": 0.38929, "X4": 0.287, "Y4": 0.38929, "page": 0, "Index": 190}, {"Word": "by", "Confidence": 0.998, "X1": 0.341, "Y1": 0.36947, "X2": 0.358, "Y2": 0.36927, "X3": 0.357, "Y3": 0.38929, "X4": 0.341, "Y4": 0.38929, "page": 0, "Index": 191}, {"Word": "research", "Confidence": 0.642, "X1": 0.198, "Y1": 0.38969, "X2": 0.248, "Y2": 0.38949, "X3": 0.248, "Y3": 0.40681, "X4": 0.199, "Y4": 0.40816, "page": 0, "Index": 192}, {"Word": "institutes", "Confidence": 0.991, "X1": 0.254, "Y1": 0.38834, "X2": 0.312, "Y2": 0.38814, "X3": 0.312, "Y3": 0.40681, "X4": 0.254, "Y4": 0.40681, "page": 0, "Index": 193}, {"Word": "and", "Confidence": 0.998, "X1": 0.315, "Y1": 0.38834, "X2": 0.337, "Y2": 0.38814, "X3": 0.337, "Y3": 0.40681, "X4": 0.315, "Y4": 0.40681, "page": 0, "Index": 194}, {"Word": "hospitals.", "Confidence": 0.604, "X1": 0.343, "Y1": 0.38834, "X2": 0.402, "Y2": 0.38814, "X3": 0.403, "Y3": 0.40681, "X4": 0.343, "Y4": 0.40681, "page": 0, "Index": 195}, {"Word": "This", "Confidence": 0.988, "X1": 0.405, "Y1": 0.38834, "X2": 0.433, "Y2": 0.38814, "X3": 0.433, "Y3": 0.40681, "X4": 0.405, "Y4": 0.40681, "page": 0, "Index": 196}, {"Word": "research", "Confidence": 0.668, "X1": 0.437, "Y1": 0.38834, "X2": 0.486, "Y2": 0.38814, "X3": 0.486, "Y3": 0.40681, "X4": 0.437, "Y4": 0.40681, "page": 0, "Index": 197}, {"Word": "universities,", "Confidence": 0.417, "X1": 0.122, "Y1": 0.38969, "X2": 0.196, "Y2": 0.38949, "X3": 0.196, "Y3": 0.40816, "X4": 0.122, "Y4": 0.40816, "page": 0, "Index": 198}, {"Word": "is", "Confidence": 0.995, "X1": 0.123, "Y1": 0.4099, "X2": 0.134, "Y2": 0.4097, "X3": 0.134, "Y3": 0.42702, "X4": 0.123, "Y4": 0.42702, "page": 0, "Index": 199}, {"Word": "directly", "Confidence": 0.932, "X1": 0.139, "Y1": 0.40856, "X2": 0.185, "Y2": 0.40836, "X3": 0.185, "Y3": 0.42702, "X4": 0.139, "Y4": 0.42702, "page": 0, "Index": 200}, {"Word": "supported", "Confidence": 0.967, "X1": 0.189, "Y1": 0.40856, "X2": 0.249, "Y2": 0.40836, "X3": 0.248, "Y3": 0.42702, "X4": 0.189, "Y4": 0.42702, "page": 0, "Index": 201}, {"Word": "by", "Confidence": 0.997, "X1": 0.254, "Y1": 0.40721, "X2": 0.27, "Y2": 0.40701, "X3": 0.27, "Y3": 0.42702, "X4": 0.253, "Y4": 0.42702, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.275, "Y1": 0.40721, "X2": 0.296, "Y2": 0.40701, "X3": 0.296, "Y3": 0.42702, "X4": 0.275, "Y4": 0.42702, "page": 0, "Index": 203}, {"Word": "National", "Confidence": 0.672, "X1": 0.302, "Y1": 0.40721, "X2": 0.356, "Y2": 0.40701, "X3": 0.355, "Y3": 0.42702, "X4": 0.302, "Y4": 0.42702, "page": 0, "Index": 204}, {"Word": "Cancer", "Confidence": 0.995, "X1": 0.359, "Y1": 0.40721, "X2": 0.402, "Y2": 0.40701, "X3": 0.402, "Y3": 0.42568, "X4": 0.358, "Y4": 0.42702, "page": 0, "Index": 205}, {"Word": "Institute,", "Confidence": 0.991, "X1": 0.406, "Y1": 0.40721, "X2": 0.465, "Y2": 0.40701, "X3": 0.464, "Y3": 0.42568, "X4": 0.405, "Y4": 0.42568, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.467, "Y1": 0.40721, "X2": 0.488, "Y2": 0.40701, "X3": 0.488, "Y3": 0.42568, "X4": 0.467, "Y4": 0.42568, "page": 0, "Index": 207}, {"Word": "American", "Confidence": 0.991, "X1": 0.122, "Y1": 0.42742, "X2": 0.178, "Y2": 0.42722, "X3": 0.178, "Y3": 0.44724, "X4": 0.122, "Y4": 0.44724, "page": 0, "Index": 208}, {"Word": "Cancer", "Confidence": 0.991, "X1": 0.181, "Y1": 0.42742, "X2": 0.221, "Y2": 0.42722, "X3": 0.22, "Y3": 0.44589, "X4": 0.181, "Y4": 0.44724, "page": 0, "Index": 209}, {"Word": "Society,", "Confidence": 0.959, "X1": 0.223, "Y1": 0.42742, "X2": 0.269, "Y2": 0.42722, "X3": 0.268, "Y3": 0.44589, "X4": 0.223, "Y4": 0.44589, "page": 0, "Index": 210}, {"Word": "and", "Confidence": 0.998, "X1": 0.272, "Y1": 0.42742, "X2": 0.293, "Y2": 0.42722, "X3": 0.292, "Y3": 0.44589, "X4": 0.271, "Y4": 0.44589, "page": 0, "Index": 211}, {"Word": "other", "Confidence": 0.964, "X1": 0.296, "Y1": 0.42742, "X2": 0.325, "Y2": 0.42722, "X3": 0.325, "Y3": 0.44589, "X4": 0.295, "Y4": 0.44589, "page": 0, "Index": 212}, {"Word": "organizations.", "Confidence": 0.853, "X1": 0.328, "Y1": 0.42608, "X2": 0.411, "Y2": 0.42588, "X3": 0.411, "Y3": 0.44589, "X4": 0.328, "Y4": 0.44589, "page": 0, "Index": 213}, {"Word": "For", "Confidence": 0.998, "X1": 0.414, "Y1": 0.42608, "X2": 0.436, "Y2": 0.42588, "X3": 0.436, "Y3": 0.44589, "X4": 0.413, "Y4": 0.44589, "page": 0, "Index": 214}, {"Word": "1945-46,", "Confidence": 0.799, "X1": 0.439, "Y1": 0.42608, "X2": 0.488, "Y2": 0.42588, "X3": 0.488, "Y3": 0.44589, "X4": 0.438, "Y4": 0.44589, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.996, "X1": 0.123, "Y1": 0.44629, "X2": 0.142, "Y2": 0.44609, "X3": 0.142, "Y3": 0.46476, "X4": 0.123, "Y4": 0.46476, "page": 0, "Index": 216}, {"Word": "Congress", "Confidence": 0.945, "X1": 0.145, "Y1": 0.44629, "X2": 0.201, "Y2": 0.44609, "X3": 0.2, "Y3": 0.46476, "X4": 0.145, "Y4": 0.46476, "page": 0, "Index": 217}, {"Word": "of", "Confidence": 0.998, "X1": 0.204, "Y1": 0.44629, "X2": 0.219, "Y2": 0.44609, "X3": 0.219, "Y3": 0.46476, "X4": 0.203, "Y4": 0.46476, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.998, "X1": 0.222, "Y1": 0.44629, "X2": 0.243, "Y2": 0.44609, "X3": 0.242, "Y3": 0.46476, "X4": 0.222, "Y4": 0.46476, "page": 0, "Index": 219}, {"Word": "United", "Confidence": 0.995, "X1": 0.247, "Y1": 0.44629, "X2": 0.287, "Y2": 0.44609, "X3": 0.286, "Y3": 0.46476, "X4": 0.246, "Y4": 0.46476, "page": 0, "Index": 220}, {"Word": "States", "Confidence": 0.991, "X1": 0.291, "Y1": 0.44629, "X2": 0.331, "Y2": 0.44609, "X3": 0.33, "Y3": 0.46476, "X4": 0.291, "Y4": 0.46476, "page": 0, "Index": 221}, {"Word": "gave", "Confidence": 0.988, "X1": 0.334, "Y1": 0.44629, "X2": 0.363, "Y2": 0.44609, "X3": 0.362, "Y3": 0.46476, "X4": 0.333, "Y4": 0.46476, "page": 0, "Index": 222}, {"Word": "the", "Confidence": 0.885, "X1": 0.366, "Y1": 0.44629, "X2": 0.387, "Y2": 0.44609, "X3": 0.386, "Y3": 0.46476, "X4": 0.365, "Y4": 0.46476, "page": 0, "Index": 223}, {"Word": "National", "Confidence": 0.851, "X1": 0.39, "Y1": 0.44629, "X2": 0.444, "Y2": 0.44609, "X3": 0.443, "Y3": 0.46476, "X4": 0.39, "Y4": 0.46476, "page": 0, "Index": 224}, {"Word": "Cancer", "Confidence": 0.964, "X1": 0.446, "Y1": 0.44629, "X2": 0.489, "Y2": 0.44609, "X3": 0.489, "Y3": 0.46476, "X4": 0.446, "Y4": 0.46476, "page": 0, "Index": 225}, {"Word": "Institute", "Confidence": 0.991, "X1": 0.123, "Y1": 0.46651, "X2": 0.175, "Y2": 0.46631, "X3": 0.175, "Y3": 0.48228, "X4": 0.123, "Y4": 0.48228, "page": 0, "Index": 226}, {"Word": "$561,000.", "Confidence": 0.909, "X1": 0.18, "Y1": 0.46516, "X2": 0.237, "Y2": 0.46496, "X3": 0.237, "Y3": 0.48363, "X4": 0.18, "Y4": 0.48228, "page": 0, "Index": 227}, {"Word": "For", "Confidence": 0.998, "X1": 0.24, "Y1": 0.46516, "X2": 0.264, "Y2": 0.46496, "X3": 0.264, "Y3": 0.48363, "X4": 0.24, "Y4": 0.48363, "page": 0, "Index": 228}, {"Word": "1959-60,", "Confidence": 0.887, "X1": 0.268, "Y1": 0.46516, "X2": 0.319, "Y2": 0.46496, "X3": 0.319, "Y3": 0.48363, "X4": 0.268, "Y4": 0.48363, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.998, "X1": 0.322, "Y1": 0.46516, "X2": 0.342, "Y2": 0.46496, "X3": 0.342, "Y3": 0.48363, "X4": 0.322, "Y4": 0.48363, "page": 0, "Index": 230}, {"Word": "figure", "Confidence": 0.995, "X1": 0.347, "Y1": 0.46516, "X2": 0.382, "Y2": 0.46496, "X3": 0.382, "Y3": 0.48363, "X4": 0.347, "Y4": 0.48363, "page": 0, "Index": 231}, {"Word": "was", "Confidence": 0.994, "X1": 0.388, "Y1": 0.46516, "X2": 0.411, "Y2": 0.46496, "X3": 0.412, "Y3": 0.48363, "X4": 0.388, "Y4": 0.48363, "page": 0, "Index": 232}, {"Word": "$91,000,000.", "Confidence": 0.815, "X1": 0.417, "Y1": 0.46516, "X2": 0.487, "Y2": 0.46496, "X3": 0.487, "Y3": 0.48228, "X4": 0.417, "Y4": 0.48363, "page": 0, "Index": 233}, {"Word": "Think", "Confidence": 0.994, "X1": 0.124, "Y1": 0.48403, "X2": 0.158, "Y2": 0.48383, "X3": 0.158, "Y3": 0.50115, "X4": 0.125, "Y4": 0.50115, "page": 0, "Index": 234}, {"Word": "of", "Confidence": 0.997, "X1": 0.16, "Y1": 0.48403, "X2": 0.175, "Y2": 0.48383, "X3": 0.175, "Y3": 0.50115, "X4": 0.161, "Y4": 0.50115, "page": 0, "Index": 235}, {"Word": "what", "Confidence": 0.979, "X1": 0.177, "Y1": 0.48403, "X2": 0.206, "Y2": 0.48383, "X3": 0.206, "Y3": 0.50115, "X4": 0.177, "Y4": 0.50115, "page": 0, "Index": 236}, {"Word": "this", "Confidence": 0.988, "X1": 0.209, "Y1": 0.48403, "X2": 0.233, "Y2": 0.48383, "X3": 0.233, "Y3": 0.50115, "X4": 0.209, "Y4": 0.50115, "page": 0, "Index": 237}, {"Word": "prodigious", "Confidence": 0.991, "X1": 0.236, "Y1": 0.48403, "X2": 0.299, "Y2": 0.48383, "X3": 0.299, "Y3": 0.50115, "X4": 0.236, "Y4": 0.50115, "page": 0, "Index": 238}, {"Word": "increase", "Confidence": 0.812, "X1": 0.302, "Y1": 0.48403, "X2": 0.35, "Y2": 0.48383, "X3": 0.35, "Y3": 0.50115, "X4": 0.302, "Y4": 0.50115, "page": 0, "Index": 239}, {"Word": "means!", "Confidence": 0.968, "X1": 0.353, "Y1": 0.48403, "X2": 0.398, "Y2": 0.48383, "X3": 0.398, "Y3": 0.50115, "X4": 0.352, "Y4": 0.50115, "page": 0, "Index": 240}, {"Word": "The", "Confidence": 0.998, "X1": 0.401, "Y1": 0.48403, "X2": 0.423, "Y2": 0.48383, "X3": 0.423, "Y3": 0.50115, "X4": 0.401, "Y4": 0.50115, "page": 0, "Index": 241}, {"Word": "nation", "Confidence": 0.996, "X1": 0.425, "Y1": 0.48538, "X2": 0.463, "Y2": 0.48518, "X3": 0.462, "Y3": 0.50115, "X4": 0.425, "Y4": 0.50115, "page": 0, "Index": 242}, {"Word": "has", "Confidence": 0.998, "X1": 0.466, "Y1": 0.48538, "X2": 0.489, "Y2": 0.48518, "X3": 0.488, "Y3": 0.4998, "X4": 0.466, "Y4": 0.50115, "page": 0, "Index": 243}, {"Word": "become", "Confidence": 0.991, "X1": 0.124, "Y1": 0.50424, "X2": 0.165, "Y2": 0.50404, "X3": 0.164, "Y3": 0.52002, "X4": 0.123, "Y4": 0.52002, "page": 0, "Index": 244}, {"Word": "aroused", "Confidence": 0.793, "X1": 0.167, "Y1": 0.50424, "X2": 0.212, "Y2": 0.50404, "X3": 0.211, "Y3": 0.52002, "X4": 0.166, "Y4": 0.52002, "page": 0, "Index": 245}, {"Word": "to", "Confidence": 0.997, "X1": 0.214, "Y1": 0.5029, "X2": 0.227, "Y2": 0.5027, "X3": 0.226, "Y3": 0.52002, "X4": 0.214, "Y4": 0.52002, "page": 0, "Index": 246}, {"Word": "the", "Confidence": 0.998, "X1": 0.229, "Y1": 0.5029, "X2": 0.248, "Y2": 0.5027, "X3": 0.247, "Y3": 0.52002, "X4": 0.229, "Y4": 0.52002, "page": 0, "Index": 247}, {"Word": "need", "Confidence": 0.806, "X1": 0.25, "Y1": 0.5029, "X2": 0.277, "Y2": 0.5027, "X3": 0.277, "Y3": 0.52002, "X4": 0.25, "Y4": 0.52002, "page": 0, "Index": 248}, {"Word": "of", "Confidence": 0.998, "X1": 0.28, "Y1": 0.5029, "X2": 0.293, "Y2": 0.5027, "X3": 0.293, "Y3": 0.52002, "X4": 0.279, "Y4": 0.52002, "page": 0, "Index": 249}, {"Word": "striking", "Confidence": 0.995, "X1": 0.295, "Y1": 0.5029, "X2": 0.342, "Y2": 0.5027, "X3": 0.341, "Y3": 0.52002, "X4": 0.295, "Y4": 0.52002, "page": 0, "Index": 250}, {"Word": "at", "Confidence": 0.998, "X1": 0.345, "Y1": 0.5029, "X2": 0.358, "Y2": 0.5027, "X3": 0.357, "Y3": 0.52002, "X4": 0.345, "Y4": 0.52002, "page": 0, "Index": 251}, {"Word": "cancer", "Confidence": 0.968, "X1": 0.36, "Y1": 0.5029, "X2": 0.398, "Y2": 0.5027, "X3": 0.398, "Y3": 0.52002, "X4": 0.36, "Y4": 0.52002, "page": 0, "Index": 252}, {"Word": "from", "Confidence": 0.989, "X1": 0.401, "Y1": 0.50424, "X2": 0.426, "Y2": 0.50404, "X3": 0.426, "Y3": 0.52002, "X4": 0.401, "Y4": 0.52002, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.433, "Y1": 0.50424, "X2": 0.451, "Y2": 0.50404, "X3": 0.451, "Y3": 0.52002, "X4": 0.433, "Y4": 0.52002, "page": 0, "Index": 254}, {"Word": "roots.", "Confidence": 0.811, "X1": 0.453, "Y1": 0.50424, "X2": 0.488, "Y2": 0.50404, "X3": 0.489, "Y3": 0.52002, "X4": 0.453, "Y4": 0.52002, "page": 0, "Index": 255}, {"Word": "several", "Confidence": 0.87, "X1": 0.161, "Y1": 0.52176, "X2": 0.204, "Y2": 0.52156, "X3": 0.204, "Y3": 0.53754, "X4": 0.161, "Y4": 0.53888, "page": 0, "Index": 256}, {"Word": "hundred", "Confidence": 0.996, "X1": 0.206, "Y1": 0.52176, "X2": 0.255, "Y2": 0.52156, "X3": 0.255, "Y3": 0.53754, "X4": 0.207, "Y4": 0.53754, "page": 0, "Index": 257}, {"Word": "grants", "Confidence": 0.997, "X1": 0.258, "Y1": 0.52176, "X2": 0.298, "Y2": 0.52156, "X3": 0.298, "Y3": 0.53754, "X4": 0.258, "Y4": 0.53754, "page": 0, "Index": 258}, {"Word": "of", "Confidence": 0.992, "X1": 0.301, "Y1": 0.52176, "X2": 0.314, "Y2": 0.52156, "X3": 0.314, "Y3": 0.53754, "X4": 0.301, "Y4": 0.53754, "page": 0, "Index": 259}, {"Word": "the", "Confidence": 0.998, "X1": 0.317, "Y1": 0.52176, "X2": 0.336, "Y2": 0.52156, "X3": 0.336, "Y3": 0.53754, "X4": 0.317, "Y4": 0.53754, "page": 0, "Index": 260}, {"Word": "American", "Confidence": 0.941, "X1": 0.341, "Y1": 0.52176, "X2": 0.396, "Y2": 0.52156, "X3": 0.396, "Y3": 0.53754, "X4": 0.34, "Y4": 0.53754, "page": 0, "Index": 261}, {"Word": "The", "Confidence": 0.994, "X1": 0.138, "Y1": 0.52176, "X2": 0.159, "Y2": 0.52156, "X3": 0.159, "Y3": 0.53888, "X4": 0.138, "Y4": 0.53888, "page": 0, "Index": 262}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.4, "Y1": 0.52311, "X2": 0.442, "Y2": 0.52291, "X3": 0.441, "Y3": 0.53888, "X4": 0.399, "Y4": 0.53754, "page": 0, "Index": 263}, {"Word": "Society", "Confidence": 0.991, "X1": 0.445, "Y1": 0.52311, "X2": 0.488, "Y2": 0.52291, "X3": 0.488, "Y3": 0.53888, "X4": 0.445, "Y4": 0.53888, "page": 0, "Index": 264}, {"Word": "support", "Confidence": 0.993, "X1": 0.123, "Y1": 0.54063, "X2": 0.169, "Y2": 0.54043, "X3": 0.169, "Y3": 0.5591, "X4": 0.123, "Y4": 0.5591, "page": 0, "Index": 265}, {"Word": "research", "Confidence": 0.614, "X1": 0.172, "Y1": 0.54063, "X2": 0.222, "Y2": 0.54043, "X3": 0.222, "Y3": 0.5591, "X4": 0.172, "Y4": 0.5591, "page": 0, "Index": 266}, {"Word": "concerning", "Confidence": 0.991, "X1": 0.226, "Y1": 0.54063, "X2": 0.29, "Y2": 0.54043, "X3": 0.29, "Y3": 0.5591, "X4": 0.226, "Y4": 0.5591, "page": 0, "Index": 267}, {"Word": "the", "Confidence": 0.998, "X1": 0.295, "Y1": 0.54063, "X2": 0.315, "Y2": 0.54043, "X3": 0.315, "Y3": 0.5591, "X4": 0.295, "Y4": 0.5591, "page": 0, "Index": 268}, {"Word": "causes", "Confidence": 0.996, "X1": 0.318, "Y1": 0.54063, "X2": 0.358, "Y2": 0.54043, "X3": 0.358, "Y3": 0.5591, "X4": 0.318, "Y4": 0.5591, "page": 0, "Index": 269}, {"Word": "of", "Confidence": 0.998, "X1": 0.361, "Y1": 0.53928, "X2": 0.376, "Y2": 0.53908, "X3": 0.376, "Y3": 0.5591, "X4": 0.361, "Y4": 0.5591, "page": 0, "Index": 270}, {"Word": "cancer,", "Confidence": 0.934, "X1": 0.379, "Y1": 0.53928, "X2": 0.422, "Y2": 0.53908, "X3": 0.422, "Y3": 0.5591, "X4": 0.379, "Y4": 0.5591, "page": 0, "Index": 271}, {"Word": "its", "Confidence": 0.97, "X1": 0.425, "Y1": 0.53928, "X2": 0.442, "Y2": 0.53908, "X3": 0.442, "Y3": 0.5591, "X4": 0.425, "Y4": 0.5591, "page": 0, "Index": 272}, {"Word": "nature,", "Confidence": 0.923, "X1": 0.445, "Y1": 0.53928, "X2": 0.489, "Y2": 0.53908, "X3": 0.489, "Y3": 0.5591, "X4": 0.445, "Y4": 0.5591, "page": 0, "Index": 273}, {"Word": "prevention,", "Confidence": 0.603, "X1": 0.122, "Y1": 0.5595, "X2": 0.189, "Y2": 0.5593, "X3": 0.189, "Y3": 0.57797, "X4": 0.123, "Y4": 0.57931, "page": 0, "Index": 274}, {"Word": "and", "Confidence": 0.998, "X1": 0.191, "Y1": 0.5595, "X2": 0.213, "Y2": 0.5593, "X3": 0.214, "Y3": 0.57797, "X4": 0.192, "Y4": 0.57797, "page": 0, "Index": 275}, {"Word": "cure,", "Confidence": 0.991, "X1": 0.216, "Y1": 0.5595, "X2": 0.247, "Y2": 0.5593, "X3": 0.247, "Y3": 0.57797, "X4": 0.217, "Y4": 0.57797, "page": 0, "Index": 276}, {"Word": "and", "Confidence": 0.998, "X1": 0.249, "Y1": 0.5595, "X2": 0.271, "Y2": 0.5593, "X3": 0.272, "Y3": 0.57797, "X4": 0.25, "Y4": 0.57797, "page": 0, "Index": 277}, {"Word": "cover", "Confidence": 0.996, "X1": 0.274, "Y1": 0.55815, "X2": 0.307, "Y2": 0.55795, "X3": 0.307, "Y3": 0.57797, "X4": 0.275, "Y4": 0.57797, "page": 0, "Index": 278}, {"Word": "work", "Confidence": 0.982, "X1": 0.309, "Y1": 0.55815, "X2": 0.34, "Y2": 0.55795, "X3": 0.341, "Y3": 0.57797, "X4": 0.31, "Y4": 0.57797, "page": 0, "Index": 279}, {"Word": "in", "Confidence": 0.998, "X1": 0.343, "Y1": 0.55815, "X2": 0.356, "Y2": 0.55795, "X3": 0.357, "Y3": 0.57797, "X4": 0.344, "Y4": 0.57797, "page": 0, "Index": 280}, {"Word": "the", "Confidence": 0.998, "X1": 0.36, "Y1": 0.55815, "X2": 0.38, "Y2": 0.55795, "X3": 0.381, "Y3": 0.57797, "X4": 0.361, "Y4": 0.57797, "page": 0, "Index": 281}, {"Word": "whole", "Confidence": 0.996, "X1": 0.383, "Y1": 0.5595, "X2": 0.417, "Y2": 0.5593, "X3": 0.418, "Y3": 0.57797, "X4": 0.384, "Y4": 0.57797, "page": 0, "Index": 282}, {"Word": "broad", "Confidence": 0.953, "X1": 0.42, "Y1": 0.5595, "X2": 0.454, "Y2": 0.5593, "X3": 0.454, "Y3": 0.57797, "X4": 0.42, "Y4": 0.57797, "page": 0, "Index": 283}, {"Word": "spec-", "Confidence": 0.894, "X1": 0.457, "Y1": 0.5595, "X2": 0.489, "Y2": 0.5593, "X3": 0.49, "Y3": 0.57797, "X4": 0.457, "Y4": 0.57797, "page": 0, "Index": 284}, {"Word": "trum", "Confidence": 0.994, "X1": 0.124, "Y1": 0.57837, "X2": 0.15, "Y2": 0.57817, "X3": 0.151, "Y3": 0.59684, "X4": 0.124, "Y4": 0.59684, "page": 0, "Index": 285}, {"Word": "of", "Confidence": 0.998, "X1": 0.158, "Y1": 0.57837, "X2": 0.174, "Y2": 0.57817, "X3": 0.175, "Y3": 0.59684, "X4": 0.159, "Y4": 0.59684, "page": 0, "Index": 286}, {"Word": "science", "Confidence": 0.932, "X1": 0.178, "Y1": 0.57837, "X2": 0.219, "Y2": 0.57817, "X3": 0.219, "Y3": 0.59684, "X4": 0.179, "Y4": 0.59684, "page": 0, "Index": 287}, {"Word": "-", "Confidence": 0.991, "X1": 0.222, "Y1": 0.57837, "X2": 0.23, "Y2": 0.57817, "X3": 0.23, "Y3": 0.59684, "X4": 0.222, "Y4": 0.59684, "page": 0, "Index": 288}, {"Word": "biochemistry", "Confidence": 0.926, "X1": 0.233, "Y1": 0.57837, "X2": 0.311, "Y2": 0.57817, "X3": 0.311, "Y3": 0.59684, "X4": 0.233, "Y4": 0.59684, "page": 0, "Index": 289}, {"Word": "and", "Confidence": 0.998, "X1": 0.316, "Y1": 0.57837, "X2": 0.339, "Y2": 0.57817, "X3": 0.339, "Y3": 0.59684, "X4": 0.316, "Y4": 0.59684, "page": 0, "Index": 290}, {"Word": "immunology,", "Confidence": 0.955, "X1": 0.343, "Y1": 0.57837, "X2": 0.423, "Y2": 0.57817, "X3": 0.423, "Y3": 0.59818, "X4": 0.343, "Y4": 0.59684, "page": 0, "Index": 291}, {"Word": "physiology", "Confidence": 0.956, "X1": 0.426, "Y1": 0.57702, "X2": 0.488, "Y2": 0.57682, "X3": 0.488, "Y3": 0.59953, "X4": 0.426, "Y4": 0.59818, "page": 0, "Index": 292}, {"Word": "and", "Confidence": 0.611, "X1": 0.124, "Y1": 0.59858, "X2": 0.145, "Y2": 0.59838, "X3": 0.145, "Y3": 0.6157, "X4": 0.124, "Y4": 0.6157, "page": 0, "Index": 293}, {"Word": "botany,", "Confidence": 0.953, "X1": 0.148, "Y1": 0.59724, "X2": 0.19, "Y2": 0.59704, "X3": 0.191, "Y3": 0.6157, "X4": 0.148, "Y4": 0.6157, "page": 0, "Index": 294}, {"Word": "genetics", "Confidence": 0.644, "X1": 0.193, "Y1": 0.59724, "X2": 0.24, "Y2": 0.59704, "X3": 0.24, "Y3": 0.6157, "X4": 0.193, "Y4": 0.6157, "page": 0, "Index": 295}, {"Word": "and", "Confidence": 0.998, "X1": 0.243, "Y1": 0.59724, "X2": 0.265, "Y2": 0.59704, "X3": 0.265, "Y3": 0.6157, "X4": 0.243, "Y4": 0.6157, "page": 0, "Index": 296}, {"Word": "radiology,", "Confidence": 0.768, "X1": 0.268, "Y1": 0.59724, "X2": 0.326, "Y2": 0.59704, "X3": 0.326, "Y3": 0.6157, "X4": 0.268, "Y4": 0.6157, "page": 0, "Index": 297}, {"Word": "virology", "Confidence": 0.994, "X1": 0.329, "Y1": 0.59724, "X2": 0.377, "Y2": 0.59704, "X3": 0.377, "Y3": 0.6157, "X4": 0.329, "Y4": 0.6157, "page": 0, "Index": 298}, {"Word": "and", "Confidence": 0.998, "X1": 0.38, "Y1": 0.59724, "X2": 0.401, "Y2": 0.59704, "X3": 0.401, "Y3": 0.6157, "X4": 0.38, "Y4": 0.6157, "page": 0, "Index": 299}, {"Word": "endocrinology.", "Confidence": 0.981, "X1": 0.404, "Y1": 0.59724, "X2": 0.489, "Y2": 0.59704, "X3": 0.489, "Y3": 0.6157, "X4": 0.404, "Y4": 0.6157, "page": 0, "Index": 300}, {"Word": "As", "Confidence": 0.997, "X1": 0.124, "Y1": 0.61745, "X2": 0.14, "Y2": 0.61725, "X3": 0.141, "Y3": 0.63592, "X4": 0.125, "Y4": 0.63592, "page": 0, "Index": 301}, {"Word": "to", "Confidence": 0.998, "X1": 0.143, "Y1": 0.6161, "X2": 0.156, "Y2": 0.6159, "X3": 0.157, "Y3": 0.63592, "X4": 0.143, "Y4": 0.63592, "page": 0, "Index": 302}, {"Word": "specific", "Confidence": 0.941, "X1": 0.159, "Y1": 0.6161, "X2": 0.203, "Y2": 0.6159, "X3": 0.203, "Y3": 0.63592, "X4": 0.159, "Y4": 0.63592, "page": 0, "Index": 303}, {"Word": "details,", "Confidence": 0.93, "X1": 0.205, "Y1": 0.6161, "X2": 0.249, "Y2": 0.6159, "X3": 0.249, "Y3": 0.63457, "X4": 0.206, "Y4": 0.63592, "page": 0, "Index": 304}, {"Word": "there", "Confidence": 0.997, "X1": 0.252, "Y1": 0.6161, "X2": 0.284, "Y2": 0.6159, "X3": 0.284, "Y3": 0.63457, "X4": 0.252, "Y4": 0.63457, "page": 0, "Index": 305}, {"Word": "are", "Confidence": 0.998, "X1": 0.286, "Y1": 0.6161, "X2": 0.306, "Y2": 0.6159, "X3": 0.306, "Y3": 0.63457, "X4": 0.286, "Y4": 0.63457, "page": 0, "Index": 306}, {"Word": "grants", "Confidence": 0.991, "X1": 0.309, "Y1": 0.6161, "X2": 0.349, "Y2": 0.6159, "X3": 0.348, "Y3": 0.63457, "X4": 0.309, "Y4": 0.63457, "page": 0, "Index": 307}, {"Word": "for", "Confidence": 0.998, "X1": 0.351, "Y1": 0.6161, "X2": 0.371, "Y2": 0.6159, "X3": 0.371, "Y3": 0.63457, "X4": 0.351, "Y4": 0.63457, "page": 0, "Index": 308}, {"Word": "such", "Confidence": 0.981, "X1": 0.374, "Y1": 0.6161, "X2": 0.402, "Y2": 0.6159, "X3": 0.402, "Y3": 0.63457, "X4": 0.374, "Y4": 0.63457, "page": 0, "Index": 309}, {"Word": "varied", "Confidence": 0.996, "X1": 0.405, "Y1": 0.6161, "X2": 0.443, "Y2": 0.6159, "X3": 0.443, "Y3": 0.63457, "X4": 0.405, "Y4": 0.63457, "page": 0, "Index": 310}, {"Word": "studies", "Confidence": 0.903, "X1": 0.446, "Y1": 0.6161, "X2": 0.49, "Y2": 0.6159, "X3": 0.49, "Y3": 0.63592, "X4": 0.446, "Y4": 0.63457, "page": 0, "Index": 311}, {"Word": "as", "Confidence": 0.991, "X1": 0.123, "Y1": 0.63632, "X2": 0.139, "Y2": 0.63612, "X3": 0.139, "Y3": 0.65479, "X4": 0.123, "Y4": 0.65479, "page": 0, "Index": 312}, {"Word": "bladder", "Confidence": 0.994, "X1": 0.141, "Y1": 0.63632, "X2": 0.187, "Y2": 0.63612, "X3": 0.187, "Y3": 0.65479, "X4": 0.141, "Y4": 0.65479, "page": 0, "Index": 313}, {"Word": "cancer", "Confidence": 0.622, "X1": 0.19, "Y1": 0.63497, "X2": 0.229, "Y2": 0.63477, "X3": 0.229, "Y3": 0.65479, "X4": 0.19, "Y4": 0.65479, "page": 0, "Index": 314}, {"Word": "in", "Confidence": 0.998, "X1": 0.232, "Y1": 0.63497, "X2": 0.246, "Y2": 0.63477, "X3": 0.246, "Y3": 0.65479, "X4": 0.232, "Y4": 0.65479, "page": 0, "Index": 315}, {"Word": "Turkish", "Confidence": 0.994, "X1": 0.251, "Y1": 0.63497, "X2": 0.297, "Y2": 0.63477, "X3": 0.297, "Y3": 0.65479, "X4": 0.251, "Y4": 0.65479, "page": 0, "Index": 316}, {"Word": "cows,", "Confidence": 0.97, "X1": 0.301, "Y1": 0.63497, "X2": 0.336, "Y2": 0.63477, "X3": 0.335, "Y3": 0.65344, "X4": 0.301, "Y4": 0.65479, "page": 0, "Index": 317}, {"Word": "the", "Confidence": 0.998, "X1": 0.338, "Y1": 0.63497, "X2": 0.359, "Y2": 0.63477, "X3": 0.359, "Y3": 0.65344, "X4": 0.338, "Y4": 0.65344, "page": 0, "Index": 318}, {"Word": "incidence", "Confidence": 0.29, "X1": 0.362, "Y1": 0.63497, "X2": 0.419, "Y2": 0.63477, "X3": 0.418, "Y3": 0.65479, "X4": 0.362, "Y4": 0.65344, "page": 0, "Index": 319}, {"Word": "of", "Confidence": 0.998, "X1": 0.422, "Y1": 0.63497, "X2": 0.437, "Y2": 0.63477, "X3": 0.437, "Y3": 0.65479, "X4": 0.421, "Y4": 0.65479, "page": 0, "Index": 320}, {"Word": "stomach", "Confidence": 0.925, "X1": 0.44, "Y1": 0.63632, "X2": 0.489, "Y2": 0.63612, "X3": 0.488, "Y3": 0.65479, "X4": 0.439, "Y4": 0.65479, "page": 0, "Index": 321}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.125, "Y1": 0.65519, "X2": 0.162, "Y2": 0.65499, "X3": 0.161, "Y3": 0.675, "X4": 0.125, "Y4": 0.675, "page": 0, "Index": 322}, {"Word": "among", "Confidence": 0.994, "X1": 0.164, "Y1": 0.65519, "X2": 0.203, "Y2": 0.65499, "X3": 0.203, "Y3": 0.67365, "X4": 0.164, "Y4": 0.675, "page": 0, "Index": 323}, {"Word": "Icelanders,", "Confidence": 0.847, "X1": 0.206, "Y1": 0.65384, "X2": 0.268, "Y2": 0.65364, "X3": 0.267, "Y3": 0.67231, "X4": 0.205, "Y4": 0.67365, "page": 0, "Index": 324}, {"Word": "and", "Confidence": 0.998, "X1": 0.271, "Y1": 0.65384, "X2": 0.292, "Y2": 0.65364, "X3": 0.291, "Y3": 0.67231, "X4": 0.27, "Y4": 0.67231, "page": 0, "Index": 325}, {"Word": "the", "Confidence": 0.998, "X1": 0.295, "Y1": 0.65384, "X2": 0.313, "Y2": 0.65364, "X3": 0.312, "Y3": 0.67231, "X4": 0.294, "Y4": 0.67231, "page": 0, "Index": 326}, {"Word": "nature", "Confidence": 0.995, "X1": 0.316, "Y1": 0.65384, "X2": 0.355, "Y2": 0.65364, "X3": 0.354, "Y3": 0.67231, "X4": 0.315, "Y4": 0.67231, "page": 0, "Index": 327}, {"Word": "of", "Confidence": 0.995, "X1": 0.357, "Y1": 0.65384, "X2": 0.37, "Y2": 0.65364, "X3": 0.37, "Y3": 0.67231, "X4": 0.357, "Y4": 0.67231, "page": 0, "Index": 328}, {"Word": "a", "Confidence": 0.995, "X1": 0.373, "Y1": 0.65384, "X2": 0.38, "Y2": 0.65364, "X3": 0.38, "Y3": 0.67231, "X4": 0.372, "Y4": 0.67231, "page": 0, "Index": 329}, {"Word": "catalyzing", "Confidence": 0.947, "X1": 0.383, "Y1": 0.65519, "X2": 0.443, "Y2": 0.65499, "X3": 0.442, "Y3": 0.67365, "X4": 0.383, "Y4": 0.67231, "page": 0, "Index": 330}, {"Word": "enzyme", "Confidence": 0.994, "X1": 0.446, "Y1": 0.65653, "X2": 0.49, "Y2": 0.65633, "X3": 0.489, "Y3": 0.675, "X4": 0.445, "Y4": 0.67365, "page": 0, "Index": 331}, {"Word": "in", "Confidence": 0.997, "X1": 0.124, "Y1": 0.67405, "X2": 0.136, "Y2": 0.67385, "X3": 0.136, "Y3": 0.69387, "X4": 0.124, "Y4": 0.69387, "page": 0, "Index": 332}, {"Word": "the", "Confidence": 0.998, "X1": 0.139, "Y1": 0.67405, "X2": 0.158, "Y2": 0.67385, "X3": 0.158, "Y3": 0.69387, "X4": 0.139, "Y4": 0.69387, "page": 0, "Index": 333}, {"Word": "hearts", "Confidence": 0.993, "X1": 0.161, "Y1": 0.67405, "X2": 0.199, "Y2": 0.67385, "X3": 0.199, "Y3": 0.69387, "X4": 0.161, "Y4": 0.69387, "page": 0, "Index": 334}, {"Word": "of", "Confidence": 0.998, "X1": 0.202, "Y1": 0.67405, "X2": 0.214, "Y2": 0.67385, "X3": 0.214, "Y3": 0.69252, "X4": 0.202, "Y4": 0.69387, "page": 0, "Index": 335}, {"Word": "Maine", "Confidence": 0.958, "X1": 0.217, "Y1": 0.67405, "X2": 0.253, "Y2": 0.67385, "X3": 0.253, "Y3": 0.69252, "X4": 0.217, "Y4": 0.69252, "page": 0, "Index": 336}, {"Word": "lobsters.", "Confidence": 0.85, "X1": 0.256, "Y1": 0.67405, "X2": 0.305, "Y2": 0.67385, "X3": 0.305, "Y3": 0.69252, "X4": 0.256, "Y4": 0.69252, "page": 0, "Index": 337}, {"Word": "In", "Confidence": 0.998, "X1": 0.308, "Y1": 0.67405, "X2": 0.323, "Y2": 0.67385, "X3": 0.323, "Y3": 0.69252, "X4": 0.308, "Y4": 0.69252, "page": 0, "Index": 338}, {"Word": "Texas,", "Confidence": 0.993, "X1": 0.327, "Y1": 0.67405, "X2": 0.362, "Y2": 0.67385, "X3": 0.362, "Y3": 0.69252, "X4": 0.327, "Y4": 0.69252, "page": 0, "Index": 339}, {"Word": "three", "Confidence": 0.997, "X1": 0.365, "Y1": 0.67405, "X2": 0.396, "Y2": 0.67385, "X3": 0.396, "Y3": 0.69252, "X4": 0.365, "Y4": 0.69252, "page": 0, "Index": 340}, {"Word": "Japanese", "Confidence": 0.993, "X1": 0.399, "Y1": 0.67405, "X2": 0.452, "Y2": 0.67385, "X3": 0.452, "Y3": 0.69387, "X4": 0.399, "Y4": 0.69252, "page": 0, "Index": 341}, {"Word": "scien-", "Confidence": 0.994, "X1": 0.455, "Y1": 0.6754, "X2": 0.493, "Y2": 0.6752, "X3": 0.493, "Y3": 0.69387, "X4": 0.455, "Y4": 0.69387, "page": 0, "Index": 342}, {"Word": "tists", "Confidence": 0.993, "X1": 0.125, "Y1": 0.69292, "X2": 0.152, "Y2": 0.69272, "X3": 0.152, "Y3": 0.71274, "X4": 0.125, "Y4": 0.71274, "page": 0, "Index": 343}, {"Word": "who", "Confidence": 0.998, "X1": 0.155, "Y1": 0.69292, "X2": 0.18, "Y2": 0.69272, "X3": 0.18, "Y3": 0.71274, "X4": 0.155, "Y4": 0.71274, "page": 0, "Index": 344}, {"Word": "served", "Confidence": 0.994, "X1": 0.182, "Y1": 0.69292, "X2": 0.22, "Y2": 0.69272, "X3": 0.22, "Y3": 0.71274, "X4": 0.182, "Y4": 0.71274, "page": 0, "Index": 345}, {"Word": "on", "Confidence": 0.997, "X1": 0.223, "Y1": 0.69292, "X2": 0.238, "Y2": 0.69272, "X3": 0.238, "Y3": 0.71274, "X4": 0.223, "Y4": 0.71274, "page": 0, "Index": 346}, {"Word": "the", "Confidence": 0.998, "X1": 0.241, "Y1": 0.69292, "X2": 0.261, "Y2": 0.69272, "X3": 0.261, "Y3": 0.71274, "X4": 0.241, "Y4": 0.71274, "page": 0, "Index": 347}, {"Word": "Atomic", "Confidence": 0.838, "X1": 0.264, "Y1": 0.69292, "X2": 0.307, "Y2": 0.69272, "X3": 0.307, "Y3": 0.71274, "X4": 0.264, "Y4": 0.71274, "page": 0, "Index": 348}, {"Word": "Bomb", "Confidence": 0.985, "X1": 0.31, "Y1": 0.69292, "X2": 0.344, "Y2": 0.69272, "X3": 0.344, "Y3": 0.71274, "X4": 0.31, "Y4": 0.71274, "page": 0, "Index": 349}, {"Word": "Casualty", "Confidence": 0.994, "X1": 0.347, "Y1": 0.69292, "X2": 0.401, "Y2": 0.69272, "X3": 0.401, "Y3": 0.71274, "X4": 0.347, "Y4": 0.71274, "page": 0, "Index": 350}, {"Word": "Commission", "Confidence": 0.993, "X1": 0.403, "Y1": 0.69427, "X2": 0.473, "Y2": 0.69407, "X3": 0.473, "Y3": 0.71274, "X4": 0.403, "Y4": 0.71274, "page": 0, "Index": 351}, {"Word": "at", "Confidence": 0.998, "X1": 0.477, "Y1": 0.69427, "X2": 0.49, "Y2": 0.69407, "X3": 0.49, "Y3": 0.71274, "X4": 0.477, "Y4": 0.71274, "page": 0, "Index": 352}, {"Word": "Hiroshima", "Confidence": 0.991, "X1": 0.125, "Y1": 0.71314, "X2": 0.188, "Y2": 0.71294, "X3": 0.187, "Y3": 0.73161, "X4": 0.124, "Y4": 0.73161, "page": 0, "Index": 353}, {"Word": "are", "Confidence": 0.994, "X1": 0.191, "Y1": 0.71314, "X2": 0.211, "Y2": 0.71294, "X3": 0.21, "Y3": 0.73161, "X4": 0.19, "Y4": 0.73161, "page": 0, "Index": 354}, {"Word": "concentrating", "Confidence": 0.991, "X1": 0.214, "Y1": 0.71314, "X2": 0.295, "Y2": 0.71294, "X3": 0.294, "Y3": 0.73161, "X4": 0.213, "Y4": 0.73161, "page": 0, "Index": 355}, {"Word": "on", "Confidence": 0.998, "X1": 0.298, "Y1": 0.71314, "X2": 0.313, "Y2": 0.71294, "X3": 0.312, "Y3": 0.73161, "X4": 0.297, "Y4": 0.73161, "page": 0, "Index": 356}, {"Word": "a", "Confidence": 0.995, "X1": 0.317, "Y1": 0.71314, "X2": 0.325, "Y2": 0.71294, "X3": 0.324, "Y3": 0.73161, "X4": 0.316, "Y4": 0.73161, "page": 0, "Index": 357}, {"Word": "leukemia", "Confidence": 0.991, "X1": 0.327, "Y1": 0.71314, "X2": 0.382, "Y2": 0.71294, "X3": 0.381, "Y3": 0.73161, "X4": 0.327, "Y4": 0.73161, "page": 0, "Index": 358}, {"Word": "project.", "Confidence": 0.949, "X1": 0.385, "Y1": 0.71314, "X2": 0.432, "Y2": 0.71294, "X3": 0.431, "Y3": 0.73161, "X4": 0.384, "Y4": 0.73161, "page": 0, "Index": 359}, {"Word": "A", "Confidence": 0.996, "X1": 0.434, "Y1": 0.71314, "X2": 0.443, "Y2": 0.71294, "X3": 0.442, "Y3": 0.73161, "X4": 0.434, "Y4": 0.73161, "page": 0, "Index": 360}, {"Word": "woman", "Confidence": 0.993, "X1": 0.448, "Y1": 0.71314, "X2": 0.49, "Y2": 0.71294, "X3": 0.489, "Y3": 0.73161, "X4": 0.447, "Y4": 0.73161, "page": 0, "Index": 361}, {"Word": "pathologist", "Confidence": 0.991, "X1": 0.125, "Y1": 0.73066, "X2": 0.19, "Y2": 0.73046, "X3": 0.19, "Y3": 0.75182, "X4": 0.125, "Y4": 0.75182, "page": 0, "Index": 362}, {"Word": "who", "Confidence": 0.997, "X1": 0.193, "Y1": 0.73066, "X2": 0.217, "Y2": 0.73046, "X3": 0.217, "Y3": 0.75182, "X4": 0.193, "Y4": 0.75182, "page": 0, "Index": 363}, {"Word": "fled", "Confidence": 0.805, "X1": 0.22, "Y1": 0.73066, "X2": 0.242, "Y2": 0.73046, "X3": 0.242, "Y3": 0.75182, "X4": 0.22, "Y4": 0.75182, "page": 0, "Index": 364}, {"Word": "from", "Confidence": 0.985, "X1": 0.245, "Y1": 0.73066, "X2": 0.271, "Y2": 0.73046, "X3": 0.271, "Y3": 0.75182, "X4": 0.245, "Y4": 0.75182, "page": 0, "Index": 365}, {"Word": "Budapest", "Confidence": 0.981, "X1": 0.277, "Y1": 0.73066, "X2": 0.332, "Y2": 0.73046, "X3": 0.332, "Y3": 0.75047, "X4": 0.277, "Y4": 0.75182, "page": 0, "Index": 366}, {"Word": "during", "Confidence": 0.996, "X1": 0.335, "Y1": 0.73066, "X2": 0.376, "Y2": 0.73046, "X3": 0.376, "Y3": 0.75047, "X4": 0.335, "Y4": 0.75047, "page": 0, "Index": 367}, {"Word": "the", "Confidence": 0.998, "X1": 0.379, "Y1": 0.73201, "X2": 0.399, "Y2": 0.73181, "X3": 0.399, "Y3": 0.75047, "X4": 0.379, "Y4": 0.75047, "page": 0, "Index": 368}, {"Word": "Hungarian", "Confidence": 0.993, "X1": 0.402, "Y1": 0.73201, "X2": 0.466, "Y2": 0.73181, "X3": 0.466, "Y3": 0.75047, "X4": 0.402, "Y4": 0.75047, "page": 0, "Index": 369}, {"Word": "up-", "Confidence": 0.991, "X1": 0.469, "Y1": 0.73201, "X2": 0.491, "Y2": 0.73181, "X3": 0.491, "Y3": 0.75047, "X4": 0.469, "Y4": 0.75047, "page": 0, "Index": 370}, {"Word": "--", "Confidence": 0.328, "X1": 0.828, "Y1": 0.75087, "X2": 0.846, "Y2": 0.75067, "X3": 0.846, "Y3": 0.76395, "X4": 0.828, "Y4": 0.7653, "page": 0, "Index": 371}, {"Word": "--", "Confidence": 0.943, "X1": 0.862, "Y1": 0.75492, "X2": 0.884, "Y2": 0.75472, "X3": 0.884, "Y3": 0.7653, "X4": 0.861, "Y4": 0.76395, "page": 0, "Index": 372}, {"Word": "6787", "Confidence": 0.953, "X1": 0.868, "Y1": 0.78591, "X2": 0.829, "Y2": 0.78571, "X3": 0.83, "Y3": 0.76665, "X4": 0.868, "Y4": 0.76934, "page": 0, "Index": 373}, {"Word": "50281", "Confidence": 0.994, "X1": 0.924, "Y1": 0.78996, "X2": 0.878, "Y2": 0.78976, "X3": 0.878, "Y3": 0.76934, "X4": 0.923, "Y4": 0.77069, "page": 0, "Index": 374}, {"Word": "3", "Confidence": 0.878, "X1": 0.979, "Y1": 0.75896, "X2": 0.985, "Y2": 0.75876, "X3": 0.985, "Y3": 0.77204, "X4": 0.979, "Y4": 0.77204, "page": 0, "Index": 375}]}	"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"
fffg0003	3	{"lines_data": [{"Word": "\"(causative) factor in the increased incidence of lung cancer.\"", "Confidence": 0.83689, "X1": 0.095, "Y1": 0.19157, "X2": 0.461, "Y2": 0.19137, "X3": 0.461, "Y3": 0.20735, "X4": 0.095, "Y4": 0.20869, "page": 0}, {"Word": "University of London, for years an opponent of public cancer", "Confidence": 0.8097, "X1": 0.505, "Y1": 0.18484, "X2": 0.87, "Y2": 0.18464, "X3": 0.87, "Y3": 0.2033, "X4": 0.505, "Y4": 0.20196, "page": 0}, {"Word": "education, is significant. He wrote in the British Medical Jour-", "Confidence": 0.9639, "X1": 0.505, "Y1": 0.20101, "X2": 0.871, "Y2": 0.20081, "X3": 0.871, "Y3": 0.21813, "X4": 0.505, "Y4": 0.22082, "page": 0}, {"Word": "\"Cancer of the uterus is universally incurable,\" it was said", "Confidence": 0.9316, "X1": 0.107, "Y1": 0.21179, "X2": 0.463, "Y2": 0.21159, "X3": 0.463, "Y3": 0.22891, "X4": 0.107, "Y4": 0.23161, "page": 0}, {"Word": "nal that he had cared for cancer patients in the United States", "Confidence": 0.98642, "X1": 0.505, "Y1": 0.21853, "X2": 0.872, "Y2": 0.21833, "X3": 0.872, "Y3": 0.23834, "X4": 0.505, "Y4": 0.24104, "page": 0}, {"Word": "at the turn of the century. Today, in strict contrast, the Ameri-", "Confidence": 0.94475, "X1": 0.095, "Y1": 0.23201, "X2": 0.462, "Y2": 0.23181, "X3": 0.462, "Y3": 0.24913, "X4": 0.095, "Y4": 0.25182, "page": 0}, {"Word": "in 1934 and again recently, and said, \"I was struck by the change", "Confidence": 0.96746, "X1": 0.506, "Y1": 0.23874, "X2": 0.871, "Y2": 0.23854, "X3": 0.871, "Y3": 0.25856, "X4": 0.506, "Y4": 0.25991, "page": 0}, {"Word": "can Cancer Society believes that nearly all deaths from cancer", "Confidence": 0.9124, "X1": 0.094, "Y1": 0.25087, "X2": 0.463, "Y2": 0.25067, "X3": 0.463, "Y3": 0.26934, "X4": 0.094, "Y4": 0.27069, "page": 0}, {"Word": "which had come over the American public. Every patient knew", "Confidence": 0.9487, "X1": 0.507, "Y1": 0.25761, "X2": 0.873, "Y2": 0.25741, "X3": 0.873, "Y3": 0.27608, "X4": 0.507, "Y4": 0.27878, "page": 0}, {"Word": "of the uterus can be prevented. This, in considerable measure,", "Confidence": 0.9503, "X1": 0.096, "Y1": 0.27109, "X2": 0.461, "Y2": 0.27089, "X3": 0.461, "Y3": 0.28821, "X4": 0.096, "Y4": 0.28821, "page": 0}, {"Word": "that sometimes cancer, and especially carly cancer. is a curable", "Confidence": 0.8673, "X1": 0.506, "Y1": 0.27783, "X2": 0.872, "Y2": 0.27763, "X3": 0.872, "Y3": 0.29495, "X4": 0.506, "Y4": 0.2963, "page": 0}, {"Word": "is due to the possibilities of carlier diagnosis through a testing", "Confidence": 0.88318, "X1": 0.095, "Y1": 0.28861, "X2": 0.463, "Y2": 0.28841, "X3": 0.463, "Y3": 0.30708, "X4": 0.095, "Y4": 0.30708, "page": 0}, {"Word": "disease. Americans all know people in their circle of friends who", "Confidence": 0.954, "X1": 0.507, "Y1": 0.29535, "X2": 0.873, "Y2": 0.29515, "X3": 0.873, "Y3": 0.31382, "X4": 0.507, "Y4": 0.31516, "page": 0}, {"Word": "technique developed by the Greek-American physician, Dr.", "Confidence": 0.96157, "X1": 0.096, "Y1": 0.30748, "X2": 0.463, "Y2": 0.30728, "X3": 0.463, "Y3": 0.32729, "X4": 0.096, "Y4": 0.32729, "page": 0}, {"Word": "have been successfully treated, and one can say to virtually all", "Confidence": 0.90291, "X1": 0.506, "Y1": 0.31422, "X2": 0.873, "Y2": 0.31402, "X3": 0.873, "Y3": 0.33268, "X4": 0.506, "Y4": 0.33403, "page": 0}, {"Word": "George N. Papanicolaou. The \"Tap\" smear has already saved", "Confidence": 0.88489, "X1": 0.094, "Y1": 0.32769, "X2": 0.463, "Y2": 0.32749, "X3": 0.463, "Y3": 0.34616, "X4": 0.094, "Y4": 0.34616, "page": 0}, {"Word": "patients, and certainly to all educated patients, that they are in", "Confidence": 0.96382, "X1": 0.507, "Y1": 0.33308, "X2": 0.873, "Y2": 0.33288, "X3": 0.873, "Y3": 0.35155, "X4": 0.507, "Y4": 0.35425, "page": 0}, {"Word": "thousands of Kves of women with carly cancer of the uterus;", "Confidence": 0.95155, "X1": 0.097, "Y1": 0.34656, "X2": 0.463, "Y2": 0.34636, "X3": 0.463, "Y3": 0.36368, "X4": 0.097, "Y4": 0.36368, "page": 0}, {"Word": "fact suffering from a malignant tumour, and one can give them", "Confidence": 0.97891, "X1": 0.507, "Y1": 0.3533, "X2": 0.874, "Y2": 0.3531, "X3": 0.874, "Y3": 0.36907, "X4": 0.507, "Y4": 0.37042, "page": 0}, {"Word": "it offers hope also for the early diagnosis in other cancer sites.", "Confidence": 0.95958, "X1": 0.095, "Y1": 0.36408, "X2": 0.464, "Y2": 0.36388, "X3": 0.464, "Y3": 0.3839, "X4": 0.095, "Y4": 0.3839, "page": 0}, {"Word": "the prospect of a cure or successful management. This change", "Confidence": 0.9189, "X1": 0.507, "Y1": 0.37082, "X2": 0.874, "Y2": 0.37062, "X3": 0.874, "Y3": 0.38929, "X4": 0.507, "Y4": 0.39064, "page": 0}, {"Word": "in the attitude of the American people is the result of education", "Confidence": 0.99, "X1": 0.509, "Y1": 0.38969, "X2": 0.874, "Y2": 0.38949, "X3": 0.874, "Y3": 0.40681, "X4": 0.509, "Y4": 0.40816, "page": 0}, {"Word": "Remarkable discoveries have been made of the role in cancer", "Confidence": 0.9711, "X1": 0.105, "Y1": 0.38969, "X2": 0.465, "Y2": 0.38949, "X3": 0.465, "Y3": 0.4095, "X4": 0.105, "Y4": 0.40816, "page": 0}, {"Word": "of hormones, the tiny chemical messengers that control body", "Confidence": 0.96133, "X1": 0.095, "Y1": 0.40856, "X2": 0.463, "Y2": 0.40836, "X3": 0.463, "Y3": 0.42702, "X4": 0.095, "Y4": 0.42702, "page": 0}, {"Word": "and propaganda.\" He added that it was his impression this", "Confidence": 0.9628, "X1": 0.509, "Y1": 0.40856, "X2": 0.874, "Y2": 0.40836, "X3": 0.874, "Y3": 0.42568, "X4": 0.509, "Y4": 0.42837, "page": 0}, {"Word": "activity. Tedniy many hormones are helpful in the treatment of", "Confidence": 0.8912, "X1": 0.095, "Y1": 0.42608, "X2": 0.465, "Y2": 0.42588, "X3": 0.465, "Y3": 0.44589, "X4": 0.095, "Y4": 0.44589, "page": 0}, {"Word": "\"had in fact reduced the amount of cancerophobia.\"", "Confidence": 0.958, "X1": 0.507, "Y1": 0.42742, "X2": 0.813, "Y2": 0.42722, "X3": 0.813, "Y3": 0.44724, "X4": 0.507, "Y4": 0.44724, "page": 0}, {"Word": "cancer, but much more must be learned of their influence and", "Confidence": 0.887, "X1": 0.094, "Y1": 0.44494, "X2": 0.463, "Y2": 0.44474, "X3": 0.463, "Y3": 0.46341, "X4": 0.094, "Y4": 0.46476, "page": 0}, {"Word": "Much has been accomplished in 15 years; much more still", "Confidence": 0.8646, "X1": 0.514, "Y1": 0.45033, "X2": 0.876, "Y2": 0.45013, "X3": 0.876, "Y3": 0.47015, "X4": 0.514, "Y4": 0.47015, "page": 0}, {"Word": "potential before definite conclusions can be gained.'", "Confidence": 0.76986, "X1": 0.094, "Y1": 0.46381, "X2": 0.4, "Y2": 0.46361, "X3": 0.4, "Y3": 0.48363, "X4": 0.094, "Y4": 0.48498, "page": 0}, {"Word": "remains to be done. Ask the question informally of a dozen", "Confidence": 0.92418, "X1": 0.509, "Y1": 0.4692, "X2": 0.875, "Y2": 0.469, "X3": 0.875, "Y3": 0.48767, "X4": 0.509, "Y4": 0.48902, "page": 0}, {"Word": "scientists, \"When will we get the answer to cancer?\" and you", "Confidence": 0.91945, "X1": 0.508, "Y1": 0.48807, "X2": 0.875, "Y2": 0.48787, "X3": 0.875, "Y3": 0.50789, "X4": 0.508, "Y4": 0.50923, "page": 0}, {"Word": "Cancer prevention was described at the last ACS Annual", "Confidence": 0.91767, "X1": 0.103, "Y1": 0.49077, "X2": 0.463, "Y2": 0.49057, "X3": 0.463, "Y3": 0.51058, "X4": 0.103, "Y4": 0.51193, "page": 0}, {"Word": "may get a dozen different answers. But an important change", "Confidence": 0.9715, "X1": 0.507, "Y1": 0.50694, "X2": 0.875, "Y2": 0.50674, "X3": 0.876, "Y3": 0.52675, "X4": 0.507, "Y4": 0.5281, "page": 0}, {"Word": "Meeting as \"the changing responsibility of all physicians, scien-", "Confidence": 0.94211, "X1": 0.095, "Y1": 0.51233, "X2": 0.462, "Y2": 0.51213, "X3": 0.462, "Y3": 0.52945, "X4": 0.095, "Y4": 0.52945, "page": 0}, {"Word": "from the Inst generation is that today scientista are hopeful.", "Confidence": 0.886, "X1": 0.509, "Y1": 0.52715, "X2": 0.875, "Y2": 0.52695, "X3": 0.875, "Y3": 0.54293, "X4": 0.509, "Y4": 0.54562, "page": 0}, {"Word": "tista, and chemists.\" Prevention has already begun to reach into", "Confidence": 0.8166, "X1": 0.095, "Y1": 0.52985, "X2": 0.462, "Y2": 0.52965, "X3": 0.462, "Y3": 0.54832, "X4": 0.095, "Y4": 0.54697, "page": 0}, {"Word": "the lives of people in terms of cigarettes, food additives, and", "Confidence": 0.96155, "X1": 0.095, "Y1": 0.54872, "X2": 0.461, "Y2": 0.54852, "X3": 0.461, "Y3": 0.56584, "X4": 0.095, "Y4": 0.56584, "page": 0}, {"Word": "Many think they are on the verge of important findings, and", "Confidence": 0.96873, "X1": 0.508, "Y1": 0.54467, "X2": 0.877, "Y2": 0.54447, "X3": 0.877, "Y3": 0.56449, "X4": 0.508, "Y4": 0.56584, "page": 0}, {"Word": "cosmetics. This is an arca where there will be extensive research", "Confidence": 0.88345, "X1": 0.096, "Y1": 0.56893, "X2": 0.462, "Y2": 0.56873, "X3": 0.462, "Y3": 0.58471, "X4": 0.096, "Y4": 0.58605, "page": 0}, {"Word": "talk increasingly of \"within my lifetime.\" If a cure for cancer", "Confidence": 0.97409, "X1": 0.51, "Y1": 0.56624, "X2": 0.876, "Y2": 0.56604, "X3": 0.876, "Y3": 0.58201, "X4": 0.51, "Y4": 0.58336, "page": 0}, {"Word": "not only into possible cancer-producing substances, but into the", "Confidence": 0.85333, "X1": 0.093, "Y1": 0.5878, "X2": 0.464, "Y2": 0.5876, "X3": 0.464, "Y3": 0.60627, "X4": 0.093, "Y4": 0.60627, "page": 0}, {"Word": "does come within our lifetime, it will be the result of scientific", "Confidence": 0.94167, "X1": 0.509, "Y1": 0.58376, "X2": 0.876, "Y2": 0.58356, "X3": 0.876, "Y3": 0.60357, "X4": 0.509, "Y4": 0.60357, "page": 0}, {"Word": "motivations of men and women who use them. The reasons why", "Confidence": 0.89864, "X1": 0.094, "Y1": 0.60667, "X2": 0.464, "Y2": 0.60647, "X3": 0.464, "Y3": 0.62514, "X4": 0.094, "Y4": 0.62514, "page": 0}, {"Word": "imagination and hard work - backed up by public generosity.", "Confidence": 0.9675, "X1": 0.509, "Y1": 0.60263, "X2": 0.877, "Y2": 0.60243, "X3": 0.877, "Y3": 0.62244, "X4": 0.509, "Y4": 0.62244, "page": 0}, {"Word": "people unaccountably fail to do things that might prevent cancer", "Confidence": 0.9938, "X1": 0.095, "Y1": 0.62554, "X2": 0.463, "Y2": 0.62534, "X3": 0.463, "Y3": 0.64535, "X4": 0.095, "Y4": 0.64535, "page": 0}, {"Word": "President Eisenhower estimated last year that the over-all", "Confidence": 0.87788, "X1": 0.522, "Y1": 0.62688, "X2": 0.877, "Y2": 0.62668, "X3": 0.877, "Y3": 0.64535, "X4": 0.522, "Y4": 0.6467, "page": 0}, {"Word": "must also be studied on a firm scientific basis ..", "Confidence": 0.9723, "X1": 0.095, "Y1": 0.6444, "X2": 0.373, "Y2": 0.6442, "X3": 0.373, "Y3": 0.66422, "X4": 0.095, "Y4": 0.66287, "page": 0}, {"Word": "cost of introducing the ICBM Atlas to the Armed Forces was", "Confidence": 0.94736, "X1": 0.51, "Y1": 0.6471, "X2": 0.877, "Y2": 0.6469, "X3": 0.877, "Y3": 0.66557, "X4": 0.51, "Y4": 0.66692, "page": 0}, {"Word": "1", "Confidence": 0.967, "X1": 0.471, "Y1": 0.65653, "X2": 0.479, "Y2": 0.65633, "X3": 0.479, "Y3": 0.66826, "X4": 0.472, "Y4": 0.66826, "page": 0}, {"Word": "$35,000,000 for each missile on the firing line. Yet the American", "Confidence": 0.97745, "X1": 0.51, "Y1": 0.66597, "X2": 0.878, "Y2": 0.66577, "X3": 0.879, "Y3": 0.68444, "X4": 0.51, "Y4": 0.68578, "page": 0}, {"Word": "Until recent years the annual health checkup of \"well\" people,", "Confidence": 0.9597, "X1": 0.109, "Y1": 0.67136, "X2": 0.465, "Y2": 0.67116, "X3": 0.465, "Y3": 0.69117, "X4": 0.109, "Y4": 0.69252, "page": 0}, {"Word": "Cancer Society's fund-raising and educational Crusade yielded", "Confidence": 0.97029, "X1": 0.512, "Y1": 0.68484, "X2": 0.879, "Y2": 0.68464, "X3": 0.879, "Y3": 0.706, "X4": 0.512, "Y4": 0.706, "page": 0}, {"Word": "as physicians know it today, was comparatively rare. Today this", "Confidence": 0.8908, "X1": 0.097, "Y1": 0.69023, "X2": 0.465, "Y2": 0.69003, "X3": 0.465, "Y3": 0.71004, "X4": 0.098, "Y4": 0.71139, "page": 0}, {"Word": "only $30,372,944 in contributions.", "Confidence": 0.95725, "X1": 0.51, "Y1": 0.70505, "X2": 0.704, "Y2": 0.70485, "X3": 0.704, "Y3": 0.72487, "X4": 0.51, "Y4": 0.72622, "page": 0}, {"Word": "practice is growing, perhaps because impressive results have", "Confidence": 0.9495, "X1": 0.096, "Y1": 0.71044, "X2": 0.464, "Y2": 0.71024, "X3": 0.464, "Y3": 0.72891, "X4": 0.096, "Y4": 0.73026, "page": 0}, {"Word": "been achieved. The Strang Cancer Prevention Clinic in New", "Confidence": 0.96778, "X1": 0.094, "Y1": 0.72796, "X2": 0.466, "Y2": 0.72776, "X3": 0.466, "Y3": 0.74643, "X4": 0.094, "Y4": 0.74778, "page": 0}, {"Word": "The 1960 Crusade begins next week and continues through", "Confidence": 0.98544, "X1": 0.521, "Y1": 0.72931, "X2": 0.878, "Y2": 0.72911, "X3": 0.878, "Y3": 0.74778, "X4": 0.521, "Y4": 0.74778, "page": 0}, {"Word": "York reports that, during 12 yenra of examining adults without", "Confidence": 0.8945, "X1": 0.098, "Y1": 0.74818, "X2": 0.464, "Y2": 0.74798, "X3": 0.464, "Y3": 0.7653, "X4": 0.098, "Y4": 0.7653, "page": 0}, {"Word": "April. This year let us give enough so that the American Cancer", "Confidence": 0.87092, "X1": 0.512, "Y1": 0.74818, "X2": 0.878, "Y2": 0.74798, "X3": 0.878, "Y3": 0.76665, "X4": 0.512, "Y4": 0.76665, "page": 0}, {"Word": "symptoms, an 85 per cent cure rate for cancers of the rectum", "Confidence": 0.93042, "X1": 0.097, "Y1": 0.76705, "X2": 0.465, "Y2": 0.76685, "X3": 0.465, "Y3": 0.78417, "X4": 0.097, "Y4": 0.78686, "page": 0}, {"Word": "Society will have at least $35,000,000 - the cost of one Atlas", "Confidence": 0.93667, "X1": 0.512, "Y1": 0.76705, "X2": 0.879, "Y2": 0.76685, "X3": 0.879, "Y3": 0.78551, "X4": 0.512, "Y4": 0.78551, "page": 0}, {"Word": "and colon has been established. The cure rate for cancers in", "Confidence": 0.94127, "X1": 0.092, "Y1": 0.78591, "X2": 0.463, "Y2": 0.78571, "X3": 0.463, "Y3": 0.80438, "X4": 0.092, "Y4": 0.80438, "page": 0}, {"Word": "missile. This money is vital to continue the Society's programs of", "Confidence": 0.95855, "X1": 0.511, "Y1": 0.78591, "X2": 0.878, "Y2": 0.78571, "X3": 0.878, "Y3": 0.80438, "X4": 0.511, "Y4": 0.80573, "page": 0}, {"Word": "these sites on a national basis is only'-30 per cent. At the- --", "Confidence": 0.802, "X1": 0.097, "Y1": 0.80478, "X2": 0.482, "Y2": 0.80458, "X3": 0.482, "Y3": 0.82055, "X4": 0.097, "Y4": 0.8219, "page": 0}, {"Word": "research, education and service in the fight against-a-terrible ...", "Confidence": 0.88522, "X1": 0.511, "Y1": 0.80478, "X2": 0.894, "Y2": 0.80458, "X3": 0.894, "Y3": 0.82325, "X4": 0.511, "Y4": 0.8246, "page": 0}, {"Word": "University of Minnesota Detection Center, those cancers of the", "Confidence": 0.88733, "X1": 0.098, "Y1": 0.82365, "X2": 0.464, "Y2": 0.82345, "X3": 0.464, "Y3": 0.84212, "X4": 0.098, "Y4": 0.84077, "page": 0}, {"Word": "disease which causes illimitable human suffering and. which, in", "Confidence": 0.91711, "X1": 0.514, "Y1": 0.82365, "X2": 0.88, "Y2": 0.82345, "X3": 0.88, "Y3": 0.84212, "X4": 0.514, "Y4": 0.84212, "page": 0}, {"Word": "stomach, duodenum, colon and reetum which were diagnosed in", "Confidence": 0.93067, "X1": 0.097, "Y1": 0.84117, "X2": 0.471, "Y2": 0.84097, "X3": 0.471, "Y3": 0.85964, "X4": 0.097, "Y4": 0.85964, "page": 0}, {"Word": "the long run, will be conquered if we apply to the struggle the", "Confidence": 0.93438, "X1": 0.514, "Y1": 0.84252, "X2": 0.881, "Y2": 0.84232, "X3": 0.881, "Y3": 0.86099, "X4": 0.514, "Y4": 0.86233, "page": 0}, {"Word": "routine checkups-before any symptoms appeared-offer a cure mus same concentration of national effort that.produces atom bombs", "Confidence": 0.74956, "X1": 0.097, "Y1": 0.86139, "X2": 0.881, "Y2": 0.86119, "X3": 0.881, "Y3": 0.87985, "X4": 0.097, "Y4": 0.87985, "page": 0}, {"Word": "rate twice that of patients who go to a physician with symptoms.and Atlas.missiles.", "Confidence": 0.87208, "X1": 0.093, "Y1": 0.88025, "X2": 0.625, "Y2": 0.88005, "X3": 0.625, "Y3": 0.90007, "X4": 0.093, "Y4": 0.89872, "page": 0}, {"Word": "50281 6789", "Confidence": 0.9865, "X1": 0.876, "Y1": 0.92338, "X2": 0.779, "Y2": 0.92318, "X3": 0.778, "Y3": 0.90142, "X4": 0.875, "Y4": 0.89872, "page": 0}], "words_data": [{"Word": "University", "Confidence": 0.602, "X1": 0.506, "Y1": 0.18618, "X2": 0.567, "Y2": 0.18598, "X3": 0.566, "Y3": 0.2033, "X4": 0.505, "Y4": 0.20196, "page": 0, "Index": 0}, {"Word": "of", "Confidence": 0.998, "X1": 0.57, "Y1": 0.18618, "X2": 0.585, "Y2": 0.18598, "X3": 0.585, "Y3": 0.2033, "X4": 0.57, "Y4": 0.2033, "page": 0, "Index": 1}, {"Word": "London,", "Confidence": 0.929, "X1": 0.587, "Y1": 0.18618, "X2": 0.636, "Y2": 0.18598, "X3": 0.636, "Y3": 0.2033, "X4": 0.587, "Y4": 0.2033, "page": 0, "Index": 2}, {"Word": "for", "Confidence": 0.998, "X1": 0.638, "Y1": 0.18618, "X2": 0.658, "Y2": 0.18598, "X3": 0.658, "Y3": 0.2033, "X4": 0.638, "Y4": 0.2033, "page": 0, "Index": 3}, {"Word": "years", "Confidence": 0.607, "X1": 0.661, "Y1": 0.18618, "X2": 0.694, "Y2": 0.18598, "X3": 0.694, "Y3": 0.2033, "X4": 0.661, "Y4": 0.2033, "page": 0, "Index": 4}, {"Word": "an", "Confidence": 0.997, "X1": 0.697, "Y1": 0.18618, "X2": 0.712, "Y2": 0.18598, "X3": 0.712, "Y3": 0.2033, "X4": 0.697, "Y4": 0.2033, "page": 0, "Index": 5}, {"Word": "opponent", "Confidence": 0.943, "X1": 0.717, "Y1": 0.18753, "X2": 0.771, "Y2": 0.18733, "X3": 0.771, "Y3": 0.2033, "X4": 0.717, "Y4": 0.2033, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.934, "X1": 0.774, "Y1": 0.18753, "X2": 0.788, "Y2": 0.18733, "X3": 0.788, "Y3": 0.2033, "X4": 0.774, "Y4": 0.2033, "page": 0, "Index": 7}, {"Word": "public", "Confidence": 0.631, "X1": 0.79, "Y1": 0.18753, "X2": 0.827, "Y2": 0.18733, "X3": 0.827, "Y3": 0.20196, "X4": 0.791, "Y4": 0.2033, "page": 0, "Index": 8}, {"Word": "cancer", "Confidence": 0.458, "X1": 0.83, "Y1": 0.18618, "X2": 0.869, "Y2": 0.18598, "X3": 0.869, "Y3": 0.20196, "X4": 0.83, "Y4": 0.20196, "page": 0, "Index": 9}, {"Word": "\"(causative)", "Confidence": 0.371, "X1": 0.096, "Y1": 0.19292, "X2": 0.164, "Y2": 0.19272, "X3": 0.163, "Y3": 0.20869, "X4": 0.095, "Y4": 0.20869, "page": 0, "Index": 10}, {"Word": "factor", "Confidence": 0.9, "X1": 0.168, "Y1": 0.19292, "X2": 0.204, "Y2": 0.19272, "X3": 0.203, "Y3": 0.20869, "X4": 0.167, "Y4": 0.20869, "page": 0, "Index": 11}, {"Word": "in", "Confidence": 0.998, "X1": 0.208, "Y1": 0.19292, "X2": 0.22, "Y2": 0.19272, "X3": 0.219, "Y3": 0.20869, "X4": 0.207, "Y4": 0.20869, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.997, "X1": 0.224, "Y1": 0.19292, "X2": 0.244, "Y2": 0.19272, "X3": 0.243, "Y3": 0.20869, "X4": 0.224, "Y4": 0.20869, "page": 0, "Index": 13}, {"Word": "increased", "Confidence": 0.653, "X1": 0.246, "Y1": 0.19292, "X2": 0.302, "Y2": 0.19272, "X3": 0.302, "Y3": 0.20869, "X4": 0.246, "Y4": 0.20869, "page": 0, "Index": 14}, {"Word": "incidence", "Confidence": 0.856, "X1": 0.306, "Y1": 0.19292, "X2": 0.36, "Y2": 0.19272, "X3": 0.36, "Y3": 0.20869, "X4": 0.305, "Y4": 0.20869, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.996, "X1": 0.364, "Y1": 0.19292, "X2": 0.379, "Y2": 0.19272, "X3": 0.378, "Y3": 0.20869, "X4": 0.363, "Y4": 0.20869, "page": 0, "Index": 16}, {"Word": "lung", "Confidence": 0.985, "X1": 0.381, "Y1": 0.19292, "X2": 0.406, "Y2": 0.19272, "X3": 0.406, "Y3": 0.20869, "X4": 0.381, "Y4": 0.20869, "page": 0, "Index": 17}, {"Word": "cancer.\"", "Confidence": 0.776, "X1": 0.411, "Y1": 0.19292, "X2": 0.46, "Y2": 0.19272, "X3": 0.459, "Y3": 0.20869, "X4": 0.411, "Y4": 0.20869, "page": 0, "Index": 18}, {"Word": "education,", "Confidence": 0.955, "X1": 0.506, "Y1": 0.20505, "X2": 0.564, "Y2": 0.20485, "X3": 0.564, "Y3": 0.22082, "X4": 0.506, "Y4": 0.22082, "page": 0, "Index": 19}, {"Word": "is", "Confidence": 0.998, "X1": 0.567, "Y1": 0.2037, "X2": 0.577, "Y2": 0.2035, "X3": 0.577, "Y3": 0.22082, "X4": 0.567, "Y4": 0.22082, "page": 0, "Index": 20}, {"Word": "significant.", "Confidence": 0.88, "X1": 0.58, "Y1": 0.2037, "X2": 0.646, "Y2": 0.2035, "X3": 0.646, "Y3": 0.22082, "X4": 0.579, "Y4": 0.22082, "page": 0, "Index": 21}, {"Word": "He", "Confidence": 0.997, "X1": 0.649, "Y1": 0.2037, "X2": 0.666, "Y2": 0.2035, "X3": 0.666, "Y3": 0.22082, "X4": 0.649, "Y4": 0.22082, "page": 0, "Index": 22}, {"Word": "wrote", "Confidence": 0.995, "X1": 0.669, "Y1": 0.20236, "X2": 0.703, "Y2": 0.20216, "X3": 0.703, "Y3": 0.22082, "X4": 0.668, "Y4": 0.22082, "page": 0, "Index": 23}, {"Word": "in", "Confidence": 0.998, "X1": 0.706, "Y1": 0.20236, "X2": 0.718, "Y2": 0.20216, "X3": 0.718, "Y3": 0.22082, "X4": 0.706, "Y4": 0.22082, "page": 0, "Index": 24}, {"Word": "the", "Confidence": 0.998, "X1": 0.721, "Y1": 0.20236, "X2": 0.741, "Y2": 0.20216, "X3": 0.741, "Y3": 0.21948, "X4": 0.721, "Y4": 0.22082, "page": 0, "Index": 25}, {"Word": "British", "Confidence": 0.994, "X1": 0.743, "Y1": 0.20236, "X2": 0.786, "Y2": 0.20216, "X3": 0.786, "Y3": 0.21948, "X4": 0.743, "Y4": 0.21948, "page": 0, "Index": 26}, {"Word": "Medical", "Confidence": 0.943, "X1": 0.79, "Y1": 0.20236, "X2": 0.835, "Y2": 0.20216, "X3": 0.836, "Y3": 0.21948, "X4": 0.79, "Y4": 0.21948, "page": 0, "Index": 27}, {"Word": "Jour-", "Confidence": 0.881, "X1": 0.838, "Y1": 0.20236, "X2": 0.871, "Y2": 0.20216, "X3": 0.871, "Y3": 0.21813, "X4": 0.838, "Y4": 0.21948, "page": 0, "Index": 28}, {"Word": "\"Cancer", "Confidence": 0.991, "X1": 0.108, "Y1": 0.21449, "X2": 0.157, "Y2": 0.21429, "X3": 0.156, "Y3": 0.23161, "X4": 0.107, "Y4": 0.23161, "page": 0, "Index": 29}, {"Word": "of", "Confidence": 0.998, "X1": 0.16, "Y1": 0.21449, "X2": 0.174, "Y2": 0.21429, "X3": 0.173, "Y3": 0.23161, "X4": 0.159, "Y4": 0.23161, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.633, "X1": 0.176, "Y1": 0.21449, "X2": 0.197, "Y2": 0.21429, "X3": 0.196, "Y3": 0.23161, "X4": 0.175, "Y4": 0.23161, "page": 0, "Index": 31}, {"Word": "uterus", "Confidence": 0.996, "X1": 0.2, "Y1": 0.21314, "X2": 0.24, "Y2": 0.21294, "X3": 0.239, "Y3": 0.23161, "X4": 0.199, "Y4": 0.23161, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.998, "X1": 0.243, "Y1": 0.21314, "X2": 0.254, "Y2": 0.21294, "X3": 0.253, "Y3": 0.23161, "X4": 0.242, "Y4": 0.23161, "page": 0, "Index": 33}, {"Word": "universally", "Confidence": 0.944, "X1": 0.257, "Y1": 0.21314, "X2": 0.322, "Y2": 0.21294, "X3": 0.322, "Y3": 0.23161, "X4": 0.256, "Y4": 0.23161, "page": 0, "Index": 34}, {"Word": "incurable,\"", "Confidence": 0.884, "X1": 0.325, "Y1": 0.21314, "X2": 0.391, "Y2": 0.21294, "X3": 0.39, "Y3": 0.23026, "X4": 0.324, "Y4": 0.23161, "page": 0, "Index": 35}, {"Word": "it", "Confidence": 0.998, "X1": 0.394, "Y1": 0.21314, "X2": 0.406, "Y2": 0.21294, "X3": 0.405, "Y3": 0.23026, "X4": 0.393, "Y4": 0.23026, "page": 0, "Index": 36}, {"Word": "was", "Confidence": 0.883, "X1": 0.408, "Y1": 0.21314, "X2": 0.433, "Y2": 0.21294, "X3": 0.432, "Y3": 0.23026, "X4": 0.408, "Y4": 0.23026, "page": 0, "Index": 37}, {"Word": "said", "Confidence": 0.991, "X1": 0.436, "Y1": 0.21314, "X2": 0.461, "Y2": 0.21294, "X3": 0.46, "Y3": 0.23026, "X4": 0.435, "Y4": 0.23026, "page": 0, "Index": 38}, {"Word": "nal", "Confidence": 0.882, "X1": 0.505, "Y1": 0.22257, "X2": 0.523, "Y2": 0.22237, "X3": 0.523, "Y3": 0.23969, "X4": 0.505, "Y4": 0.23969, "page": 0, "Index": 39}, {"Word": "that", "Confidence": 0.989, "X1": 0.526, "Y1": 0.22257, "X2": 0.552, "Y2": 0.22237, "X3": 0.552, "Y3": 0.24104, "X4": 0.526, "Y4": 0.23969, "page": 0, "Index": 40}, {"Word": "he", "Confidence": 0.997, "X1": 0.555, "Y1": 0.22257, "X2": 0.569, "Y2": 0.22237, "X3": 0.569, "Y3": 0.24104, "X4": 0.555, "Y4": 0.24104, "page": 0, "Index": 41}, {"Word": "had", "Confidence": 0.998, "X1": 0.572, "Y1": 0.22257, "X2": 0.595, "Y2": 0.22237, "X3": 0.595, "Y3": 0.24104, "X4": 0.572, "Y4": 0.24104, "page": 0, "Index": 42}, {"Word": "cared", "Confidence": 0.998, "X1": 0.598, "Y1": 0.22122, "X2": 0.631, "Y2": 0.22102, "X3": 0.631, "Y3": 0.24104, "X4": 0.598, "Y4": 0.24104, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.998, "X1": 0.634, "Y1": 0.22122, "X2": 0.653, "Y2": 0.22102, "X3": 0.653, "Y3": 0.24104, "X4": 0.634, "Y4": 0.24104, "page": 0, "Index": 44}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.656, "Y1": 0.22122, "X2": 0.696, "Y2": 0.22102, "X3": 0.695, "Y3": 0.23969, "X4": 0.656, "Y4": 0.24104, "page": 0, "Index": 45}, {"Word": "patients", "Confidence": 0.992, "X1": 0.698, "Y1": 0.22122, "X2": 0.747, "Y2": 0.22102, "X3": 0.747, "Y3": 0.23969, "X4": 0.698, "Y4": 0.23969, "page": 0, "Index": 46}, {"Word": "in", "Confidence": 0.998, "X1": 0.75, "Y1": 0.22122, "X2": 0.763, "Y2": 0.22102, "X3": 0.763, "Y3": 0.23969, "X4": 0.75, "Y4": 0.23969, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.766, "Y1": 0.21988, "X2": 0.787, "Y2": 0.21968, "X3": 0.786, "Y3": 0.23969, "X4": 0.766, "Y4": 0.23969, "page": 0, "Index": 48}, {"Word": "United", "Confidence": 0.993, "X1": 0.789, "Y1": 0.21988, "X2": 0.83, "Y2": 0.21968, "X3": 0.83, "Y3": 0.23834, "X4": 0.789, "Y4": 0.23969, "page": 0, "Index": 49}, {"Word": "States", "Confidence": 0.997, "X1": 0.833, "Y1": 0.21988, "X2": 0.872, "Y2": 0.21968, "X3": 0.872, "Y3": 0.23834, "X4": 0.832, "Y4": 0.23834, "page": 0, "Index": 50}, {"Word": "at", "Confidence": 0.995, "X1": 0.096, "Y1": 0.2347, "X2": 0.107, "Y2": 0.2345, "X3": 0.106, "Y3": 0.25182, "X4": 0.095, "Y4": 0.25182, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.11, "Y1": 0.2347, "X2": 0.13, "Y2": 0.2345, "X3": 0.129, "Y3": 0.25182, "X4": 0.109, "Y4": 0.25182, "page": 0, "Index": 52}, {"Word": "turn", "Confidence": 0.987, "X1": 0.133, "Y1": 0.23335, "X2": 0.158, "Y2": 0.23315, "X3": 0.157, "Y3": 0.25047, "X4": 0.132, "Y4": 0.25182, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.16, "Y1": 0.23335, "X2": 0.174, "Y2": 0.23315, "X3": 0.173, "Y3": 0.25047, "X4": 0.159, "Y4": 0.25047, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.958, "X1": 0.177, "Y1": 0.23335, "X2": 0.196, "Y2": 0.23315, "X3": 0.195, "Y3": 0.25047, "X4": 0.176, "Y4": 0.25047, "page": 0, "Index": 55}, {"Word": "century.", "Confidence": 0.962, "X1": 0.199, "Y1": 0.23335, "X2": 0.249, "Y2": 0.23315, "X3": 0.248, "Y3": 0.25047, "X4": 0.198, "Y4": 0.25047, "page": 0, "Index": 56}, {"Word": "Today,", "Confidence": 0.993, "X1": 0.252, "Y1": 0.23335, "X2": 0.289, "Y2": 0.23315, "X3": 0.289, "Y3": 0.25047, "X4": 0.251, "Y4": 0.25047, "page": 0, "Index": 57}, {"Word": "in", "Confidence": 0.998, "X1": 0.292, "Y1": 0.23335, "X2": 0.303, "Y2": 0.23315, "X3": 0.303, "Y3": 0.25047, "X4": 0.291, "Y4": 0.25047, "page": 0, "Index": 58}, {"Word": "strict", "Confidence": 0.822, "X1": 0.306, "Y1": 0.23335, "X2": 0.339, "Y2": 0.23315, "X3": 0.338, "Y3": 0.25047, "X4": 0.305, "Y4": 0.25047, "page": 0, "Index": 59}, {"Word": "contrast,", "Confidence": 0.819, "X1": 0.342, "Y1": 0.23335, "X2": 0.394, "Y2": 0.23315, "X3": 0.393, "Y3": 0.25047, "X4": 0.341, "Y4": 0.25047, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.396, "Y1": 0.23201, "X2": 0.417, "Y2": 0.23181, "X3": 0.417, "Y3": 0.25047, "X4": 0.396, "Y4": 0.25047, "page": 0, "Index": 61}, {"Word": "Ameri-", "Confidence": 0.809, "X1": 0.42, "Y1": 0.23201, "X2": 0.463, "Y2": 0.23181, "X3": 0.462, "Y3": 0.25047, "X4": 0.419, "Y4": 0.25047, "page": 0, "Index": 62}, {"Word": "in", "Confidence": 0.998, "X1": 0.507, "Y1": 0.24279, "X2": 0.517, "Y2": 0.24259, "X3": 0.516, "Y3": 0.25856, "X4": 0.506, "Y4": 0.25856, "page": 0, "Index": 63}, {"Word": "1934", "Confidence": 0.991, "X1": 0.519, "Y1": 0.24144, "X2": 0.545, "Y2": 0.24124, "X3": 0.545, "Y3": 0.25856, "X4": 0.519, "Y4": 0.25856, "page": 0, "Index": 64}, {"Word": "and", "Confidence": 0.998, "X1": 0.548, "Y1": 0.24144, "X2": 0.568, "Y2": 0.24124, "X3": 0.568, "Y3": 0.25856, "X4": 0.548, "Y4": 0.25856, "page": 0, "Index": 65}, {"Word": "again", "Confidence": 0.997, "X1": 0.571, "Y1": 0.24144, "X2": 0.603, "Y2": 0.24124, "X3": 0.603, "Y3": 0.25856, "X4": 0.571, "Y4": 0.25856, "page": 0, "Index": 66}, {"Word": "recently,", "Confidence": 0.814, "X1": 0.606, "Y1": 0.24009, "X2": 0.655, "Y2": 0.23989, "X3": 0.655, "Y3": 0.25856, "X4": 0.606, "Y4": 0.25856, "page": 0, "Index": 67}, {"Word": "and", "Confidence": 0.998, "X1": 0.658, "Y1": 0.24009, "X2": 0.679, "Y2": 0.23989, "X3": 0.679, "Y3": 0.25856, "X4": 0.658, "Y4": 0.25856, "page": 0, "Index": 68}, {"Word": "said,", "Confidence": 0.955, "X1": 0.682, "Y1": 0.24009, "X2": 0.71, "Y2": 0.23989, "X3": 0.71, "Y3": 0.25856, "X4": 0.682, "Y4": 0.25856, "page": 0, "Index": 69}, {"Word": "\"I", "Confidence": 0.933, "X1": 0.712, "Y1": 0.24009, "X2": 0.724, "Y2": 0.23989, "X3": 0.724, "Y3": 0.25856, "X4": 0.712, "Y4": 0.25856, "page": 0, "Index": 70}, {"Word": "was", "Confidence": 0.998, "X1": 0.727, "Y1": 0.24009, "X2": 0.749, "Y2": 0.23989, "X3": 0.749, "Y3": 0.25856, "X4": 0.727, "Y4": 0.25856, "page": 0, "Index": 71}, {"Word": "struck", "Confidence": 0.902, "X1": 0.752, "Y1": 0.23874, "X2": 0.788, "Y2": 0.23854, "X3": 0.788, "Y3": 0.25856, "X4": 0.752, "Y4": 0.25856, "page": 0, "Index": 72}, {"Word": "by", "Confidence": 0.998, "X1": 0.791, "Y1": 0.23874, "X2": 0.806, "Y2": 0.23854, "X3": 0.806, "Y3": 0.25856, "X4": 0.791, "Y4": 0.25856, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.808, "Y1": 0.23874, "X2": 0.826, "Y2": 0.23854, "X3": 0.826, "Y3": 0.25856, "X4": 0.809, "Y4": 0.25856, "page": 0, "Index": 74}, {"Word": "change", "Confidence": 0.997, "X1": 0.829, "Y1": 0.23874, "X2": 0.871, "Y2": 0.23854, "X3": 0.871, "Y3": 0.25856, "X4": 0.829, "Y4": 0.25856, "page": 0, "Index": 75}, {"Word": "can", "Confidence": 0.941, "X1": 0.096, "Y1": 0.25492, "X2": 0.116, "Y2": 0.25472, "X3": 0.114, "Y3": 0.27069, "X4": 0.095, "Y4": 0.27069, "page": 0, "Index": 76}, {"Word": "Cancer", "Confidence": 0.996, "X1": 0.119, "Y1": 0.25357, "X2": 0.161, "Y2": 0.25337, "X3": 0.16, "Y3": 0.27069, "X4": 0.118, "Y4": 0.27069, "page": 0, "Index": 77}, {"Word": "Society", "Confidence": 0.995, "X1": 0.164, "Y1": 0.25222, "X2": 0.207, "Y2": 0.25202, "X3": 0.206, "Y3": 0.26934, "X4": 0.162, "Y4": 0.27069, "page": 0, "Index": 78}, {"Word": "believes", "Confidence": 0.623, "X1": 0.21, "Y1": 0.25222, "X2": 0.257, "Y2": 0.25202, "X3": 0.256, "Y3": 0.26934, "X4": 0.209, "Y4": 0.26934, "page": 0, "Index": 79}, {"Word": "that", "Confidence": 0.991, "X1": 0.26, "Y1": 0.25222, "X2": 0.285, "Y2": 0.25202, "X3": 0.284, "Y3": 0.26934, "X4": 0.259, "Y4": 0.26934, "page": 0, "Index": 80}, {"Word": "nearly", "Confidence": 0.637, "X1": 0.288, "Y1": 0.25222, "X2": 0.326, "Y2": 0.25202, "X3": 0.325, "Y3": 0.26934, "X4": 0.287, "Y4": 0.26934, "page": 0, "Index": 81}, {"Word": "all", "Confidence": 0.998, "X1": 0.329, "Y1": 0.25222, "X2": 0.345, "Y2": 0.25202, "X3": 0.345, "Y3": 0.26934, "X4": 0.328, "Y4": 0.26934, "page": 0, "Index": 82}, {"Word": "deaths", "Confidence": 0.996, "X1": 0.348, "Y1": 0.25222, "X2": 0.387, "Y2": 0.25202, "X3": 0.387, "Y3": 0.26934, "X4": 0.347, "Y4": 0.26934, "page": 0, "Index": 83}, {"Word": "from", "Confidence": 0.989, "X1": 0.39, "Y1": 0.25222, "X2": 0.416, "Y2": 0.25202, "X3": 0.415, "Y3": 0.26934, "X4": 0.389, "Y4": 0.26934, "page": 0, "Index": 84}, {"Word": "cancer", "Confidence": 0.958, "X1": 0.423, "Y1": 0.25222, "X2": 0.462, "Y2": 0.25202, "X3": 0.461, "Y3": 0.27069, "X4": 0.422, "Y4": 0.26934, "page": 0, "Index": 85}, {"Word": "American", "Confidence": 0.946, "X1": 0.653, "Y1": 0.25896, "X2": 0.709, "Y2": 0.25876, "X3": 0.709, "Y3": 0.27743, "X4": 0.652, "Y4": 0.27878, "page": 0, "Index": 86}, {"Word": "public.", "Confidence": 0.862, "X1": 0.713, "Y1": 0.25896, "X2": 0.753, "Y2": 0.25876, "X3": 0.753, "Y3": 0.27743, "X4": 0.713, "Y4": 0.27743, "page": 0, "Index": 87}, {"Word": "Every", "Confidence": 0.995, "X1": 0.756, "Y1": 0.25896, "X2": 0.791, "Y2": 0.25876, "X3": 0.791, "Y3": 0.27743, "X4": 0.756, "Y4": 0.27743, "page": 0, "Index": 88}, {"Word": "patient", "Confidence": 0.995, "X1": 0.794, "Y1": 0.25896, "X2": 0.837, "Y2": 0.25876, "X3": 0.837, "Y3": 0.27743, "X4": 0.794, "Y4": 0.27743, "page": 0, "Index": 89}, {"Word": "knew", "Confidence": 0.986, "X1": 0.84, "Y1": 0.25896, "X2": 0.868, "Y2": 0.25876, "X3": 0.868, "Y3": 0.27743, "X4": 0.839, "Y4": 0.27743, "page": 0, "Index": 90}, {"Word": "which", "Confidence": 0.997, "X1": 0.508, "Y1": 0.26031, "X2": 0.54, "Y2": 0.26011, "X3": 0.54, "Y3": 0.27878, "X4": 0.507, "Y4": 0.27878, "page": 0, "Index": 91}, {"Word": "had", "Confidence": 0.814, "X1": 0.543, "Y1": 0.26031, "X2": 0.565, "Y2": 0.26011, "X3": 0.565, "Y3": 0.27878, "X4": 0.542, "Y4": 0.27878, "page": 0, "Index": 92}, {"Word": "come", "Confidence": 0.946, "X1": 0.568, "Y1": 0.26031, "X2": 0.598, "Y2": 0.26011, "X3": 0.597, "Y3": 0.27878, "X4": 0.567, "Y4": 0.27878, "page": 0, "Index": 93}, {"Word": "over", "Confidence": 0.988, "X1": 0.601, "Y1": 0.25896, "X2": 0.627, "Y2": 0.25876, "X3": 0.626, "Y3": 0.27878, "X4": 0.6, "Y4": 0.27878, "page": 0, "Index": 94}, {"Word": "the", "Confidence": 0.958, "X1": 0.629, "Y1": 0.25896, "X2": 0.65, "Y2": 0.25876, "X3": 0.649, "Y3": 0.27878, "X4": 0.629, "Y4": 0.27878, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.098, "Y1": 0.27378, "X2": 0.109, "Y2": 0.27358, "X3": 0.108, "Y3": 0.28956, "X4": 0.096, "Y4": 0.28956, "page": 0, "Index": 96}, {"Word": "the", "Confidence": 0.998, "X1": 0.112, "Y1": 0.27244, "X2": 0.132, "Y2": 0.27224, "X3": 0.131, "Y3": 0.28821, "X4": 0.111, "Y4": 0.28956, "page": 0, "Index": 97}, {"Word": "uterus", "Confidence": 0.992, "X1": 0.136, "Y1": 0.27244, "X2": 0.173, "Y2": 0.27224, "X3": 0.172, "Y3": 0.28821, "X4": 0.134, "Y4": 0.28821, "page": 0, "Index": 98}, {"Word": "can", "Confidence": 0.998, "X1": 0.176, "Y1": 0.27244, "X2": 0.197, "Y2": 0.27224, "X3": 0.196, "Y3": 0.28821, "X4": 0.175, "Y4": 0.28821, "page": 0, "Index": 99}, {"Word": "be", "Confidence": 0.997, "X1": 0.201, "Y1": 0.27109, "X2": 0.215, "Y2": 0.27089, "X3": 0.215, "Y3": 0.28821, "X4": 0.2, "Y4": 0.28821, "page": 0, "Index": 100}, {"Word": "prevented.", "Confidence": 0.964, "X1": 0.218, "Y1": 0.27109, "X2": 0.283, "Y2": 0.27089, "X3": 0.282, "Y3": 0.28821, "X4": 0.217, "Y4": 0.28821, "page": 0, "Index": 101}, {"Word": "This,", "Confidence": 0.798, "X1": 0.285, "Y1": 0.27109, "X2": 0.314, "Y2": 0.27089, "X3": 0.314, "Y3": 0.28821, "X4": 0.285, "Y4": 0.28821, "page": 0, "Index": 102}, {"Word": "in", "Confidence": 0.998, "X1": 0.317, "Y1": 0.27109, "X2": 0.329, "Y2": 0.27089, "X3": 0.328, "Y3": 0.28821, "X4": 0.316, "Y4": 0.28821, "page": 0, "Index": 103}, {"Word": "considerable", "Confidence": 0.991, "X1": 0.332, "Y1": 0.27244, "X2": 0.406, "Y2": 0.27224, "X3": 0.406, "Y3": 0.28821, "X4": 0.332, "Y4": 0.28821, "page": 0, "Index": 104}, {"Word": "measure,", "Confidence": 0.769, "X1": 0.408, "Y1": 0.27244, "X2": 0.462, "Y2": 0.27224, "X3": 0.462, "Y3": 0.28821, "X4": 0.408, "Y4": 0.28821, "page": 0, "Index": 105}, {"Word": "that", "Confidence": 0.983, "X1": 0.507, "Y1": 0.28052, "X2": 0.531, "Y2": 0.28032, "X3": 0.531, "Y3": 0.2963, "X4": 0.507, "Y4": 0.2963, "page": 0, "Index": 106}, {"Word": "sometimes", "Confidence": 0.974, "X1": 0.534, "Y1": 0.27918, "X2": 0.594, "Y2": 0.27898, "X3": 0.594, "Y3": 0.2963, "X4": 0.533, "Y4": 0.2963, "page": 0, "Index": 107}, {"Word": "cancer,", "Confidence": 0.848, "X1": 0.597, "Y1": 0.27918, "X2": 0.638, "Y2": 0.27898, "X3": 0.638, "Y3": 0.2963, "X4": 0.596, "Y4": 0.2963, "page": 0, "Index": 108}, {"Word": "and", "Confidence": 0.998, "X1": 0.64, "Y1": 0.27918, "X2": 0.663, "Y2": 0.27898, "X3": 0.662, "Y3": 0.2963, "X4": 0.64, "Y4": 0.2963, "page": 0, "Index": 109}, {"Word": "especially", "Confidence": 0.633, "X1": 0.665, "Y1": 0.27783, "X2": 0.722, "Y2": 0.27763, "X3": 0.722, "Y3": 0.2963, "X4": 0.665, "Y4": 0.2963, "page": 0, "Index": 110}, {"Word": "carly", "Confidence": 0.883, "X1": 0.725, "Y1": 0.27783, "X2": 0.755, "Y2": 0.27763, "X3": 0.755, "Y3": 0.2963, "X4": 0.725, "Y4": 0.2963, "page": 0, "Index": 111}, {"Word": "cancer.", "Confidence": 0.729, "X1": 0.758, "Y1": 0.27783, "X2": 0.8, "Y2": 0.27763, "X3": 0.8, "Y3": 0.2963, "X4": 0.758, "Y4": 0.2963, "page": 0, "Index": 112}, {"Word": "is", "Confidence": 0.634, "X1": 0.803, "Y1": 0.27918, "X2": 0.814, "Y2": 0.27898, "X3": 0.814, "Y3": 0.2963, "X4": 0.803, "Y4": 0.2963, "page": 0, "Index": 113}, {"Word": "a", "Confidence": 0.995, "X1": 0.816, "Y1": 0.27918, "X2": 0.824, "Y2": 0.27898, "X3": 0.824, "Y3": 0.2963, "X4": 0.816, "Y4": 0.2963, "page": 0, "Index": 114}, {"Word": "curable", "Confidence": 0.996, "X1": 0.827, "Y1": 0.27918, "X2": 0.872, "Y2": 0.27898, "X3": 0.872, "Y3": 0.29495, "X4": 0.827, "Y4": 0.2963, "page": 0, "Index": 115}, {"Word": "is", "Confidence": 0.991, "X1": 0.095, "Y1": 0.28996, "X2": 0.106, "Y2": 0.28976, "X3": 0.106, "Y3": 0.30843, "X4": 0.095, "Y4": 0.30843, "page": 0, "Index": 116}, {"Word": "due", "Confidence": 0.998, "X1": 0.109, "Y1": 0.28996, "X2": 0.131, "Y2": 0.28976, "X3": 0.13, "Y3": 0.30843, "X4": 0.108, "Y4": 0.30843, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.998, "X1": 0.133, "Y1": 0.28996, "X2": 0.145, "Y2": 0.28976, "X3": 0.145, "Y3": 0.30843, "X4": 0.133, "Y4": 0.30843, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.148, "Y1": 0.28996, "X2": 0.167, "Y2": 0.28976, "X3": 0.166, "Y3": 0.30843, "X4": 0.147, "Y4": 0.30843, "page": 0, "Index": 119}, {"Word": "possibilities", "Confidence": 0.605, "X1": 0.169, "Y1": 0.28996, "X2": 0.24, "Y2": 0.28976, "X3": 0.24, "Y3": 0.30843, "X4": 0.169, "Y4": 0.30843, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.998, "X1": 0.243, "Y1": 0.28996, "X2": 0.255, "Y2": 0.28976, "X3": 0.255, "Y3": 0.30843, "X4": 0.242, "Y4": 0.30843, "page": 0, "Index": 121}, {"Word": "carlier", "Confidence": 0.633, "X1": 0.258, "Y1": 0.28861, "X2": 0.298, "Y2": 0.28841, "X3": 0.298, "Y3": 0.30843, "X4": 0.258, "Y4": 0.30843, "page": 0, "Index": 122}, {"Word": "diagnosis", "Confidence": 0.959, "X1": 0.301, "Y1": 0.28996, "X2": 0.356, "Y2": 0.28976, "X3": 0.356, "Y3": 0.30843, "X4": 0.3, "Y4": 0.30843, "page": 0, "Index": 123}, {"Word": "through", "Confidence": 0.884, "X1": 0.359, "Y1": 0.28996, "X2": 0.406, "Y2": 0.28976, "X3": 0.406, "Y3": 0.30843, "X4": 0.358, "Y4": 0.30843, "page": 0, "Index": 124}, {"Word": "a", "Confidence": 0.655, "X1": 0.409, "Y1": 0.28996, "X2": 0.417, "Y2": 0.28976, "X3": 0.417, "Y3": 0.30843, "X4": 0.409, "Y4": 0.30843, "page": 0, "Index": 125}, {"Word": "testing", "Confidence": 0.996, "X1": 0.42, "Y1": 0.28996, "X2": 0.462, "Y2": 0.28976, "X3": 0.461, "Y3": 0.30843, "X4": 0.42, "Y4": 0.30843, "page": 0, "Index": 126}, {"Word": "disease.", "Confidence": 0.627, "X1": 0.507, "Y1": 0.29804, "X2": 0.551, "Y2": 0.29784, "X3": 0.551, "Y3": 0.31516, "X4": 0.507, "Y4": 0.31382, "page": 0, "Index": 127}, {"Word": "Americans", "Confidence": 0.995, "X1": 0.553, "Y1": 0.29804, "X2": 0.615, "Y2": 0.29784, "X3": 0.615, "Y3": 0.31516, "X4": 0.553, "Y4": 0.31516, "page": 0, "Index": 128}, {"Word": "all", "Confidence": 0.955, "X1": 0.618, "Y1": 0.29804, "X2": 0.631, "Y2": 0.29784, "X3": 0.631, "Y3": 0.31516, "X4": 0.618, "Y4": 0.31516, "page": 0, "Index": 129}, {"Word": "know", "Confidence": 0.987, "X1": 0.634, "Y1": 0.29804, "X2": 0.663, "Y2": 0.29784, "X3": 0.663, "Y3": 0.31516, "X4": 0.634, "Y4": 0.31516, "page": 0, "Index": 130}, {"Word": "people", "Confidence": 0.996, "X1": 0.668, "Y1": 0.2967, "X2": 0.704, "Y2": 0.2965, "X3": 0.704, "Y3": 0.31516, "X4": 0.668, "Y4": 0.31516, "page": 0, "Index": 131}, {"Word": "in", "Confidence": 0.998, "X1": 0.707, "Y1": 0.2967, "X2": 0.719, "Y2": 0.2965, "X3": 0.719, "Y3": 0.31516, "X4": 0.707, "Y4": 0.31516, "page": 0, "Index": 132}, {"Word": "their", "Confidence": 0.997, "X1": 0.721, "Y1": 0.2967, "X2": 0.751, "Y2": 0.2965, "X3": 0.751, "Y3": 0.31516, "X4": 0.722, "Y4": 0.31516, "page": 0, "Index": 133}, {"Word": "circle", "Confidence": 0.989, "X1": 0.753, "Y1": 0.2967, "X2": 0.785, "Y2": 0.2965, "X3": 0.785, "Y3": 0.31516, "X4": 0.753, "Y4": 0.31516, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.998, "X1": 0.787, "Y1": 0.2967, "X2": 0.799, "Y2": 0.2965, "X3": 0.8, "Y3": 0.31516, "X4": 0.788, "Y4": 0.31516, "page": 0, "Index": 135}, {"Word": "friends", "Confidence": 0.954, "X1": 0.802, "Y1": 0.2967, "X2": 0.844, "Y2": 0.2965, "X3": 0.845, "Y3": 0.31382, "X4": 0.802, "Y4": 0.31382, "page": 0, "Index": 136}, {"Word": "who", "Confidence": 0.998, "X1": 0.847, "Y1": 0.29535, "X2": 0.872, "Y2": 0.29515, "X3": 0.873, "Y3": 0.31382, "X4": 0.847, "Y4": 0.31382, "page": 0, "Index": 137}, {"Word": "technique", "Confidence": 0.911, "X1": 0.096, "Y1": 0.30883, "X2": 0.153, "Y2": 0.30863, "X3": 0.153, "Y3": 0.32729, "X4": 0.096, "Y4": 0.32729, "page": 0, "Index": 138}, {"Word": "developed", "Confidence": 0.994, "X1": 0.159, "Y1": 0.30883, "X2": 0.216, "Y2": 0.30863, "X3": 0.216, "Y3": 0.32729, "X4": 0.159, "Y4": 0.32729, "page": 0, "Index": 139}, {"Word": "by", "Confidence": 0.996, "X1": 0.223, "Y1": 0.30883, "X2": 0.238, "Y2": 0.30863, "X3": 0.238, "Y3": 0.32729, "X4": 0.223, "Y4": 0.32729, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.998, "X1": 0.245, "Y1": 0.30883, "X2": 0.266, "Y2": 0.30863, "X3": 0.266, "Y3": 0.32729, "X4": 0.245, "Y4": 0.32729, "page": 0, "Index": 141}, {"Word": "Greek-American", "Confidence": 0.902, "X1": 0.271, "Y1": 0.30883, "X2": 0.367, "Y2": 0.30863, "X3": 0.366, "Y3": 0.32729, "X4": 0.271, "Y4": 0.32729, "page": 0, "Index": 142}, {"Word": "physician,", "Confidence": 0.932, "X1": 0.373, "Y1": 0.30883, "X2": 0.438, "Y2": 0.30863, "X3": 0.438, "Y3": 0.32729, "X4": 0.373, "Y4": 0.32729, "page": 0, "Index": 143}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.441, "Y1": 0.30883, "X2": 0.463, "Y2": 0.30863, "X3": 0.462, "Y3": 0.32729, "X4": 0.441, "Y4": 0.32729, "page": 0, "Index": 144}, {"Word": "have", "Confidence": 0.995, "X1": 0.507, "Y1": 0.31691, "X2": 0.533, "Y2": 0.31671, "X3": 0.532, "Y3": 0.33403, "X4": 0.506, "Y4": 0.33403, "page": 0, "Index": 145}, {"Word": "been", "Confidence": 0.991, "X1": 0.536, "Y1": 0.31691, "X2": 0.563, "Y2": 0.31671, "X3": 0.563, "Y3": 0.33403, "X4": 0.535, "Y4": 0.33403, "page": 0, "Index": 146}, {"Word": "successfully", "Confidence": 0.079, "X1": 0.567, "Y1": 0.31691, "X2": 0.637, "Y2": 0.31671, "X3": 0.636, "Y3": 0.33403, "X4": 0.566, "Y4": 0.33403, "page": 0, "Index": 147}, {"Word": "treated,", "Confidence": 0.946, "X1": 0.639, "Y1": 0.31691, "X2": 0.686, "Y2": 0.31671, "X3": 0.686, "Y3": 0.33403, "X4": 0.639, "Y4": 0.33403, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.689, "Y1": 0.31691, "X2": 0.71, "Y2": 0.31671, "X3": 0.71, "Y3": 0.33403, "X4": 0.689, "Y4": 0.33403, "page": 0, "Index": 149}, {"Word": "one", "Confidence": 0.998, "X1": 0.714, "Y1": 0.31691, "X2": 0.735, "Y2": 0.31671, "X3": 0.735, "Y3": 0.33403, "X4": 0.714, "Y4": 0.33403, "page": 0, "Index": 150}, {"Word": "can", "Confidence": 0.998, "X1": 0.738, "Y1": 0.31556, "X2": 0.758, "Y2": 0.31536, "X3": 0.758, "Y3": 0.33403, "X4": 0.737, "Y4": 0.33403, "page": 0, "Index": 151}, {"Word": "say", "Confidence": 0.997, "X1": 0.762, "Y1": 0.31556, "X2": 0.783, "Y2": 0.31536, "X3": 0.783, "Y3": 0.33403, "X4": 0.762, "Y4": 0.33403, "page": 0, "Index": 152}, {"Word": "to", "Confidence": 0.998, "X1": 0.786, "Y1": 0.31556, "X2": 0.799, "Y2": 0.31536, "X3": 0.799, "Y3": 0.33403, "X4": 0.786, "Y4": 0.33403, "page": 0, "Index": 153}, {"Word": "virtually", "Confidence": 0.991, "X1": 0.802, "Y1": 0.31556, "X2": 0.853, "Y2": 0.31536, "X3": 0.853, "Y3": 0.33403, "X4": 0.802, "Y4": 0.33403, "page": 0, "Index": 154}, {"Word": "all", "Confidence": 0.941, "X1": 0.856, "Y1": 0.31556, "X2": 0.873, "Y2": 0.31536, "X3": 0.873, "Y3": 0.33403, "X4": 0.856, "Y4": 0.33403, "page": 0, "Index": 155}, {"Word": "George", "Confidence": 0.994, "X1": 0.095, "Y1": 0.32769, "X2": 0.138, "Y2": 0.32749, "X3": 0.138, "Y3": 0.34616, "X4": 0.095, "Y4": 0.34616, "page": 0, "Index": 156}, {"Word": "N.", "Confidence": 0.885, "X1": 0.141, "Y1": 0.32769, "X2": 0.158, "Y2": 0.32749, "X3": 0.157, "Y3": 0.34616, "X4": 0.141, "Y4": 0.34616, "page": 0, "Index": 157}, {"Word": "Papanicolaou.", "Confidence": 0.933, "X1": 0.161, "Y1": 0.32769, "X2": 0.244, "Y2": 0.32749, "X3": 0.243, "Y3": 0.34616, "X4": 0.16, "Y4": 0.34616, "page": 0, "Index": 158}, {"Word": "The", "Confidence": 0.998, "X1": 0.247, "Y1": 0.32769, "X2": 0.27, "Y2": 0.32749, "X3": 0.27, "Y3": 0.34616, "X4": 0.246, "Y4": 0.34616, "page": 0, "Index": 159}, {"Word": "\"Tap\"", "Confidence": 0.955, "X1": 0.274, "Y1": 0.32769, "X2": 0.312, "Y2": 0.32749, "X3": 0.312, "Y3": 0.34616, "X4": 0.274, "Y4": 0.34616, "page": 0, "Index": 160}, {"Word": "smear", "Confidence": 0.684, "X1": 0.315, "Y1": 0.32904, "X2": 0.352, "Y2": 0.32884, "X3": 0.351, "Y3": 0.34616, "X4": 0.315, "Y4": 0.34616, "page": 0, "Index": 161}, {"Word": "has", "Confidence": 0.964, "X1": 0.355, "Y1": 0.32904, "X2": 0.378, "Y2": 0.32884, "X3": 0.377, "Y3": 0.34616, "X4": 0.354, "Y4": 0.34616, "page": 0, "Index": 162}, {"Word": "already", "Confidence": 0.893, "X1": 0.381, "Y1": 0.32904, "X2": 0.425, "Y2": 0.32884, "X3": 0.424, "Y3": 0.34751, "X4": 0.38, "Y4": 0.34616, "page": 0, "Index": 163}, {"Word": "saved", "Confidence": 0.658, "X1": 0.429, "Y1": 0.32904, "X2": 0.462, "Y2": 0.32884, "X3": 0.461, "Y3": 0.34751, "X4": 0.428, "Y4": 0.34751, "page": 0, "Index": 164}, {"Word": "patients,", "Confidence": 0.958, "X1": 0.507, "Y1": 0.33578, "X2": 0.557, "Y2": 0.33558, "X3": 0.556, "Y3": 0.3529, "X4": 0.507, "Y4": 0.35425, "page": 0, "Index": 165}, {"Word": "and", "Confidence": 0.998, "X1": 0.559, "Y1": 0.33578, "X2": 0.581, "Y2": 0.33558, "X3": 0.581, "Y3": 0.3529, "X4": 0.559, "Y4": 0.3529, "page": 0, "Index": 166}, {"Word": "certainly", "Confidence": 0.948, "X1": 0.584, "Y1": 0.33443, "X2": 0.636, "Y2": 0.33423, "X3": 0.636, "Y3": 0.3529, "X4": 0.583, "Y4": 0.3529, "page": 0, "Index": 167}, {"Word": "to", "Confidence": 0.998, "X1": 0.638, "Y1": 0.33443, "X2": 0.651, "Y2": 0.33423, "X3": 0.651, "Y3": 0.3529, "X4": 0.638, "Y4": 0.3529, "page": 0, "Index": 168}, {"Word": "all", "Confidence": 0.998, "X1": 0.654, "Y1": 0.33443, "X2": 0.669, "Y2": 0.33423, "X3": 0.669, "Y3": 0.3529, "X4": 0.654, "Y4": 0.3529, "page": 0, "Index": 169}, {"Word": "educated", "Confidence": 0.994, "X1": 0.672, "Y1": 0.33443, "X2": 0.723, "Y2": 0.33423, "X3": 0.723, "Y3": 0.3529, "X4": 0.672, "Y4": 0.3529, "page": 0, "Index": 170}, {"Word": "patients,", "Confidence": 0.802, "X1": 0.726, "Y1": 0.33443, "X2": 0.778, "Y2": 0.33423, "X3": 0.778, "Y3": 0.3529, "X4": 0.726, "Y4": 0.3529, "page": 0, "Index": 171}, {"Word": "that", "Confidence": 0.991, "X1": 0.781, "Y1": 0.33443, "X2": 0.805, "Y2": 0.33423, "X3": 0.805, "Y3": 0.3529, "X4": 0.781, "Y4": 0.3529, "page": 0, "Index": 172}, {"Word": "they", "Confidence": 0.919, "X1": 0.808, "Y1": 0.33443, "X2": 0.834, "Y2": 0.33423, "X3": 0.834, "Y3": 0.3529, "X4": 0.808, "Y4": 0.3529, "page": 0, "Index": 173}, {"Word": "are", "Confidence": 0.998, "X1": 0.837, "Y1": 0.33443, "X2": 0.856, "Y2": 0.33423, "X3": 0.856, "Y3": 0.3529, "X4": 0.836, "Y4": 0.3529, "page": 0, "Index": 174}, {"Word": "in", "Confidence": 0.998, "X1": 0.859, "Y1": 0.33443, "X2": 0.872, "Y2": 0.33423, "X3": 0.872, "Y3": 0.3529, "X4": 0.859, "Y4": 0.3529, "page": 0, "Index": 175}, {"Word": "thousands", "Confidence": 0.991, "X1": 0.097, "Y1": 0.34656, "X2": 0.156, "Y2": 0.34636, "X3": 0.156, "Y3": 0.36503, "X4": 0.097, "Y4": 0.36503, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.998, "X1": 0.158, "Y1": 0.34656, "X2": 0.173, "Y2": 0.34636, "X3": 0.173, "Y3": 0.36503, "X4": 0.158, "Y4": 0.36503, "page": 0, "Index": 177}, {"Word": "Kves", "Confidence": 0.654, "X1": 0.175, "Y1": 0.34791, "X2": 0.204, "Y2": 0.34771, "X3": 0.204, "Y3": 0.36503, "X4": 0.175, "Y4": 0.36503, "page": 0, "Index": 178}, {"Word": "of", "Confidence": 0.998, "X1": 0.206, "Y1": 0.34791, "X2": 0.221, "Y2": 0.34771, "X3": 0.221, "Y3": 0.36503, "X4": 0.206, "Y4": 0.36503, "page": 0, "Index": 179}, {"Word": "women", "Confidence": 0.994, "X1": 0.223, "Y1": 0.34791, "X2": 0.265, "Y2": 0.34771, "X3": 0.265, "Y3": 0.36503, "X4": 0.223, "Y4": 0.36503, "page": 0, "Index": 180}, {"Word": "with", "Confidence": 0.989, "X1": 0.269, "Y1": 0.34791, "X2": 0.296, "Y2": 0.34771, "X3": 0.296, "Y3": 0.36503, "X4": 0.269, "Y4": 0.36503, "page": 0, "Index": 181}, {"Word": "carly", "Confidence": 0.955, "X1": 0.3, "Y1": 0.34791, "X2": 0.331, "Y2": 0.34771, "X3": 0.331, "Y3": 0.36503, "X4": 0.3, "Y4": 0.36503, "page": 0, "Index": 182}, {"Word": "cancer", "Confidence": 0.941, "X1": 0.334, "Y1": 0.34791, "X2": 0.373, "Y2": 0.34771, "X3": 0.373, "Y3": 0.36503, "X4": 0.334, "Y4": 0.36503, "page": 0, "Index": 183}, {"Word": "of", "Confidence": 0.998, "X1": 0.377, "Y1": 0.34791, "X2": 0.391, "Y2": 0.34771, "X3": 0.391, "Y3": 0.36503, "X4": 0.377, "Y4": 0.36503, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.994, "X1": 0.394, "Y1": 0.34791, "X2": 0.414, "Y2": 0.34771, "X3": 0.414, "Y3": 0.36503, "X4": 0.394, "Y4": 0.36503, "page": 0, "Index": 185}, {"Word": "uterus;", "Confidence": 0.955, "X1": 0.417, "Y1": 0.34791, "X2": 0.463, "Y2": 0.34771, "X3": 0.463, "Y3": 0.36503, "X4": 0.417, "Y4": 0.36503, "page": 0, "Index": 186}, {"Word": "fact", "Confidence": 0.926, "X1": 0.507, "Y1": 0.35465, "X2": 0.53, "Y2": 0.35445, "X3": 0.53, "Y3": 0.37042, "X4": 0.507, "Y4": 0.37042, "page": 0, "Index": 187}, {"Word": "suffering", "Confidence": 0.941, "X1": 0.532, "Y1": 0.35465, "X2": 0.585, "Y2": 0.35445, "X3": 0.585, "Y3": 0.37042, "X4": 0.532, "Y4": 0.37042, "page": 0, "Index": 188}, {"Word": "from", "Confidence": 0.991, "X1": 0.587, "Y1": 0.35465, "X2": 0.614, "Y2": 0.35445, "X3": 0.614, "Y3": 0.37042, "X4": 0.587, "Y4": 0.37042, "page": 0, "Index": 189}, {"Word": "a", "Confidence": 0.955, "X1": 0.62, "Y1": 0.35465, "X2": 0.627, "Y2": 0.35445, "X3": 0.627, "Y3": 0.37042, "X4": 0.62, "Y4": 0.37042, "page": 0, "Index": 190}, {"Word": "malignant", "Confidence": 0.991, "X1": 0.63, "Y1": 0.3533, "X2": 0.691, "Y2": 0.3531, "X3": 0.691, "Y3": 0.37042, "X4": 0.63, "Y4": 0.37042, "page": 0, "Index": 191}, {"Word": "tumour,", "Confidence": 0.994, "X1": 0.693, "Y1": 0.3533, "X2": 0.74, "Y2": 0.3531, "X3": 0.74, "Y3": 0.37042, "X4": 0.693, "Y4": 0.37042, "page": 0, "Index": 192}, {"Word": "and", "Confidence": 0.998, "X1": 0.743, "Y1": 0.3533, "X2": 0.764, "Y2": 0.3531, "X3": 0.764, "Y3": 0.37042, "X4": 0.743, "Y4": 0.37042, "page": 0, "Index": 193}, {"Word": "one", "Confidence": 0.998, "X1": 0.768, "Y1": 0.3533, "X2": 0.788, "Y2": 0.3531, "X3": 0.788, "Y3": 0.37042, "X4": 0.768, "Y4": 0.37042, "page": 0, "Index": 194}, {"Word": "can", "Confidence": 0.998, "X1": 0.791, "Y1": 0.3533, "X2": 0.811, "Y2": 0.3531, "X3": 0.811, "Y3": 0.37042, "X4": 0.791, "Y4": 0.37042, "page": 0, "Index": 195}, {"Word": "give", "Confidence": 0.988, "X1": 0.814, "Y1": 0.3533, "X2": 0.839, "Y2": 0.3531, "X3": 0.839, "Y3": 0.37042, "X4": 0.814, "Y4": 0.37042, "page": 0, "Index": 196}, {"Word": "them", "Confidence": 0.988, "X1": 0.842, "Y1": 0.35465, "X2": 0.868, "Y2": 0.35445, "X3": 0.868, "Y3": 0.37042, "X4": 0.842, "Y4": 0.37042, "page": 0, "Index": 197}, {"Word": "it", "Confidence": 0.996, "X1": 0.096, "Y1": 0.36543, "X2": 0.105, "Y2": 0.36523, "X3": 0.105, "Y3": 0.38524, "X4": 0.096, "Y4": 0.38524, "page": 0, "Index": 198}, {"Word": "offers", "Confidence": 0.994, "X1": 0.108, "Y1": 0.36408, "X2": 0.141, "Y2": 0.36388, "X3": 0.141, "Y3": 0.38524, "X4": 0.108, "Y4": 0.38524, "page": 0, "Index": 199}, {"Word": "hope", "Confidence": 0.987, "X1": 0.144, "Y1": 0.36408, "X2": 0.172, "Y2": 0.36388, "X3": 0.172, "Y3": 0.38524, "X4": 0.144, "Y4": 0.38524, "page": 0, "Index": 200}, {"Word": "also", "Confidence": 0.909, "X1": 0.175, "Y1": 0.36408, "X2": 0.199, "Y2": 0.36388, "X3": 0.199, "Y3": 0.38524, "X4": 0.175, "Y4": 0.38524, "page": 0, "Index": 201}, {"Word": "for", "Confidence": 0.998, "X1": 0.202, "Y1": 0.36408, "X2": 0.222, "Y2": 0.36388, "X3": 0.222, "Y3": 0.38524, "X4": 0.202, "Y4": 0.38524, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.225, "Y1": 0.36408, "X2": 0.245, "Y2": 0.36388, "X3": 0.245, "Y3": 0.38524, "X4": 0.225, "Y4": 0.38524, "page": 0, "Index": 203}, {"Word": "early", "Confidence": 0.657, "X1": 0.248, "Y1": 0.36543, "X2": 0.278, "Y2": 0.36523, "X3": 0.278, "Y3": 0.3839, "X4": 0.247, "Y4": 0.38524, "page": 0, "Index": 204}, {"Word": "diagnosis", "Confidence": 0.991, "X1": 0.281, "Y1": 0.36543, "X2": 0.335, "Y2": 0.36523, "X3": 0.335, "Y3": 0.3839, "X4": 0.281, "Y4": 0.3839, "page": 0, "Index": 205}, {"Word": "in", "Confidence": 0.998, "X1": 0.338, "Y1": 0.36543, "X2": 0.352, "Y2": 0.36523, "X3": 0.352, "Y3": 0.3839, "X4": 0.338, "Y4": 0.3839, "page": 0, "Index": 206}, {"Word": "other", "Confidence": 0.997, "X1": 0.355, "Y1": 0.36543, "X2": 0.387, "Y2": 0.36523, "X3": 0.387, "Y3": 0.3839, "X4": 0.355, "Y4": 0.3839, "page": 0, "Index": 207}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.39, "Y1": 0.36543, "X2": 0.428, "Y2": 0.36523, "X3": 0.428, "Y3": 0.3839, "X4": 0.39, "Y4": 0.3839, "page": 0, "Index": 208}, {"Word": "sites.", "Confidence": 0.993, "X1": 0.431, "Y1": 0.36543, "X2": 0.464, "Y2": 0.36523, "X3": 0.464, "Y3": 0.3839, "X4": 0.431, "Y4": 0.3839, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.998, "X1": 0.508, "Y1": 0.37352, "X2": 0.527, "Y2": 0.37332, "X3": 0.527, "Y3": 0.39198, "X4": 0.507, "Y4": 0.39198, "page": 0, "Index": 210}, {"Word": "prospect", "Confidence": 0.924, "X1": 0.53, "Y1": 0.37352, "X2": 0.579, "Y2": 0.37332, "X3": 0.578, "Y3": 0.39064, "X4": 0.53, "Y4": 0.39198, "page": 0, "Index": 211}, {"Word": "of", "Confidence": 0.998, "X1": 0.581, "Y1": 0.37352, "X2": 0.596, "Y2": 0.37332, "X3": 0.595, "Y3": 0.39064, "X4": 0.581, "Y4": 0.39064, "page": 0, "Index": 212}, {"Word": "a", "Confidence": 0.675, "X1": 0.599, "Y1": 0.37352, "X2": 0.607, "Y2": 0.37332, "X3": 0.606, "Y3": 0.39064, "X4": 0.598, "Y4": 0.39064, "page": 0, "Index": 213}, {"Word": "cure", "Confidence": 0.804, "X1": 0.609, "Y1": 0.37217, "X2": 0.637, "Y2": 0.37197, "X3": 0.636, "Y3": 0.39064, "X4": 0.609, "Y4": 0.39064, "page": 0, "Index": 214}, {"Word": "or", "Confidence": 0.996, "X1": 0.639, "Y1": 0.37217, "X2": 0.654, "Y2": 0.37197, "X3": 0.653, "Y3": 0.39064, "X4": 0.639, "Y4": 0.39064, "page": 0, "Index": 215}, {"Word": "successful", "Confidence": 0.94, "X1": 0.656, "Y1": 0.37217, "X2": 0.717, "Y2": 0.37197, "X3": 0.716, "Y3": 0.39064, "X4": 0.656, "Y4": 0.39064, "page": 0, "Index": 216}, {"Word": "management.", "Confidence": 0.991, "X1": 0.72, "Y1": 0.37217, "X2": 0.799, "Y2": 0.37197, "X3": 0.799, "Y3": 0.39064, "X4": 0.719, "Y4": 0.39064, "page": 0, "Index": 217}, {"Word": "This", "Confidence": 0.866, "X1": 0.802, "Y1": 0.37082, "X2": 0.828, "Y2": 0.37062, "X3": 0.827, "Y3": 0.38929, "X4": 0.801, "Y4": 0.39064, "page": 0, "Index": 218}, {"Word": "change", "Confidence": 0.997, "X1": 0.831, "Y1": 0.37082, "X2": 0.874, "Y2": 0.37062, "X3": 0.873, "Y3": 0.38929, "X4": 0.83, "Y4": 0.38929, "page": 0, "Index": 219}, {"Word": "education", "Confidence": 0.981, "X1": 0.816, "Y1": 0.39104, "X2": 0.872, "Y2": 0.39084, "X3": 0.871, "Y3": 0.40681, "X4": 0.816, "Y4": 0.40816, "page": 0, "Index": 220}, {"Word": "Remarkable", "Confidence": 0.968, "X1": 0.108, "Y1": 0.38969, "X2": 0.178, "Y2": 0.38949, "X3": 0.177, "Y3": 0.40816, "X4": 0.107, "Y4": 0.4095, "page": 0, "Index": 221}, {"Word": "discoveries", "Confidence": 0.991, "X1": 0.181, "Y1": 0.38969, "X2": 0.244, "Y2": 0.38949, "X3": 0.244, "Y3": 0.40816, "X4": 0.18, "Y4": 0.40816, "page": 0, "Index": 222}, {"Word": "have", "Confidence": 0.955, "X1": 0.247, "Y1": 0.38969, "X2": 0.275, "Y2": 0.38949, "X3": 0.275, "Y3": 0.40816, "X4": 0.247, "Y4": 0.40816, "page": 0, "Index": 223}, {"Word": "been", "Confidence": 0.84, "X1": 0.278, "Y1": 0.38969, "X2": 0.305, "Y2": 0.38949, "X3": 0.305, "Y3": 0.4095, "X4": 0.278, "Y4": 0.40816, "page": 0, "Index": 224}, {"Word": "made", "Confidence": 0.986, "X1": 0.308, "Y1": 0.38969, "X2": 0.339, "Y2": 0.38949, "X3": 0.339, "Y3": 0.4095, "X4": 0.308, "Y4": 0.4095, "page": 0, "Index": 225}, {"Word": "of", "Confidence": 0.998, "X1": 0.342, "Y1": 0.38969, "X2": 0.356, "Y2": 0.38949, "X3": 0.356, "Y3": 0.4095, "X4": 0.342, "Y4": 0.4095, "page": 0, "Index": 226}, {"Word": "the", "Confidence": 0.998, "X1": 0.359, "Y1": 0.38969, "X2": 0.378, "Y2": 0.38949, "X3": 0.378, "Y3": 0.4095, "X4": 0.359, "Y4": 0.4095, "page": 0, "Index": 227}, {"Word": "role", "Confidence": 0.986, "X1": 0.381, "Y1": 0.38969, "X2": 0.403, "Y2": 0.38949, "X3": 0.403, "Y3": 0.4095, "X4": 0.381, "Y4": 0.4095, "page": 0, "Index": 228}, {"Word": "in", "Confidence": 0.998, "X1": 0.406, "Y1": 0.39104, "X2": 0.419, "Y2": 0.39084, "X3": 0.419, "Y3": 0.4095, "X4": 0.406, "Y4": 0.4095, "page": 0, "Index": 229}, {"Word": "cancer", "Confidence": 0.991, "X1": 0.422, "Y1": 0.39104, "X2": 0.462, "Y2": 0.39084, "X3": 0.463, "Y3": 0.41085, "X4": 0.422, "Y4": 0.4095, "page": 0, "Index": 230}, {"Word": "in", "Confidence": 0.997, "X1": 0.509, "Y1": 0.39238, "X2": 0.519, "Y2": 0.39218, "X3": 0.519, "Y3": 0.4095, "X4": 0.509, "Y4": 0.4095, "page": 0, "Index": 231}, {"Word": "the", "Confidence": 0.966, "X1": 0.522, "Y1": 0.39238, "X2": 0.54, "Y2": 0.39218, "X3": 0.54, "Y3": 0.4095, "X4": 0.522, "Y4": 0.4095, "page": 0, "Index": 232}, {"Word": "attitude", "Confidence": 0.994, "X1": 0.543, "Y1": 0.39104, "X2": 0.59, "Y2": 0.39084, "X3": 0.59, "Y3": 0.4095, "X4": 0.543, "Y4": 0.4095, "page": 0, "Index": 233}, {"Word": "of", "Confidence": 0.997, "X1": 0.592, "Y1": 0.39104, "X2": 0.605, "Y2": 0.39084, "X3": 0.605, "Y3": 0.4095, "X4": 0.592, "Y4": 0.4095, "page": 0, "Index": 234}, {"Word": "the", "Confidence": 0.981, "X1": 0.608, "Y1": 0.39104, "X2": 0.628, "Y2": 0.39084, "X3": 0.628, "Y3": 0.40816, "X4": 0.608, "Y4": 0.4095, "page": 0, "Index": 235}, {"Word": "American", "Confidence": 0.995, "X1": 0.63, "Y1": 0.38969, "X2": 0.686, "Y2": 0.38949, "X3": 0.686, "Y3": 0.40816, "X4": 0.631, "Y4": 0.40816, "page": 0, "Index": 236}, {"Word": "people", "Confidence": 0.981, "X1": 0.689, "Y1": 0.38969, "X2": 0.725, "Y2": 0.38949, "X3": 0.725, "Y3": 0.40816, "X4": 0.689, "Y4": 0.40816, "page": 0, "Index": 237}, {"Word": "is", "Confidence": 0.998, "X1": 0.728, "Y1": 0.38969, "X2": 0.739, "Y2": 0.38949, "X3": 0.739, "Y3": 0.40816, "X4": 0.728, "Y4": 0.40816, "page": 0, "Index": 238}, {"Word": "the", "Confidence": 0.998, "X1": 0.742, "Y1": 0.38969, "X2": 0.762, "Y2": 0.38949, "X3": 0.761, "Y3": 0.40816, "X4": 0.742, "Y4": 0.40816, "page": 0, "Index": 239}, {"Word": "result", "Confidence": 0.994, "X1": 0.764, "Y1": 0.38969, "X2": 0.798, "Y2": 0.38949, "X3": 0.798, "Y3": 0.40816, "X4": 0.764, "Y4": 0.40816, "page": 0, "Index": 240}, {"Word": "of", "Confidence": 0.998, "X1": 0.801, "Y1": 0.38969, "X2": 0.814, "Y2": 0.38949, "X3": 0.813, "Y3": 0.40816, "X4": 0.8, "Y4": 0.40816, "page": 0, "Index": 241}, {"Word": "the", "Confidence": 0.998, "X1": 0.176, "Y1": 0.4099, "X2": 0.198, "Y2": 0.4097, "X3": 0.198, "Y3": 0.42702, "X4": 0.176, "Y4": 0.42837, "page": 0, "Index": 242}, {"Word": "tiny", "Confidence": 0.994, "X1": 0.201, "Y1": 0.4099, "X2": 0.226, "Y2": 0.4097, "X3": 0.227, "Y3": 0.42702, "X4": 0.201, "Y4": 0.42702, "page": 0, "Index": 243}, {"Word": "chemical", "Confidence": 0.903, "X1": 0.23, "Y1": 0.4099, "X2": 0.284, "Y2": 0.4097, "X3": 0.284, "Y3": 0.42702, "X4": 0.23, "Y4": 0.42702, "page": 0, "Index": 244}, {"Word": "messengers", "Confidence": 0.797, "X1": 0.287, "Y1": 0.4099, "X2": 0.354, "Y2": 0.4097, "X3": 0.354, "Y3": 0.42702, "X4": 0.287, "Y4": 0.42702, "page": 0, "Index": 245}, {"Word": "that", "Confidence": 0.988, "X1": 0.357, "Y1": 0.4099, "X2": 0.384, "Y2": 0.4097, "X3": 0.385, "Y3": 0.42702, "X4": 0.357, "Y4": 0.42702, "page": 0, "Index": 246}, {"Word": "propaganda.\"", "Confidence": 0.884, "X1": 0.535, "Y1": 0.41125, "X2": 0.613, "Y2": 0.41105, "X3": 0.612, "Y3": 0.42702, "X4": 0.534, "Y4": 0.42837, "page": 0, "Index": 247}, {"Word": "He", "Confidence": 0.995, "X1": 0.619, "Y1": 0.4099, "X2": 0.636, "Y2": 0.4097, "X3": 0.636, "Y3": 0.42702, "X4": 0.618, "Y4": 0.42702, "page": 0, "Index": 248}, {"Word": "added", "Confidence": 0.998, "X1": 0.641, "Y1": 0.4099, "X2": 0.676, "Y2": 0.4097, "X3": 0.675, "Y3": 0.42702, "X4": 0.641, "Y4": 0.42702, "page": 0, "Index": 249}, {"Word": "that", "Confidence": 0.991, "X1": 0.681, "Y1": 0.4099, "X2": 0.708, "Y2": 0.4097, "X3": 0.708, "Y3": 0.42702, "X4": 0.681, "Y4": 0.42702, "page": 0, "Index": 250}, {"Word": "it", "Confidence": 0.998, "X1": 0.713, "Y1": 0.4099, "X2": 0.724, "Y2": 0.4097, "X3": 0.723, "Y3": 0.42702, "X4": 0.712, "Y4": 0.42702, "page": 0, "Index": 251}, {"Word": "was", "Confidence": 0.889, "X1": 0.728, "Y1": 0.4099, "X2": 0.752, "Y2": 0.4097, "X3": 0.751, "Y3": 0.42702, "X4": 0.728, "Y4": 0.42702, "page": 0, "Index": 252}, {"Word": "his", "Confidence": 0.998, "X1": 0.757, "Y1": 0.4099, "X2": 0.776, "Y2": 0.4097, "X3": 0.776, "Y3": 0.42702, "X4": 0.756, "Y4": 0.42702, "page": 0, "Index": 253}, {"Word": "impression", "Confidence": 0.993, "X1": 0.78, "Y1": 0.4099, "X2": 0.844, "Y2": 0.4097, "X3": 0.843, "Y3": 0.42702, "X4": 0.78, "Y4": 0.42702, "page": 0, "Index": 254}, {"Word": "this", "Confidence": 0.884, "X1": 0.85, "Y1": 0.41125, "X2": 0.874, "Y2": 0.41105, "X3": 0.874, "Y3": 0.42702, "X4": 0.849, "Y4": 0.42702, "page": 0, "Index": 255}, {"Word": "of", "Confidence": 0.998, "X1": 0.096, "Y1": 0.4099, "X2": 0.109, "Y2": 0.4097, "X3": 0.109, "Y3": 0.42837, "X4": 0.096, "Y4": 0.42837, "page": 0, "Index": 256}, {"Word": "hormones,", "Confidence": 0.991, "X1": 0.112, "Y1": 0.4099, "X2": 0.174, "Y2": 0.4097, "X3": 0.174, "Y3": 0.42837, "X4": 0.112, "Y4": 0.42837, "page": 0, "Index": 257}, {"Word": "control", "Confidence": 0.995, "X1": 0.387, "Y1": 0.4099, "X2": 0.431, "Y2": 0.4097, "X3": 0.431, "Y3": 0.42837, "X4": 0.387, "Y4": 0.42702, "page": 0, "Index": 258}, {"Word": "body", "Confidence": 0.988, "X1": 0.434, "Y1": 0.4099, "X2": 0.461, "Y2": 0.4097, "X3": 0.462, "Y3": 0.42837, "X4": 0.434, "Y4": 0.42837, "page": 0, "Index": 259}, {"Word": "and", "Confidence": 0.998, "X1": 0.509, "Y1": 0.4126, "X2": 0.529, "Y2": 0.4124, "X3": 0.528, "Y3": 0.42837, "X4": 0.509, "Y4": 0.42837, "page": 0, "Index": 260}, {"Word": "activity.", "Confidence": 0.969, "X1": 0.096, "Y1": 0.42742, "X2": 0.144, "Y2": 0.42722, "X3": 0.145, "Y3": 0.44724, "X4": 0.096, "Y4": 0.44724, "page": 0, "Index": 261}, {"Word": "Tedniy", "Confidence": 0.649, "X1": 0.147, "Y1": 0.42742, "X2": 0.182, "Y2": 0.42722, "X3": 0.182, "Y3": 0.44589, "X4": 0.148, "Y4": 0.44724, "page": 0, "Index": 262}, {"Word": "many", "Confidence": 0.988, "X1": 0.185, "Y1": 0.42742, "X2": 0.218, "Y2": 0.42722, "X3": 0.218, "Y3": 0.44589, "X4": 0.185, "Y4": 0.44589, "page": 0, "Index": 263}, {"Word": "hormones", "Confidence": 0.849, "X1": 0.22, "Y1": 0.42742, "X2": 0.278, "Y2": 0.42722, "X3": 0.278, "Y3": 0.44589, "X4": 0.221, "Y4": 0.44589, "page": 0, "Index": 264}, {"Word": "are", "Confidence": 0.649, "X1": 0.28, "Y1": 0.42742, "X2": 0.3, "Y2": 0.42722, "X3": 0.3, "Y3": 0.44589, "X4": 0.281, "Y4": 0.44589, "page": 0, "Index": 265}, {"Word": "helpful", "Confidence": 0.849, "X1": 0.303, "Y1": 0.42742, "X2": 0.344, "Y2": 0.42722, "X3": 0.344, "Y3": 0.44589, "X4": 0.303, "Y4": 0.44589, "page": 0, "Index": 266}, {"Word": "in", "Confidence": 0.998, "X1": 0.347, "Y1": 0.42742, "X2": 0.361, "Y2": 0.42722, "X3": 0.361, "Y3": 0.44589, "X4": 0.347, "Y4": 0.44589, "page": 0, "Index": 267}, {"Word": "the", "Confidence": 0.998, "X1": 0.364, "Y1": 0.42742, "X2": 0.384, "Y2": 0.42722, "X3": 0.384, "Y3": 0.44589, "X4": 0.364, "Y4": 0.44589, "page": 0, "Index": 268}, {"Word": "treatment", "Confidence": 0.969, "X1": 0.386, "Y1": 0.42742, "X2": 0.445, "Y2": 0.42722, "X3": 0.445, "Y3": 0.44724, "X4": 0.386, "Y4": 0.44589, "page": 0, "Index": 269}, {"Word": "of", "Confidence": 0.994, "X1": 0.447, "Y1": 0.42742, "X2": 0.463, "Y2": 0.42722, "X3": 0.463, "Y3": 0.44724, "X4": 0.447, "Y4": 0.44724, "page": 0, "Index": 270}, {"Word": "\"had", "Confidence": 0.986, "X1": 0.508, "Y1": 0.42742, "X2": 0.535, "Y2": 0.42722, "X3": 0.535, "Y3": 0.44724, "X4": 0.508, "Y4": 0.44724, "page": 0, "Index": 271}, {"Word": "in", "Confidence": 0.998, "X1": 0.538, "Y1": 0.42877, "X2": 0.551, "Y2": 0.42857, "X3": 0.551, "Y3": 0.44724, "X4": 0.538, "Y4": 0.44724, "page": 0, "Index": 272}, {"Word": "amount", "Confidence": 0.992, "X1": 0.654, "Y1": 0.42877, "X2": 0.698, "Y2": 0.42857, "X3": 0.698, "Y3": 0.44724, "X4": 0.653, "Y4": 0.44859, "page": 0, "Index": 273}, {"Word": "of", "Confidence": 0.998, "X1": 0.701, "Y1": 0.42877, "X2": 0.715, "Y2": 0.42857, "X3": 0.715, "Y3": 0.44724, "X4": 0.7, "Y4": 0.44724, "page": 0, "Index": 274}, {"Word": "cancerophobia.\"", "Confidence": 0.716, "X1": 0.718, "Y1": 0.42742, "X2": 0.812, "Y2": 0.42722, "X3": 0.811, "Y3": 0.44454, "X4": 0.717, "Y4": 0.44724, "page": 0, "Index": 275}, {"Word": "fact", "Confidence": 0.981, "X1": 0.554, "Y1": 0.42877, "X2": 0.578, "Y2": 0.42857, "X3": 0.578, "Y3": 0.44859, "X4": 0.554, "Y4": 0.44724, "page": 0, "Index": 276}, {"Word": "reduced", "Confidence": 0.995, "X1": 0.581, "Y1": 0.42877, "X2": 0.627, "Y2": 0.42857, "X3": 0.627, "Y3": 0.44859, "X4": 0.581, "Y4": 0.44859, "page": 0, "Index": 277}, {"Word": "the", "Confidence": 0.998, "X1": 0.63, "Y1": 0.42877, "X2": 0.651, "Y2": 0.42857, "X3": 0.651, "Y3": 0.44859, "X4": 0.63, "Y4": 0.44859, "page": 0, "Index": 278}, {"Word": "cancer,", "Confidence": 0.796, "X1": 0.095, "Y1": 0.44764, "X2": 0.138, "Y2": 0.44744, "X3": 0.137, "Y3": 0.46476, "X4": 0.095, "Y4": 0.46476, "page": 0, "Index": 279}, {"Word": "but", "Confidence": 0.998, "X1": 0.14, "Y1": 0.44629, "X2": 0.162, "Y2": 0.44609, "X3": 0.162, "Y3": 0.46476, "X4": 0.14, "Y4": 0.46476, "page": 0, "Index": 280}, {"Word": "much", "Confidence": 0.988, "X1": 0.165, "Y1": 0.44629, "X2": 0.197, "Y2": 0.44609, "X3": 0.197, "Y3": 0.46476, "X4": 0.164, "Y4": 0.46476, "page": 0, "Index": 281}, {"Word": "more", "Confidence": 0.987, "X1": 0.201, "Y1": 0.44629, "X2": 0.232, "Y2": 0.44609, "X3": 0.231, "Y3": 0.46476, "X4": 0.2, "Y4": 0.46476, "page": 0, "Index": 282}, {"Word": "must", "Confidence": 0.991, "X1": 0.234, "Y1": 0.44629, "X2": 0.265, "Y2": 0.44609, "X3": 0.265, "Y3": 0.46341, "X4": 0.234, "Y4": 0.46476, "page": 0, "Index": 283}, {"Word": "be", "Confidence": 0.997, "X1": 0.268, "Y1": 0.44629, "X2": 0.283, "Y2": 0.44609, "X3": 0.282, "Y3": 0.46341, "X4": 0.267, "Y4": 0.46341, "page": 0, "Index": 284}, {"Word": "learned", "Confidence": 0.608, "X1": 0.286, "Y1": 0.44629, "X2": 0.33, "Y2": 0.44609, "X3": 0.33, "Y3": 0.46341, "X4": 0.285, "Y4": 0.46341, "page": 0, "Index": 285}, {"Word": "of", "Confidence": 0.998, "X1": 0.333, "Y1": 0.44629, "X2": 0.347, "Y2": 0.44609, "X3": 0.347, "Y3": 0.46341, "X4": 0.333, "Y4": 0.46341, "page": 0, "Index": 286}, {"Word": "their", "Confidence": 0.954, "X1": 0.35, "Y1": 0.44629, "X2": 0.38, "Y2": 0.44609, "X3": 0.379, "Y3": 0.46476, "X4": 0.349, "Y4": 0.46341, "page": 0, "Index": 287}, {"Word": "influence", "Confidence": 0.445, "X1": 0.382, "Y1": 0.44764, "X2": 0.437, "Y2": 0.44744, "X3": 0.436, "Y3": 0.46476, "X4": 0.382, "Y4": 0.46476, "page": 0, "Index": 288}, {"Word": "and", "Confidence": 0.995, "X1": 0.439, "Y1": 0.44764, "X2": 0.462, "Y2": 0.44744, "X3": 0.462, "Y3": 0.46476, "X4": 0.439, "Y4": 0.46476, "page": 0, "Index": 289}, {"Word": "Much", "Confidence": 0.916, "X1": 0.522, "Y1": 0.45168, "X2": 0.554, "Y2": 0.45148, "X3": 0.553, "Y3": 0.4715, "X4": 0.522, "Y4": 0.4715, "page": 0, "Index": 290}, {"Word": "has", "Confidence": 0.461, "X1": 0.558, "Y1": 0.45168, "X2": 0.581, "Y2": 0.45148, "X3": 0.58, "Y3": 0.47015, "X4": 0.558, "Y4": 0.4715, "page": 0, "Index": 291}, {"Word": "been", "Confidence": 0.9, "X1": 0.584, "Y1": 0.45168, "X2": 0.612, "Y2": 0.45148, "X3": 0.611, "Y3": 0.47015, "X4": 0.583, "Y4": 0.47015, "page": 0, "Index": 292}, {"Word": "accomplished", "Confidence": 0.881, "X1": 0.616, "Y1": 0.45168, "X2": 0.693, "Y2": 0.45148, "X3": 0.692, "Y3": 0.47015, "X4": 0.616, "Y4": 0.47015, "page": 0, "Index": 293}, {"Word": "in", "Confidence": 0.998, "X1": 0.698, "Y1": 0.45168, "X2": 0.711, "Y2": 0.45148, "X3": 0.711, "Y3": 0.47015, "X4": 0.697, "Y4": 0.47015, "page": 0, "Index": 294}, {"Word": "15", "Confidence": 0.998, "X1": 0.716, "Y1": 0.45168, "X2": 0.73, "Y2": 0.45148, "X3": 0.73, "Y3": 0.47015, "X4": 0.715, "Y4": 0.47015, "page": 0, "Index": 295}, {"Word": "years;", "Confidence": 0.885, "X1": 0.735, "Y1": 0.45168, "X2": 0.776, "Y2": 0.45148, "X3": 0.775, "Y3": 0.47015, "X4": 0.734, "Y4": 0.47015, "page": 0, "Index": 296}, {"Word": "much", "Confidence": 0.991, "X1": 0.778, "Y1": 0.45168, "X2": 0.81, "Y2": 0.45148, "X3": 0.809, "Y3": 0.47015, "X4": 0.778, "Y4": 0.47015, "page": 0, "Index": 297}, {"Word": "more", "Confidence": 0.989, "X1": 0.816, "Y1": 0.45303, "X2": 0.847, "Y2": 0.45283, "X3": 0.846, "Y3": 0.47015, "X4": 0.815, "Y4": 0.47015, "page": 0, "Index": 298}, {"Word": "still", "Confidence": 0.627, "X1": 0.85, "Y1": 0.45303, "X2": 0.876, "Y2": 0.45283, "X3": 0.875, "Y3": 0.47015, "X4": 0.849, "Y4": 0.47015, "page": 0, "Index": 299}, {"Word": "potential", "Confidence": 0.991, "X1": 0.096, "Y1": 0.46516, "X2": 0.147, "Y2": 0.46496, "X3": 0.147, "Y3": 0.48498, "X4": 0.096, "Y4": 0.48632, "page": 0, "Index": 300}, {"Word": "before", "Confidence": 0.647, "X1": 0.15, "Y1": 0.46516, "X2": 0.188, "Y2": 0.46496, "X3": 0.188, "Y3": 0.48363, "X4": 0.15, "Y4": 0.48498, "page": 0, "Index": 301}, {"Word": "definite", "Confidence": 0.964, "X1": 0.191, "Y1": 0.46516, "X2": 0.236, "Y2": 0.46496, "X3": 0.235, "Y3": 0.48363, "X4": 0.191, "Y4": 0.48363, "page": 0, "Index": 302}, {"Word": "conclusions", "Confidence": 0.628, "X1": 0.238, "Y1": 0.46516, "X2": 0.305, "Y2": 0.46496, "X3": 0.304, "Y3": 0.48363, "X4": 0.238, "Y4": 0.48363, "page": 0, "Index": 303}, {"Word": "can", "Confidence": 0.228, "X1": 0.308, "Y1": 0.46516, "X2": 0.328, "Y2": 0.46496, "X3": 0.328, "Y3": 0.48363, "X4": 0.307, "Y4": 0.48363, "page": 0, "Index": 304}, {"Word": "be", "Confidence": 0.997, "X1": 0.331, "Y1": 0.46516, "X2": 0.346, "Y2": 0.46496, "X3": 0.346, "Y3": 0.48363, "X4": 0.33, "Y4": 0.48363, "page": 0, "Index": 305}, {"Word": "gained.'", "Confidence": 0.934, "X1": 0.349, "Y1": 0.46516, "X2": 0.401, "Y2": 0.46496, "X3": 0.4, "Y3": 0.48498, "X4": 0.349, "Y4": 0.48363, "page": 0, "Index": 306}, {"Word": "remains", "Confidence": 0.804, "X1": 0.51, "Y1": 0.4719, "X2": 0.557, "Y2": 0.4717, "X3": 0.556, "Y3": 0.49037, "X4": 0.509, "Y4": 0.49037, "page": 0, "Index": 307}, {"Word": "to", "Confidence": 0.955, "X1": 0.561, "Y1": 0.4719, "X2": 0.575, "Y2": 0.4717, "X3": 0.574, "Y3": 0.48902, "X4": 0.56, "Y4": 0.49037, "page": 0, "Index": 308}, {"Word": "be", "Confidence": 0.996, "X1": 0.578, "Y1": 0.4719, "X2": 0.594, "Y2": 0.4717, "X3": 0.593, "Y3": 0.48902, "X4": 0.577, "Y4": 0.48902, "page": 0, "Index": 309}, {"Word": "done.", "Confidence": 0.893, "X1": 0.597, "Y1": 0.47055, "X2": 0.631, "Y2": 0.47035, "X3": 0.631, "Y3": 0.48902, "X4": 0.597, "Y4": 0.48902, "page": 0, "Index": 310}, {"Word": "Ask", "Confidence": 0.806, "X1": 0.634, "Y1": 0.47055, "X2": 0.657, "Y2": 0.47035, "X3": 0.657, "Y3": 0.48902, "X4": 0.634, "Y4": 0.48902, "page": 0, "Index": 311}, {"Word": "the", "Confidence": 0.998, "X1": 0.662, "Y1": 0.47055, "X2": 0.683, "Y2": 0.47035, "X3": 0.683, "Y3": 0.48902, "X4": 0.661, "Y4": 0.48902, "page": 0, "Index": 312}, {"Word": "question", "Confidence": 0.809, "X1": 0.687, "Y1": 0.47055, "X2": 0.736, "Y2": 0.47035, "X3": 0.735, "Y3": 0.48902, "X4": 0.686, "Y4": 0.48902, "page": 0, "Index": 313}, {"Word": "informally", "Confidence": 0.941, "X1": 0.742, "Y1": 0.47055, "X2": 0.804, "Y2": 0.47035, "X3": 0.803, "Y3": 0.48902, "X4": 0.741, "Y4": 0.48902, "page": 0, "Index": 314}, {"Word": "of", "Confidence": 0.998, "X1": 0.809, "Y1": 0.47055, "X2": 0.824, "Y2": 0.47035, "X3": 0.823, "Y3": 0.48902, "X4": 0.808, "Y4": 0.48902, "page": 0, "Index": 315}, {"Word": "a", "Confidence": 0.996, "X1": 0.827, "Y1": 0.47055, "X2": 0.834, "Y2": 0.47035, "X3": 0.834, "Y3": 0.48902, "X4": 0.826, "Y4": 0.48902, "page": 0, "Index": 316}, {"Word": "dozen", "Confidence": 0.97, "X1": 0.839, "Y1": 0.4719, "X2": 0.874, "Y2": 0.4717, "X3": 0.873, "Y3": 0.48902, "X4": 0.839, "Y4": 0.48902, "page": 0, "Index": 317}, {"Word": "\"When", "Confidence": 0.991, "X1": 0.57, "Y1": 0.48942, "X2": 0.611, "Y2": 0.48922, "X3": 0.611, "Y3": 0.50789, "X4": 0.57, "Y4": 0.50923, "page": 0, "Index": 318}, {"Word": "will", "Confidence": 0.982, "X1": 0.614, "Y1": 0.48942, "X2": 0.638, "Y2": 0.48922, "X3": 0.637, "Y3": 0.50789, "X4": 0.614, "Y4": 0.50789, "page": 0, "Index": 319}, {"Word": "we", "Confidence": 0.997, "X1": 0.641, "Y1": 0.48942, "X2": 0.659, "Y2": 0.48922, "X3": 0.658, "Y3": 0.50789, "X4": 0.64, "Y4": 0.50789, "page": 0, "Index": 320}, {"Word": "get", "Confidence": 0.998, "X1": 0.661, "Y1": 0.48942, "X2": 0.681, "Y2": 0.48922, "X3": 0.681, "Y3": 0.50789, "X4": 0.661, "Y4": 0.50789, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.684, "Y1": 0.48942, "X2": 0.705, "Y2": 0.48922, "X3": 0.704, "Y3": 0.50789, "X4": 0.683, "Y4": 0.50789, "page": 0, "Index": 322}, {"Word": "answer", "Confidence": 0.681, "X1": 0.707, "Y1": 0.48942, "X2": 0.752, "Y2": 0.48922, "X3": 0.751, "Y3": 0.50789, "X4": 0.707, "Y4": 0.50789, "page": 0, "Index": 323}, {"Word": "to", "Confidence": 0.997, "X1": 0.754, "Y1": 0.48942, "X2": 0.767, "Y2": 0.48922, "X3": 0.767, "Y3": 0.50789, "X4": 0.754, "Y4": 0.50789, "page": 0, "Index": 324}, {"Word": "cancer?\"", "Confidence": 0.873, "X1": 0.77, "Y1": 0.48942, "X2": 0.823, "Y2": 0.48922, "X3": 0.822, "Y3": 0.50789, "X4": 0.77, "Y4": 0.50789, "page": 0, "Index": 325}, {"Word": "and", "Confidence": 0.994, "X1": 0.826, "Y1": 0.48942, "X2": 0.849, "Y2": 0.48922, "X3": 0.848, "Y3": 0.50789, "X4": 0.825, "Y4": 0.50789, "page": 0, "Index": 326}, {"Word": "Cancer", "Confidence": 0.87, "X1": 0.107, "Y1": 0.49346, "X2": 0.151, "Y2": 0.49326, "X3": 0.15, "Y3": 0.51193, "X4": 0.106, "Y4": 0.51193, "page": 0, "Index": 327}, {"Word": "prevention", "Confidence": 0.947, "X1": 0.154, "Y1": 0.49346, "X2": 0.218, "Y2": 0.49326, "X3": 0.217, "Y3": 0.51193, "X4": 0.154, "Y4": 0.51193, "page": 0, "Index": 328}, {"Word": "was", "Confidence": 0.956, "X1": 0.224, "Y1": 0.49346, "X2": 0.249, "Y2": 0.49326, "X3": 0.248, "Y3": 0.51193, "X4": 0.223, "Y4": 0.51193, "page": 0, "Index": 329}, {"Word": "described", "Confidence": 0.792, "X1": 0.252, "Y1": 0.49211, "X2": 0.309, "Y2": 0.49191, "X3": 0.308, "Y3": 0.51193, "X4": 0.251, "Y4": 0.51193, "page": 0, "Index": 330}, {"Word": "at", "Confidence": 0.997, "X1": 0.313, "Y1": 0.49211, "X2": 0.329, "Y2": 0.49191, "X3": 0.328, "Y3": 0.51193, "X4": 0.312, "Y4": 0.51193, "page": 0, "Index": 331}, {"Word": "the", "Confidence": 0.806, "X1": 0.332, "Y1": 0.49211, "X2": 0.352, "Y2": 0.49191, "X3": 0.352, "Y3": 0.51193, "X4": 0.331, "Y4": 0.51193, "page": 0, "Index": 332}, {"Word": "last", "Confidence": 0.901, "X1": 0.355, "Y1": 0.49211, "X2": 0.381, "Y2": 0.49191, "X3": 0.38, "Y3": 0.51193, "X4": 0.355, "Y4": 0.51193, "page": 0, "Index": 333}, {"Word": "ACS", "Confidence": 0.998, "X1": 0.385, "Y1": 0.49211, "X2": 0.411, "Y2": 0.49191, "X3": 0.411, "Y3": 0.51193, "X4": 0.385, "Y4": 0.51193, "page": 0, "Index": 334}, {"Word": "Annual", "Confidence": 0.992, "X1": 0.418, "Y1": 0.49211, "X2": 0.463, "Y2": 0.49191, "X3": 0.463, "Y3": 0.51193, "X4": 0.418, "Y4": 0.51193, "page": 0, "Index": 335}, {"Word": "scientists,", "Confidence": 0.605, "X1": 0.509, "Y1": 0.48942, "X2": 0.567, "Y2": 0.48922, "X3": 0.567, "Y3": 0.50923, "X4": 0.508, "Y4": 0.50923, "page": 0, "Index": 336}, {"Word": "you", "Confidence": 0.998, "X1": 0.852, "Y1": 0.49077, "X2": 0.874, "Y2": 0.49057, "X3": 0.874, "Y3": 0.50923, "X4": 0.851, "Y4": 0.50789, "page": 0, "Index": 337}, {"Word": "dozen", "Confidence": 0.991, "X1": 0.573, "Y1": 0.50963, "X2": 0.606, "Y2": 0.50943, "X3": 0.606, "Y3": 0.52675, "X4": 0.573, "Y4": 0.5281, "page": 0, "Index": 338}, {"Word": "different", "Confidence": 0.952, "X1": 0.611, "Y1": 0.50829, "X2": 0.664, "Y2": 0.50809, "X3": 0.663, "Y3": 0.52675, "X4": 0.611, "Y4": 0.52675, "page": 0, "Index": 339}, {"Word": "answers.", "Confidence": 0.969, "X1": 0.666, "Y1": 0.50829, "X2": 0.72, "Y2": 0.50809, "X3": 0.719, "Y3": 0.52675, "X4": 0.666, "Y4": 0.52675, "page": 0, "Index": 340}, {"Word": "But", "Confidence": 0.976, "X1": 0.722, "Y1": 0.50829, "X2": 0.747, "Y2": 0.50809, "X3": 0.747, "Y3": 0.52675, "X4": 0.722, "Y4": 0.52675, "page": 0, "Index": 341}, {"Word": "an", "Confidence": 0.998, "X1": 0.75, "Y1": 0.50829, "X2": 0.765, "Y2": 0.50809, "X3": 0.764, "Y3": 0.52675, "X4": 0.749, "Y4": 0.52675, "page": 0, "Index": 342}, {"Word": "important", "Confidence": 0.991, "X1": 0.771, "Y1": 0.50829, "X2": 0.83, "Y2": 0.50809, "X3": 0.829, "Y3": 0.52675, "X4": 0.77, "Y4": 0.52675, "page": 0, "Index": 343}, {"Word": "change", "Confidence": 0.997, "X1": 0.832, "Y1": 0.50829, "X2": 0.876, "Y2": 0.50809, "X3": 0.875, "Y3": 0.52675, "X4": 0.832, "Y4": 0.52675, "page": 0, "Index": 344}, {"Word": "Meeting", "Confidence": 0.887, "X1": 0.096, "Y1": 0.51233, "X2": 0.143, "Y2": 0.51213, "X3": 0.142, "Y3": 0.52945, "X4": 0.095, "Y4": 0.5281, "page": 0, "Index": 345}, {"Word": "as", "Confidence": 0.991, "X1": 0.145, "Y1": 0.51233, "X2": 0.159, "Y2": 0.51213, "X3": 0.158, "Y3": 0.52945, "X4": 0.145, "Y4": 0.52945, "page": 0, "Index": 346}, {"Word": "\"the", "Confidence": 0.981, "X1": 0.161, "Y1": 0.51233, "X2": 0.186, "Y2": 0.51213, "X3": 0.186, "Y3": 0.52945, "X4": 0.161, "Y4": 0.52945, "page": 0, "Index": 347}, {"Word": "changing", "Confidence": 0.995, "X1": 0.188, "Y1": 0.51233, "X2": 0.242, "Y2": 0.51213, "X3": 0.242, "Y3": 0.52945, "X4": 0.188, "Y4": 0.52945, "page": 0, "Index": 348}, {"Word": "responsibility", "Confidence": 0.736, "X1": 0.245, "Y1": 0.51233, "X2": 0.324, "Y2": 0.51213, "X3": 0.324, "Y3": 0.5308, "X4": 0.245, "Y4": 0.52945, "page": 0, "Index": 349}, {"Word": "of", "Confidence": 0.998, "X1": 0.326, "Y1": 0.51233, "X2": 0.339, "Y2": 0.51213, "X3": 0.339, "Y3": 0.5308, "X4": 0.326, "Y4": 0.5308, "page": 0, "Index": 350}, {"Word": "all", "Confidence": 0.998, "X1": 0.342, "Y1": 0.51233, "X2": 0.357, "Y2": 0.51213, "X3": 0.357, "Y3": 0.5308, "X4": 0.342, "Y4": 0.5308, "page": 0, "Index": 351}, {"Word": "physicians,", "Confidence": 0.952, "X1": 0.359, "Y1": 0.51233, "X2": 0.424, "Y2": 0.51213, "X3": 0.424, "Y3": 0.52945, "X4": 0.359, "Y4": 0.5308, "page": 0, "Index": 352}, {"Word": "scien-", "Confidence": 0.941, "X1": 0.426, "Y1": 0.51368, "X2": 0.461, "Y2": 0.51348, "X3": 0.462, "Y3": 0.52945, "X4": 0.427, "Y4": 0.52945, "page": 0, "Index": 353}, {"Word": "may", "Confidence": 0.994, "X1": 0.508, "Y1": 0.50963, "X2": 0.534, "Y2": 0.50943, "X3": 0.534, "Y3": 0.5281, "X4": 0.508, "Y4": 0.52945, "page": 0, "Index": 354}, {"Word": "get", "Confidence": 0.998, "X1": 0.537, "Y1": 0.50963, "X2": 0.559, "Y2": 0.50943, "X3": 0.559, "Y3": 0.5281, "X4": 0.537, "Y4": 0.5281, "page": 0, "Index": 355}, {"Word": "a", "Confidence": 0.849, "X1": 0.562, "Y1": 0.50963, "X2": 0.57, "Y2": 0.50943, "X3": 0.57, "Y3": 0.5281, "X4": 0.562, "Y4": 0.5281, "page": 0, "Index": 356}, {"Word": "from", "Confidence": 0.884, "X1": 0.51, "Y1": 0.5285, "X2": 0.535, "Y2": 0.5283, "X3": 0.534, "Y3": 0.54562, "X4": 0.509, "Y4": 0.54562, "page": 0, "Index": 357}, {"Word": "the", "Confidence": 0.956, "X1": 0.543, "Y1": 0.5285, "X2": 0.563, "Y2": 0.5283, "X3": 0.562, "Y3": 0.54562, "X4": 0.542, "Y4": 0.54562, "page": 0, "Index": 358}, {"Word": "Inst", "Confidence": 0.615, "X1": 0.566, "Y1": 0.5285, "X2": 0.59, "Y2": 0.5283, "X3": 0.589, "Y3": 0.54562, "X4": 0.565, "Y4": 0.54562, "page": 0, "Index": 359}, {"Word": "generation", "Confidence": 0.639, "X1": 0.592, "Y1": 0.5285, "X2": 0.655, "Y2": 0.5283, "X3": 0.654, "Y3": 0.54562, "X4": 0.592, "Y4": 0.54562, "page": 0, "Index": 360}, {"Word": "is", "Confidence": 0.9, "X1": 0.66, "Y1": 0.5285, "X2": 0.672, "Y2": 0.5283, "X3": 0.672, "Y3": 0.54562, "X4": 0.659, "Y4": 0.54562, "page": 0, "Index": 361}, {"Word": "that", "Confidence": 0.986, "X1": 0.676, "Y1": 0.5285, "X2": 0.702, "Y2": 0.5283, "X3": 0.702, "Y3": 0.54427, "X4": 0.675, "Y4": 0.54562, "page": 0, "Index": 362}, {"Word": "today", "Confidence": 0.996, "X1": 0.706, "Y1": 0.5285, "X2": 0.738, "Y2": 0.5283, "X3": 0.738, "Y3": 0.54427, "X4": 0.705, "Y4": 0.54427, "page": 0, "Index": 363}, {"Word": "scientista", "Confidence": 0.895, "X1": 0.742, "Y1": 0.5285, "X2": 0.799, "Y2": 0.5283, "X3": 0.799, "Y3": 0.54427, "X4": 0.742, "Y4": 0.54427, "page": 0, "Index": 364}, {"Word": "are", "Confidence": 0.998, "X1": 0.802, "Y1": 0.5285, "X2": 0.823, "Y2": 0.5283, "X3": 0.823, "Y3": 0.54427, "X4": 0.802, "Y4": 0.54427, "page": 0, "Index": 365}, {"Word": "hopeful.", "Confidence": 0.991, "X1": 0.827, "Y1": 0.52715, "X2": 0.876, "Y2": 0.52695, "X3": 0.876, "Y3": 0.54427, "X4": 0.827, "Y4": 0.54427, "page": 0, "Index": 366}, {"Word": "tista,", "Confidence": 0.629, "X1": 0.095, "Y1": 0.52985, "X2": 0.125, "Y2": 0.52965, "X3": 0.125, "Y3": 0.54832, "X4": 0.095, "Y4": 0.54832, "page": 0, "Index": 367}, {"Word": "and", "Confidence": 0.998, "X1": 0.127, "Y1": 0.52985, "X2": 0.148, "Y2": 0.52965, "X3": 0.148, "Y3": 0.54832, "X4": 0.127, "Y4": 0.54832, "page": 0, "Index": 368}, {"Word": "chemists.\"", "Confidence": 0.654, "X1": 0.15, "Y1": 0.52985, "X2": 0.211, "Y2": 0.52965, "X3": 0.211, "Y3": 0.54832, "X4": 0.15, "Y4": 0.54832, "page": 0, "Index": 369}, {"Word": "Prevention", "Confidence": 0.975, "X1": 0.214, "Y1": 0.52985, "X2": 0.278, "Y2": 0.52965, "X3": 0.278, "Y3": 0.54832, "X4": 0.214, "Y4": 0.54832, "page": 0, "Index": 370}, {"Word": "has", "Confidence": 0.466, "X1": 0.281, "Y1": 0.52985, "X2": 0.3, "Y2": 0.52965, "X3": 0.3, "Y3": 0.54832, "X4": 0.281, "Y4": 0.54832, "page": 0, "Index": 371}, {"Word": "already", "Confidence": 0.841, "X1": 0.303, "Y1": 0.5312, "X2": 0.346, "Y2": 0.531, "X3": 0.346, "Y3": 0.54832, "X4": 0.303, "Y4": 0.54832, "page": 0, "Index": 372}, {"Word": "begun", "Confidence": 0.991, "X1": 0.349, "Y1": 0.5312, "X2": 0.385, "Y2": 0.531, "X3": 0.385, "Y3": 0.54832, "X4": 0.349, "Y4": 0.54832, "page": 0, "Index": 373}, {"Word": "to", "Confidence": 0.998, "X1": 0.387, "Y1": 0.5312, "X2": 0.399, "Y2": 0.531, "X3": 0.399, "Y3": 0.54832, "X4": 0.387, "Y4": 0.54832, "page": 0, "Index": 374}, {"Word": "reach", "Confidence": 0.63, "X1": 0.401, "Y1": 0.5312, "X2": 0.434, "Y2": 0.531, "X3": 0.434, "Y3": 0.54967, "X4": 0.401, "Y4": 0.54832, "page": 0, "Index": 375}, {"Word": "into", "Confidence": 0.984, "X1": 0.437, "Y1": 0.5312, "X2": 0.462, "Y2": 0.531, "X3": 0.462, "Y3": 0.54967, "X4": 0.437, "Y4": 0.54967, "page": 0, "Index": 376}, {"Word": "the", "Confidence": 0.996, "X1": 0.097, "Y1": 0.55007, "X2": 0.115, "Y2": 0.54987, "X3": 0.114, "Y3": 0.56719, "X4": 0.096, "Y4": 0.56719, "page": 0, "Index": 377}, {"Word": "lives", "Confidence": 0.991, "X1": 0.118, "Y1": 0.55007, "X2": 0.147, "Y2": 0.54987, "X3": 0.146, "Y3": 0.56719, "X4": 0.117, "Y4": 0.56719, "page": 0, "Index": 378}, {"Word": "of", "Confidence": 0.998, "X1": 0.15, "Y1": 0.55007, "X2": 0.164, "Y2": 0.54987, "X3": 0.163, "Y3": 0.56719, "X4": 0.149, "Y4": 0.56719, "page": 0, "Index": 379}, {"Word": "people", "Confidence": 0.994, "X1": 0.167, "Y1": 0.55007, "X2": 0.205, "Y2": 0.54987, "X3": 0.205, "Y3": 0.56719, "X4": 0.166, "Y4": 0.56719, "page": 0, "Index": 380}, {"Word": "in", "Confidence": 0.998, "X1": 0.208, "Y1": 0.55007, "X2": 0.22, "Y2": 0.54987, "X3": 0.22, "Y3": 0.56719, "X4": 0.207, "Y4": 0.56719, "page": 0, "Index": 381}, {"Word": "terms", "Confidence": 0.852, "X1": 0.226, "Y1": 0.55007, "X2": 0.261, "Y2": 0.54987, "X3": 0.26, "Y3": 0.56719, "X4": 0.225, "Y4": 0.56719, "page": 0, "Index": 382}, {"Word": "of", "Confidence": 0.998, "X1": 0.264, "Y1": 0.55007, "X2": 0.278, "Y2": 0.54987, "X3": 0.277, "Y3": 0.56719, "X4": 0.263, "Y4": 0.56719, "page": 0, "Index": 383}, {"Word": "cigarettes,", "Confidence": 0.771, "X1": 0.281, "Y1": 0.55007, "X2": 0.344, "Y2": 0.54987, "X3": 0.344, "Y3": 0.56719, "X4": 0.28, "Y4": 0.56719, "page": 0, "Index": 384}, {"Word": "food", "Confidence": 0.99, "X1": 0.347, "Y1": 0.55007, "X2": 0.373, "Y2": 0.54987, "X3": 0.373, "Y3": 0.56719, "X4": 0.346, "Y4": 0.56719, "page": 0, "Index": 385}, {"Word": "additives,", "Confidence": 0.991, "X1": 0.378, "Y1": 0.55007, "X2": 0.436, "Y2": 0.54987, "X3": 0.435, "Y3": 0.56719, "X4": 0.377, "Y4": 0.56719, "page": 0, "Index": 386}, {"Word": "and", "Confidence": 0.998, "X1": 0.438, "Y1": 0.55007, "X2": 0.46, "Y2": 0.54987, "X3": 0.459, "Y3": 0.56719, "X4": 0.438, "Y4": 0.56719, "page": 0, "Index": 387}, {"Word": "Many", "Confidence": 0.987, "X1": 0.509, "Y1": 0.54602, "X2": 0.542, "Y2": 0.54582, "X3": 0.542, "Y3": 0.56584, "X4": 0.509, "Y4": 0.56584, "page": 0, "Index": 388}, {"Word": "think", "Confidence": 0.997, "X1": 0.546, "Y1": 0.54737, "X2": 0.579, "Y2": 0.54717, "X3": 0.579, "Y3": 0.56584, "X4": 0.546, "Y4": 0.56584, "page": 0, "Index": 389}, {"Word": "they", "Confidence": 0.991, "X1": 0.582, "Y1": 0.54737, "X2": 0.609, "Y2": 0.54717, "X3": 0.609, "Y3": 0.56584, "X4": 0.582, "Y4": 0.56584, "page": 0, "Index": 390}, {"Word": "are", "Confidence": 0.92, "X1": 0.612, "Y1": 0.54737, "X2": 0.632, "Y2": 0.54717, "X3": 0.632, "Y3": 0.56584, "X4": 0.612, "Y4": 0.56584, "page": 0, "Index": 391}, {"Word": "on", "Confidence": 0.998, "X1": 0.635, "Y1": 0.54737, "X2": 0.651, "Y2": 0.54717, "X3": 0.651, "Y3": 0.56584, "X4": 0.635, "Y4": 0.56584, "page": 0, "Index": 392}, {"Word": "the", "Confidence": 0.998, "X1": 0.655, "Y1": 0.54737, "X2": 0.676, "Y2": 0.54717, "X3": 0.676, "Y3": 0.56584, "X4": 0.655, "Y4": 0.56584, "page": 0, "Index": 393}, {"Word": "verge", "Confidence": 0.997, "X1": 0.679, "Y1": 0.54737, "X2": 0.713, "Y2": 0.54717, "X3": 0.713, "Y3": 0.56584, "X4": 0.679, "Y4": 0.56584, "page": 0, "Index": 394}, {"Word": "of", "Confidence": 0.998, "X1": 0.716, "Y1": 0.54737, "X2": 0.731, "Y2": 0.54717, "X3": 0.73, "Y3": 0.56584, "X4": 0.716, "Y4": 0.56584, "page": 0, "Index": 395}, {"Word": "important", "Confidence": 0.963, "X1": 0.734, "Y1": 0.54602, "X2": 0.794, "Y2": 0.54582, "X3": 0.793, "Y3": 0.56449, "X4": 0.733, "Y4": 0.56584, "page": 0, "Index": 396}, {"Word": "findings,", "Confidence": 0.809, "X1": 0.796, "Y1": 0.54602, "X2": 0.849, "Y2": 0.54582, "X3": 0.848, "Y3": 0.56449, "X4": 0.796, "Y4": 0.56449, "page": 0, "Index": 397}, {"Word": "and", "Confidence": 0.998, "X1": 0.852, "Y1": 0.54602, "X2": 0.875, "Y2": 0.54582, "X3": 0.874, "Y3": 0.56449, "X4": 0.851, "Y4": 0.56449, "page": 0, "Index": 398}, {"Word": "cosmetics.", "Confidence": 0.656, "X1": 0.097, "Y1": 0.57028, "X2": 0.155, "Y2": 0.57008, "X3": 0.154, "Y3": 0.58605, "X4": 0.096, "Y4": 0.5874, "page": 0, "Index": 399}, {"Word": "This", "Confidence": 0.848, "X1": 0.158, "Y1": 0.57028, "X2": 0.184, "Y2": 0.57008, "X3": 0.183, "Y3": 0.58605, "X4": 0.157, "Y4": 0.58605, "page": 0, "Index": 400}, {"Word": "is", "Confidence": 0.994, "X1": 0.186, "Y1": 0.57028, "X2": 0.196, "Y2": 0.57008, "X3": 0.195, "Y3": 0.58605, "X4": 0.185, "Y4": 0.58605, "page": 0, "Index": 401}, {"Word": "an", "Confidence": 0.998, "X1": 0.199, "Y1": 0.57028, "X2": 0.213, "Y2": 0.57008, "X3": 0.212, "Y3": 0.58605, "X4": 0.198, "Y4": 0.58605, "page": 0, "Index": 402}, {"Word": "arca", "Confidence": 0.823, "X1": 0.215, "Y1": 0.56893, "X2": 0.242, "Y2": 0.56873, "X3": 0.241, "Y3": 0.58605, "X4": 0.214, "Y4": 0.58605, "page": 0, "Index": 403}, {"Word": "where", "Confidence": 0.798, "X1": 0.244, "Y1": 0.56893, "X2": 0.28, "Y2": 0.56873, "X3": 0.279, "Y3": 0.58471, "X4": 0.244, "Y4": 0.58605, "page": 0, "Index": 404}, {"Word": "there", "Confidence": 0.766, "X1": 0.282, "Y1": 0.56893, "X2": 0.312, "Y2": 0.56873, "X3": 0.311, "Y3": 0.58471, "X4": 0.281, "Y4": 0.58471, "page": 0, "Index": 405}, {"Word": "will", "Confidence": 0.989, "X1": 0.314, "Y1": 0.56893, "X2": 0.336, "Y2": 0.56873, "X3": 0.335, "Y3": 0.58471, "X4": 0.314, "Y4": 0.58471, "page": 0, "Index": 406}, {"Word": "be", "Confidence": 0.998, "X1": 0.338, "Y1": 0.56893, "X2": 0.351, "Y2": 0.56873, "X3": 0.351, "Y3": 0.58471, "X4": 0.337, "Y4": 0.58471, "page": 0, "Index": 407}, {"Word": "extensive", "Confidence": 0.994, "X1": 0.354, "Y1": 0.57028, "X2": 0.409, "Y2": 0.57008, "X3": 0.408, "Y3": 0.58471, "X4": 0.353, "Y4": 0.58471, "page": 0, "Index": 408}, {"Word": "research", "Confidence": 0.854, "X1": 0.411, "Y1": 0.57028, "X2": 0.46, "Y2": 0.57008, "X3": 0.459, "Y3": 0.58605, "X4": 0.411, "Y4": 0.58471, "page": 0, "Index": 409}, {"Word": "talk", "Confidence": 0.998, "X1": 0.511, "Y1": 0.56759, "X2": 0.532, "Y2": 0.56739, "X3": 0.532, "Y3": 0.58336, "X4": 0.511, "Y4": 0.58336, "page": 0, "Index": 410}, {"Word": "increasingly", "Confidence": 0.992, "X1": 0.535, "Y1": 0.56624, "X2": 0.607, "Y2": 0.56604, "X3": 0.606, "Y3": 0.58336, "X4": 0.535, "Y4": 0.58336, "page": 0, "Index": 411}, {"Word": "of", "Confidence": 0.994, "X1": 0.61, "Y1": 0.56624, "X2": 0.624, "Y2": 0.56604, "X3": 0.624, "Y3": 0.58201, "X4": 0.61, "Y4": 0.58336, "page": 0, "Index": 412}, {"Word": "\"within", "Confidence": 0.982, "X1": 0.626, "Y1": 0.56624, "X2": 0.671, "Y2": 0.56604, "X3": 0.671, "Y3": 0.58201, "X4": 0.626, "Y4": 0.58201, "page": 0, "Index": 413}, {"Word": "my", "Confidence": 0.998, "X1": 0.676, "Y1": 0.56624, "X2": 0.694, "Y2": 0.56604, "X3": 0.694, "Y3": 0.58201, "X4": 0.676, "Y4": 0.58201, "page": 0, "Index": 414}, {"Word": "lifetime.\"", "Confidence": 0.934, "X1": 0.697, "Y1": 0.56624, "X2": 0.754, "Y2": 0.56604, "X3": 0.754, "Y3": 0.58201, "X4": 0.697, "Y4": 0.58201, "page": 0, "Index": 415}, {"Word": "If", "Confidence": 0.991, "X1": 0.758, "Y1": 0.56624, "X2": 0.771, "Y2": 0.56604, "X3": 0.771, "Y3": 0.58201, "X4": 0.758, "Y4": 0.58201, "page": 0, "Index": 416}, {"Word": "a", "Confidence": 0.884, "X1": 0.774, "Y1": 0.56624, "X2": 0.781, "Y2": 0.56604, "X3": 0.78, "Y3": 0.58201, "X4": 0.774, "Y4": 0.58201, "page": 0, "Index": 417}, {"Word": "cure", "Confidence": 0.989, "X1": 0.784, "Y1": 0.56624, "X2": 0.812, "Y2": 0.56604, "X3": 0.811, "Y3": 0.58201, "X4": 0.784, "Y4": 0.58201, "page": 0, "Index": 418}, {"Word": "for", "Confidence": 0.998, "X1": 0.814, "Y1": 0.56759, "X2": 0.834, "Y2": 0.56739, "X3": 0.833, "Y3": 0.58201, "X4": 0.814, "Y4": 0.58201, "page": 0, "Index": 419}, {"Word": "cancer", "Confidence": 0.955, "X1": 0.836, "Y1": 0.56759, "X2": 0.876, "Y2": 0.56739, "X3": 0.875, "Y3": 0.58336, "X4": 0.836, "Y4": 0.58201, "page": 0, "Index": 420}, {"Word": "not", "Confidence": 0.964, "X1": 0.094, "Y1": 0.58915, "X2": 0.113, "Y2": 0.58895, "X3": 0.114, "Y3": 0.60762, "X4": 0.095, "Y4": 0.60762, "page": 0, "Index": 421}, {"Word": "only", "Confidence": 0.981, "X1": 0.116, "Y1": 0.58915, "X2": 0.142, "Y2": 0.58895, "X3": 0.142, "Y3": 0.60762, "X4": 0.116, "Y4": 0.60762, "page": 0, "Index": 422}, {"Word": "into", "Confidence": 0.991, "X1": 0.145, "Y1": 0.58915, "X2": 0.168, "Y2": 0.58895, "X3": 0.169, "Y3": 0.60762, "X4": 0.145, "Y4": 0.60762, "page": 0, "Index": 423}, {"Word": "possible", "Confidence": 0.806, "X1": 0.171, "Y1": 0.58915, "X2": 0.218, "Y2": 0.58895, "X3": 0.218, "Y3": 0.60762, "X4": 0.171, "Y4": 0.60762, "page": 0, "Index": 424}, {"Word": "cancer-producing", "Confidence": 0.338, "X1": 0.22, "Y1": 0.58915, "X2": 0.32, "Y2": 0.58895, "X3": 0.321, "Y3": 0.60627, "X4": 0.221, "Y4": 0.60762, "page": 0, "Index": 425}, {"Word": "substances,", "Confidence": 0.616, "X1": 0.323, "Y1": 0.5878, "X2": 0.389, "Y2": 0.5876, "X3": 0.389, "Y3": 0.60627, "X4": 0.323, "Y4": 0.60627, "page": 0, "Index": 426}, {"Word": "but", "Confidence": 0.997, "X1": 0.392, "Y1": 0.5878, "X2": 0.412, "Y2": 0.5876, "X3": 0.412, "Y3": 0.60627, "X4": 0.392, "Y4": 0.60627, "page": 0, "Index": 427}, {"Word": "into", "Confidence": 0.991, "X1": 0.415, "Y1": 0.5878, "X2": 0.439, "Y2": 0.5876, "X3": 0.439, "Y3": 0.60627, "X4": 0.415, "Y4": 0.60627, "page": 0, "Index": 428}, {"Word": "the", "Confidence": 0.996, "X1": 0.442, "Y1": 0.5878, "X2": 0.463, "Y2": 0.5876, "X3": 0.463, "Y3": 0.60627, "X4": 0.442, "Y4": 0.60627, "page": 0, "Index": 429}, {"Word": "does", "Confidence": 0.912, "X1": 0.51, "Y1": 0.58645, "X2": 0.535, "Y2": 0.58625, "X3": 0.535, "Y3": 0.60357, "X4": 0.51, "Y4": 0.60357, "page": 0, "Index": 430}, {"Word": "come", "Confidence": 0.986, "X1": 0.537, "Y1": 0.58511, "X2": 0.567, "Y2": 0.58491, "X3": 0.567, "Y3": 0.60357, "X4": 0.537, "Y4": 0.60357, "page": 0, "Index": 431}, {"Word": "within", "Confidence": 0.996, "X1": 0.57, "Y1": 0.58511, "X2": 0.609, "Y2": 0.58491, "X3": 0.609, "Y3": 0.60357, "X4": 0.57, "Y4": 0.60357, "page": 0, "Index": 432}, {"Word": "our", "Confidence": 0.996, "X1": 0.612, "Y1": 0.58511, "X2": 0.633, "Y2": 0.58491, "X3": 0.633, "Y3": 0.60357, "X4": 0.612, "Y4": 0.60357, "page": 0, "Index": 433}, {"Word": "lifetime,", "Confidence": 0.949, "X1": 0.635, "Y1": 0.58511, "X2": 0.686, "Y2": 0.58491, "X3": 0.686, "Y3": 0.60357, "X4": 0.635, "Y4": 0.60357, "page": 0, "Index": 434}, {"Word": "it", "Confidence": 0.998, "X1": 0.689, "Y1": 0.58511, "X2": 0.7, "Y2": 0.58491, "X3": 0.7, "Y3": 0.60357, "X4": 0.689, "Y4": 0.60357, "page": 0, "Index": 435}, {"Word": "will", "Confidence": 0.987, "X1": 0.703, "Y1": 0.58511, "X2": 0.725, "Y2": 0.58491, "X3": 0.725, "Y3": 0.60357, "X4": 0.703, "Y4": 0.60357, "page": 0, "Index": 436}, {"Word": "be", "Confidence": 0.997, "X1": 0.728, "Y1": 0.58511, "X2": 0.743, "Y2": 0.58491, "X3": 0.743, "Y3": 0.60357, "X4": 0.728, "Y4": 0.60357, "page": 0, "Index": 437}, {"Word": "the", "Confidence": 0.998, "X1": 0.746, "Y1": 0.58511, "X2": 0.766, "Y2": 0.58491, "X3": 0.766, "Y3": 0.60357, "X4": 0.746, "Y4": 0.60357, "page": 0, "Index": 438}, {"Word": "result", "Confidence": 0.843, "X1": 0.769, "Y1": 0.58511, "X2": 0.803, "Y2": 0.58491, "X3": 0.803, "Y3": 0.60357, "X4": 0.769, "Y4": 0.60357, "page": 0, "Index": 439}, {"Word": "of", "Confidence": 0.998, "X1": 0.806, "Y1": 0.58511, "X2": 0.819, "Y2": 0.58491, "X3": 0.819, "Y3": 0.60357, "X4": 0.806, "Y4": 0.60357, "page": 0, "Index": 440}, {"Word": "scientific", "Confidence": 0.64, "X1": 0.822, "Y1": 0.58511, "X2": 0.877, "Y2": 0.58491, "X3": 0.877, "Y3": 0.60492, "X4": 0.822, "Y4": 0.60357, "page": 0, "Index": 441}, {"Word": "motivations", "Confidence": 0.955, "X1": 0.095, "Y1": 0.60802, "X2": 0.164, "Y2": 0.60782, "X3": 0.164, "Y3": 0.62514, "X4": 0.096, "Y4": 0.62514, "page": 0, "Index": 442}, {"Word": "of", "Confidence": 0.998, "X1": 0.166, "Y1": 0.60802, "X2": 0.18, "Y2": 0.60782, "X3": 0.18, "Y3": 0.62514, "X4": 0.167, "Y4": 0.62514, "page": 0, "Index": 443}, {"Word": "men", "Confidence": 0.941, "X1": 0.183, "Y1": 0.60802, "X2": 0.206, "Y2": 0.60782, "X3": 0.207, "Y3": 0.62514, "X4": 0.183, "Y4": 0.62514, "page": 0, "Index": 444}, {"Word": "and", "Confidence": 0.998, "X1": 0.209, "Y1": 0.60802, "X2": 0.232, "Y2": 0.60782, "X3": 0.232, "Y3": 0.62514, "X4": 0.209, "Y4": 0.62514, "page": 0, "Index": 445}, {"Word": "women", "Confidence": 0.955, "X1": 0.235, "Y1": 0.60802, "X2": 0.275, "Y2": 0.60782, "X3": 0.275, "Y3": 0.62514, "X4": 0.235, "Y4": 0.62514, "page": 0, "Index": 446}, {"Word": "who", "Confidence": 0.991, "X1": 0.279, "Y1": 0.60802, "X2": 0.302, "Y2": 0.60782, "X3": 0.302, "Y3": 0.62514, "X4": 0.279, "Y4": 0.62514, "page": 0, "Index": 447}, {"Word": "use", "Confidence": 0.613, "X1": 0.305, "Y1": 0.60802, "X2": 0.325, "Y2": 0.60782, "X3": 0.325, "Y3": 0.62514, "X4": 0.305, "Y4": 0.62514, "page": 0, "Index": 448}, {"Word": "them.", "Confidence": 0.785, "X1": 0.327, "Y1": 0.60802, "X2": 0.362, "Y2": 0.60782, "X3": 0.362, "Y3": 0.62514, "X4": 0.327, "Y4": 0.62514, "page": 0, "Index": 449}, {"Word": "The", "Confidence": 0.998, "X1": 0.364, "Y1": 0.60802, "X2": 0.387, "Y2": 0.60782, "X3": 0.386, "Y3": 0.62514, "X4": 0.364, "Y4": 0.62514, "page": 0, "Index": 450}, {"Word": "reasons", "Confidence": 0.656, "X1": 0.389, "Y1": 0.60936, "X2": 0.434, "Y2": 0.60916, "X3": 0.433, "Y3": 0.62514, "X4": 0.389, "Y4": 0.62514, "page": 0, "Index": 451}, {"Word": "why", "Confidence": 0.995, "X1": 0.436, "Y1": 0.60936, "X2": 0.461, "Y2": 0.60916, "X3": 0.46, "Y3": 0.62648, "X4": 0.436, "Y4": 0.62514, "page": 0, "Index": 452}, {"Word": "imagination", "Confidence": 0.991, "X1": 0.51, "Y1": 0.60397, "X2": 0.58, "Y2": 0.60377, "X3": 0.579, "Y3": 0.62379, "X4": 0.51, "Y4": 0.62379, "page": 0, "Index": 453}, {"Word": "and", "Confidence": 0.998, "X1": 0.584, "Y1": 0.60397, "X2": 0.607, "Y2": 0.60377, "X3": 0.606, "Y3": 0.62379, "X4": 0.583, "Y4": 0.62379, "page": 0, "Index": 454}, {"Word": "hard", "Confidence": 0.988, "X1": 0.61, "Y1": 0.60397, "X2": 0.638, "Y2": 0.60377, "X3": 0.638, "Y3": 0.62379, "X4": 0.609, "Y4": 0.62379, "page": 0, "Index": 455}, {"Word": "work", "Confidence": 0.989, "X1": 0.642, "Y1": 0.60397, "X2": 0.672, "Y2": 0.60377, "X3": 0.671, "Y3": 0.62379, "X4": 0.642, "Y4": 0.62379, "page": 0, "Index": 456}, {"Word": "-", "Confidence": 0.958, "X1": 0.675, "Y1": 0.60397, "X2": 0.683, "Y2": 0.60377, "X3": 0.683, "Y3": 0.62379, "X4": 0.674, "Y4": 0.62379, "page": 0, "Index": 457}, {"Word": "backed", "Confidence": 0.933, "X1": 0.687, "Y1": 0.60397, "X2": 0.728, "Y2": 0.60377, "X3": 0.727, "Y3": 0.62379, "X4": 0.686, "Y4": 0.62379, "page": 0, "Index": 458}, {"Word": "up", "Confidence": 0.994, "X1": 0.731, "Y1": 0.60397, "X2": 0.747, "Y2": 0.60377, "X3": 0.746, "Y3": 0.62379, "X4": 0.73, "Y4": 0.62379, "page": 0, "Index": 459}, {"Word": "by", "Confidence": 0.998, "X1": 0.751, "Y1": 0.60397, "X2": 0.767, "Y2": 0.60377, "X3": 0.766, "Y3": 0.62379, "X4": 0.75, "Y4": 0.62379, "page": 0, "Index": 460}, {"Word": "public", "Confidence": 0.845, "X1": 0.77, "Y1": 0.60397, "X2": 0.807, "Y2": 0.60377, "X3": 0.807, "Y3": 0.62379, "X4": 0.769, "Y4": 0.62379, "page": 0, "Index": 461}, {"Word": "generosity.", "Confidence": 0.981, "X1": 0.81, "Y1": 0.60532, "X2": 0.877, "Y2": 0.60512, "X3": 0.876, "Y3": 0.62379, "X4": 0.809, "Y4": 0.62379, "page": 0, "Index": 462}, {"Word": "people", "Confidence": 0.994, "X1": 0.096, "Y1": 0.62823, "X2": 0.131, "Y2": 0.62803, "X3": 0.131, "Y3": 0.64535, "X4": 0.096, "Y4": 0.6467, "page": 0, "Index": 463}, {"Word": "unaccountably", "Confidence": 0.992, "X1": 0.134, "Y1": 0.62688, "X2": 0.217, "Y2": 0.62668, "X3": 0.217, "Y3": 0.64535, "X4": 0.134, "Y4": 0.64535, "page": 0, "Index": 464}, {"Word": "fail", "Confidence": 0.988, "X1": 0.22, "Y1": 0.62688, "X2": 0.24, "Y2": 0.62668, "X3": 0.24, "Y3": 0.64535, "X4": 0.22, "Y4": 0.64535, "page": 0, "Index": 465}, {"Word": "to", "Confidence": 0.998, "X1": 0.243, "Y1": 0.62688, "X2": 0.254, "Y2": 0.62668, "X3": 0.253, "Y3": 0.64535, "X4": 0.242, "Y4": 0.64535, "page": 0, "Index": 466}, {"Word": "do", "Confidence": 0.997, "X1": 0.256, "Y1": 0.62688, "X2": 0.27, "Y2": 0.62668, "X3": 0.27, "Y3": 0.64535, "X4": 0.256, "Y4": 0.64535, "page": 0, "Index": 467}, {"Word": "things", "Confidence": 0.997, "X1": 0.273, "Y1": 0.62554, "X2": 0.31, "Y2": 0.62534, "X3": 0.31, "Y3": 0.64535, "X4": 0.272, "Y4": 0.64535, "page": 0, "Index": 468}, {"Word": "that", "Confidence": 0.986, "X1": 0.313, "Y1": 0.62688, "X2": 0.337, "Y2": 0.62668, "X3": 0.336, "Y3": 0.64535, "X4": 0.312, "Y4": 0.64535, "page": 0, "Index": 469}, {"Word": "might", "Confidence": 0.995, "X1": 0.339, "Y1": 0.62688, "X2": 0.374, "Y2": 0.62668, "X3": 0.373, "Y3": 0.64535, "X4": 0.339, "Y4": 0.64535, "page": 0, "Index": 470}, {"Word": "prevent", "Confidence": 0.995, "X1": 0.377, "Y1": 0.62688, "X2": 0.421, "Y2": 0.62668, "X3": 0.42, "Y3": 0.64535, "X4": 0.376, "Y4": 0.64535, "page": 0, "Index": 471}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.423, "Y1": 0.62823, "X2": 0.463, "Y2": 0.62803, "X3": 0.462, "Y3": 0.6467, "X4": 0.423, "Y4": 0.64535, "page": 0, "Index": 472}, {"Word": "President", "Confidence": 0.992, "X1": 0.523, "Y1": 0.62823, "X2": 0.581, "Y2": 0.62803, "X3": 0.581, "Y3": 0.6467, "X4": 0.523, "Y4": 0.6467, "page": 0, "Index": 473}, {"Word": "Eisenhower", "Confidence": 0.294, "X1": 0.584, "Y1": 0.62823, "X2": 0.654, "Y2": 0.62803, "X3": 0.654, "Y3": 0.6467, "X4": 0.584, "Y4": 0.6467, "page": 0, "Index": 474}, {"Word": "estimated", "Confidence": 0.965, "X1": 0.657, "Y1": 0.62823, "X2": 0.716, "Y2": 0.62803, "X3": 0.715, "Y3": 0.6467, "X4": 0.657, "Y4": 0.6467, "page": 0, "Index": 475}, {"Word": "last", "Confidence": 0.988, "X1": 0.719, "Y1": 0.62823, "X2": 0.743, "Y2": 0.62803, "X3": 0.743, "Y3": 0.6467, "X4": 0.718, "Y4": 0.6467, "page": 0, "Index": 476}, {"Word": "year", "Confidence": 0.987, "X1": 0.746, "Y1": 0.62823, "X2": 0.774, "Y2": 0.62803, "X3": 0.774, "Y3": 0.6467, "X4": 0.745, "Y4": 0.6467, "page": 0, "Index": 477}, {"Word": "that", "Confidence": 0.988, "X1": 0.777, "Y1": 0.62823, "X2": 0.804, "Y2": 0.62803, "X3": 0.804, "Y3": 0.6467, "X4": 0.777, "Y4": 0.6467, "page": 0, "Index": 478}, {"Word": "the", "Confidence": 0.998, "X1": 0.807, "Y1": 0.62823, "X2": 0.828, "Y2": 0.62803, "X3": 0.827, "Y3": 0.6467, "X4": 0.807, "Y4": 0.6467, "page": 0, "Index": 479}, {"Word": "over-all", "Confidence": 0.811, "X1": 0.831, "Y1": 0.62823, "X2": 0.877, "Y2": 0.62803, "X3": 0.877, "Y3": 0.6467, "X4": 0.83, "Y4": 0.6467, "page": 0, "Index": 480}, {"Word": "must", "Confidence": 0.984, "X1": 0.096, "Y1": 0.6471, "X2": 0.126, "Y2": 0.6469, "X3": 0.127, "Y3": 0.66422, "X4": 0.096, "Y4": 0.66422, "page": 0, "Index": 481}, {"Word": "also", "Confidence": 0.987, "X1": 0.129, "Y1": 0.64575, "X2": 0.151, "Y2": 0.64555, "X3": 0.152, "Y3": 0.66422, "X4": 0.129, "Y4": 0.66422, "page": 0, "Index": 482}, {"Word": "be", "Confidence": 0.998, "X1": 0.154, "Y1": 0.64575, "X2": 0.168, "Y2": 0.64555, "X3": 0.169, "Y3": 0.66422, "X4": 0.154, "Y4": 0.66422, "page": 0, "Index": 483}, {"Word": "studied", "Confidence": 0.993, "X1": 0.171, "Y1": 0.64575, "X2": 0.215, "Y2": 0.64555, "X3": 0.215, "Y3": 0.66422, "X4": 0.171, "Y4": 0.66422, "page": 0, "Index": 484}, {"Word": "on", "Confidence": 0.933, "X1": 0.218, "Y1": 0.64575, "X2": 0.232, "Y2": 0.64555, "X3": 0.232, "Y3": 0.66422, "X4": 0.218, "Y4": 0.66422, "page": 0, "Index": 485}, {"Word": "a", "Confidence": 0.995, "X1": 0.236, "Y1": 0.64575, "X2": 0.243, "Y2": 0.64555, "X3": 0.243, "Y3": 0.66422, "X4": 0.236, "Y4": 0.66422, "page": 0, "Index": 486}, {"Word": "firm", "Confidence": 0.988, "X1": 0.246, "Y1": 0.64575, "X2": 0.268, "Y2": 0.64555, "X3": 0.268, "Y3": 0.66422, "X4": 0.246, "Y4": 0.66422, "page": 0, "Index": 487}, {"Word": "scientific", "Confidence": 0.962, "X1": 0.274, "Y1": 0.6471, "X2": 0.327, "Y2": 0.6469, "X3": 0.326, "Y3": 0.66422, "X4": 0.274, "Y4": 0.66422, "page": 0, "Index": 488}, {"Word": "basis", "Confidence": 0.997, "X1": 0.329, "Y1": 0.6471, "X2": 0.356, "Y2": 0.6469, "X3": 0.356, "Y3": 0.66422, "X4": 0.329, "Y4": 0.66422, "page": 0, "Index": 489}, {"Word": "..", "Confidence": 0.886, "X1": 0.359, "Y1": 0.6471, "X2": 0.372, "Y2": 0.6469, "X3": 0.372, "Y3": 0.66422, "X4": 0.359, "Y4": 0.66422, "page": 0, "Index": 490}, {"Word": "introducing", "Confidence": 0.993, "X1": 0.554, "Y1": 0.64845, "X2": 0.623, "Y2": 0.64825, "X3": 0.622, "Y3": 0.66692, "X4": 0.553, "Y4": 0.66826, "page": 0, "Index": 491}, {"Word": "the", "Confidence": 0.998, "X1": 0.626, "Y1": 0.64845, "X2": 0.646, "Y2": 0.64825, "X3": 0.645, "Y3": 0.66692, "X4": 0.625, "Y4": 0.66692, "page": 0, "Index": 492}, {"Word": "ICBM", "Confidence": 0.621, "X1": 0.649, "Y1": 0.6471, "X2": 0.682, "Y2": 0.6469, "X3": 0.681, "Y3": 0.66692, "X4": 0.648, "Y4": 0.66692, "page": 0, "Index": 493}, {"Word": "Atlas", "Confidence": 0.994, "X1": 0.69, "Y1": 0.6471, "X2": 0.722, "Y2": 0.6469, "X3": 0.721, "Y3": 0.66692, "X4": 0.689, "Y4": 0.66692, "page": 0, "Index": 494}, {"Word": "to", "Confidence": 0.998, "X1": 0.725, "Y1": 0.6471, "X2": 0.738, "Y2": 0.6469, "X3": 0.738, "Y3": 0.66692, "X4": 0.724, "Y4": 0.66692, "page": 0, "Index": 495}, {"Word": "the", "Confidence": 0.998, "X1": 0.741, "Y1": 0.6471, "X2": 0.762, "Y2": 0.6469, "X3": 0.761, "Y3": 0.66692, "X4": 0.741, "Y4": 0.66692, "page": 0, "Index": 496}, {"Word": "Armed", "Confidence": 0.994, "X1": 0.766, "Y1": 0.64845, "X2": 0.806, "Y2": 0.64825, "X3": 0.805, "Y3": 0.66692, "X4": 0.765, "Y4": 0.66692, "page": 0, "Index": 497}, {"Word": "Forces", "Confidence": 0.838, "X1": 0.809, "Y1": 0.64845, "X2": 0.85, "Y2": 0.64825, "X3": 0.85, "Y3": 0.66692, "X4": 0.808, "Y4": 0.66692, "page": 0, "Index": 498}, {"Word": "was", "Confidence": 0.998, "X1": 0.853, "Y1": 0.64845, "X2": 0.877, "Y2": 0.64825, "X3": 0.876, "Y3": 0.66692, "X4": 0.852, "Y4": 0.66692, "page": 0, "Index": 499}, {"Word": "1", "Confidence": 0.967, "X1": 0.472, "Y1": 0.65519, "X2": 0.478, "Y2": 0.65499, "X3": 0.477, "Y3": 0.66826, "X4": 0.472, "Y4": 0.66692, "page": 0, "Index": 500}, {"Word": "cost", "Confidence": 0.991, "X1": 0.511, "Y1": 0.6498, "X2": 0.534, "Y2": 0.6496, "X3": 0.534, "Y3": 0.66826, "X4": 0.51, "Y4": 0.66826, "page": 0, "Index": 501}, {"Word": "of", "Confidence": 0.998, "X1": 0.537, "Y1": 0.6498, "X2": 0.551, "Y2": 0.6496, "X3": 0.55, "Y3": 0.66826, "X4": 0.536, "Y4": 0.66826, "page": 0, "Index": 502}, {"Word": "$35,000,000", "Confidence": 0.928, "X1": 0.51, "Y1": 0.66732, "X2": 0.575, "Y2": 0.66712, "X3": 0.575, "Y3": 0.68578, "X4": 0.51, "Y4": 0.68578, "page": 0, "Index": 503}, {"Word": "for", "Confidence": 0.998, "X1": 0.578, "Y1": 0.66732, "X2": 0.598, "Y2": 0.66712, "X3": 0.597, "Y3": 0.68578, "X4": 0.578, "Y4": 0.68578, "page": 0, "Index": 504}, {"Word": "each", "Confidence": 0.986, "X1": 0.6, "Y1": 0.66732, "X2": 0.626, "Y2": 0.66712, "X3": 0.626, "Y3": 0.68578, "X4": 0.6, "Y4": 0.68578, "page": 0, "Index": 505}, {"Word": "missile", "Confidence": 0.994, "X1": 0.629, "Y1": 0.66732, "X2": 0.669, "Y2": 0.66712, "X3": 0.669, "Y3": 0.68578, "X4": 0.629, "Y4": 0.68578, "page": 0, "Index": 506}, {"Word": "on", "Confidence": 0.998, "X1": 0.672, "Y1": 0.66732, "X2": 0.687, "Y2": 0.66712, "X3": 0.687, "Y3": 0.68578, "X4": 0.672, "Y4": 0.68578, "page": 0, "Index": 507}, {"Word": "the", "Confidence": 0.998, "X1": 0.69, "Y1": 0.66732, "X2": 0.709, "Y2": 0.66712, "X3": 0.709, "Y3": 0.68578, "X4": 0.69, "Y4": 0.68578, "page": 0, "Index": 508}, {"Word": "firing", "Confidence": 0.996, "X1": 0.712, "Y1": 0.66732, "X2": 0.744, "Y2": 0.66712, "X3": 0.744, "Y3": 0.68578, "X4": 0.712, "Y4": 0.68578, "page": 0, "Index": 509}, {"Word": "line.", "Confidence": 0.863, "X1": 0.747, "Y1": 0.66732, "X2": 0.774, "Y2": 0.66712, "X3": 0.773, "Y3": 0.68578, "X4": 0.747, "Y4": 0.68578, "page": 0, "Index": 510}, {"Word": "Yet", "Confidence": 0.998, "X1": 0.776, "Y1": 0.66732, "X2": 0.794, "Y2": 0.66712, "X3": 0.794, "Y3": 0.68578, "X4": 0.776, "Y4": 0.68578, "page": 0, "Index": 511}, {"Word": "the", "Confidence": 0.998, "X1": 0.797, "Y1": 0.66732, "X2": 0.817, "Y2": 0.66712, "X3": 0.817, "Y3": 0.68578, "X4": 0.796, "Y4": 0.68578, "page": 0, "Index": 512}, {"Word": "American", "Confidence": 0.995, "X1": 0.82, "Y1": 0.66732, "X2": 0.876, "Y2": 0.66712, "X3": 0.875, "Y3": 0.68578, "X4": 0.819, "Y4": 0.68578, "page": 0, "Index": 513}, {"Word": "Until", "Confidence": 0.996, "X1": 0.11, "Y1": 0.67271, "X2": 0.139, "Y2": 0.67251, "X3": 0.139, "Y3": 0.69117, "X4": 0.11, "Y4": 0.69252, "page": 0, "Index": 514}, {"Word": "recent", "Confidence": 0.991, "X1": 0.142, "Y1": 0.67271, "X2": 0.179, "Y2": 0.67251, "X3": 0.179, "Y3": 0.69117, "X4": 0.142, "Y4": 0.69117, "page": 0, "Index": 515}, {"Word": "years", "Confidence": 0.944, "X1": 0.182, "Y1": 0.67271, "X2": 0.213, "Y2": 0.67251, "X3": 0.212, "Y3": 0.69117, "X4": 0.181, "Y4": 0.69117, "page": 0, "Index": 516}, {"Word": "the", "Confidence": 0.957, "X1": 0.215, "Y1": 0.67271, "X2": 0.234, "Y2": 0.67251, "X3": 0.234, "Y3": 0.69117, "X4": 0.215, "Y4": 0.69117, "page": 0, "Index": 517}, {"Word": "annual", "Confidence": 0.993, "X1": 0.237, "Y1": 0.67271, "X2": 0.276, "Y2": 0.67251, "X3": 0.276, "Y3": 0.69117, "X4": 0.237, "Y4": 0.69117, "page": 0, "Index": 518}, {"Word": "health", "Confidence": 0.83, "X1": 0.279, "Y1": 0.67136, "X2": 0.314, "Y2": 0.67116, "X3": 0.314, "Y3": 0.69117, "X4": 0.279, "Y4": 0.69117, "page": 0, "Index": 519}, {"Word": "checkup", "Confidence": 0.993, "X1": 0.317, "Y1": 0.67136, "X2": 0.363, "Y2": 0.67116, "X3": 0.363, "Y3": 0.69117, "X4": 0.317, "Y4": 0.69117, "page": 0, "Index": 520}, {"Word": "of", "Confidence": 0.997, "X1": 0.366, "Y1": 0.67136, "X2": 0.379, "Y2": 0.67116, "X3": 0.379, "Y3": 0.69117, "X4": 0.366, "Y4": 0.69117, "page": 0, "Index": 521}, {"Word": "\"well\"", "Confidence": 0.955, "X1": 0.382, "Y1": 0.67136, "X2": 0.418, "Y2": 0.67116, "X3": 0.419, "Y3": 0.69252, "X4": 0.382, "Y4": 0.69117, "page": 0, "Index": 522}, {"Word": "people,", "Confidence": 0.941, "X1": 0.421, "Y1": 0.67136, "X2": 0.464, "Y2": 0.67116, "X3": 0.464, "Y3": 0.69252, "X4": 0.421, "Y4": 0.69252, "page": 0, "Index": 523}, {"Word": "Cancer", "Confidence": 0.994, "X1": 0.513, "Y1": 0.68618, "X2": 0.551, "Y2": 0.68598, "X3": 0.551, "Y3": 0.706, "X4": 0.513, "Y4": 0.70465, "page": 0, "Index": 524}, {"Word": "Society's", "Confidence": 0.847, "X1": 0.554, "Y1": 0.68618, "X2": 0.607, "Y2": 0.68598, "X3": 0.607, "Y3": 0.706, "X4": 0.554, "Y4": 0.706, "page": 0, "Index": 525}, {"Word": "fund-raising", "Confidence": 0.985, "X1": 0.61, "Y1": 0.68618, "X2": 0.684, "Y2": 0.68598, "X3": 0.684, "Y3": 0.706, "X4": 0.61, "Y4": 0.706, "page": 0, "Index": 526}, {"Word": "and", "Confidence": 0.998, "X1": 0.687, "Y1": 0.68618, "X2": 0.71, "Y2": 0.68598, "X3": 0.709, "Y3": 0.706, "X4": 0.687, "Y4": 0.706, "page": 0, "Index": 527}, {"Word": "educational", "Confidence": 0.991, "X1": 0.713, "Y1": 0.68618, "X2": 0.781, "Y2": 0.68598, "X3": 0.78, "Y3": 0.706, "X4": 0.712, "Y4": 0.706, "page": 0, "Index": 528}, {"Word": "Crusade", "Confidence": 0.995, "X1": 0.784, "Y1": 0.68618, "X2": 0.832, "Y2": 0.68598, "X3": 0.831, "Y3": 0.706, "X4": 0.783, "Y4": 0.706, "page": 0, "Index": 529}, {"Word": "yielded", "Confidence": 0.982, "X1": 0.835, "Y1": 0.68618, "X2": 0.878, "Y2": 0.68598, "X3": 0.877, "Y3": 0.706, "X4": 0.834, "Y4": 0.706, "page": 0, "Index": 530}, {"Word": "as", "Confidence": 0.964, "X1": 0.098, "Y1": 0.69292, "X2": 0.109, "Y2": 0.69272, "X3": 0.109, "Y3": 0.71139, "X4": 0.099, "Y4": 0.71139, "page": 0, "Index": 531}, {"Word": "physicians", "Confidence": 0.772, "X1": 0.112, "Y1": 0.69292, "X2": 0.173, "Y2": 0.69272, "X3": 0.173, "Y3": 0.71139, "X4": 0.112, "Y4": 0.71139, "page": 0, "Index": 532}, {"Word": "know", "Confidence": 0.983, "X1": 0.176, "Y1": 0.69292, "X2": 0.205, "Y2": 0.69272, "X3": 0.205, "Y3": 0.71139, "X4": 0.176, "Y4": 0.71139, "page": 0, "Index": 533}, {"Word": "it", "Confidence": 0.998, "X1": 0.209, "Y1": 0.69292, "X2": 0.219, "Y2": 0.69272, "X3": 0.219, "Y3": 0.71139, "X4": 0.209, "Y4": 0.71139, "page": 0, "Index": 534}, {"Word": "today,", "Confidence": 0.656, "X1": 0.222, "Y1": 0.69292, "X2": 0.257, "Y2": 0.69272, "X3": 0.257, "Y3": 0.71139, "X4": 0.222, "Y4": 0.71139, "page": 0, "Index": 535}, {"Word": "was", "Confidence": 0.998, "X1": 0.26, "Y1": 0.69292, "X2": 0.282, "Y2": 0.69272, "X3": 0.282, "Y3": 0.71139, "X4": 0.26, "Y4": 0.71139, "page": 0, "Index": 536}, {"Word": "comparatively", "Confidence": 0.963, "X1": 0.285, "Y1": 0.69157, "X2": 0.367, "Y2": 0.69137, "X3": 0.367, "Y3": 0.71004, "X4": 0.285, "Y4": 0.71139, "page": 0, "Index": 537}, {"Word": "rare.", "Confidence": 0.628, "X1": 0.37, "Y1": 0.69157, "X2": 0.399, "Y2": 0.69137, "X3": 0.399, "Y3": 0.71004, "X4": 0.37, "Y4": 0.71004, "page": 0, "Index": 538}, {"Word": "Today", "Confidence": 0.955, "X1": 0.402, "Y1": 0.69157, "X2": 0.436, "Y2": 0.69137, "X3": 0.435, "Y3": 0.71004, "X4": 0.401, "Y4": 0.71004, "page": 0, "Index": 539}, {"Word": "this", "Confidence": 0.991, "X1": 0.439, "Y1": 0.69157, "X2": 0.465, "Y2": 0.69137, "X3": 0.464, "Y3": 0.71004, "X4": 0.438, "Y4": 0.71004, "page": 0, "Index": 540}, {"Word": "only", "Confidence": 0.958, "X1": 0.511, "Y1": 0.7064, "X2": 0.535, "Y2": 0.7062, "X3": 0.535, "Y3": 0.72622, "X4": 0.511, "Y4": 0.72756, "page": 0, "Index": 541}, {"Word": "$30,372,944", "Confidence": 0.933, "X1": 0.537, "Y1": 0.7064, "X2": 0.605, "Y2": 0.7062, "X3": 0.604, "Y3": 0.72487, "X4": 0.537, "Y4": 0.72622, "page": 0, "Index": 542}, {"Word": "in", "Confidence": 0.998, "X1": 0.607, "Y1": 0.7064, "X2": 0.62, "Y2": 0.7062, "X3": 0.619, "Y3": 0.72487, "X4": 0.607, "Y4": 0.72487, "page": 0, "Index": 543}, {"Word": "contributions.", "Confidence": 0.94, "X1": 0.622, "Y1": 0.70775, "X2": 0.705, "Y2": 0.70755, "X3": 0.704, "Y3": 0.72487, "X4": 0.622, "Y4": 0.72487, "page": 0, "Index": 544}, {"Word": "practice", "Confidence": 0.993, "X1": 0.096, "Y1": 0.71314, "X2": 0.145, "Y2": 0.71294, "X3": 0.144, "Y3": 0.73026, "X4": 0.096, "Y4": 0.73161, "page": 0, "Index": 545}, {"Word": "is", "Confidence": 0.998, "X1": 0.148, "Y1": 0.71314, "X2": 0.161, "Y2": 0.71294, "X3": 0.161, "Y3": 0.73026, "X4": 0.147, "Y4": 0.73026, "page": 0, "Index": 546}, {"Word": "growing,", "Confidence": 0.79, "X1": 0.164, "Y1": 0.71179, "X2": 0.218, "Y2": 0.71159, "X3": 0.218, "Y3": 0.73026, "X4": 0.163, "Y4": 0.73026, "page": 0, "Index": 547}, {"Word": "perhaps", "Confidence": 0.849, "X1": 0.221, "Y1": 0.71179, "X2": 0.269, "Y2": 0.71159, "X3": 0.268, "Y3": 0.73026, "X4": 0.22, "Y4": 0.73026, "page": 0, "Index": 548}, {"Word": "because", "Confidence": 0.991, "X1": 0.272, "Y1": 0.71179, "X2": 0.319, "Y2": 0.71159, "X3": 0.318, "Y3": 0.73026, "X4": 0.271, "Y4": 0.73026, "page": 0, "Index": 549}, {"Word": "impressive", "Confidence": 0.991, "X1": 0.322, "Y1": 0.71179, "X2": 0.386, "Y2": 0.71159, "X3": 0.386, "Y3": 0.72891, "X4": 0.321, "Y4": 0.73026, "page": 0, "Index": 550}, {"Word": "results", "Confidence": 0.993, "X1": 0.389, "Y1": 0.71179, "X2": 0.432, "Y2": 0.71159, "X3": 0.431, "Y3": 0.72891, "X4": 0.388, "Y4": 0.72891, "page": 0, "Index": 551}, {"Word": "have", "Confidence": 0.991, "X1": 0.435, "Y1": 0.71179, "X2": 0.464, "Y2": 0.71159, "X3": 0.463, "Y3": 0.72891, "X4": 0.434, "Y4": 0.72891, "page": 0, "Index": 552}, {"Word": "been", "Confidence": 0.97, "X1": 0.096, "Y1": 0.73066, "X2": 0.124, "Y2": 0.73046, "X3": 0.124, "Y3": 0.74778, "X4": 0.096, "Y4": 0.74778, "page": 0, "Index": 553}, {"Word": "achieved.", "Confidence": 0.811, "X1": 0.129, "Y1": 0.73066, "X2": 0.186, "Y2": 0.73046, "X3": 0.186, "Y3": 0.74778, "X4": 0.129, "Y4": 0.74778, "page": 0, "Index": 554}, {"Word": "The", "Confidence": 0.998, "X1": 0.189, "Y1": 0.73066, "X2": 0.212, "Y2": 0.73046, "X3": 0.212, "Y3": 0.74778, "X4": 0.189, "Y4": 0.74778, "page": 0, "Index": 555}, {"Word": "Strang", "Confidence": 0.996, "X1": 0.216, "Y1": 0.73066, "X2": 0.257, "Y2": 0.73046, "X3": 0.257, "Y3": 0.74778, "X4": 0.216, "Y4": 0.74778, "page": 0, "Index": 556}, {"Word": "Cancer", "Confidence": 0.991, "X1": 0.261, "Y1": 0.73066, "X2": 0.304, "Y2": 0.73046, "X3": 0.304, "Y3": 0.74778, "X4": 0.261, "Y4": 0.74778, "page": 0, "Index": 557}, {"Word": "Prevention", "Confidence": 0.993, "X1": 0.308, "Y1": 0.72931, "X2": 0.373, "Y2": 0.72911, "X3": 0.372, "Y3": 0.74778, "X4": 0.308, "Y4": 0.74778, "page": 0, "Index": 558}, {"Word": "Clinic", "Confidence": 0.955, "X1": 0.377, "Y1": 0.72931, "X2": 0.414, "Y2": 0.72911, "X3": 0.414, "Y3": 0.74778, "X4": 0.377, "Y4": 0.74778, "page": 0, "Index": 559}, {"Word": "in", "Confidence": 0.998, "X1": 0.417, "Y1": 0.72931, "X2": 0.43, "Y2": 0.72911, "X3": 0.43, "Y3": 0.74778, "X4": 0.417, "Y4": 0.74778, "page": 0, "Index": 560}, {"Word": "New", "Confidence": 0.998, "X1": 0.436, "Y1": 0.72931, "X2": 0.461, "Y2": 0.72911, "X3": 0.461, "Y3": 0.74778, "X4": 0.436, "Y4": 0.74778, "page": 0, "Index": 561}, {"Word": "through", "Confidence": 0.991, "X1": 0.829, "Y1": 0.73066, "X2": 0.878, "Y2": 0.73046, "X3": 0.878, "Y3": 0.74778, "X4": 0.829, "Y4": 0.74913, "page": 0, "Index": 562}, {"Word": "The", "Confidence": 0.998, "X1": 0.525, "Y1": 0.72931, "X2": 0.549, "Y2": 0.72911, "X3": 0.548, "Y3": 0.74913, "X4": 0.524, "Y4": 0.74778, "page": 0, "Index": 563}, {"Word": "1960", "Confidence": 0.987, "X1": 0.552, "Y1": 0.72931, "X2": 0.58, "Y2": 0.72911, "X3": 0.579, "Y3": 0.74913, "X4": 0.551, "Y4": 0.74913, "page": 0, "Index": 564}, {"Word": "Crusade", "Confidence": 0.973, "X1": 0.582, "Y1": 0.72931, "X2": 0.632, "Y2": 0.72911, "X3": 0.632, "Y3": 0.74913, "X4": 0.582, "Y4": 0.74913, "page": 0, "Index": 565}, {"Word": "begins", "Confidence": 0.991, "X1": 0.635, "Y1": 0.72931, "X2": 0.675, "Y2": 0.72911, "X3": 0.675, "Y3": 0.74913, "X4": 0.635, "Y4": 0.74913, "page": 0, "Index": 566}, {"Word": "next", "Confidence": 0.991, "X1": 0.678, "Y1": 0.72931, "X2": 0.707, "Y2": 0.72911, "X3": 0.707, "Y3": 0.74913, "X4": 0.678, "Y4": 0.74913, "page": 0, "Index": 567}, {"Word": "week", "Confidence": 0.985, "X1": 0.71, "Y1": 0.72931, "X2": 0.739, "Y2": 0.72911, "X3": 0.739, "Y3": 0.74913, "X4": 0.709, "Y4": 0.74913, "page": 0, "Index": 568}, {"Word": "and", "Confidence": 0.998, "X1": 0.743, "Y1": 0.72931, "X2": 0.766, "Y2": 0.72911, "X3": 0.766, "Y3": 0.74913, "X4": 0.743, "Y4": 0.74913, "page": 0, "Index": 569}, {"Word": "continues", "Confidence": 0.955, "X1": 0.769, "Y1": 0.72931, "X2": 0.826, "Y2": 0.72911, "X3": 0.826, "Y3": 0.74913, "X4": 0.769, "Y4": 0.74913, "page": 0, "Index": 570}, {"Word": "York", "Confidence": 0.987, "X1": 0.099, "Y1": 0.74953, "X2": 0.124, "Y2": 0.74933, "X3": 0.124, "Y3": 0.76665, "X4": 0.098, "Y4": 0.76665, "page": 0, "Index": 571}, {"Word": "reports", "Confidence": 0.849, "X1": 0.128, "Y1": 0.74953, "X2": 0.17, "Y2": 0.74933, "X3": 0.17, "Y3": 0.76665, "X4": 0.127, "Y4": 0.76665, "page": 0, "Index": 572}, {"Word": "that,", "Confidence": 0.943, "X1": 0.173, "Y1": 0.74953, "X2": 0.201, "Y2": 0.74933, "X3": 0.201, "Y3": 0.76665, "X4": 0.172, "Y4": 0.76665, "page": 0, "Index": 573}, {"Word": "during", "Confidence": 0.996, "X1": 0.204, "Y1": 0.74953, "X2": 0.243, "Y2": 0.74933, "X3": 0.242, "Y3": 0.76665, "X4": 0.203, "Y4": 0.76665, "page": 0, "Index": 574}, {"Word": "12", "Confidence": 0.998, "X1": 0.246, "Y1": 0.74953, "X2": 0.26, "Y2": 0.74933, "X3": 0.26, "Y3": 0.76665, "X4": 0.246, "Y4": 0.76665, "page": 0, "Index": 575}, {"Word": "yenra", "Confidence": 0.801, "X1": 0.263, "Y1": 0.74953, "X2": 0.295, "Y2": 0.74933, "X3": 0.295, "Y3": 0.76665, "X4": 0.262, "Y4": 0.76665, "page": 0, "Index": 576}, {"Word": "of", "Confidence": 0.998, "X1": 0.298, "Y1": 0.74953, "X2": 0.311, "Y2": 0.74933, "X3": 0.311, "Y3": 0.76665, "X4": 0.297, "Y4": 0.76665, "page": 0, "Index": 577}, {"Word": "examining", "Confidence": 0.744, "X1": 0.313, "Y1": 0.74953, "X2": 0.375, "Y2": 0.74933, "X3": 0.375, "Y3": 0.76665, "X4": 0.313, "Y4": 0.76665, "page": 0, "Index": 578}, {"Word": "adults", "Confidence": 0.657, "X1": 0.378, "Y1": 0.74953, "X2": 0.414, "Y2": 0.74933, "X3": 0.414, "Y3": 0.7653, "X4": 0.377, "Y4": 0.76665, "page": 0, "Index": 579}, {"Word": "without", "Confidence": 0.972, "X1": 0.417, "Y1": 0.74818, "X2": 0.464, "Y2": 0.74798, "X3": 0.464, "Y3": 0.7653, "X4": 0.416, "Y4": 0.7653, "page": 0, "Index": 580}, {"Word": "April.", "Confidence": 0.991, "X1": 0.514, "Y1": 0.74953, "X2": 0.547, "Y2": 0.74933, "X3": 0.546, "Y3": 0.76799, "X4": 0.513, "Y4": 0.76799, "page": 0, "Index": 581}, {"Word": "This", "Confidence": 0.988, "X1": 0.549, "Y1": 0.74953, "X2": 0.574, "Y2": 0.74933, "X3": 0.573, "Y3": 0.76799, "X4": 0.549, "Y4": 0.76799, "page": 0, "Index": 582}, {"Word": "year", "Confidence": 0.6, "X1": 0.577, "Y1": 0.74953, "X2": 0.603, "Y2": 0.74933, "X3": 0.602, "Y3": 0.76799, "X4": 0.576, "Y4": 0.76799, "page": 0, "Index": 583}, {"Word": "let", "Confidence": 0.995, "X1": 0.606, "Y1": 0.74953, "X2": 0.621, "Y2": 0.74933, "X3": 0.62, "Y3": 0.76799, "X4": 0.605, "Y4": 0.76799, "page": 0, "Index": 584}, {"Word": "us", "Confidence": 0.96, "X1": 0.624, "Y1": 0.74953, "X2": 0.638, "Y2": 0.74933, "X3": 0.637, "Y3": 0.76799, "X4": 0.623, "Y4": 0.76799, "page": 0, "Index": 585}, {"Word": "give", "Confidence": 0.963, "X1": 0.641, "Y1": 0.74953, "X2": 0.665, "Y2": 0.74933, "X3": 0.664, "Y3": 0.76799, "X4": 0.64, "Y4": 0.76799, "page": 0, "Index": 586}, {"Word": "enough", "Confidence": 0.652, "X1": 0.667, "Y1": 0.74953, "X2": 0.71, "Y2": 0.74933, "X3": 0.709, "Y3": 0.76799, "X4": 0.667, "Y4": 0.76799, "page": 0, "Index": 587}, {"Word": "so", "Confidence": 0.786, "X1": 0.713, "Y1": 0.74953, "X2": 0.725, "Y2": 0.74933, "X3": 0.724, "Y3": 0.76799, "X4": 0.712, "Y4": 0.76799, "page": 0, "Index": 588}, {"Word": "that", "Confidence": 0.988, "X1": 0.727, "Y1": 0.74953, "X2": 0.752, "Y2": 0.74933, "X3": 0.751, "Y3": 0.76799, "X4": 0.727, "Y4": 0.76799, "page": 0, "Index": 589}, {"Word": "the", "Confidence": 0.998, "X1": 0.755, "Y1": 0.74953, "X2": 0.775, "Y2": 0.74933, "X3": 0.774, "Y3": 0.76799, "X4": 0.754, "Y4": 0.76799, "page": 0, "Index": 590}, {"Word": "American", "Confidence": 0.729, "X1": 0.778, "Y1": 0.74953, "X2": 0.833, "Y2": 0.74933, "X3": 0.833, "Y3": 0.76665, "X4": 0.777, "Y4": 0.76799, "page": 0, "Index": 591}, {"Word": "Cancer", "Confidence": 0.801, "X1": 0.836, "Y1": 0.74953, "X2": 0.878, "Y2": 0.74933, "X3": 0.877, "Y3": 0.76665, "X4": 0.835, "Y4": 0.76665, "page": 0, "Index": 592}, {"Word": "symptoms,", "Confidence": 0.885, "X1": 0.098, "Y1": 0.76974, "X2": 0.16, "Y2": 0.76954, "X3": 0.16, "Y3": 0.78686, "X4": 0.098, "Y4": 0.78821, "page": 0, "Index": 593}, {"Word": "an", "Confidence": 0.998, "X1": 0.163, "Y1": 0.76974, "X2": 0.177, "Y2": 0.76954, "X3": 0.177, "Y3": 0.78686, "X4": 0.163, "Y4": 0.78686, "page": 0, "Index": 594}, {"Word": "85", "Confidence": 0.957, "X1": 0.182, "Y1": 0.76974, "X2": 0.197, "Y2": 0.76954, "X3": 0.197, "Y3": 0.78686, "X4": 0.182, "Y4": 0.78686, "page": 0, "Index": 595}, {"Word": "per", "Confidence": 0.991, "X1": 0.199, "Y1": 0.76974, "X2": 0.221, "Y2": 0.76954, "X3": 0.221, "Y3": 0.78686, "X4": 0.199, "Y4": 0.78686, "page": 0, "Index": 596}, {"Word": "cent", "Confidence": 0.986, "X1": 0.224, "Y1": 0.76974, "X2": 0.249, "Y2": 0.76954, "X3": 0.249, "Y3": 0.78551, "X4": 0.224, "Y4": 0.78686, "page": 0, "Index": 597}, {"Word": "cure", "Confidence": 0.614, "X1": 0.252, "Y1": 0.76839, "X2": 0.28, "Y2": 0.76819, "X3": 0.28, "Y3": 0.78551, "X4": 0.252, "Y4": 0.78551, "page": 0, "Index": 598}, {"Word": "rate", "Confidence": 0.907, "X1": 0.283, "Y1": 0.76839, "X2": 0.308, "Y2": 0.76819, "X3": 0.308, "Y3": 0.78551, "X4": 0.283, "Y4": 0.78551, "page": 0, "Index": 599}, {"Word": "for", "Confidence": 0.998, "X1": 0.31, "Y1": 0.76839, "X2": 0.33, "Y2": 0.76819, "X3": 0.33, "Y3": 0.78551, "X4": 0.31, "Y4": 0.78551, "page": 0, "Index": 600}, {"Word": "cancers", "Confidence": 0.874, "X1": 0.333, "Y1": 0.76839, "X2": 0.378, "Y2": 0.76819, "X3": 0.379, "Y3": 0.78551, "X4": 0.333, "Y4": 0.78551, "page": 0, "Index": 601}, {"Word": "of", "Confidence": 0.992, "X1": 0.381, "Y1": 0.76839, "X2": 0.395, "Y2": 0.76819, "X3": 0.395, "Y3": 0.78551, "X4": 0.381, "Y4": 0.78551, "page": 0, "Index": 602}, {"Word": "the", "Confidence": 0.998, "X1": 0.398, "Y1": 0.76839, "X2": 0.418, "Y2": 0.76819, "X3": 0.419, "Y3": 0.78417, "X4": 0.398, "Y4": 0.78551, "page": 0, "Index": 603}, {"Word": "rectum", "Confidence": 0.965, "X1": 0.421, "Y1": 0.76839, "X2": 0.458, "Y2": 0.76819, "X3": 0.459, "Y3": 0.78417, "X4": 0.421, "Y4": 0.78417, "page": 0, "Index": 604}, {"Word": "Society", "Confidence": 0.993, "X1": 0.513, "Y1": 0.76839, "X2": 0.556, "Y2": 0.76819, "X3": 0.555, "Y3": 0.78686, "X4": 0.512, "Y4": 0.78686, "page": 0, "Index": 605}, {"Word": "will", "Confidence": 0.988, "X1": 0.559, "Y1": 0.76839, "X2": 0.582, "Y2": 0.76819, "X3": 0.582, "Y3": 0.78686, "X4": 0.559, "Y4": 0.78686, "page": 0, "Index": 606}, {"Word": "have", "Confidence": 0.969, "X1": 0.585, "Y1": 0.76839, "X2": 0.615, "Y2": 0.76819, "X3": 0.614, "Y3": 0.78686, "X4": 0.584, "Y4": 0.78686, "page": 0, "Index": 607}, {"Word": "at", "Confidence": 0.997, "X1": 0.618, "Y1": 0.76839, "X2": 0.633, "Y2": 0.76819, "X3": 0.632, "Y3": 0.78686, "X4": 0.617, "Y4": 0.78686, "page": 0, "Index": 608}, {"Word": "least", "Confidence": 0.991, "X1": 0.635, "Y1": 0.76839, "X2": 0.665, "Y2": 0.76819, "X3": 0.665, "Y3": 0.78686, "X4": 0.635, "Y4": 0.78686, "page": 0, "Index": 609}, {"Word": "$35,000,000", "Confidence": 0.848, "X1": 0.668, "Y1": 0.76839, "X2": 0.736, "Y2": 0.76819, "X3": 0.735, "Y3": 0.78686, "X4": 0.668, "Y4": 0.78686, "page": 0, "Index": 610}, {"Word": "-", "Confidence": 0.994, "X1": 0.739, "Y1": 0.76839, "X2": 0.747, "Y2": 0.76819, "X3": 0.746, "Y3": 0.78686, "X4": 0.738, "Y4": 0.78686, "page": 0, "Index": 611}, {"Word": "the", "Confidence": 0.998, "X1": 0.75, "Y1": 0.76839, "X2": 0.771, "Y2": 0.76819, "X3": 0.77, "Y3": 0.78686, "X4": 0.749, "Y4": 0.78686, "page": 0, "Index": 612}, {"Word": "cost", "Confidence": 0.935, "X1": 0.773, "Y1": 0.76839, "X2": 0.799, "Y2": 0.76819, "X3": 0.798, "Y3": 0.78686, "X4": 0.773, "Y4": 0.78686, "page": 0, "Index": 613}, {"Word": "of", "Confidence": 0.998, "X1": 0.802, "Y1": 0.76839, "X2": 0.817, "Y2": 0.76819, "X3": 0.816, "Y3": 0.78686, "X4": 0.801, "Y4": 0.78686, "page": 0, "Index": 614}, {"Word": "one", "Confidence": 0.605, "X1": 0.82, "Y1": 0.76839, "X2": 0.843, "Y2": 0.76819, "X3": 0.842, "Y3": 0.78686, "X4": 0.819, "Y4": 0.78686, "page": 0, "Index": 615}, {"Word": "Atlas", "Confidence": 0.924, "X1": 0.846, "Y1": 0.76839, "X2": 0.88, "Y2": 0.76819, "X3": 0.879, "Y3": 0.78686, "X4": 0.846, "Y4": 0.78686, "page": 0, "Index": 616}, {"Word": "and", "Confidence": 0.998, "X1": 0.098, "Y1": 0.78726, "X2": 0.119, "Y2": 0.78706, "X3": 0.118, "Y3": 0.80573, "X4": 0.096, "Y4": 0.80573, "page": 0, "Index": 617}, {"Word": "colon", "Confidence": 0.966, "X1": 0.124, "Y1": 0.78726, "X2": 0.154, "Y2": 0.78706, "X3": 0.153, "Y3": 0.80573, "X4": 0.122, "Y4": 0.80573, "page": 0, "Index": 618}, {"Word": "has", "Confidence": 0.997, "X1": 0.159, "Y1": 0.78726, "X2": 0.182, "Y2": 0.78706, "X3": 0.181, "Y3": 0.80573, "X4": 0.158, "Y4": 0.80573, "page": 0, "Index": 619}, {"Word": "been", "Confidence": 0.932, "X1": 0.185, "Y1": 0.78726, "X2": 0.212, "Y2": 0.78706, "X3": 0.211, "Y3": 0.80573, "X4": 0.184, "Y4": 0.80573, "page": 0, "Index": 620}, {"Word": "established.", "Confidence": 0.501, "X1": 0.216, "Y1": 0.78726, "X2": 0.288, "Y2": 0.78706, "X3": 0.287, "Y3": 0.80573, "X4": 0.215, "Y4": 0.80573, "page": 0, "Index": 621}, {"Word": "The", "Confidence": 0.998, "X1": 0.291, "Y1": 0.78726, "X2": 0.314, "Y2": 0.78706, "X3": 0.313, "Y3": 0.80573, "X4": 0.29, "Y4": 0.80573, "page": 0, "Index": 622}, {"Word": "cure", "Confidence": 0.983, "X1": 0.318, "Y1": 0.78726, "X2": 0.345, "Y2": 0.78706, "X3": 0.345, "Y3": 0.80573, "X4": 0.317, "Y4": 0.80573, "page": 0, "Index": 623}, {"Word": "rate", "Confidence": 0.987, "X1": 0.348, "Y1": 0.78726, "X2": 0.374, "Y2": 0.78706, "X3": 0.374, "Y3": 0.80438, "X4": 0.348, "Y4": 0.80573, "page": 0, "Index": 624}, {"Word": "for", "Confidence": 0.998, "X1": 0.378, "Y1": 0.78726, "X2": 0.398, "Y2": 0.78706, "X3": 0.398, "Y3": 0.80438, "X4": 0.377, "Y4": 0.80438, "page": 0, "Index": 625}, {"Word": "cancers", "Confidence": 0.996, "X1": 0.401, "Y1": 0.78726, "X2": 0.447, "Y2": 0.78706, "X3": 0.447, "Y3": 0.80438, "X4": 0.401, "Y4": 0.80438, "page": 0, "Index": 626}, {"Word": "in", "Confidence": 0.998, "X1": 0.45, "Y1": 0.78726, "X2": 0.463, "Y2": 0.78706, "X3": 0.463, "Y3": 0.80438, "X4": 0.449, "Y4": 0.80438, "page": 0, "Index": 627}, {"Word": "missile.", "Confidence": 0.662, "X1": 0.512, "Y1": 0.78726, "X2": 0.555, "Y2": 0.78706, "X3": 0.554, "Y3": 0.80573, "X4": 0.511, "Y4": 0.80573, "page": 0, "Index": 628}, {"Word": "This", "Confidence": 0.988, "X1": 0.557, "Y1": 0.78726, "X2": 0.581, "Y2": 0.78706, "X3": 0.581, "Y3": 0.80573, "X4": 0.557, "Y4": 0.80573, "page": 0, "Index": 629}, {"Word": "money", "Confidence": 0.997, "X1": 0.584, "Y1": 0.78726, "X2": 0.621, "Y2": 0.78706, "X3": 0.621, "Y3": 0.80573, "X4": 0.584, "Y4": 0.80573, "page": 0, "Index": 630}, {"Word": "is", "Confidence": 0.932, "X1": 0.624, "Y1": 0.78726, "X2": 0.634, "Y2": 0.78706, "X3": 0.634, "Y3": 0.80573, "X4": 0.624, "Y4": 0.80573, "page": 0, "Index": 631}, {"Word": "vital", "Confidence": 0.997, "X1": 0.637, "Y1": 0.78726, "X2": 0.663, "Y2": 0.78706, "X3": 0.662, "Y3": 0.80573, "X4": 0.636, "Y4": 0.80573, "page": 0, "Index": 632}, {"Word": "to", "Confidence": 0.998, "X1": 0.665, "Y1": 0.78726, "X2": 0.676, "Y2": 0.78706, "X3": 0.676, "Y3": 0.80573, "X4": 0.665, "Y4": 0.80573, "page": 0, "Index": 633}, {"Word": "continue", "Confidence": 0.993, "X1": 0.679, "Y1": 0.78726, "X2": 0.729, "Y2": 0.78706, "X3": 0.729, "Y3": 0.80573, "X4": 0.679, "Y4": 0.80573, "page": 0, "Index": 634}, {"Word": "the", "Confidence": 0.998, "X1": 0.732, "Y1": 0.78726, "X2": 0.75, "Y2": 0.78706, "X3": 0.75, "Y3": 0.80573, "X4": 0.732, "Y4": 0.80573, "page": 0, "Index": 635}, {"Word": "Society's", "Confidence": 0.991, "X1": 0.753, "Y1": 0.78726, "X2": 0.804, "Y2": 0.78706, "X3": 0.804, "Y3": 0.80573, "X4": 0.753, "Y4": 0.80573, "page": 0, "Index": 636}, {"Word": "programs", "Confidence": 0.991, "X1": 0.807, "Y1": 0.78726, "X2": 0.862, "Y2": 0.78706, "X3": 0.862, "Y3": 0.80573, "X4": 0.806, "Y4": 0.80573, "page": 0, "Index": 637}, {"Word": "of", "Confidence": 0.997, "X1": 0.865, "Y1": 0.78726, "X2": 0.878, "Y2": 0.78706, "X3": 0.878, "Y3": 0.80573, "X4": 0.864, "Y4": 0.80573, "page": 0, "Index": 638}, {"Word": "these", "Confidence": 0.993, "X1": 0.098, "Y1": 0.80748, "X2": 0.13, "Y2": 0.80728, "X3": 0.129, "Y3": 0.82325, "X4": 0.097, "Y4": 0.82325, "page": 0, "Index": 639}, {"Word": "sites", "Confidence": 0.9, "X1": 0.135, "Y1": 0.80613, "X2": 0.163, "Y2": 0.80593, "X3": 0.162, "Y3": 0.82325, "X4": 0.134, "Y4": 0.82325, "page": 0, "Index": 640}, {"Word": "on", "Confidence": 0.998, "X1": 0.168, "Y1": 0.80613, "X2": 0.182, "Y2": 0.80593, "X3": 0.181, "Y3": 0.82325, "X4": 0.167, "Y4": 0.82325, "page": 0, "Index": 641}, {"Word": "a", "Confidence": 0.994, "X1": 0.189, "Y1": 0.80613, "X2": 0.196, "Y2": 0.80593, "X3": 0.196, "Y3": 0.82325, "X4": 0.189, "Y4": 0.82325, "page": 0, "Index": 642}, {"Word": "national", "Confidence": 0.631, "X1": 0.202, "Y1": 0.80613, "X2": 0.253, "Y2": 0.80593, "X3": 0.253, "Y3": 0.8219, "X4": 0.201, "Y4": 0.8219, "page": 0, "Index": 643}, {"Word": "basis", "Confidence": 0.607, "X1": 0.256, "Y1": 0.80613, "X2": 0.288, "Y2": 0.80593, "X3": 0.287, "Y3": 0.8219, "X4": 0.255, "Y4": 0.8219, "page": 0, "Index": 644}, {"Word": "is", "Confidence": 0.996, "X1": 0.293, "Y1": 0.80613, "X2": 0.305, "Y2": 0.80593, "X3": 0.304, "Y3": 0.8219, "X4": 0.292, "Y4": 0.8219, "page": 0, "Index": 645}, {"Word": "only'-30", "Confidence": 0.632, "X1": 0.309, "Y1": 0.80613, "X2": 0.355, "Y2": 0.80593, "X3": 0.354, "Y3": 0.8219, "X4": 0.308, "Y4": 0.8219, "page": 0, "Index": 646}, {"Word": "per", "Confidence": 0.998, "X1": 0.36, "Y1": 0.80613, "X2": 0.382, "Y2": 0.80593, "X3": 0.381, "Y3": 0.8219, "X4": 0.36, "Y4": 0.8219, "page": 0, "Index": 647}, {"Word": "cent.", "Confidence": 0.877, "X1": 0.386, "Y1": 0.80613, "X2": 0.418, "Y2": 0.80593, "X3": 0.418, "Y3": 0.8219, "X4": 0.386, "Y4": 0.8219, "page": 0, "Index": 648}, {"Word": "At", "Confidence": 0.998, "X1": 0.422, "Y1": 0.80478, "X2": 0.438, "Y2": 0.80458, "X3": 0.438, "Y3": 0.8219, "X4": 0.422, "Y4": 0.8219, "page": 0, "Index": 649}, {"Word": "the-", "Confidence": 0.634, "X1": 0.443, "Y1": 0.80478, "X2": 0.468, "Y2": 0.80458, "X3": 0.468, "Y3": 0.8219, "X4": 0.443, "Y4": 0.8219, "page": 0, "Index": 650}, {"Word": "--", "Confidence": 0.168, "X1": 0.47, "Y1": 0.80478, "X2": 0.482, "Y2": 0.80458, "X3": 0.482, "Y3": 0.8219, "X4": 0.47, "Y4": 0.8219, "page": 0, "Index": 651}, {"Word": "research,", "Confidence": 0.932, "X1": 0.512, "Y1": 0.80613, "X2": 0.566, "Y2": 0.80593, "X3": 0.566, "Y3": 0.8246, "X4": 0.512, "Y4": 0.8246, "page": 0, "Index": 652}, {"Word": "education", "Confidence": 0.992, "X1": 0.568, "Y1": 0.80613, "X2": 0.625, "Y2": 0.80593, "X3": 0.625, "Y3": 0.8246, "X4": 0.569, "Y4": 0.8246, "page": 0, "Index": 653}, {"Word": "and", "Confidence": 0.998, "X1": 0.629, "Y1": 0.80613, "X2": 0.651, "Y2": 0.80593, "X3": 0.651, "Y3": 0.8246, "X4": 0.629, "Y4": 0.8246, "page": 0, "Index": 654}, {"Word": "service", "Confidence": 0.996, "X1": 0.655, "Y1": 0.80613, "X2": 0.698, "Y2": 0.80593, "X3": 0.697, "Y3": 0.8246, "X4": 0.655, "Y4": 0.8246, "page": 0, "Index": 655}, {"Word": "in", "Confidence": 0.998, "X1": 0.701, "Y1": 0.80613, "X2": 0.713, "Y2": 0.80593, "X3": 0.713, "Y3": 0.8246, "X4": 0.7, "Y4": 0.8246, "page": 0, "Index": 656}, {"Word": "the", "Confidence": 0.998, "X1": 0.718, "Y1": 0.80613, "X2": 0.738, "Y2": 0.80593, "X3": 0.737, "Y3": 0.8246, "X4": 0.718, "Y4": 0.8246, "page": 0, "Index": 657}, {"Word": "fight", "Confidence": 0.995, "X1": 0.741, "Y1": 0.80613, "X2": 0.771, "Y2": 0.80593, "X3": 0.77, "Y3": 0.8246, "X4": 0.74, "Y4": 0.8246, "page": 0, "Index": 658}, {"Word": "against-a-terrible", "Confidence": 0.415, "X1": 0.773, "Y1": 0.80748, "X2": 0.876, "Y2": 0.80728, "X3": 0.875, "Y3": 0.8219, "X4": 0.773, "Y4": 0.8246, "page": 0, "Index": 659}, {"Word": "...", "Confidence": 0.643, "X1": 0.879, "Y1": 0.80748, "X2": 0.894, "Y2": 0.80728, "X3": 0.893, "Y3": 0.8219, "X4": 0.878, "Y4": 0.8219, "page": 0, "Index": 660}, {"Word": "University", "Confidence": 0.615, "X1": 0.099, "Y1": 0.82365, "X2": 0.16, "Y2": 0.82345, "X3": 0.16, "Y3": 0.84212, "X4": 0.099, "Y4": 0.84212, "page": 0, "Index": 661}, {"Word": "of", "Confidence": 0.998, "X1": 0.163, "Y1": 0.82365, "X2": 0.176, "Y2": 0.82345, "X3": 0.176, "Y3": 0.84212, "X4": 0.163, "Y4": 0.84212, "page": 0, "Index": 662}, {"Word": "Minnesota", "Confidence": 0.941, "X1": 0.179, "Y1": 0.82365, "X2": 0.24, "Y2": 0.82345, "X3": 0.24, "Y3": 0.84212, "X4": 0.179, "Y4": 0.84212, "page": 0, "Index": 663}, {"Word": "Detection", "Confidence": 0.94, "X1": 0.243, "Y1": 0.82365, "X2": 0.299, "Y2": 0.82345, "X3": 0.299, "Y3": 0.84212, "X4": 0.243, "Y4": 0.84212, "page": 0, "Index": 664}, {"Word": "Center,", "Confidence": 0.941, "X1": 0.302, "Y1": 0.82365, "X2": 0.345, "Y2": 0.82345, "X3": 0.344, "Y3": 0.84212, "X4": 0.301, "Y4": 0.84212, "page": 0, "Index": 665}, {"Word": "those", "Confidence": 0.624, "X1": 0.347, "Y1": 0.82365, "X2": 0.378, "Y2": 0.82345, "X3": 0.378, "Y3": 0.84212, "X4": 0.347, "Y4": 0.84212, "page": 0, "Index": 666}, {"Word": "cancers", "Confidence": 0.934, "X1": 0.381, "Y1": 0.82365, "X2": 0.426, "Y2": 0.82345, "X3": 0.425, "Y3": 0.84212, "X4": 0.381, "Y4": 0.84212, "page": 0, "Index": 667}, {"Word": "of", "Confidence": 0.995, "X1": 0.428, "Y1": 0.82365, "X2": 0.441, "Y2": 0.82345, "X3": 0.441, "Y3": 0.84212, "X4": 0.428, "Y4": 0.84212, "page": 0, "Index": 668}, {"Word": "the", "Confidence": 0.998, "X1": 0.444, "Y1": 0.82365, "X2": 0.464, "Y2": 0.82345, "X3": 0.464, "Y3": 0.84212, "X4": 0.444, "Y4": 0.84212, "page": 0, "Index": 669}, {"Word": "disease", "Confidence": 1, "X1": 0.514, "Y1": 0.825, "X2": 0.554, "Y2": 0.8248, "X3": 0.554, "Y3": 0.84347, "X4": 0.514, "Y4": 0.84347, "page": 0, "Index": 670}, {"Word": "which", "Confidence": 1, "X1": 0.557, "Y1": 0.825, "X2": 0.591, "Y2": 0.8248, "X3": 0.591, "Y3": 0.84347, "X4": 0.557, "Y4": 0.84347, "page": 0, "Index": 671}, {"Word": "causes", "Confidence": 1, "X1": 0.594, "Y1": 0.825, "X2": 0.632, "Y2": 0.8248, "X3": 0.632, "Y3": 0.84347, "X4": 0.594, "Y4": 0.84347, "page": 0, "Index": 672}, {"Word": "illimitable", "Confidence": 0.593, "X1": 0.635, "Y1": 0.825, "X2": 0.696, "Y2": 0.8248, "X3": 0.696, "Y3": 0.84347, "X4": 0.635, "Y4": 0.84347, "page": 0, "Index": 673}, {"Word": "human", "Confidence": 0.999, "X1": 0.699, "Y1": 0.825, "X2": 0.739, "Y2": 0.8248, "X3": 0.739, "Y3": 0.84347, "X4": 0.698, "Y4": 0.84347, "page": 0, "Index": 674}, {"Word": "suffering", "Confidence": 0.976, "X1": 0.742, "Y1": 0.825, "X2": 0.796, "Y2": 0.8248, "X3": 0.796, "Y3": 0.84347, "X4": 0.742, "Y4": 0.84347, "page": 0, "Index": 675}, {"Word": "and.", "Confidence": 0.687, "X1": 0.799, "Y1": 0.825, "X2": 0.822, "Y2": 0.8248, "X3": 0.821, "Y3": 0.84347, "X4": 0.799, "Y4": 0.84347, "page": 0, "Index": 676}, {"Word": "which,", "Confidence": 1, "X1": 0.824, "Y1": 0.825, "X2": 0.863, "Y2": 0.8248, "X3": 0.863, "Y3": 0.84347, "X4": 0.824, "Y4": 0.84347, "page": 0, "Index": 677}, {"Word": "in", "Confidence": 0.999, "X1": 0.866, "Y1": 0.825, "X2": 0.879, "Y2": 0.8248, "X3": 0.878, "Y3": 0.84347, "X4": 0.866, "Y4": 0.84347, "page": 0, "Index": 678}, {"Word": "stomach,", "Confidence": 0.65, "X1": 0.098, "Y1": 0.84252, "X2": 0.149, "Y2": 0.84232, "X3": 0.148, "Y3": 0.86099, "X4": 0.098, "Y4": 0.86099, "page": 0, "Index": 679}, {"Word": "duodenum,", "Confidence": 0.952, "X1": 0.151, "Y1": 0.84252, "X2": 0.215, "Y2": 0.84232, "X3": 0.215, "Y3": 0.86099, "X4": 0.151, "Y4": 0.86099, "page": 0, "Index": 680}, {"Word": "colon", "Confidence": 0.993, "X1": 0.218, "Y1": 0.84252, "X2": 0.248, "Y2": 0.84232, "X3": 0.247, "Y3": 0.86099, "X4": 0.218, "Y4": 0.86099, "page": 0, "Index": 681}, {"Word": "and", "Confidence": 0.995, "X1": 0.25, "Y1": 0.84252, "X2": 0.273, "Y2": 0.84232, "X3": 0.272, "Y3": 0.86099, "X4": 0.25, "Y4": 0.86099, "page": 0, "Index": 682}, {"Word": "reetum", "Confidence": 0.848, "X1": 0.277, "Y1": 0.84252, "X2": 0.314, "Y2": 0.84232, "X3": 0.314, "Y3": 0.86099, "X4": 0.276, "Y4": 0.86099, "page": 0, "Index": 683}, {"Word": "which", "Confidence": 0.997, "X1": 0.32, "Y1": 0.84252, "X2": 0.355, "Y2": 0.84232, "X3": 0.355, "Y3": 0.86099, "X4": 0.32, "Y4": 0.86099, "page": 0, "Index": 684}, {"Word": "were", "Confidence": 0.988, "X1": 0.359, "Y1": 0.84252, "X2": 0.387, "Y2": 0.84232, "X3": 0.386, "Y3": 0.86099, "X4": 0.358, "Y4": 0.86099, "page": 0, "Index": 685}, {"Word": "diagnosed", "Confidence": 0.955, "X1": 0.389, "Y1": 0.84252, "X2": 0.448, "Y2": 0.84232, "X3": 0.448, "Y3": 0.86099, "X4": 0.389, "Y4": 0.86099, "page": 0, "Index": 686}, {"Word": "in", "Confidence": 0.998, "X1": 0.451, "Y1": 0.84252, "X2": 0.464, "Y2": 0.84232, "X3": 0.464, "Y3": 0.86099, "X4": 0.451, "Y4": 0.86099, "page": 0, "Index": 687}, {"Word": "the", "Confidence": 0.995, "X1": 0.515, "Y1": 0.84387, "X2": 0.531, "Y2": 0.84367, "X3": 0.531, "Y3": 0.86233, "X4": 0.515, "Y4": 0.86233, "page": 0, "Index": 688}, {"Word": "long", "Confidence": 0.885, "X1": 0.534, "Y1": 0.84387, "X2": 0.561, "Y2": 0.84367, "X3": 0.561, "Y3": 0.86233, "X4": 0.534, "Y4": 0.86233, "page": 0, "Index": 689}, {"Word": "run,", "Confidence": 0.933, "X1": 0.564, "Y1": 0.84252, "X2": 0.59, "Y2": 0.84232, "X3": 0.589, "Y3": 0.86233, "X4": 0.563, "Y4": 0.86233, "page": 0, "Index": 690}, {"Word": "will", "Confidence": 0.619, "X1": 0.593, "Y1": 0.84252, "X2": 0.615, "Y2": 0.84232, "X3": 0.614, "Y3": 0.86233, "X4": 0.592, "Y4": 0.86233, "page": 0, "Index": 691}, {"Word": "be", "Confidence": 0.998, "X1": 0.618, "Y1": 0.84252, "X2": 0.631, "Y2": 0.84232, "X3": 0.631, "Y3": 0.86233, "X4": 0.617, "Y4": 0.86233, "page": 0, "Index": 692}, {"Word": "conquered", "Confidence": 0.94, "X1": 0.634, "Y1": 0.84252, "X2": 0.694, "Y2": 0.84232, "X3": 0.694, "Y3": 0.86233, "X4": 0.633, "Y4": 0.86233, "page": 0, "Index": 693}, {"Word": "if", "Confidence": 0.996, "X1": 0.697, "Y1": 0.84252, "X2": 0.71, "Y2": 0.84232, "X3": 0.709, "Y3": 0.86233, "X4": 0.697, "Y4": 0.86233, "page": 0, "Index": 694}, {"Word": "we", "Confidence": 0.998, "X1": 0.713, "Y1": 0.84252, "X2": 0.729, "Y2": 0.84232, "X3": 0.728, "Y3": 0.86233, "X4": 0.712, "Y4": 0.86233, "page": 0, "Index": 695}, {"Word": "apply", "Confidence": 0.991, "X1": 0.732, "Y1": 0.84252, "X2": 0.765, "Y2": 0.84232, "X3": 0.765, "Y3": 0.86233, "X4": 0.731, "Y4": 0.86233, "page": 0, "Index": 696}, {"Word": "to", "Confidence": 0.998, "X1": 0.768, "Y1": 0.84252, "X2": 0.781, "Y2": 0.84232, "X3": 0.78, "Y3": 0.86233, "X4": 0.768, "Y4": 0.86233, "page": 0, "Index": 697}, {"Word": "the", "Confidence": 0.998, "X1": 0.784, "Y1": 0.84252, "X2": 0.803, "Y2": 0.84232, "X3": 0.802, "Y3": 0.86233, "X4": 0.783, "Y4": 0.86233, "page": 0, "Index": 698}, {"Word": "struggle", "Confidence": 0.798, "X1": 0.806, "Y1": 0.84252, "X2": 0.856, "Y2": 0.84232, "X3": 0.856, "Y3": 0.86233, "X4": 0.805, "Y4": 0.86233, "page": 0, "Index": 699}, {"Word": "the", "Confidence": 0.998, "X1": 0.859, "Y1": 0.84252, "X2": 0.88, "Y2": 0.84232, "X3": 0.88, "Y3": 0.86099, "X4": 0.859, "Y4": 0.86233, "page": 0, "Index": 700}, {"Word": "routine", "Confidence": 0.993, "X1": 0.098, "Y1": 0.86139, "X2": 0.141, "Y2": 0.86119, "X3": 0.141, "Y3": 0.87985, "X4": 0.098, "Y4": 0.87985, "page": 0, "Index": 701}, {"Word": "checkups-before", "Confidence": 0.695, "X1": 0.144, "Y1": 0.86139, "X2": 0.243, "Y2": 0.86119, "X3": 0.243, "Y3": 0.87985, "X4": 0.143, "Y4": 0.87985, "page": 0, "Index": 702}, {"Word": "any", "Confidence": 0.998, "X1": 0.246, "Y1": 0.86139, "X2": 0.268, "Y2": 0.86119, "X3": 0.268, "Y3": 0.87985, "X4": 0.246, "Y4": 0.87985, "page": 0, "Index": 703}, {"Word": "symptoms", "Confidence": 0.655, "X1": 0.271, "Y1": 0.86139, "X2": 0.331, "Y2": 0.86119, "X3": 0.33, "Y3": 0.87985, "X4": 0.271, "Y4": 0.87985, "page": 0, "Index": 704}, {"Word": "appeared-offer", "Confidence": 0.927, "X1": 0.333, "Y1": 0.86273, "X2": 0.423, "Y2": 0.86253, "X3": 0.423, "Y3": 0.8812, "X4": 0.333, "Y4": 0.87985, "page": 0, "Index": 705}, {"Word": "a", "Confidence": 0.996, "X1": 0.425, "Y1": 0.86273, "X2": 0.433, "Y2": 0.86253, "X3": 0.433, "Y3": 0.8812, "X4": 0.425, "Y4": 0.8812, "page": 0, "Index": 706}, {"Word": "cure", "Confidence": 0.689, "X1": 0.437, "Y1": 0.86273, "X2": 0.465, "Y2": 0.86253, "X3": 0.465, "Y3": 0.8812, "X4": 0.437, "Y4": 0.8812, "page": 0, "Index": 707}, {"Word": "mus", "Confidence": 0.001, "X1": 0.474, "Y1": 0.86273, "X2": 0.509, "Y2": 0.86253, "X3": 0.509, "Y3": 0.8812, "X4": 0.474, "Y4": 0.8812, "page": 0, "Index": 708}, {"Word": "same", "Confidence": 0.716, "X1": 0.512, "Y1": 0.86273, "X2": 0.542, "Y2": 0.86253, "X3": 0.542, "Y3": 0.8812, "X4": 0.512, "Y4": 0.8812, "page": 0, "Index": 709}, {"Word": "concentration", "Confidence": 0.602, "X1": 0.545, "Y1": 0.86273, "X2": 0.623, "Y2": 0.86253, "X3": 0.623, "Y3": 0.8812, "X4": 0.545, "Y4": 0.8812, "page": 0, "Index": 710}, {"Word": "of", "Confidence": 0.998, "X1": 0.626, "Y1": 0.86273, "X2": 0.64, "Y2": 0.86253, "X3": 0.64, "Y3": 0.8812, "X4": 0.626, "Y4": 0.8812, "page": 0, "Index": 711}, {"Word": "national", "Confidence": 0.356, "X1": 0.643, "Y1": 0.86273, "X2": 0.689, "Y2": 0.86253, "X3": 0.689, "Y3": 0.8812, "X4": 0.642, "Y4": 0.8812, "page": 0, "Index": 712}, {"Word": "effort", "Confidence": 0.836, "X1": 0.692, "Y1": 0.86273, "X2": 0.726, "Y2": 0.86253, "X3": 0.725, "Y3": 0.8812, "X4": 0.692, "Y4": 0.8812, "page": 0, "Index": 713}, {"Word": "that.produces", "Confidence": 0.658, "X1": 0.728, "Y1": 0.86139, "X2": 0.807, "Y2": 0.86119, "X3": 0.806, "Y3": 0.87985, "X4": 0.728, "Y4": 0.8812, "page": 0, "Index": 714}, {"Word": "atom", "Confidence": 0.903, "X1": 0.809, "Y1": 0.86139, "X2": 0.836, "Y2": 0.86119, "X3": 0.835, "Y3": 0.87985, "X4": 0.809, "Y4": 0.87985, "page": 0, "Index": 715}, {"Word": "bombs", "Confidence": 0.97, "X1": 0.841, "Y1": 0.86139, "X2": 0.88, "Y2": 0.86119, "X3": 0.88, "Y3": 0.87985, "X4": 0.841, "Y4": 0.87985, "page": 0, "Index": 716}, {"Word": "rate", "Confidence": 0.986, "X1": 0.097, "Y1": 0.88025, "X2": 0.12, "Y2": 0.88005, "X3": 0.12, "Y3": 0.90007, "X4": 0.096, "Y4": 0.89872, "page": 0, "Index": 717}, {"Word": "twice", "Confidence": 0.995, "X1": 0.123, "Y1": 0.88025, "X2": 0.153, "Y2": 0.88005, "X3": 0.152, "Y3": 0.90007, "X4": 0.123, "Y4": 0.90007, "page": 0, "Index": 718}, {"Word": "that", "Confidence": 0.992, "X1": 0.156, "Y1": 0.88025, "X2": 0.182, "Y2": 0.88005, "X3": 0.181, "Y3": 0.90007, "X4": 0.155, "Y4": 0.90007, "page": 0, "Index": 719}, {"Word": "of", "Confidence": 0.997, "X1": 0.185, "Y1": 0.88025, "X2": 0.197, "Y2": 0.88005, "X3": 0.196, "Y3": 0.90007, "X4": 0.184, "Y4": 0.90007, "page": 0, "Index": 720}, {"Word": "patients", "Confidence": 0.878, "X1": 0.2, "Y1": 0.88025, "X2": 0.247, "Y2": 0.88005, "X3": 0.246, "Y3": 0.90007, "X4": 0.199, "Y4": 0.90007, "page": 0, "Index": 721}, {"Word": "who", "Confidence": 0.986, "X1": 0.25, "Y1": 0.88025, "X2": 0.272, "Y2": 0.88005, "X3": 0.271, "Y3": 0.90007, "X4": 0.249, "Y4": 0.90007, "page": 0, "Index": 722}, {"Word": "go", "Confidence": 0.983, "X1": 0.274, "Y1": 0.88025, "X2": 0.287, "Y2": 0.88005, "X3": 0.286, "Y3": 0.90007, "X4": 0.274, "Y4": 0.90007, "page": 0, "Index": 723}, {"Word": "to", "Confidence": 0.995, "X1": 0.29, "Y1": 0.88025, "X2": 0.302, "Y2": 0.88005, "X3": 0.302, "Y3": 0.90007, "X4": 0.289, "Y4": 0.90007, "page": 0, "Index": 724}, {"Word": "a", "Confidence": 0.98, "X1": 0.305, "Y1": 0.88025, "X2": 0.312, "Y2": 0.88005, "X3": 0.311, "Y3": 0.90007, "X4": 0.305, "Y4": 0.90007, "page": 0, "Index": 725}, {"Word": "physician", "Confidence": 0.233, "X1": 0.315, "Y1": 0.88025, "X2": 0.372, "Y2": 0.88005, "X3": 0.371, "Y3": 0.90007, "X4": 0.314, "Y4": 0.90007, "page": 0, "Index": 726}, {"Word": "with", "Confidence": 0.982, "X1": 0.376, "Y1": 0.88025, "X2": 0.398, "Y2": 0.88005, "X3": 0.397, "Y3": 0.90007, "X4": 0.375, "Y4": 0.90007, "page": 0, "Index": 727}, {"Word": "symptoms.and", "Confidence": 0.711, "X1": 0.401, "Y1": 0.8816, "X2": 0.536, "Y2": 0.8814, "X3": 0.536, "Y3": 0.90007, "X4": 0.4, "Y4": 0.90007, "page": 0, "Index": 728}, {"Word": "Atlas.missiles.", "Confidence": 0.619, "X1": 0.54, "Y1": 0.88295, "X2": 0.624, "Y2": 0.88275, "X3": 0.624, "Y3": 0.90007, "X4": 0.54, "Y4": 0.90007, "page": 0, "Index": 729}, {"Word": "6789", "Confidence": 0.98, "X1": 0.821, "Y1": 0.92473, "X2": 0.783, "Y2": 0.92453, "X3": 0.783, "Y3": 0.90142, "X4": 0.821, "Y4": 0.90142, "page": 0, "Index": 730}, {"Word": "50281", "Confidence": 0.993, "X1": 0.875, "Y1": 0.92338, "X2": 0.831, "Y2": 0.92318, "X3": 0.831, "Y3": 0.90142, "X4": 0.876, "Y4": 0.90007, "page": 0, "Index": 731}]}	"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"
fffg0003	0	{"lines_data": [{"Word": "Thia electron microscope can magnify a particle", "Confidence": 0.72857, "X1": 0.206, "Y1": 0.12419, "X2": 0.484, "Y2": 0.12399, "X3": 0.484, "Y3": 0.14535, "X4": 0.206, "Y4": 0.13861, "page": 0}, {"Word": "50281 6786", "Confidence": 0.988, "X1": 0.782, "Y1": 0.12419, "X2": 0.877, "Y2": 0.12399, "X3": 0.877, "Y3": 0.14266, "X4": 0.782, "Y4": 0.144, "page": 0}, {"Word": "up to 100,000 times and more,", "Confidence": 0.84183, "X1": 0.311, "Y1": 0.1471, "X2": 0.484, "Y2": 0.1469, "X3": 0.484, "Y3": 0.16557, "X4": 0.31, "Y4": 0.16153, "page": 0}, {"Word": "affording the most minute inspection", "Confidence": 0.8964, "X1": 0.27, "Y1": 0.16597, "X2": 0.485, "Y2": 0.16577, "X3": 0.485, "Y3": 0.18578, "X4": 0.269, "Y4": 0.18039, "page": 0}, {"Word": "of the constituent parts of human cells.", "Confidence": 0.80971, "X1": 0.256, "Y1": 0.18753, "X2": 0.484, "Y2": 0.18733, "X3": 0.484, "Y3": 0.20465, "X4": 0.255, "Y4": 0.20061, "page": 0}, {"Word": "Resolving detail 50 to 100 times finer", "Confidence": 0.97171, "X1": 0.265, "Y1": 0.20775, "X2": 0.485, "Y2": 0.20755, "X3": 0.485, "Y3": 0.22756, "X4": 0.264, "Y4": 0.22217, "page": 0}, {"Word": "than the finest optical microscope, it is but one of many", "Confidence": 0.97691, "X1": 0.164, "Y1": 0.22662, "X2": 0.483, "Y2": 0.22642, "X3": 0.483, "Y3": 0.24778, "X4": 0.164, "Y4": 0.24374, "page": 0}, {"Word": "instruments of fundamental biological research", "Confidence": 0.953, "X1": 0.209, "Y1": 0.24683, "X2": 0.484, "Y2": 0.24663, "X3": 0.484, "Y3": 0.26665, "X4": 0.209, "Y4": 0.2626, "page": 0}, {"Word": "employed in ACS-supported investigations", "Confidence": 0.905, "X1": 0.236, "Y1": 0.26839, "X2": 0.484, "Y2": 0.26819, "X3": 0.484, "Y3": 0.28821, "X4": 0.235, "Y4": 0.28417, "page": 0}, {"Word": "into the nature and causes of cancer.", "Confidence": 0.97071, "X1": 0.271, "Y1": 0.28996, "X2": 0.484, "Y2": 0.28976, "X3": 0.484, "Y3": 0.30977, "X4": 0.271, "Y4": 0.30573, "page": 0}, {"Word": "...", "Confidence": 0.311, "X1": 0.375, "Y1": 0.36678, "X2": 0.377, "Y2": 0.36658, "X3": 0.372, "Y3": 0.36772, "X4": 0.37, "Y4": 0.34616, "page": 0}, {"Word": "FIFTEEN YEARS", "Confidence": 0.9945, "X1": 0.147, "Y1": 0.41395, "X2": 0.48, "Y2": 0.41375, "X3": 0.48, "Y3": 0.47419, "X4": 0.147, "Y4": 0.4715, "page": 0}, {"Word": "CLOSER TO A CURE", "Confidence": 0.9865, "X1": 0.071, "Y1": 0.48133, "X2": 0.484, "Y2": 0.48113, "X3": 0.483, "Y3": 0.54158, "X4": 0.07, "Y4": 0.54023, "page": 0}, {"Word": "BY JOHN GUNTHER", "Confidence": 0.993, "X1": 0.292, "Y1": 0.54872, "X2": 0.483, "Y2": 0.54852, "X3": 0.483, "Y3": 0.57931, "X4": 0.292, "Y4": 0.58066, "page": 0}, {"Word": "How are we getting along in the night on cancer, the No. 2", "Confidence": 0.95538, "X1": 0.129, "Y1": 0.58915, "X2": 0.482, "Y2": 0.58895, "X3": 0.482, "Y3": 0.60762, "X4": 0.129, "Y4": 0.60492, "page": 0}, {"Word": "killer among discases in the United States? Are we measuring", "Confidence": 0.9529, "X1": 0.116, "Y1": 0.60936, "X2": 0.484, "Y2": 0.60916, "X3": 0.484, "Y3": 0.62783, "X4": 0.116, "Y4": 0.62379, "page": 0}, {"Word": "up to our responsibilities in this vital crusade? Are we making", "Confidence": 0.98173, "X1": 0.118, "Y1": 0.62823, "X2": 0.483, "Y2": 0.62803, "X3": 0.483, "Y3": 0.64535, "X4": 0.118, "Y4": 0.64266, "page": 0}, {"Word": "progress? If so, how much ?", "Confidence": 0.969, "X1": 0.118, "Y1": 0.6444, "X2": 0.278, "Y2": 0.6442, "X3": 0.278, "Y3": 0.66153, "X4": 0.118, "Y4": 0.66153, "page": 0}, {"Word": "Recently I asked these questions of a group of experts in the", "Confidence": 0.9675, "X1": 0.131, "Y1": 0.66597, "X2": 0.483, "Y2": 0.66577, "X3": 0.483, "Y3": 0.68309, "X4": 0.131, "Y4": 0.68039, "page": 0}, {"Word": "field, and the answers are encouraging. Since 1945 the American", "Confidence": 0.9749, "X1": 0.116, "Y1": 0.68484, "X2": 0.484, "Y2": 0.68464, "X3": 0.484, "Y3": 0.70196, "X4": 0.116, "Y4": 0.70061, "page": 0}, {"Word": "Cancer Society has led a continually expanding and emphatic", "Confidence": 0.94256, "X1": 0.118, "Y1": 0.7037, "X2": 0.484, "Y2": 0.7035, "X3": 0.484, "Y3": 0.72217, "X4": 0.118, "Y4": 0.71813, "page": 0}, {"Word": "attack on cancer, embracing many disciplines and an astonish -.", "Confidence": 0.9652, "X1": 0.117, "Y1": 0.72257, "X2": 0.489, "Y2": 0.72237, "X3": 0.489, "Y3": 0.74104, "X4": 0.117, "Y4": 0.73834, "page": 0}, {"Word": "ing range and variety of activities. It has enlisted research", "Confidence": 0.9326, "X1": 0.116, "Y1": 0.74144, "X2": 0.483, "Y2": 0.74124, "X3": 0.483, "Y3": 0.75991, "X4": 0.116, "Y4": 0.75856, "page": 0}, {"Word": "scientists, physicians, and volunteers in a massive campaign on", "Confidence": 0.94267, "X1": 0.117, "Y1": 0.76166, "X2": 0.483, "Y2": 0.76146, "X3": 0.483, "Y3": 0.77878, "X4": 0.117, "Y4": 0.77743, "page": 0}, {"Word": "one of the most insidious, debilitating and fatal diseases of", "Confidence": 0.9792, "X1": 0.118, "Y1": 0.77918, "X2": 0.484, "Y2": 0.77898, "X3": 0.484, "Y3": 0.7963, "X4": 0.118, "Y4": 0.79495, "page": 0}, {"Word": "mankind. During the past 15 years tangible progress has been", "Confidence": 0.9413, "X1": 0.117, "Y1": 0.79804, "X2": 0.482, "Y2": 0.79784, "X3": 0.482, "Y3": 0.81516, "X4": 0.117, "Y4": 0.81382, "page": 0}, {"Word": "made, and more is ahead. The crusade is paying off.", "Confidence": 0.8979, "X1": 0.118, "Y1": 0.81556, "X2": 0.423, "Y2": 0.81536, "X3": 0.423, "Y3": 0.83134, "X4": 0.118, "Y4": 0.83134, "page": 0}], "words_data": [{"Word": "Thia", "Confidence": 0.939, "X1": 0.208, "Y1": 0.1188, "X2": 0.233, "Y2": 0.1186, "X3": 0.233, "Y3": 0.13996, "X4": 0.208, "Y4": 0.13996, "page": 0, "Index": 0}, {"Word": "electron", "Confidence": 0.406, "X1": 0.236, "Y1": 0.12149, "X2": 0.282, "Y2": 0.12129, "X3": 0.282, "Y3": 0.14131, "X4": 0.236, "Y4": 0.13996, "page": 0, "Index": 1}, {"Word": "microscope", "Confidence": 0.706, "X1": 0.285, "Y1": 0.12419, "X2": 0.348, "Y2": 0.12399, "X3": 0.348, "Y3": 0.14266, "X4": 0.285, "Y4": 0.14131, "page": 0, "Index": 2}, {"Word": "can", "Confidence": 0.655, "X1": 0.351, "Y1": 0.12419, "X2": 0.372, "Y2": 0.12399, "X3": 0.372, "Y3": 0.14266, "X4": 0.351, "Y4": 0.14266, "page": 0, "Index": 3}, {"Word": "magnify", "Confidence": 0.734, "X1": 0.375, "Y1": 0.12419, "X2": 0.425, "Y2": 0.12399, "X3": 0.425, "Y3": 0.144, "X4": 0.375, "Y4": 0.14266, "page": 0, "Index": 4}, {"Word": "a", "Confidence": 0.993, "X1": 0.428, "Y1": 0.12419, "X2": 0.435, "Y2": 0.12399, "X3": 0.435, "Y3": 0.144, "X4": 0.428, "Y4": 0.144, "page": 0, "Index": 5}, {"Word": "particle", "Confidence": 0.667, "X1": 0.438, "Y1": 0.12419, "X2": 0.484, "Y2": 0.12399, "X3": 0.484, "Y3": 0.14535, "X4": 0.438, "Y4": 0.14535, "page": 0, "Index": 6}, {"Word": "50281", "Confidence": 0.994, "X1": 0.783, "Y1": 0.12554, "X2": 0.826, "Y2": 0.12534, "X3": 0.826, "Y3": 0.144, "X4": 0.783, "Y4": 0.144, "page": 0, "Index": 7}, {"Word": "6786", "Confidence": 0.982, "X1": 0.838, "Y1": 0.12554, "X2": 0.874, "Y2": 0.12534, "X3": 0.874, "Y3": 0.144, "X4": 0.838, "Y4": 0.144, "page": 0, "Index": 8}, {"Word": "up", "Confidence": 0.955, "X1": 0.311, "Y1": 0.1444, "X2": 0.325, "Y2": 0.1442, "X3": 0.324, "Y3": 0.16153, "X4": 0.311, "Y4": 0.16153, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 0.658, "X1": 0.327, "Y1": 0.1444, "X2": 0.34, "Y2": 0.1442, "X3": 0.34, "Y3": 0.16153, "X4": 0.327, "Y4": 0.16153, "page": 0, "Index": 10}, {"Word": "100,000", "Confidence": 0.951, "X1": 0.343, "Y1": 0.1444, "X2": 0.387, "Y2": 0.1442, "X3": 0.387, "Y3": 0.16287, "X4": 0.342, "Y4": 0.16153, "page": 0, "Index": 11}, {"Word": "times", "Confidence": 0.879, "X1": 0.39, "Y1": 0.14575, "X2": 0.422, "Y2": 0.14555, "X3": 0.422, "Y3": 0.16422, "X4": 0.389, "Y4": 0.16287, "page": 0, "Index": 12}, {"Word": "and", "Confidence": 0.998, "X1": 0.425, "Y1": 0.1471, "X2": 0.447, "Y2": 0.1469, "X3": 0.447, "Y3": 0.16557, "X4": 0.425, "Y4": 0.16422, "page": 0, "Index": 13}, {"Word": "more,", "Confidence": 0.61, "X1": 0.45, "Y1": 0.14845, "X2": 0.484, "Y2": 0.14825, "X3": 0.485, "Y3": 0.16692, "X4": 0.45, "Y4": 0.16557, "page": 0, "Index": 14}, {"Word": "affording", "Confidence": 0.981, "X1": 0.27, "Y1": 0.16462, "X2": 0.323, "Y2": 0.16442, "X3": 0.322, "Y3": 0.18174, "X4": 0.27, "Y4": 0.18174, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.325, "Y1": 0.16462, "X2": 0.344, "Y2": 0.16442, "X3": 0.344, "Y3": 0.18309, "X4": 0.325, "Y4": 0.18174, "page": 0, "Index": 16}, {"Word": "most", "Confidence": 0.939, "X1": 0.347, "Y1": 0.16597, "X2": 0.376, "Y2": 0.16577, "X3": 0.376, "Y3": 0.18309, "X4": 0.347, "Y4": 0.18309, "page": 0, "Index": 17}, {"Word": "minute", "Confidence": 0.623, "X1": 0.379, "Y1": 0.16597, "X2": 0.42, "Y2": 0.16577, "X3": 0.419, "Y3": 0.18444, "X4": 0.379, "Y4": 0.18309, "page": 0, "Index": 18}, {"Word": "inspection", "Confidence": 0.941, "X1": 0.423, "Y1": 0.16732, "X2": 0.482, "Y2": 0.16712, "X3": 0.482, "Y3": 0.18578, "X4": 0.422, "Y4": 0.18444, "page": 0, "Index": 19}, {"Word": "of", "Confidence": 0.992, "X1": 0.256, "Y1": 0.18349, "X2": 0.267, "Y2": 0.18329, "X3": 0.267, "Y3": 0.20196, "X4": 0.256, "Y4": 0.20061, "page": 0, "Index": 20}, {"Word": "the", "Confidence": 0.998, "X1": 0.27, "Y1": 0.18484, "X2": 0.289, "Y2": 0.18464, "X3": 0.289, "Y3": 0.20196, "X4": 0.27, "Y4": 0.20196, "page": 0, "Index": 21}, {"Word": "constituent", "Confidence": 0.672, "X1": 0.292, "Y1": 0.18618, "X2": 0.358, "Y2": 0.18598, "X3": 0.358, "Y3": 0.2033, "X4": 0.291, "Y4": 0.20196, "page": 0, "Index": 22}, {"Word": "parts", "Confidence": 0.608, "X1": 0.361, "Y1": 0.18618, "X2": 0.391, "Y2": 0.18598, "X3": 0.391, "Y3": 0.20465, "X4": 0.361, "Y4": 0.2033, "page": 0, "Index": 23}, {"Word": "of", "Confidence": 0.998, "X1": 0.394, "Y1": 0.18753, "X2": 0.408, "Y2": 0.18733, "X3": 0.407, "Y3": 0.20465, "X4": 0.393, "Y4": 0.20465, "page": 0, "Index": 24}, {"Word": "human", "Confidence": 0.57, "X1": 0.41, "Y1": 0.18753, "X2": 0.45, "Y2": 0.18733, "X3": 0.45, "Y3": 0.20465, "X4": 0.41, "Y4": 0.20465, "page": 0, "Index": 25}, {"Word": "cells.", "Confidence": 0.83, "X1": 0.453, "Y1": 0.18888, "X2": 0.484, "Y2": 0.18868, "X3": 0.484, "Y3": 0.206, "X4": 0.452, "Y4": 0.20465, "page": 0, "Index": 26}, {"Word": "Resolving", "Confidence": 0.97, "X1": 0.265, "Y1": 0.20505, "X2": 0.322, "Y2": 0.20485, "X3": 0.321, "Y3": 0.22352, "X4": 0.265, "Y4": 0.22352, "page": 0, "Index": 27}, {"Word": "detail", "Confidence": 0.934, "X1": 0.325, "Y1": 0.20505, "X2": 0.359, "Y2": 0.20485, "X3": 0.358, "Y3": 0.22487, "X4": 0.324, "Y4": 0.22352, "page": 0, "Index": 28}, {"Word": "50", "Confidence": 0.955, "X1": 0.362, "Y1": 0.2064, "X2": 0.377, "Y2": 0.2062, "X3": 0.376, "Y3": 0.22487, "X4": 0.361, "Y4": 0.22487, "page": 0, "Index": 29}, {"Word": "to", "Confidence": 0.998, "X1": 0.38, "Y1": 0.2064, "X2": 0.392, "Y2": 0.2062, "X3": 0.391, "Y3": 0.22487, "X4": 0.379, "Y4": 0.22487, "page": 0, "Index": 30}, {"Word": "100", "Confidence": 0.998, "X1": 0.394, "Y1": 0.2064, "X2": 0.416, "Y2": 0.2062, "X3": 0.415, "Y3": 0.22622, "X4": 0.394, "Y4": 0.22487, "page": 0, "Index": 31}, {"Word": "times", "Confidence": 0.993, "X1": 0.419, "Y1": 0.20775, "X2": 0.452, "Y2": 0.20755, "X3": 0.451, "Y3": 0.22622, "X4": 0.418, "Y4": 0.22622, "page": 0, "Index": 32}, {"Word": "finer", "Confidence": 0.954, "X1": 0.455, "Y1": 0.21044, "X2": 0.484, "Y2": 0.21024, "X3": 0.483, "Y3": 0.22756, "X4": 0.454, "Y4": 0.22756, "page": 0, "Index": 33}, {"Word": "than", "Confidence": 0.992, "X1": 0.164, "Y1": 0.22257, "X2": 0.189, "Y2": 0.22237, "X3": 0.189, "Y3": 0.24374, "X4": 0.164, "Y4": 0.24374, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.192, "Y1": 0.22257, "X2": 0.211, "Y2": 0.22237, "X3": 0.211, "Y3": 0.24374, "X4": 0.192, "Y4": 0.24374, "page": 0, "Index": 35}, {"Word": "finest", "Confidence": 0.928, "X1": 0.214, "Y1": 0.22257, "X2": 0.246, "Y2": 0.22237, "X3": 0.246, "Y3": 0.24374, "X4": 0.214, "Y4": 0.24374, "page": 0, "Index": 36}, {"Word": "optical", "Confidence": 0.991, "X1": 0.249, "Y1": 0.22392, "X2": 0.288, "Y2": 0.22372, "X3": 0.288, "Y3": 0.24374, "X4": 0.249, "Y4": 0.24374, "page": 0, "Index": 37}, {"Word": "microscope,", "Confidence": 0.981, "X1": 0.291, "Y1": 0.22527, "X2": 0.358, "Y2": 0.22507, "X3": 0.358, "Y3": 0.24508, "X4": 0.291, "Y4": 0.24374, "page": 0, "Index": 38}, {"Word": "it", "Confidence": 0.997, "X1": 0.361, "Y1": 0.22527, "X2": 0.371, "Y2": 0.22507, "X3": 0.37, "Y3": 0.24508, "X4": 0.361, "Y4": 0.24508, "page": 0, "Index": 39}, {"Word": "is", "Confidence": 0.997, "X1": 0.374, "Y1": 0.22662, "X2": 0.385, "Y2": 0.22642, "X3": 0.384, "Y3": 0.24508, "X4": 0.373, "Y4": 0.24508, "page": 0, "Index": 40}, {"Word": "but", "Confidence": 0.899, "X1": 0.387, "Y1": 0.22662, "X2": 0.408, "Y2": 0.22642, "X3": 0.408, "Y3": 0.24508, "X4": 0.387, "Y4": 0.24508, "page": 0, "Index": 41}, {"Word": "one", "Confidence": 0.975, "X1": 0.411, "Y1": 0.22796, "X2": 0.431, "Y2": 0.22776, "X3": 0.43, "Y3": 0.24643, "X4": 0.411, "Y4": 0.24508, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.997, "X1": 0.434, "Y1": 0.22796, "X2": 0.446, "Y2": 0.22776, "X3": 0.446, "Y3": 0.24643, "X4": 0.433, "Y4": 0.24643, "page": 0, "Index": 43}, {"Word": "many", "Confidence": 0.991, "X1": 0.449, "Y1": 0.22931, "X2": 0.483, "Y2": 0.22911, "X3": 0.483, "Y3": 0.24778, "X4": 0.449, "Y4": 0.24643, "page": 0, "Index": 44}, {"Word": "instruments", "Confidence": 0.963, "X1": 0.211, "Y1": 0.24414, "X2": 0.281, "Y2": 0.24394, "X3": 0.281, "Y3": 0.26395, "X4": 0.211, "Y4": 0.26395, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.998, "X1": 0.284, "Y1": 0.24414, "X2": 0.295, "Y2": 0.24394, "X3": 0.295, "Y3": 0.26395, "X4": 0.283, "Y4": 0.26395, "page": 0, "Index": 46}, {"Word": "fundamental", "Confidence": 0.885, "X1": 0.298, "Y1": 0.24683, "X2": 0.372, "Y2": 0.24663, "X3": 0.371, "Y3": 0.2653, "X4": 0.298, "Y4": 0.26395, "page": 0, "Index": 47}, {"Word": "biological", "Confidence": 0.981, "X1": 0.374, "Y1": 0.24818, "X2": 0.429, "Y2": 0.24798, "X3": 0.429, "Y3": 0.26665, "X4": 0.374, "Y4": 0.2653, "page": 0, "Index": 48}, {"Word": "research", "Confidence": 0.938, "X1": 0.432, "Y1": 0.24953, "X2": 0.483, "Y2": 0.24933, "X3": 0.482, "Y3": 0.26665, "X4": 0.431, "Y4": 0.26665, "page": 0, "Index": 49}, {"Word": "employed", "Confidence": 0.803, "X1": 0.236, "Y1": 0.2657, "X2": 0.289, "Y2": 0.2655, "X3": 0.289, "Y3": 0.28551, "X4": 0.236, "Y4": 0.28551, "page": 0, "Index": 50}, {"Word": "in", "Confidence": 0.997, "X1": 0.292, "Y1": 0.2657, "X2": 0.306, "Y2": 0.2655, "X3": 0.305, "Y3": 0.28551, "X4": 0.292, "Y4": 0.28551, "page": 0, "Index": 51}, {"Word": "ACS-supported", "Confidence": 0.948, "X1": 0.308, "Y1": 0.26839, "X2": 0.396, "Y2": 0.26819, "X3": 0.396, "Y3": 0.28686, "X4": 0.308, "Y4": 0.28551, "page": 0, "Index": 52}, {"Word": "investigations", "Confidence": 0.872, "X1": 0.399, "Y1": 0.26974, "X2": 0.484, "Y2": 0.26954, "X3": 0.483, "Y3": 0.28821, "X4": 0.399, "Y4": 0.28686, "page": 0, "Index": 53}, {"Word": "into", "Confidence": 0.988, "X1": 0.272, "Y1": 0.28726, "X2": 0.294, "Y2": 0.28706, "X3": 0.293, "Y3": 0.30708, "X4": 0.271, "Y4": 0.30573, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.297, "Y1": 0.28726, "X2": 0.317, "Y2": 0.28706, "X3": 0.316, "Y3": 0.30708, "X4": 0.296, "Y4": 0.30708, "page": 0, "Index": 55}, {"Word": "nature", "Confidence": 0.95, "X1": 0.32, "Y1": 0.28861, "X2": 0.358, "Y2": 0.28841, "X3": 0.357, "Y3": 0.30708, "X4": 0.319, "Y4": 0.30708, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.361, "Y1": 0.28861, "X2": 0.383, "Y2": 0.28841, "X3": 0.382, "Y3": 0.30843, "X4": 0.36, "Y4": 0.30708, "page": 0, "Index": 57}, {"Word": "causes", "Confidence": 0.939, "X1": 0.385, "Y1": 0.28996, "X2": 0.423, "Y2": 0.28976, "X3": 0.422, "Y3": 0.30843, "X4": 0.385, "Y4": 0.30843, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.964, "X1": 0.426, "Y1": 0.29131, "X2": 0.438, "Y2": 0.29111, "X3": 0.437, "Y3": 0.30977, "X4": 0.425, "Y4": 0.30843, "page": 0, "Index": 59}, {"Word": "cancer.", "Confidence": 0.958, "X1": 0.441, "Y1": 0.29131, "X2": 0.484, "Y2": 0.29111, "X3": 0.484, "Y3": 0.30977, "X4": 0.44, "Y4": 0.30977, "page": 0, "Index": 60}, {"Word": "...", "Confidence": 0.311, "X1": 0.376, "Y1": 0.36678, "X2": 0.378, "Y2": 0.36658, "X3": 0.372, "Y3": 0.36772, "X4": 0.37, "Y4": 0.34751, "page": 0, "Index": 61}, {"Word": "FIFTEEN", "Confidence": 0.994, "X1": 0.148, "Y1": 0.4126, "X2": 0.317, "Y2": 0.4124, "X3": 0.317, "Y3": 0.47419, "X4": 0.148, "Y4": 0.47285, "page": 0, "Index": 62}, {"Word": "YEARS", "Confidence": 0.995, "X1": 0.339, "Y1": 0.41529, "X2": 0.476, "Y2": 0.41509, "X3": 0.476, "Y3": 0.47419, "X4": 0.339, "Y4": 0.47419, "page": 0, "Index": 63}, {"Word": "CLOSER", "Confidence": 0.968, "X1": 0.072, "Y1": 0.48133, "X2": 0.23, "Y2": 0.48113, "X3": 0.23, "Y3": 0.54158, "X4": 0.071, "Y4": 0.54023, "page": 0, "Index": 64}, {"Word": "TO", "Confidence": 0.998, "X1": 0.248, "Y1": 0.48268, "X2": 0.3, "Y2": 0.48248, "X3": 0.299, "Y3": 0.54158, "X4": 0.248, "Y4": 0.54158, "page": 0, "Index": 65}, {"Word": "A", "Confidence": 0.998, "X1": 0.321, "Y1": 0.48268, "X2": 0.346, "Y2": 0.48248, "X3": 0.346, "Y3": 0.54158, "X4": 0.321, "Y4": 0.54158, "page": 0, "Index": 66}, {"Word": "CURE", "Confidence": 0.982, "X1": 0.364, "Y1": 0.48403, "X2": 0.48, "Y2": 0.48383, "X3": 0.48, "Y3": 0.54158, "X4": 0.364, "Y4": 0.54158, "page": 0, "Index": 67}, {"Word": "BY", "Confidence": 0.995, "X1": 0.293, "Y1": 0.55007, "X2": 0.318, "Y2": 0.54987, "X3": 0.317, "Y3": 0.58066, "X4": 0.292, "Y4": 0.58066, "page": 0, "Index": 68}, {"Word": "JOHN", "Confidence": 0.987, "X1": 0.324, "Y1": 0.55007, "X2": 0.377, "Y2": 0.54987, "X3": 0.376, "Y3": 0.58066, "X4": 0.324, "Y4": 0.58066, "page": 0, "Index": 69}, {"Word": "GUNTHER", "Confidence": 0.997, "X1": 0.385, "Y1": 0.55007, "X2": 0.479, "Y2": 0.54987, "X3": 0.479, "Y3": 0.58066, "X4": 0.384, "Y4": 0.58066, "page": 0, "Index": 70}, {"Word": "How", "Confidence": 0.998, "X1": 0.13, "Y1": 0.58645, "X2": 0.155, "Y2": 0.58625, "X3": 0.154, "Y3": 0.60492, "X4": 0.13, "Y4": 0.60492, "page": 0, "Index": 71}, {"Word": "are", "Confidence": 0.997, "X1": 0.161, "Y1": 0.5878, "X2": 0.182, "Y2": 0.5876, "X3": 0.181, "Y3": 0.60627, "X4": 0.16, "Y4": 0.60492, "page": 0, "Index": 72}, {"Word": "we", "Confidence": 0.998, "X1": 0.185, "Y1": 0.5878, "X2": 0.202, "Y2": 0.5876, "X3": 0.202, "Y3": 0.60627, "X4": 0.184, "Y4": 0.60627, "page": 0, "Index": 73}, {"Word": "getting", "Confidence": 0.996, "X1": 0.205, "Y1": 0.5878, "X2": 0.249, "Y2": 0.5876, "X3": 0.248, "Y3": 0.60762, "X4": 0.205, "Y4": 0.60627, "page": 0, "Index": 74}, {"Word": "along", "Confidence": 0.942, "X1": 0.252, "Y1": 0.5878, "X2": 0.285, "Y2": 0.5876, "X3": 0.284, "Y3": 0.60762, "X4": 0.251, "Y4": 0.60762, "page": 0, "Index": 75}, {"Word": "in", "Confidence": 0.998, "X1": 0.288, "Y1": 0.58915, "X2": 0.301, "Y2": 0.58895, "X3": 0.301, "Y3": 0.60762, "X4": 0.287, "Y4": 0.60762, "page": 0, "Index": 76}, {"Word": "the", "Confidence": 0.996, "X1": 0.304, "Y1": 0.58915, "X2": 0.325, "Y2": 0.58895, "X3": 0.325, "Y3": 0.60762, "X4": 0.304, "Y4": 0.60762, "page": 0, "Index": 77}, {"Word": "night", "Confidence": 0.643, "X1": 0.328, "Y1": 0.58915, "X2": 0.357, "Y2": 0.58895, "X3": 0.357, "Y3": 0.60762, "X4": 0.327, "Y4": 0.60762, "page": 0, "Index": 78}, {"Word": "on", "Confidence": 0.997, "X1": 0.36, "Y1": 0.58915, "X2": 0.376, "Y2": 0.58895, "X3": 0.375, "Y3": 0.60762, "X4": 0.36, "Y4": 0.60762, "page": 0, "Index": 79}, {"Word": "cancer,", "Confidence": 0.941, "X1": 0.379, "Y1": 0.58915, "X2": 0.421, "Y2": 0.58895, "X3": 0.421, "Y3": 0.60762, "X4": 0.378, "Y4": 0.60762, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.991, "X1": 0.424, "Y1": 0.58915, "X2": 0.446, "Y2": 0.58895, "X3": 0.445, "Y3": 0.60762, "X4": 0.424, "Y4": 0.60762, "page": 0, "Index": 81}, {"Word": "No.", "Confidence": 0.998, "X1": 0.448, "Y1": 0.58915, "X2": 0.471, "Y2": 0.58895, "X3": 0.47, "Y3": 0.60762, "X4": 0.448, "Y4": 0.60762, "page": 0, "Index": 82}, {"Word": "2", "Confidence": 0.925, "X1": 0.473, "Y1": 0.58915, "X2": 0.482, "Y2": 0.58895, "X3": 0.481, "Y3": 0.60762, "X4": 0.473, "Y4": 0.60762, "page": 0, "Index": 83}, {"Word": "killer", "Confidence": 0.994, "X1": 0.117, "Y1": 0.60667, "X2": 0.148, "Y2": 0.60647, "X3": 0.148, "Y3": 0.62514, "X4": 0.117, "Y4": 0.62514, "page": 0, "Index": 84}, {"Word": "among", "Confidence": 0.995, "X1": 0.151, "Y1": 0.60667, "X2": 0.19, "Y2": 0.60647, "X3": 0.19, "Y3": 0.62514, "X4": 0.15, "Y4": 0.62514, "page": 0, "Index": 85}, {"Word": "discases", "Confidence": 0.991, "X1": 0.193, "Y1": 0.60802, "X2": 0.241, "Y2": 0.60782, "X3": 0.241, "Y3": 0.62648, "X4": 0.193, "Y4": 0.62514, "page": 0, "Index": 86}, {"Word": "in", "Confidence": 0.998, "X1": 0.244, "Y1": 0.60802, "X2": 0.256, "Y2": 0.60782, "X3": 0.256, "Y3": 0.62648, "X4": 0.244, "Y4": 0.62648, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.998, "X1": 0.259, "Y1": 0.60802, "X2": 0.28, "Y2": 0.60782, "X3": 0.28, "Y3": 0.62648, "X4": 0.259, "Y4": 0.62648, "page": 0, "Index": 88}, {"Word": "United", "Confidence": 0.993, "X1": 0.282, "Y1": 0.60802, "X2": 0.323, "Y2": 0.60782, "X3": 0.323, "Y3": 0.62648, "X4": 0.282, "Y4": 0.62648, "page": 0, "Index": 89}, {"Word": "States?", "Confidence": 0.995, "X1": 0.325, "Y1": 0.60936, "X2": 0.371, "Y2": 0.60916, "X3": 0.371, "Y3": 0.62783, "X4": 0.325, "Y4": 0.62648, "page": 0, "Index": 90}, {"Word": "Are", "Confidence": 0.921, "X1": 0.374, "Y1": 0.60936, "X2": 0.397, "Y2": 0.60916, "X3": 0.397, "Y3": 0.62783, "X4": 0.374, "Y4": 0.62783, "page": 0, "Index": 91}, {"Word": "we", "Confidence": 0.997, "X1": 0.399, "Y1": 0.60936, "X2": 0.416, "Y2": 0.60916, "X3": 0.416, "Y3": 0.62783, "X4": 0.4, "Y4": 0.62783, "page": 0, "Index": 92}, {"Word": "measuring", "Confidence": 0.647, "X1": 0.419, "Y1": 0.61071, "X2": 0.481, "Y2": 0.61051, "X3": 0.482, "Y3": 0.62783, "X4": 0.419, "Y4": 0.62783, "page": 0, "Index": 93}, {"Word": "up", "Confidence": 0.997, "X1": 0.119, "Y1": 0.62688, "X2": 0.132, "Y2": 0.62668, "X3": 0.131, "Y3": 0.644, "X4": 0.118, "Y4": 0.644, "page": 0, "Index": 94}, {"Word": "to", "Confidence": 0.998, "X1": 0.134, "Y1": 0.62688, "X2": 0.147, "Y2": 0.62668, "X3": 0.146, "Y3": 0.644, "X4": 0.134, "Y4": 0.644, "page": 0, "Index": 95}, {"Word": "our", "Confidence": 0.998, "X1": 0.149, "Y1": 0.62688, "X2": 0.17, "Y2": 0.62668, "X3": 0.17, "Y3": 0.644, "X4": 0.149, "Y4": 0.644, "page": 0, "Index": 96}, {"Word": "responsibilities", "Confidence": 0.934, "X1": 0.173, "Y1": 0.62688, "X2": 0.262, "Y2": 0.62668, "X3": 0.261, "Y3": 0.644, "X4": 0.172, "Y4": 0.644, "page": 0, "Index": 97}, {"Word": "in", "Confidence": 0.998, "X1": 0.264, "Y1": 0.62688, "X2": 0.277, "Y2": 0.62668, "X3": 0.276, "Y3": 0.644, "X4": 0.264, "Y4": 0.644, "page": 0, "Index": 98}, {"Word": "this", "Confidence": 0.989, "X1": 0.28, "Y1": 0.62688, "X2": 0.304, "Y2": 0.62668, "X3": 0.304, "Y3": 0.644, "X4": 0.28, "Y4": 0.644, "page": 0, "Index": 99}, {"Word": "vital", "Confidence": 0.997, "X1": 0.307, "Y1": 0.62688, "X2": 0.334, "Y2": 0.62668, "X3": 0.333, "Y3": 0.644, "X4": 0.306, "Y4": 0.644, "page": 0, "Index": 100}, {"Word": "crusade?", "Confidence": 0.991, "X1": 0.336, "Y1": 0.62823, "X2": 0.39, "Y2": 0.62803, "X3": 0.39, "Y3": 0.64535, "X4": 0.336, "Y4": 0.644, "page": 0, "Index": 101}, {"Word": "Are", "Confidence": 0.998, "X1": 0.393, "Y1": 0.62823, "X2": 0.415, "Y2": 0.62803, "X3": 0.415, "Y3": 0.64535, "X4": 0.392, "Y4": 0.64535, "page": 0, "Index": 102}, {"Word": "we", "Confidence": 0.997, "X1": 0.418, "Y1": 0.62823, "X2": 0.435, "Y2": 0.62803, "X3": 0.435, "Y3": 0.64535, "X4": 0.417, "Y4": 0.64535, "page": 0, "Index": 103}, {"Word": "making", "Confidence": 0.902, "X1": 0.438, "Y1": 0.62958, "X2": 0.481, "Y2": 0.62938, "X3": 0.48, "Y3": 0.6467, "X4": 0.437, "Y4": 0.64535, "page": 0, "Index": 104}, {"Word": "progress?", "Confidence": 0.991, "X1": 0.119, "Y1": 0.64575, "X2": 0.175, "Y2": 0.64555, "X3": 0.174, "Y3": 0.66287, "X4": 0.118, "Y4": 0.66287, "page": 0, "Index": 105}, {"Word": "If", "Confidence": 0.889, "X1": 0.177, "Y1": 0.64575, "X2": 0.189, "Y2": 0.64555, "X3": 0.189, "Y3": 0.66287, "X4": 0.177, "Y4": 0.66287, "page": 0, "Index": 106}, {"Word": "so,", "Confidence": 0.955, "X1": 0.192, "Y1": 0.64575, "X2": 0.208, "Y2": 0.64555, "X3": 0.208, "Y3": 0.66287, "X4": 0.192, "Y4": 0.66287, "page": 0, "Index": 107}, {"Word": "how", "Confidence": 0.998, "X1": 0.211, "Y1": 0.64575, "X2": 0.233, "Y2": 0.64555, "X3": 0.233, "Y3": 0.66287, "X4": 0.211, "Y4": 0.66287, "page": 0, "Index": 108}, {"Word": "much", "Confidence": 0.988, "X1": 0.238, "Y1": 0.64575, "X2": 0.269, "Y2": 0.64555, "X3": 0.269, "Y3": 0.66287, "X4": 0.238, "Y4": 0.66287, "page": 0, "Index": 109}, {"Word": "?", "Confidence": 0.993, "X1": 0.271, "Y1": 0.64575, "X2": 0.278, "Y2": 0.64555, "X3": 0.278, "Y3": 0.66287, "X4": 0.271, "Y4": 0.66287, "page": 0, "Index": 110}, {"Word": "Recently", "Confidence": 0.991, "X1": 0.131, "Y1": 0.66327, "X2": 0.18, "Y2": 0.66307, "X3": 0.18, "Y3": 0.68039, "X4": 0.131, "Y4": 0.68039, "page": 0, "Index": 111}, {"Word": "I", "Confidence": 0.656, "X1": 0.183, "Y1": 0.66327, "X2": 0.19, "Y2": 0.66307, "X3": 0.19, "Y3": 0.68174, "X4": 0.183, "Y4": 0.68039, "page": 0, "Index": 112}, {"Word": "asked", "Confidence": 0.998, "X1": 0.192, "Y1": 0.66462, "X2": 0.225, "Y2": 0.66442, "X3": 0.226, "Y3": 0.68174, "X4": 0.192, "Y4": 0.68174, "page": 0, "Index": 113}, {"Word": "these", "Confidence": 0.997, "X1": 0.228, "Y1": 0.66462, "X2": 0.26, "Y2": 0.66442, "X3": 0.26, "Y3": 0.68174, "X4": 0.228, "Y4": 0.68174, "page": 0, "Index": 114}, {"Word": "questions", "Confidence": 0.995, "X1": 0.262, "Y1": 0.66462, "X2": 0.317, "Y2": 0.66442, "X3": 0.317, "Y3": 0.68309, "X4": 0.262, "Y4": 0.68174, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.993, "X1": 0.32, "Y1": 0.66597, "X2": 0.334, "Y2": 0.66577, "X3": 0.334, "Y3": 0.68309, "X4": 0.32, "Y4": 0.68309, "page": 0, "Index": 116}, {"Word": "a", "Confidence": 0.995, "X1": 0.336, "Y1": 0.66597, "X2": 0.344, "Y2": 0.66577, "X3": 0.344, "Y3": 0.68309, "X4": 0.337, "Y4": 0.68309, "page": 0, "Index": 117}, {"Word": "group", "Confidence": 0.996, "X1": 0.347, "Y1": 0.66597, "X2": 0.381, "Y2": 0.66577, "X3": 0.381, "Y3": 0.68309, "X4": 0.347, "Y4": 0.68309, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.384, "Y1": 0.66597, "X2": 0.398, "Y2": 0.66577, "X3": 0.398, "Y3": 0.68309, "X4": 0.384, "Y4": 0.68309, "page": 0, "Index": 119}, {"Word": "experts", "Confidence": 0.995, "X1": 0.4, "Y1": 0.66597, "X2": 0.443, "Y2": 0.66577, "X3": 0.443, "Y3": 0.68444, "X4": 0.4, "Y4": 0.68309, "page": 0, "Index": 120}, {"Word": "in", "Confidence": 0.998, "X1": 0.446, "Y1": 0.66597, "X2": 0.46, "Y2": 0.66577, "X3": 0.46, "Y3": 0.68444, "X4": 0.446, "Y4": 0.68444, "page": 0, "Index": 121}, {"Word": "the", "Confidence": 0.998, "X1": 0.462, "Y1": 0.66597, "X2": 0.483, "Y2": 0.66577, "X3": 0.483, "Y3": 0.68444, "X4": 0.463, "Y4": 0.68444, "page": 0, "Index": 122}, {"Word": "field,", "Confidence": 0.976, "X1": 0.117, "Y1": 0.68349, "X2": 0.144, "Y2": 0.68329, "X3": 0.143, "Y3": 0.70196, "X4": 0.117, "Y4": 0.70061, "page": 0, "Index": 123}, {"Word": "and", "Confidence": 0.998, "X1": 0.147, "Y1": 0.68349, "X2": 0.167, "Y2": 0.68329, "X3": 0.167, "Y3": 0.70196, "X4": 0.146, "Y4": 0.70196, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.998, "X1": 0.17, "Y1": 0.68349, "X2": 0.189, "Y2": 0.68329, "X3": 0.188, "Y3": 0.70196, "X4": 0.169, "Y4": 0.70196, "page": 0, "Index": 125}, {"Word": "answers", "Confidence": 0.995, "X1": 0.192, "Y1": 0.68349, "X2": 0.238, "Y2": 0.68329, "X3": 0.238, "Y3": 0.70196, "X4": 0.191, "Y4": 0.70196, "page": 0, "Index": 126}, {"Word": "are", "Confidence": 0.998, "X1": 0.241, "Y1": 0.68349, "X2": 0.26, "Y2": 0.68329, "X3": 0.259, "Y3": 0.70196, "X4": 0.241, "Y4": 0.70196, "page": 0, "Index": 127}, {"Word": "encouraging.", "Confidence": 0.885, "X1": 0.263, "Y1": 0.68484, "X2": 0.337, "Y2": 0.68464, "X3": 0.337, "Y3": 0.7033, "X4": 0.262, "Y4": 0.70196, "page": 0, "Index": 128}, {"Word": "Since", "Confidence": 0.997, "X1": 0.34, "Y1": 0.68484, "X2": 0.371, "Y2": 0.68464, "X3": 0.371, "Y3": 0.7033, "X4": 0.339, "Y4": 0.7033, "page": 0, "Index": 129}, {"Word": "1945", "Confidence": 0.986, "X1": 0.374, "Y1": 0.68484, "X2": 0.4, "Y2": 0.68464, "X3": 0.4, "Y3": 0.7033, "X4": 0.374, "Y4": 0.7033, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.991, "X1": 0.403, "Y1": 0.68484, "X2": 0.423, "Y2": 0.68464, "X3": 0.422, "Y3": 0.7033, "X4": 0.402, "Y4": 0.7033, "page": 0, "Index": 131}, {"Word": "American", "Confidence": 0.925, "X1": 0.425, "Y1": 0.68484, "X2": 0.482, "Y2": 0.68464, "X3": 0.481, "Y3": 0.7033, "X4": 0.425, "Y4": 0.7033, "page": 0, "Index": 132}, {"Word": "Cancer", "Confidence": 0.614, "X1": 0.119, "Y1": 0.70236, "X2": 0.159, "Y2": 0.70216, "X3": 0.158, "Y3": 0.71948, "X4": 0.118, "Y4": 0.71948, "page": 0, "Index": 133}, {"Word": "Society", "Confidence": 0.938, "X1": 0.162, "Y1": 0.70236, "X2": 0.205, "Y2": 0.70216, "X3": 0.204, "Y3": 0.71948, "X4": 0.161, "Y4": 0.71948, "page": 0, "Index": 134}, {"Word": "has", "Confidence": 0.963, "X1": 0.209, "Y1": 0.70236, "X2": 0.23, "Y2": 0.70216, "X3": 0.229, "Y3": 0.72082, "X4": 0.208, "Y4": 0.71948, "page": 0, "Index": 135}, {"Word": "led", "Confidence": 0.998, "X1": 0.232, "Y1": 0.70236, "X2": 0.251, "Y2": 0.70216, "X3": 0.251, "Y3": 0.72082, "X4": 0.232, "Y4": 0.72082, "page": 0, "Index": 136}, {"Word": "a", "Confidence": 0.995, "X1": 0.256, "Y1": 0.70236, "X2": 0.264, "Y2": 0.70216, "X3": 0.263, "Y3": 0.72082, "X4": 0.255, "Y4": 0.72082, "page": 0, "Index": 137}, {"Word": "continually", "Confidence": 0.994, "X1": 0.268, "Y1": 0.7037, "X2": 0.333, "Y2": 0.7035, "X3": 0.333, "Y3": 0.72082, "X4": 0.267, "Y4": 0.72082, "page": 0, "Index": 138}, {"Word": "expanding", "Confidence": 0.992, "X1": 0.337, "Y1": 0.7037, "X2": 0.397, "Y2": 0.7035, "X3": 0.396, "Y3": 0.72217, "X4": 0.337, "Y4": 0.72082, "page": 0, "Index": 139}, {"Word": "and", "Confidence": 0.998, "X1": 0.401, "Y1": 0.7037, "X2": 0.423, "Y2": 0.7035, "X3": 0.423, "Y3": 0.72217, "X4": 0.401, "Y4": 0.72217, "page": 0, "Index": 140}, {"Word": "emphatic", "Confidence": 0.991, "X1": 0.428, "Y1": 0.70505, "X2": 0.483, "Y2": 0.70485, "X3": 0.483, "Y3": 0.72217, "X4": 0.427, "Y4": 0.72217, "page": 0, "Index": 141}, {"Word": "attack", "Confidence": 0.994, "X1": 0.118, "Y1": 0.72257, "X2": 0.153, "Y2": 0.72237, "X3": 0.152, "Y3": 0.73969, "X4": 0.117, "Y4": 0.73969, "page": 0, "Index": 142}, {"Word": "on", "Confidence": 0.991, "X1": 0.156, "Y1": 0.72257, "X2": 0.171, "Y2": 0.72237, "X3": 0.17, "Y3": 0.73969, "X4": 0.156, "Y4": 0.73969, "page": 0, "Index": 143}, {"Word": "cancer,", "Confidence": 0.991, "X1": 0.174, "Y1": 0.72257, "X2": 0.216, "Y2": 0.72237, "X3": 0.216, "Y3": 0.73969, "X4": 0.173, "Y4": 0.73969, "page": 0, "Index": 144}, {"Word": "embracing", "Confidence": 0.995, "X1": 0.219, "Y1": 0.72257, "X2": 0.28, "Y2": 0.72237, "X3": 0.279, "Y3": 0.73969, "X4": 0.219, "Y4": 0.73969, "page": 0, "Index": 145}, {"Word": "many", "Confidence": 0.985, "X1": 0.283, "Y1": 0.72257, "X2": 0.316, "Y2": 0.72237, "X3": 0.315, "Y3": 0.74104, "X4": 0.283, "Y4": 0.74104, "page": 0, "Index": 146}, {"Word": "disciplines", "Confidence": 0.936, "X1": 0.319, "Y1": 0.72392, "X2": 0.381, "Y2": 0.72372, "X3": 0.381, "Y3": 0.74104, "X4": 0.318, "Y4": 0.74104, "page": 0, "Index": 147}, {"Word": "and", "Confidence": 0.998, "X1": 0.384, "Y1": 0.72392, "X2": 0.406, "Y2": 0.72372, "X3": 0.405, "Y3": 0.74104, "X4": 0.383, "Y4": 0.74104, "page": 0, "Index": 148}, {"Word": "an", "Confidence": 0.998, "X1": 0.41, "Y1": 0.72392, "X2": 0.424, "Y2": 0.72372, "X3": 0.423, "Y3": 0.74104, "X4": 0.409, "Y4": 0.74104, "page": 0, "Index": 149}, {"Word": "astonish", "Confidence": 0.996, "X1": 0.428, "Y1": 0.72392, "X2": 0.474, "Y2": 0.72372, "X3": 0.473, "Y3": 0.74104, "X4": 0.427, "Y4": 0.74104, "page": 0, "Index": 150}, {"Word": "-.", "Confidence": 0.768, "X1": 0.477, "Y1": 0.72392, "X2": 0.489, "Y2": 0.72372, "X3": 0.488, "Y3": 0.74104, "X4": 0.476, "Y4": 0.74104, "page": 0, "Index": 151}, {"Word": "ing", "Confidence": 0.998, "X1": 0.117, "Y1": 0.74144, "X2": 0.136, "Y2": 0.74124, "X3": 0.136, "Y3": 0.75856, "X4": 0.117, "Y4": 0.75856, "page": 0, "Index": 152}, {"Word": "range", "Confidence": 0.996, "X1": 0.141, "Y1": 0.74144, "X2": 0.178, "Y2": 0.74124, "X3": 0.177, "Y3": 0.75991, "X4": 0.141, "Y4": 0.75856, "page": 0, "Index": 153}, {"Word": "and", "Confidence": 0.998, "X1": 0.181, "Y1": 0.74144, "X2": 0.204, "Y2": 0.74124, "X3": 0.204, "Y3": 0.75991, "X4": 0.181, "Y4": 0.75991, "page": 0, "Index": 154}, {"Word": "variety", "Confidence": 0.955, "X1": 0.209, "Y1": 0.74144, "X2": 0.251, "Y2": 0.74124, "X3": 0.251, "Y3": 0.75991, "X4": 0.209, "Y4": 0.75991, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.998, "X1": 0.256, "Y1": 0.74144, "X2": 0.272, "Y2": 0.74124, "X3": 0.271, "Y3": 0.75991, "X4": 0.256, "Y4": 0.75991, "page": 0, "Index": 156}, {"Word": "activities.", "Confidence": 0.955, "X1": 0.275, "Y1": 0.74144, "X2": 0.334, "Y2": 0.74124, "X3": 0.334, "Y3": 0.75991, "X4": 0.274, "Y4": 0.75991, "page": 0, "Index": 157}, {"Word": "It", "Confidence": 0.997, "X1": 0.337, "Y1": 0.74144, "X2": 0.351, "Y2": 0.74124, "X3": 0.351, "Y3": 0.75991, "X4": 0.337, "Y4": 0.75991, "page": 0, "Index": 158}, {"Word": "has", "Confidence": 0.998, "X1": 0.354, "Y1": 0.74144, "X2": 0.377, "Y2": 0.74124, "X3": 0.377, "Y3": 0.76126, "X4": 0.354, "Y4": 0.75991, "page": 0, "Index": 159}, {"Word": "enlisted", "Confidence": 0.628, "X1": 0.381, "Y1": 0.74279, "X2": 0.426, "Y2": 0.74259, "X3": 0.426, "Y3": 0.76126, "X4": 0.38, "Y4": 0.76126, "page": 0, "Index": 160}, {"Word": "research", "Confidence": 0.803, "X1": 0.431, "Y1": 0.74279, "X2": 0.482, "Y2": 0.74259, "X3": 0.482, "Y3": 0.76126, "X4": 0.431, "Y4": 0.76126, "page": 0, "Index": 161}, {"Word": "scientists,", "Confidence": 0.664, "X1": 0.119, "Y1": 0.76031, "X2": 0.175, "Y2": 0.76011, "X3": 0.174, "Y3": 0.77743, "X4": 0.118, "Y4": 0.77743, "page": 0, "Index": 162}, {"Word": "physicians,", "Confidence": 0.97, "X1": 0.177, "Y1": 0.76031, "X2": 0.243, "Y2": 0.76011, "X3": 0.243, "Y3": 0.77743, "X4": 0.176, "Y4": 0.77743, "page": 0, "Index": 163}, {"Word": "and", "Confidence": 0.998, "X1": 0.246, "Y1": 0.76031, "X2": 0.267, "Y2": 0.76011, "X3": 0.267, "Y3": 0.77878, "X4": 0.245, "Y4": 0.77878, "page": 0, "Index": 164}, {"Word": "volunteers", "Confidence": 0.944, "X1": 0.271, "Y1": 0.76166, "X2": 0.33, "Y2": 0.76146, "X3": 0.33, "Y3": 0.77878, "X4": 0.27, "Y4": 0.77878, "page": 0, "Index": 165}, {"Word": "in", "Confidence": 0.998, "X1": 0.333, "Y1": 0.76166, "X2": 0.346, "Y2": 0.76146, "X3": 0.346, "Y3": 0.77878, "X4": 0.332, "Y4": 0.77878, "page": 0, "Index": 166}, {"Word": "a", "Confidence": 0.955, "X1": 0.349, "Y1": 0.76166, "X2": 0.357, "Y2": 0.76146, "X3": 0.356, "Y3": 0.77878, "X4": 0.349, "Y4": 0.77878, "page": 0, "Index": 167}, {"Word": "massive", "Confidence": 0.995, "X1": 0.359, "Y1": 0.76166, "X2": 0.405, "Y2": 0.76146, "X3": 0.405, "Y3": 0.77878, "X4": 0.359, "Y4": 0.77878, "page": 0, "Index": 168}, {"Word": "campaign", "Confidence": 0.991, "X1": 0.408, "Y1": 0.763, "X2": 0.465, "Y2": 0.7628, "X3": 0.464, "Y3": 0.78012, "X4": 0.407, "Y4": 0.77878, "page": 0, "Index": 169}, {"Word": "on", "Confidence": 0.969, "X1": 0.467, "Y1": 0.763, "X2": 0.482, "Y2": 0.7628, "X3": 0.481, "Y3": 0.78012, "X4": 0.467, "Y4": 0.78012, "page": 0, "Index": 170}, {"Word": "one", "Confidence": 0.994, "X1": 0.119, "Y1": 0.77918, "X2": 0.138, "Y2": 0.77898, "X3": 0.137, "Y3": 0.79495, "X4": 0.118, "Y4": 0.79495, "page": 0, "Index": 171}, {"Word": "of", "Confidence": 0.955, "X1": 0.142, "Y1": 0.77918, "X2": 0.157, "Y2": 0.77898, "X3": 0.156, "Y3": 0.7963, "X4": 0.141, "Y4": 0.79495, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.16, "Y1": 0.77918, "X2": 0.181, "Y2": 0.77898, "X3": 0.18, "Y3": 0.7963, "X4": 0.16, "Y4": 0.7963, "page": 0, "Index": 173}, {"Word": "most", "Confidence": 0.991, "X1": 0.186, "Y1": 0.77918, "X2": 0.216, "Y2": 0.77898, "X3": 0.215, "Y3": 0.7963, "X4": 0.185, "Y4": 0.7963, "page": 0, "Index": 174}, {"Word": "insidious,", "Confidence": 0.879, "X1": 0.22, "Y1": 0.77918, "X2": 0.278, "Y2": 0.77898, "X3": 0.277, "Y3": 0.7963, "X4": 0.219, "Y4": 0.7963, "page": 0, "Index": 175}, {"Word": "debilitating", "Confidence": 0.991, "X1": 0.28, "Y1": 0.77918, "X2": 0.349, "Y2": 0.77898, "X3": 0.347, "Y3": 0.7963, "X4": 0.279, "Y4": 0.7963, "page": 0, "Index": 176}, {"Word": "and", "Confidence": 0.998, "X1": 0.355, "Y1": 0.77918, "X2": 0.376, "Y2": 0.77898, "X3": 0.375, "Y3": 0.79764, "X4": 0.353, "Y4": 0.79764, "page": 0, "Index": 177}, {"Word": "fatal", "Confidence": 0.997, "X1": 0.382, "Y1": 0.78052, "X2": 0.413, "Y2": 0.78032, "X3": 0.411, "Y3": 0.79764, "X4": 0.38, "Y4": 0.79764, "page": 0, "Index": 178}, {"Word": "diseases", "Confidence": 0.991, "X1": 0.415, "Y1": 0.78187, "X2": 0.465, "Y2": 0.78167, "X3": 0.464, "Y3": 0.79764, "X4": 0.414, "Y4": 0.79764, "page": 0, "Index": 179}, {"Word": "of", "Confidence": 0.998, "X1": 0.469, "Y1": 0.78187, "X2": 0.483, "Y2": 0.78167, "X3": 0.481, "Y3": 0.79764, "X4": 0.467, "Y4": 0.79764, "page": 0, "Index": 180}, {"Word": "mankind.", "Confidence": 0.991, "X1": 0.118, "Y1": 0.79804, "X2": 0.171, "Y2": 0.79784, "X3": 0.171, "Y3": 0.81382, "X4": 0.118, "Y4": 0.81382, "page": 0, "Index": 181}, {"Word": "During", "Confidence": 0.996, "X1": 0.174, "Y1": 0.79804, "X2": 0.217, "Y2": 0.79784, "X3": 0.216, "Y3": 0.81516, "X4": 0.174, "Y4": 0.81516, "page": 0, "Index": 182}, {"Word": "the", "Confidence": 0.998, "X1": 0.22, "Y1": 0.79804, "X2": 0.24, "Y2": 0.79784, "X3": 0.24, "Y3": 0.81516, "X4": 0.22, "Y4": 0.81516, "page": 0, "Index": 183}, {"Word": "past", "Confidence": 0.985, "X1": 0.243, "Y1": 0.79804, "X2": 0.269, "Y2": 0.79784, "X3": 0.269, "Y3": 0.81516, "X4": 0.242, "Y4": 0.81516, "page": 0, "Index": 184}, {"Word": "15", "Confidence": 0.97, "X1": 0.272, "Y1": 0.79804, "X2": 0.286, "Y2": 0.79784, "X3": 0.286, "Y3": 0.81516, "X4": 0.272, "Y4": 0.81516, "page": 0, "Index": 185}, {"Word": "years", "Confidence": 0.795, "X1": 0.289, "Y1": 0.79804, "X2": 0.322, "Y2": 0.79784, "X3": 0.322, "Y3": 0.81516, "X4": 0.289, "Y4": 0.81516, "page": 0, "Index": 186}, {"Word": "tangible", "Confidence": 0.995, "X1": 0.324, "Y1": 0.79804, "X2": 0.373, "Y2": 0.79784, "X3": 0.373, "Y3": 0.81651, "X4": 0.324, "Y4": 0.81516, "page": 0, "Index": 187}, {"Word": "progress", "Confidence": 0.951, "X1": 0.376, "Y1": 0.79804, "X2": 0.427, "Y2": 0.79784, "X3": 0.427, "Y3": 0.81651, "X4": 0.376, "Y4": 0.81651, "page": 0, "Index": 188}, {"Word": "has", "Confidence": 0.755, "X1": 0.43, "Y1": 0.79939, "X2": 0.452, "Y2": 0.79919, "X3": 0.451, "Y3": 0.81651, "X4": 0.43, "Y4": 0.81651, "page": 0, "Index": 189}, {"Word": "been", "Confidence": 0.977, "X1": 0.454, "Y1": 0.79939, "X2": 0.481, "Y2": 0.79919, "X3": 0.481, "Y3": 0.81651, "X4": 0.454, "Y4": 0.81651, "page": 0, "Index": 190}, {"Word": "made,", "Confidence": 0.994, "X1": 0.119, "Y1": 0.81691, "X2": 0.154, "Y2": 0.81671, "X3": 0.153, "Y3": 0.83134, "X4": 0.118, "Y4": 0.83268, "page": 0, "Index": 191}, {"Word": "and", "Confidence": 0.998, "X1": 0.156, "Y1": 0.81691, "X2": 0.177, "Y2": 0.81671, "X3": 0.176, "Y3": 0.83134, "X4": 0.156, "Y4": 0.83134, "page": 0, "Index": 192}, {"Word": "more", "Confidence": 0.916, "X1": 0.181, "Y1": 0.81691, "X2": 0.212, "Y2": 0.81671, "X3": 0.211, "Y3": 0.83268, "X4": 0.181, "Y4": 0.83134, "page": 0, "Index": 193}, {"Word": "is", "Confidence": 0.934, "X1": 0.214, "Y1": 0.81691, "X2": 0.225, "Y2": 0.81671, "X3": 0.224, "Y3": 0.83268, "X4": 0.213, "Y4": 0.83268, "page": 0, "Index": 194}, {"Word": "ahead.", "Confidence": 0.725, "X1": 0.228, "Y1": 0.81691, "X2": 0.268, "Y2": 0.81671, "X3": 0.267, "Y3": 0.83268, "X4": 0.227, "Y4": 0.83268, "page": 0, "Index": 195}, {"Word": "The", "Confidence": 0.998, "X1": 0.271, "Y1": 0.81556, "X2": 0.292, "Y2": 0.81536, "X3": 0.292, "Y3": 0.83268, "X4": 0.27, "Y4": 0.83268, "page": 0, "Index": 196}, {"Word": "crusade", "Confidence": 0.634, "X1": 0.295, "Y1": 0.81556, "X2": 0.341, "Y2": 0.81536, "X3": 0.34, "Y3": 0.83268, "X4": 0.294, "Y4": 0.83268, "page": 0, "Index": 197}, {"Word": "is", "Confidence": 0.998, "X1": 0.343, "Y1": 0.81556, "X2": 0.355, "Y2": 0.81536, "X3": 0.355, "Y3": 0.83268, "X4": 0.343, "Y4": 0.83268, "page": 0, "Index": 198}, {"Word": "paying", "Confidence": 0.965, "X1": 0.358, "Y1": 0.81691, "X2": 0.397, "Y2": 0.81671, "X3": 0.396, "Y3": 0.83268, "X4": 0.357, "Y4": 0.83268, "page": 0, "Index": 199}, {"Word": "off.", "Confidence": 0.817, "X1": 0.401, "Y1": 0.81691, "X2": 0.423, "Y2": 0.81671, "X3": 0.423, "Y3": 0.83268, "X4": 0.401, "Y4": 0.83268, "page": 0, "Index": 200}]}	"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"
fffg0003	2	{"lines_data": [{"Word": "50281 6788 .", "Confidence": 0.663, "X1": 0.764, "Y1": 0.22257, "X2": 0.869, "Y2": 0.22237, "X3": 0.869, "Y3": 0.24104, "X4": 0.764, "Y4": 0.24239, "page": 0}, {"Word": "1. AGS clinical fellowship program this year provides postgraduate cancer.", "Confidence": 0.6944, "X1": 0.482, "Y1": 0.24818, "X2": 0.893, "Y2": 0.24798, "X3": 0.893, "Y3": 0.26799, "X4": 0.482, "Y4": 0.26799, "page": 0}, {"Word": "- rising now works in Massachusetts with a Nobel laureate on", "Confidence": 0.94164, "X1": 0.054, "Y1": 0.25087, "X2": 0.436, "Y2": 0.25067, "X3": 0.436, "Y3": 0.26934, "X4": 0.054, "Y4": 0.27069, "page": 0}, {"Word": "training for 158 young doctors and dentists at 72 approved teaching centers.", "Confidence": 0.77142, "X1": 0.481, "Y1": 0.26974, "X2": 0.888, "Y2": 0.26954, "X3": 0.888, "Y3": 0.28551, "X4": 0.481, "Y4": 0.28686, "page": 0}, {"Word": "the cellular transmission of electrical energy.", "Confidence": 0.86333, "X1": 0.069, "Y1": 0.27109, "X2": 0.333, "Y2": 0.27089, "X3": 0.333, "Y3": 0.28956, "X4": 0.069, "Y4": 0.28956, "page": 0}, {"Word": "2. Education programs through professional media reach doctors, dentists,", "Confidence": 0.905, "X1": 0.481, "Y1": 0.28726, "X2": 0.888, "Y2": 0.28706, "X3": 0.888, "Y3": 0.30573, "X4": 0.481, "Y4": 0.30708, "page": 0}, {"Word": "In North Carolina recently an ACS volunteer persuaded 'an", "Confidence": 0.87567, "X1": 0.079, "Y1": 0.28996, "X2": 0.436, "Y2": 0.28976, "X3": 0.436, "Y3": 0.31112, "X4": 0.079, "Y4": 0.31247, "page": 0}, {"Word": "nurses with latest information on diagnosis and treatment.", "Confidence": 0.93712, "X1": 0.481, "Y1": 0.30883, "X2": 0.804, "Y2": 0.30863, "X3": 0.804, "Y3": 0.32325, "X4": 0.481, "Y4": 0.32595, "page": 0}, {"Word": "entire village of Indians and Negroes to answer some 85 ques-", "Confidence": 0.922, "X1": 0.067, "Y1": 0.31152, "X2": 0.435, "Y2": 0.31132, "X3": 0.435, "Y3": 0.32864, "X4": 0.067, "Y4": 0.32999, "page": 0}, {"Word": "tions in a four-page questionnaire for the Society's Cancer", "Confidence": 0.98522, "X1": 0.068, "Y1": 0.33039, "X2": 0.438, "Y2": 0.33019, "X3": 0.438, "Y3": 0.34616, "X4": 0.068, "Y4": 0.34886, "page": 0}, {"Word": "Prevention Study. This will document the habits of 500,000", "Confidence": 0.97133, "X1": 0.068, "Y1": 0.34926, "X2": 0.435, "Y2": 0.34906, "X3": 0.435, "Y3": 0.36772, "X4": 0.068, "Y4": 0.36907, "page": 0}, {"Word": "American families and follow them for xix years, checking back", "Confidence": 0.9601, "X1": 0.062, "Y1": 0.36812, "X2": 0.436, "Y2": 0.36792, "X3": 0.436, "Y3": 0.38659, "X4": 0.062, "Y4": 0.38659, "page": 0}, {"Word": "on the records of those who die of cancer. In turn, this will", "Confidence": 0.96308, "X1": 0.067, "Y1": 0.38699, "X2": 0.435, "Y2": 0.38679, "X3": 0.435, "Y3": 0.40411, "X4": 0.067, "Y4": 0.40546, "page": 0}, {"Word": "enable researchers to find out about similarities and differences", "Confidence": 0.98156, "X1": 0.069, "Y1": 0.40586, "X2": 0.435, "Y2": 0.40566, "X3": 0.435, "Y3": 0.42298, "X4": 0.069, "Y4": 0.42433, "page": 0}, {"Word": "in what the cancer victims ate and drank, what their working", "Confidence": 0.95709, "X1": 0.069, "Y1": 0.42608, "X2": 0.437, "Y2": 0.42588, "X3": 0.437, "Y3": 0.44185, "X4": 0.069, "Y4": 0.4432, "page": 0}, {"Word": "habits were, what kind of home lives they led, and so on - all", "Confidence": 0.89114, "X1": 0.069, "Y1": 0.44494, "X2": 0.436, "Y2": 0.44474, "X3": 0.436, "Y3": 0.46072, "X4": 0.069, "Y4": 0.46206, "page": 0}, {"Word": "of which should be of inestimable value to future science. An", "Confidence": 0.98091, "X1": 0.069, "Y1": 0.46246, "X2": 0.441, "Y2": 0.46226, "X3": 0.441, "Y3": 0.48093, "X4": 0.069, "Y4": 0.48228, "page": 0}, {"Word": "entire AFL-CIO union, the Glass Bottle Blowers' Association,", "Confidence": 0.94712, "X1": 0.067, "Y1": 0.48268, "X2": 0.435, "Y2": 0.48248, "X3": 0.435, "Y3": 0.50115, "X4": 0.067, "Y4": 0.50115, "page": 0}, {"Word": "has also been enlisted for volunteer work for this study.", "Confidence": 0.9642, "X1": 0.068, "Y1": 0.50155, "X2": 0.396, "Y2": 0.50135, "X3": 0.396, "Y3": 0.52002, "X4": 0.068, "Y4": 0.52002, "page": 0}, {"Word": "At the National Cancer Institute, with the help of the Ameri-", "Confidence": 0.96418, "X1": 0.076, "Y1": 0.52176, "X2": 0.434, "Y2": 0.52156, "X3": 0.434, "Y3": 0.54158, "X4": 0.076, "Y4": 0.54158, "page": 0}, {"Word": "can Cancer Society, the drug industry, universities and hospi-", "Confidence": 0.929, "X1": 0.068, "Y1": 0.54198, "X2": 0.435, "Y2": 0.54178, "X3": 0.435, "Y3": 0.56179, "X4": 0.068, "Y4": 0.56179, "page": 0}, {"Word": "tais, an immense nation-wide chemical hunt is going on - a", "Confidence": 0.92109, "X1": 0.067, "Y1": 0.56085, "X2": 0.438, "Y2": 0.56065, "X3": 0.438, "Y3": 0.58066, "X4": 0.067, "Y4": 0.58201, "page": 0}, {"Word": "systematic screening of drugs that may possibly cure cancer.", "Confidence": 0.917, "X1": 0.069, "Y1": 0.58106, "X2": 0.435, "Y2": 0.58086, "X3": 0.435, "Y3": 0.59818, "X4": 0.069, "Y4": 0.59953, "page": 0}, {"Word": "Some 70,000 compounds have been tested on animal cancers so", "Confidence": 0.7974, "X1": 0.066, "Y1": 0.59858, "X2": 0.438, "Y2": 0.59838, "X3": 0.438, "Y3": 0.6184, "X4": 0.066, "Y4": 0.61705, "page": 0}, {"Word": "far. The results in about 70 have seemed promising enough to:", "Confidence": 0.91627, "X1": 0.069, "Y1": 0.6188, "X2": 0.441, "Y2": 0.6186, "X3": 0.441, "Y3": 0.63592, "X4": 0.069, "Y4": 0.63592, "page": 0}, {"Word": "try. in the treatment of human cancer. In one rare and previ- .", "Confidence": 0.90777, "X1": 0.069, "Y1": 0.63767, "X2": 0.443, "Y2": 0.63747, "X3": 0.443, "Y3": 0.65479, "X4": 0.069, "Y4": 0.65479, "page": 0}, {"Word": "ously hopeleas form of cancer, choriocarcinoma, long-term con-\"", "Confidence": 0.68625, "X1": 0.07, "Y1": 0.65653, "X2": 0.444, "Y2": 0.65633, "X3": 0.444, "Y3": 0.67365, "X4": 0.07, "Y4": 0.675, "page": 0}, {"Word": "trol and perhaps cure has been secured in some cases through", "Confidence": 0.91027, "X1": 0.07, "Y1": 0.6754, "X2": 0.438, "Y2": 0.6752, "X3": 0.438, "Y3": 0.69252, "X4": 0.07, "Y4": 0.69387, "page": 0}, {"Word": "massive doses of a drug known as methotrexate,", "Confidence": 0.96687, "X1": 0.07, "Y1": 0.69427, "X2": 0.348, "Y2": 0.69407, "X3": 0.348, "Y3": 0.71139, "X4": 0.07, "Y4": 0.71139, "page": 0}, {"Word": "Techniques of diagnosis and treatment have been vastly im-", "Confidence": 0.94878, "X1": 0.082, "Y1": 0.71449, "X2": 0.439, "Y2": 0.71429, "X3": 0.439, "Y3": 0.73295, "X4": 0.082, "Y4": 0.7343, "page": 0}, {"Word": "proved. New high-voltage radiation equipment permits more", "Confidence": 0.90514, "X1": 0.069, "Y1": 0.73605, "X2": 0.438, "Y2": 0.73585, "X3": 0.438, "Y3": 0.75317, "X4": 0.069, "Y4": 0.75452, "page": 0}, {"Word": "effective treatment of certain cancers. X-ray dosages can be", "Confidence": 0.95044, "X1": 0.07, "Y1": 0.75492, "X2": 0.438, "Y2": 0.75472, "X3": 0.438, "Y3": 0.77338, "X4": 0.07, "Y4": 0.77338, "page": 0}, {"Word": "-more skillfully calculated and aimed, to provide maximum de-", "Confidence": 0.95544, "X1": 0.067, "Y1": 0.77378, "X2": 0.437, "Y2": 0.77358, "X3": 0.438, "Y3": 0.79091, "X4": 0.067, "Y4": 0.79225, "page": 0}, {"Word": "struction of cancer tissue and minimum harm to healthy cells.", "Confidence": 0.9655, "X1": 0.072, "Y1": 0.79265, "X2": 0.438, "Y2": 0.79245, "X3": 0.438, "Y3": 0.81112, "X4": 0.072, "Y4": 0.81112, "page": 0}, {"Word": "3. Bilingual education programs sponsored by New York City Cancer Com-", "Confidence": 0.74118, "X1": 0.485, "Y1": 0.794, "X2": 0.894, "Y2": 0.7938, "X3": 0.894, "Y3": 0.81247, "X4": 0.485, "Y4": 0.81516, "page": 0}, {"Word": "Better understanding of the body's chemical balances and needs,", "Confidence": 0.92111, "X1": 0.071, "Y1": 0.81152, "X2": 0.438, "Y2": 0.81132, "X3": 0.438, "Y3": 0.83134, "X4": 0.071, "Y4": 0.83134, "page": 0}, {"Word": "mittee afford participants free checkup at neighborhood hospitals.", "Confidence": 0.74813, "X1": 0.485, "Y1": 0.81422, "X2": 0.86, "Y2": 0.81402, "X3": 0.86, "Y3": 0.83134, "X4": 0.485, "Y4": 0.83268, "page": 0}, {"Word": "techniques of rapid blood transfusion, and the use of new drugs", "Confidence": 0.973, "X1": 0.071, "Y1": 0.83174, "X2": 0.439, "Y2": 0.83154, "X3": 0.439, "Y3": 0.8502, "X4": 0.071, "Y4": 0.8502, "page": 0}, {"Word": "4. ACS supports 2,809 cancer information centers, where the troubled And", "Confidence": 0.87445, "X1": 0.486, "Y1": 0.83308, "X2": 0.895, "Y2": 0.83288, "X3": 0.895, "Y3": 0.8502, "X4": 0.486, "Y4": 0.8529, "page": 0}, {"Word": "\" controlling infection have made remarkable new surgical' pro- .", "Confidence": 0.738, "X1": 0.066, "Y1": 0.84926, "X2": 0.45, "Y2": 0.84906, "X3": 0.45, "Y3": 0.86907, "X4": 0.066, "Y4": 0.86907, "page": 0}, {"Word": "sympathetic understanding and help in meeting their problems.", "Confidence": 0.79888, "X1": 0.488, "Y1": 0.85195, "X2": 0.836, "Y2": 0.85175, "X3": 0.836, "Y3": 0.87177, "X4": 0.488, "Y4": 0.87446, "page": 0}, {"Word": "cedures possible. A most significant development has been the", "Confidence": 0.98644, "X1": 0.07, "Y1": 0.86947, "X2": 0.439, "Y2": 0.86927, "X3": 0.439, "Y3": 0.88794, "X4": 0.07, "Y4": 0.88929, "page": 0}, {"Word": "increased. activity of medical schools in cancer teaching and .:", "Confidence": 0.8371, "X1": 0.071, "Y1": 0.88969, "X2": 0.451, "Y2": 0.88949, "X3": 0.451, "Y3": 0.90816, "X4": 0.071, "Y4": 0.90816, "page": 0}, {"Word": "research and in the training, through ACS fellowships, of young", "Confidence": 0.9121, "X1": 0.071, "Y1": 0.90856, "X2": 0.439, "Y2": 0.90836, "X3": 0.439, "Y3": 0.92702, "X4": 0.071, "Y4": 0.92702, "page": 0}, {"Word": "\"The lively increase of public concern and information about", "Confidence": 0.94022, "X1": 0.493, "Y1": 0.91799, "X2": 0.85, "Y2": 0.91779, "X3": 0.85, "Y3": 0.93646, "X4": 0.493, "Y4": 0.93781, "page": 0}, {"Word": "surgeons, radiologists, and internists.", "Confidence": 0.82925, "X1": 0.072, "Y1": 0.92742, "X2": 0.295, "Y2": 0.92722, "X3": 0.295, "Y3": 0.94454, "X4": 0.072, "Y4": 0.94589, "page": 0}, {"Word": "cancer is one of the recognized phenomena of the past decade.", "Confidence": 0.93518, "X1": 0.484, "Y1": 0.93821, "X2": 0.85, "Y2": 0.93801, "X3": 0.85, "Y3": 0.95398, "X4": 0.484, "Y4": 0.95667, "page": 0}, {"Word": "Cigarettes and lung cancer have been an area of headlines and", "Confidence": 0.92882, "X1": 0.086, "Y1": 0.95033, "X2": 0.44, "Y2": 0.95013, "X3": 0.44, "Y3": 0.96611, "X4": 0.086, "Y4": 0.96611, "page": 0}, {"Word": "Awareness of cancer by the layman has helped bring patients", "Confidence": 0.9608, "X1": 0.485, "Y1": 0.95707, "X2": 0.851, "Y2": 0.95687, "X3": 0.851, "Y3": 0.97285, "X4": 0.485, "Y4": 0.97554, "page": 0}, {"Word": "maton Paswwell as intensive research. Recently the United.", "Confidence": 0.62775, "X1": 0.102, "Y1": 0.9692, "X2": 0.442, "Y2": 0.969, "X3": 0.442, "Y3": 0.98498, "X4": 0.102, "Y4": 0.98228, "page": 0}, {"Word": "earlier to physicians, but it has also troubled some doctors out", "Confidence": 0.963, "X1": 0.485, "Y1": 0.97594, "X2": 0.851, "Y2": 0.97574, "X3": 0.851, "Y3": 0.99171, "X4": 0.485, "Y4": 0.99306, "page": 0}], "words_data": [{"Word": "50281", "Confidence": 0.993, "X1": 0.765, "Y1": 0.22527, "X2": 0.807, "Y2": 0.22507, "X3": 0.807, "Y3": 0.24239, "X4": 0.764, "Y4": 0.24239, "page": 0, "Index": 0}, {"Word": "6788", "Confidence": 0.984, "X1": 0.819, "Y1": 0.22392, "X2": 0.856, "Y2": 0.22372, "X3": 0.856, "Y3": 0.24104, "X4": 0.819, "Y4": 0.24239, "page": 0, "Index": 1}, {"Word": ".", "Confidence": 0.012, "X1": 0.862, "Y1": 0.22392, "X2": 0.869, "Y2": 0.22372, "X3": 0.869, "Y3": 0.24104, "X4": 0.863, "Y4": 0.24104, "page": 0, "Index": 2}, {"Word": "program", "Confidence": 0.879, "X1": 0.625, "Y1": 0.25087, "X2": 0.668, "Y2": 0.25067, "X3": 0.668, "Y3": 0.26799, "X4": 0.625, "Y4": 0.26799, "page": 0, "Index": 3}, {"Word": "this", "Confidence": 0.717, "X1": 0.675, "Y1": 0.25087, "X2": 0.696, "Y2": 0.25067, "X3": 0.696, "Y3": 0.26799, "X4": 0.675, "Y4": 0.26799, "page": 0, "Index": 4}, {"Word": "year", "Confidence": 0.608, "X1": 0.699, "Y1": 0.25087, "X2": 0.724, "Y2": 0.25067, "X3": 0.725, "Y3": 0.26799, "X4": 0.699, "Y4": 0.26799, "page": 0, "Index": 5}, {"Word": "provides", "Confidence": 0.767, "X1": 0.727, "Y1": 0.25087, "X2": 0.774, "Y2": 0.25067, "X3": 0.774, "Y3": 0.26799, "X4": 0.727, "Y4": 0.26799, "page": 0, "Index": 6}, {"Word": "postgraduate", "Confidence": 0.573, "X1": 0.777, "Y1": 0.25087, "X2": 0.847, "Y2": 0.25067, "X3": 0.848, "Y3": 0.26799, "X4": 0.777, "Y4": 0.26799, "page": 0, "Index": 7}, {"Word": "cancer.", "Confidence": 0.66, "X1": 0.85, "Y1": 0.25087, "X2": 0.893, "Y2": 0.25067, "X3": 0.893, "Y3": 0.26799, "X4": 0.85, "Y4": 0.26799, "page": 0, "Index": 8}, {"Word": "-", "Confidence": 0.621, "X1": 0.056, "Y1": 0.25492, "X2": 0.063, "Y2": 0.25472, "X3": 0.063, "Y3": 0.27069, "X4": 0.056, "Y4": 0.27069, "page": 0, "Index": 9}, {"Word": "rising", "Confidence": 0.996, "X1": 0.066, "Y1": 0.25357, "X2": 0.102, "Y2": 0.25337, "X3": 0.101, "Y3": 0.27069, "X4": 0.066, "Y4": 0.27069, "page": 0, "Index": 10}, {"Word": "now", "Confidence": 0.998, "X1": 0.106, "Y1": 0.25357, "X2": 0.128, "Y2": 0.25337, "X3": 0.128, "Y3": 0.27069, "X4": 0.106, "Y4": 0.27069, "page": 0, "Index": 11}, {"Word": "works", "Confidence": 0.997, "X1": 0.136, "Y1": 0.25357, "X2": 0.172, "Y2": 0.25337, "X3": 0.172, "Y3": 0.27069, "X4": 0.136, "Y4": 0.27069, "page": 0, "Index": 12}, {"Word": "in", "Confidence": 0.941, "X1": 0.176, "Y1": 0.25357, "X2": 0.188, "Y2": 0.25337, "X3": 0.188, "Y3": 0.27069, "X4": 0.176, "Y4": 0.27069, "page": 0, "Index": 13}, {"Word": "Massachusetts", "Confidence": 0.955, "X1": 0.193, "Y1": 0.25222, "X2": 0.279, "Y2": 0.25202, "X3": 0.279, "Y3": 0.26934, "X4": 0.193, "Y4": 0.27069, "page": 0, "Index": 14}, {"Word": "with", "Confidence": 0.991, "X1": 0.282, "Y1": 0.25222, "X2": 0.309, "Y2": 0.25202, "X3": 0.31, "Y3": 0.26934, "X4": 0.283, "Y4": 0.26934, "page": 0, "Index": 15}, {"Word": "a", "Confidence": 0.995, "X1": 0.315, "Y1": 0.25222, "X2": 0.322, "Y2": 0.25202, "X3": 0.323, "Y3": 0.26934, "X4": 0.315, "Y4": 0.26934, "page": 0, "Index": 16}, {"Word": "Nobel", "Confidence": 0.902, "X1": 0.327, "Y1": 0.25222, "X2": 0.363, "Y2": 0.25202, "X3": 0.364, "Y3": 0.26934, "X4": 0.328, "Y4": 0.26934, "page": 0, "Index": 17}, {"Word": "laureate", "Confidence": 0.964, "X1": 0.366, "Y1": 0.25222, "X2": 0.415, "Y2": 0.25202, "X3": 0.415, "Y3": 0.26934, "X4": 0.366, "Y4": 0.26934, "page": 0, "Index": 18}, {"Word": "on", "Confidence": 0.998, "X1": 0.419, "Y1": 0.25222, "X2": 0.432, "Y2": 0.25202, "X3": 0.433, "Y3": 0.26934, "X4": 0.42, "Y4": 0.26934, "page": 0, "Index": 19}, {"Word": "1.", "Confidence": 0.998, "X1": 0.483, "Y1": 0.24953, "X2": 0.493, "Y2": 0.24933, "X3": 0.493, "Y3": 0.26934, "X4": 0.482, "Y4": 0.26934, "page": 0, "Index": 20}, {"Word": "AGS", "Confidence": 0.768, "X1": 0.496, "Y1": 0.24953, "X2": 0.519, "Y2": 0.24933, "X3": 0.518, "Y3": 0.26934, "X4": 0.495, "Y4": 0.26934, "page": 0, "Index": 21}, {"Word": "clinical", "Confidence": 0.326, "X1": 0.523, "Y1": 0.25087, "X2": 0.564, "Y2": 0.25067, "X3": 0.563, "Y3": 0.26934, "X4": 0.522, "Y4": 0.26934, "page": 0, "Index": 22}, {"Word": "fellowship", "Confidence": 0.648, "X1": 0.566, "Y1": 0.25087, "X2": 0.622, "Y2": 0.25067, "X3": 0.622, "Y3": 0.26934, "X4": 0.566, "Y4": 0.26934, "page": 0, "Index": 23}, {"Word": "training", "Confidence": 0.892, "X1": 0.483, "Y1": 0.27109, "X2": 0.527, "Y2": 0.27089, "X3": 0.525, "Y3": 0.28686, "X4": 0.482, "Y4": 0.28686, "page": 0, "Index": 24}, {"Word": "for", "Confidence": 0.608, "X1": 0.529, "Y1": 0.27109, "X2": 0.546, "Y2": 0.27089, "X3": 0.545, "Y3": 0.28686, "X4": 0.528, "Y4": 0.28686, "page": 0, "Index": 25}, {"Word": "158", "Confidence": 0.958, "X1": 0.548, "Y1": 0.27109, "X2": 0.567, "Y2": 0.27089, "X3": 0.566, "Y3": 0.28686, "X4": 0.547, "Y4": 0.28686, "page": 0, "Index": 26}, {"Word": "young", "Confidence": 0.941, "X1": 0.569, "Y1": 0.26974, "X2": 0.603, "Y2": 0.26954, "X3": 0.602, "Y3": 0.28686, "X4": 0.568, "Y4": 0.28686, "page": 0, "Index": 27}, {"Word": "doctors", "Confidence": 0.289, "X1": 0.605, "Y1": 0.26974, "X2": 0.644, "Y2": 0.26954, "X3": 0.643, "Y3": 0.28551, "X4": 0.604, "Y4": 0.28686, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.995, "X1": 0.646, "Y1": 0.26974, "X2": 0.666, "Y2": 0.26954, "X3": 0.665, "Y3": 0.28551, "X4": 0.645, "Y4": 0.28551, "page": 0, "Index": 29}, {"Word": "dentists", "Confidence": 0.656, "X1": 0.669, "Y1": 0.26974, "X2": 0.712, "Y2": 0.26954, "X3": 0.711, "Y3": 0.28551, "X4": 0.668, "Y4": 0.28551, "page": 0, "Index": 30}, {"Word": "at", "Confidence": 0.895, "X1": 0.714, "Y1": 0.26974, "X2": 0.726, "Y2": 0.26954, "X3": 0.726, "Y3": 0.28551, "X4": 0.714, "Y4": 0.28551, "page": 0, "Index": 31}, {"Word": "72", "Confidence": 0.941, "X1": 0.729, "Y1": 0.26974, "X2": 0.742, "Y2": 0.26954, "X3": 0.741, "Y3": 0.28551, "X4": 0.728, "Y4": 0.28551, "page": 0, "Index": 32}, {"Word": "approved", "Confidence": 0.791, "X1": 0.744, "Y1": 0.26974, "X2": 0.793, "Y2": 0.26954, "X3": 0.792, "Y3": 0.28551, "X4": 0.743, "Y4": 0.28551, "page": 0, "Index": 33}, {"Word": "teaching", "Confidence": 0.624, "X1": 0.795, "Y1": 0.26974, "X2": 0.841, "Y2": 0.26954, "X3": 0.841, "Y3": 0.28686, "X4": 0.795, "Y4": 0.28686, "page": 0, "Index": 34}, {"Word": "centers.", "Confidence": 0.667, "X1": 0.843, "Y1": 0.26974, "X2": 0.888, "Y2": 0.26954, "X3": 0.888, "Y3": 0.28686, "X4": 0.843, "Y4": 0.28686, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.069, "Y1": 0.27244, "X2": 0.086, "Y2": 0.27224, "X3": 0.086, "Y3": 0.29091, "X4": 0.069, "Y4": 0.29091, "page": 0, "Index": 36}, {"Word": "cellular", "Confidence": 0.957, "X1": 0.089, "Y1": 0.27109, "X2": 0.133, "Y2": 0.27089, "X3": 0.133, "Y3": 0.28956, "X4": 0.089, "Y4": 0.29091, "page": 0, "Index": 37}, {"Word": "transmission", "Confidence": 0.807, "X1": 0.135, "Y1": 0.27109, "X2": 0.211, "Y2": 0.27089, "X3": 0.211, "Y3": 0.28956, "X4": 0.135, "Y4": 0.28956, "page": 0, "Index": 38}, {"Word": "of", "Confidence": 0.998, "X1": 0.215, "Y1": 0.27109, "X2": 0.229, "Y2": 0.27089, "X3": 0.229, "Y3": 0.28821, "X4": 0.215, "Y4": 0.28956, "page": 0, "Index": 39}, {"Word": "electrical", "Confidence": 0.458, "X1": 0.232, "Y1": 0.27244, "X2": 0.286, "Y2": 0.27224, "X3": 0.286, "Y3": 0.28821, "X4": 0.231, "Y4": 0.28821, "page": 0, "Index": 40}, {"Word": "energy.", "Confidence": 0.962, "X1": 0.289, "Y1": 0.27378, "X2": 0.333, "Y2": 0.27358, "X3": 0.333, "Y3": 0.28821, "X4": 0.288, "Y4": 0.28821, "page": 0, "Index": 41}, {"Word": "2.", "Confidence": 0.989, "X1": 0.483, "Y1": 0.28996, "X2": 0.494, "Y2": 0.28976, "X3": 0.493, "Y3": 0.30708, "X4": 0.482, "Y4": 0.30708, "page": 0, "Index": 42}, {"Word": "Education", "Confidence": 0.784, "X1": 0.498, "Y1": 0.28996, "X2": 0.551, "Y2": 0.28976, "X3": 0.55, "Y3": 0.30573, "X4": 0.497, "Y4": 0.30708, "page": 0, "Index": 43}, {"Word": "programs", "Confidence": 0.985, "X1": 0.555, "Y1": 0.28996, "X2": 0.605, "Y2": 0.28976, "X3": 0.604, "Y3": 0.30573, "X4": 0.554, "Y4": 0.30573, "page": 0, "Index": 44}, {"Word": "through", "Confidence": 0.98, "X1": 0.608, "Y1": 0.28996, "X2": 0.651, "Y2": 0.28976, "X3": 0.65, "Y3": 0.30573, "X4": 0.607, "Y4": 0.30573, "page": 0, "Index": 45}, {"Word": "professional", "Confidence": 0.926, "X1": 0.656, "Y1": 0.28861, "X2": 0.723, "Y2": 0.28841, "X3": 0.723, "Y3": 0.30573, "X4": 0.655, "Y4": 0.30573, "page": 0, "Index": 46}, {"Word": "media", "Confidence": 0.904, "X1": 0.726, "Y1": 0.28861, "X2": 0.758, "Y2": 0.28841, "X3": 0.758, "Y3": 0.30573, "X4": 0.725, "Y4": 0.30573, "page": 0, "Index": 47}, {"Word": "reach", "Confidence": 0.98, "X1": 0.761, "Y1": 0.28861, "X2": 0.79, "Y2": 0.28841, "X3": 0.789, "Y3": 0.30573, "X4": 0.76, "Y4": 0.30573, "page": 0, "Index": 48}, {"Word": "doctors,", "Confidence": 0.902, "X1": 0.792, "Y1": 0.28861, "X2": 0.838, "Y2": 0.28841, "X3": 0.838, "Y3": 0.30573, "X4": 0.792, "Y4": 0.30573, "page": 0, "Index": 49}, {"Word": "dentists,", "Confidence": 0.695, "X1": 0.841, "Y1": 0.28726, "X2": 0.887, "Y2": 0.28706, "X3": 0.887, "Y3": 0.30573, "X4": 0.84, "Y4": 0.30573, "page": 0, "Index": 50}, {"Word": "In", "Confidence": 0.998, "X1": 0.08, "Y1": 0.29265, "X2": 0.093, "Y2": 0.29245, "X3": 0.094, "Y3": 0.31112, "X4": 0.08, "Y4": 0.31112, "page": 0, "Index": 51}, {"Word": "North", "Confidence": 0.996, "X1": 0.098, "Y1": 0.29265, "X2": 0.133, "Y2": 0.29245, "X3": 0.134, "Y3": 0.31112, "X4": 0.098, "Y4": 0.31112, "page": 0, "Index": 52}, {"Word": "Carolina", "Confidence": 0.955, "X1": 0.137, "Y1": 0.29265, "X2": 0.189, "Y2": 0.29245, "X3": 0.189, "Y3": 0.31112, "X4": 0.137, "Y4": 0.31112, "page": 0, "Index": 53}, {"Word": "recently", "Confidence": 0.624, "X1": 0.192, "Y1": 0.29265, "X2": 0.24, "Y2": 0.29245, "X3": 0.24, "Y3": 0.31112, "X4": 0.192, "Y4": 0.31112, "page": 0, "Index": 54}, {"Word": "an", "Confidence": 0.997, "X1": 0.243, "Y1": 0.29265, "X2": 0.259, "Y2": 0.29245, "X3": 0.259, "Y3": 0.31112, "X4": 0.243, "Y4": 0.31112, "page": 0, "Index": 55}, {"Word": "ACS", "Confidence": 0.994, "X1": 0.263, "Y1": 0.29265, "X2": 0.29, "Y2": 0.29245, "X3": 0.29, "Y3": 0.31247, "X4": 0.263, "Y4": 0.31112, "page": 0, "Index": 56}, {"Word": "volunteer", "Confidence": 0.955, "X1": 0.294, "Y1": 0.29131, "X2": 0.351, "Y2": 0.29111, "X3": 0.351, "Y3": 0.31247, "X4": 0.294, "Y4": 0.31247, "page": 0, "Index": 57}, {"Word": "persuaded", "Confidence": 0.992, "X1": 0.354, "Y1": 0.29131, "X2": 0.412, "Y2": 0.29111, "X3": 0.412, "Y3": 0.31247, "X4": 0.354, "Y4": 0.31247, "page": 0, "Index": 58}, {"Word": "'an", "Confidence": 0.37, "X1": 0.415, "Y1": 0.29131, "X2": 0.434, "Y2": 0.29111, "X3": 0.433, "Y3": 0.31247, "X4": 0.415, "Y4": 0.31247, "page": 0, "Index": 59}, {"Word": "nurses", "Confidence": 0.517, "X1": 0.482, "Y1": 0.31017, "X2": 0.518, "Y2": 0.30997, "X3": 0.517, "Y3": 0.32595, "X4": 0.481, "Y4": 0.32595, "page": 0, "Index": 60}, {"Word": "with", "Confidence": 1, "X1": 0.52, "Y1": 0.31017, "X2": 0.545, "Y2": 0.30997, "X3": 0.544, "Y3": 0.32595, "X4": 0.519, "Y4": 0.32595, "page": 0, "Index": 61}, {"Word": "latest", "Confidence": 1, "X1": 0.549, "Y1": 0.31017, "X2": 0.58, "Y2": 0.30997, "X3": 0.58, "Y3": 0.3246, "X4": 0.548, "Y4": 0.32595, "page": 0, "Index": 62}, {"Word": "information", "Confidence": 1, "X1": 0.583, "Y1": 0.30883, "X2": 0.647, "Y2": 0.30863, "X3": 0.646, "Y3": 0.3246, "X4": 0.582, "Y4": 0.3246, "page": 0, "Index": 63}, {"Word": "on", "Confidence": 1, "X1": 0.65, "Y1": 0.30883, "X2": 0.664, "Y2": 0.30863, "X3": 0.663, "Y3": 0.3246, "X4": 0.65, "Y4": 0.3246, "page": 0, "Index": 64}, {"Word": "diagnosis", "Confidence": 1, "X1": 0.667, "Y1": 0.30883, "X2": 0.719, "Y2": 0.30863, "X3": 0.719, "Y3": 0.3246, "X4": 0.667, "Y4": 0.3246, "page": 0, "Index": 65}, {"Word": "and", "Confidence": 1, "X1": 0.722, "Y1": 0.30883, "X2": 0.742, "Y2": 0.30863, "X3": 0.741, "Y3": 0.32325, "X4": 0.721, "Y4": 0.3246, "page": 0, "Index": 66}, {"Word": "treatment.", "Confidence": 0.98, "X1": 0.746, "Y1": 0.31017, "X2": 0.804, "Y2": 0.30997, "X3": 0.804, "Y3": 0.32325, "X4": 0.745, "Y4": 0.32325, "page": 0, "Index": 67}, {"Word": "entire", "Confidence": 0.994, "X1": 0.068, "Y1": 0.31422, "X2": 0.103, "Y2": 0.31402, "X3": 0.102, "Y3": 0.32999, "X4": 0.068, "Y4": 0.32999, "page": 0, "Index": 68}, {"Word": "village", "Confidence": 0.955, "X1": 0.105, "Y1": 0.31422, "X2": 0.145, "Y2": 0.31402, "X3": 0.145, "Y3": 0.32999, "X4": 0.105, "Y4": 0.32999, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.148, "Y1": 0.31287, "X2": 0.162, "Y2": 0.31267, "X3": 0.161, "Y3": 0.32999, "X4": 0.148, "Y4": 0.32999, "page": 0, "Index": 70}, {"Word": "Indians", "Confidence": 0.671, "X1": 0.164, "Y1": 0.31287, "X2": 0.209, "Y2": 0.31267, "X3": 0.209, "Y3": 0.32999, "X4": 0.164, "Y4": 0.32999, "page": 0, "Index": 71}, {"Word": "and", "Confidence": 0.998, "X1": 0.212, "Y1": 0.31287, "X2": 0.234, "Y2": 0.31267, "X3": 0.234, "Y3": 0.32999, "X4": 0.212, "Y4": 0.32999, "page": 0, "Index": 72}, {"Word": "Negroes", "Confidence": 0.635, "X1": 0.238, "Y1": 0.31287, "X2": 0.287, "Y2": 0.31267, "X3": 0.287, "Y3": 0.32999, "X4": 0.238, "Y4": 0.32999, "page": 0, "Index": 73}, {"Word": "to", "Confidence": 0.998, "X1": 0.289, "Y1": 0.31287, "X2": 0.302, "Y2": 0.31267, "X3": 0.302, "Y3": 0.32999, "X4": 0.289, "Y4": 0.32999, "page": 0, "Index": 74}, {"Word": "answer", "Confidence": 0.955, "X1": 0.305, "Y1": 0.31287, "X2": 0.348, "Y2": 0.31267, "X3": 0.348, "Y3": 0.32999, "X4": 0.305, "Y4": 0.32999, "page": 0, "Index": 75}, {"Word": "some", "Confidence": 0.986, "X1": 0.351, "Y1": 0.31287, "X2": 0.381, "Y2": 0.31267, "X3": 0.381, "Y3": 0.32864, "X4": 0.351, "Y4": 0.32999, "page": 0, "Index": 76}, {"Word": "85", "Confidence": 0.955, "X1": 0.384, "Y1": 0.31287, "X2": 0.399, "Y2": 0.31267, "X3": 0.399, "Y3": 0.32864, "X4": 0.385, "Y4": 0.32864, "page": 0, "Index": 77}, {"Word": "ques-", "Confidence": 0.997, "X1": 0.402, "Y1": 0.31287, "X2": 0.435, "Y2": 0.31267, "X3": 0.435, "Y3": 0.32864, "X4": 0.402, "Y4": 0.32864, "page": 0, "Index": 78}, {"Word": "questionnaire", "Confidence": 0.991, "X1": 0.197, "Y1": 0.33174, "X2": 0.278, "Y2": 0.33154, "X3": 0.278, "Y3": 0.34751, "X4": 0.197, "Y4": 0.34886, "page": 0, "Index": 79}, {"Word": "for", "Confidence": 0.998, "X1": 0.283, "Y1": 0.33174, "X2": 0.303, "Y2": 0.33154, "X3": 0.303, "Y3": 0.34751, "X4": 0.283, "Y4": 0.34751, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.998, "X1": 0.308, "Y1": 0.33174, "X2": 0.328, "Y2": 0.33154, "X3": 0.328, "Y3": 0.34751, "X4": 0.308, "Y4": 0.34751, "page": 0, "Index": 81}, {"Word": "Society's", "Confidence": 0.991, "X1": 0.334, "Y1": 0.33039, "X2": 0.386, "Y2": 0.33019, "X3": 0.386, "Y3": 0.34751, "X4": 0.334, "Y4": 0.34751, "page": 0, "Index": 82}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.392, "Y1": 0.33039, "X2": 0.434, "Y2": 0.33019, "X3": 0.434, "Y3": 0.34751, "X4": 0.392, "Y4": 0.34751, "page": 0, "Index": 83}, {"Word": "tions", "Confidence": 0.995, "X1": 0.068, "Y1": 0.33308, "X2": 0.097, "Y2": 0.33288, "X3": 0.097, "Y3": 0.34886, "X4": 0.068, "Y4": 0.34886, "page": 0, "Index": 84}, {"Word": "in", "Confidence": 0.998, "X1": 0.102, "Y1": 0.33308, "X2": 0.114, "Y2": 0.33288, "X3": 0.114, "Y3": 0.34886, "X4": 0.102, "Y4": 0.34886, "page": 0, "Index": 85}, {"Word": "a", "Confidence": 0.908, "X1": 0.12, "Y1": 0.33308, "X2": 0.128, "Y2": 0.33288, "X3": 0.128, "Y3": 0.34886, "X4": 0.12, "Y4": 0.34886, "page": 0, "Index": 86}, {"Word": "four-page", "Confidence": 0.991, "X1": 0.134, "Y1": 0.33174, "X2": 0.192, "Y2": 0.33154, "X3": 0.192, "Y3": 0.34886, "X4": 0.134, "Y4": 0.34886, "page": 0, "Index": 87}, {"Word": "Study.", "Confidence": 0.869, "X1": 0.137, "Y1": 0.3506, "X2": 0.179, "Y2": 0.3504, "X3": 0.179, "Y3": 0.36772, "X4": 0.137, "Y4": 0.36907, "page": 0, "Index": 88}, {"Word": "This", "Confidence": 0.991, "X1": 0.182, "Y1": 0.3506, "X2": 0.21, "Y2": 0.3504, "X3": 0.21, "Y3": 0.36772, "X4": 0.181, "Y4": 0.36772, "page": 0, "Index": 89}, {"Word": "will", "Confidence": 0.989, "X1": 0.214, "Y1": 0.34926, "X2": 0.239, "Y2": 0.34906, "X3": 0.238, "Y3": 0.36772, "X4": 0.214, "Y4": 0.36772, "page": 0, "Index": 90}, {"Word": "document", "Confidence": 0.956, "X1": 0.242, "Y1": 0.34926, "X2": 0.301, "Y2": 0.34906, "X3": 0.3, "Y3": 0.36772, "X4": 0.241, "Y4": 0.36772, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.998, "X1": 0.304, "Y1": 0.34926, "X2": 0.325, "Y2": 0.34906, "X3": 0.324, "Y3": 0.36772, "X4": 0.303, "Y4": 0.36772, "page": 0, "Index": 92}, {"Word": "habits", "Confidence": 0.996, "X1": 0.329, "Y1": 0.34926, "X2": 0.367, "Y2": 0.34906, "X3": 0.366, "Y3": 0.36772, "X4": 0.328, "Y4": 0.36772, "page": 0, "Index": 93}, {"Word": "of", "Confidence": 0.998, "X1": 0.371, "Y1": 0.34926, "X2": 0.386, "Y2": 0.34906, "X3": 0.386, "Y3": 0.36772, "X4": 0.37, "Y4": 0.36772, "page": 0, "Index": 94}, {"Word": "Prevention", "Confidence": 0.994, "X1": 0.069, "Y1": 0.3506, "X2": 0.131, "Y2": 0.3504, "X3": 0.131, "Y3": 0.36907, "X4": 0.068, "Y4": 0.36907, "page": 0, "Index": 95}, {"Word": "500,000", "Confidence": 0.951, "X1": 0.39, "Y1": 0.34926, "X2": 0.435, "Y2": 0.34906, "X3": 0.434, "Y3": 0.36907, "X4": 0.39, "Y4": 0.36772, "page": 0, "Index": 96}, {"Word": "American", "Confidence": 0.885, "X1": 0.068, "Y1": 0.36947, "X2": 0.123, "Y2": 0.36927, "X3": 0.123, "Y3": 0.38794, "X4": 0.067, "Y4": 0.38794, "page": 0, "Index": 97}, {"Word": "families", "Confidence": 0.951, "X1": 0.126, "Y1": 0.36947, "X2": 0.174, "Y2": 0.36927, "X3": 0.173, "Y3": 0.38659, "X4": 0.125, "Y4": 0.38794, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.177, "Y1": 0.36947, "X2": 0.198, "Y2": 0.36927, "X3": 0.198, "Y3": 0.38659, "X4": 0.176, "Y4": 0.38659, "page": 0, "Index": 99}, {"Word": "follow", "Confidence": 0.996, "X1": 0.201, "Y1": 0.36947, "X2": 0.235, "Y2": 0.36927, "X3": 0.234, "Y3": 0.38659, "X4": 0.2, "Y4": 0.38659, "page": 0, "Index": 100}, {"Word": "them", "Confidence": 0.982, "X1": 0.24, "Y1": 0.36947, "X2": 0.266, "Y2": 0.36927, "X3": 0.265, "Y3": 0.38659, "X4": 0.239, "Y4": 0.38659, "page": 0, "Index": 101}, {"Word": "for", "Confidence": 0.998, "X1": 0.274, "Y1": 0.36947, "X2": 0.291, "Y2": 0.36927, "X3": 0.291, "Y3": 0.38659, "X4": 0.273, "Y4": 0.38659, "page": 0, "Index": 102}, {"Word": "xix", "Confidence": 0.887, "X1": 0.294, "Y1": 0.36947, "X2": 0.313, "Y2": 0.36927, "X3": 0.312, "Y3": 0.38659, "X4": 0.293, "Y4": 0.38659, "page": 0, "Index": 103}, {"Word": "years,", "Confidence": 0.93, "X1": 0.315, "Y1": 0.36947, "X2": 0.35, "Y2": 0.36927, "X3": 0.35, "Y3": 0.38659, "X4": 0.315, "Y4": 0.38659, "page": 0, "Index": 104}, {"Word": "checking", "Confidence": 0.991, "X1": 0.353, "Y1": 0.36947, "X2": 0.404, "Y2": 0.36927, "X3": 0.403, "Y3": 0.38794, "X4": 0.352, "Y4": 0.38659, "page": 0, "Index": 105}, {"Word": "back", "Confidence": 0.983, "X1": 0.407, "Y1": 0.36947, "X2": 0.435, "Y2": 0.36927, "X3": 0.434, "Y3": 0.38794, "X4": 0.406, "Y4": 0.38794, "page": 0, "Index": 106}, {"Word": "on", "Confidence": 0.995, "X1": 0.068, "Y1": 0.38969, "X2": 0.081, "Y2": 0.38949, "X3": 0.081, "Y3": 0.40546, "X4": 0.067, "Y4": 0.40546, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.998, "X1": 0.086, "Y1": 0.38969, "X2": 0.106, "Y2": 0.38949, "X3": 0.106, "Y3": 0.40546, "X4": 0.086, "Y4": 0.40546, "page": 0, "Index": 108}, {"Word": "records", "Confidence": 0.953, "X1": 0.111, "Y1": 0.38969, "X2": 0.155, "Y2": 0.38949, "X3": 0.154, "Y3": 0.40546, "X4": 0.11, "Y4": 0.40546, "page": 0, "Index": 109}, {"Word": "of", "Confidence": 0.991, "X1": 0.159, "Y1": 0.38969, "X2": 0.173, "Y2": 0.38949, "X3": 0.172, "Y3": 0.40546, "X4": 0.158, "Y4": 0.40546, "page": 0, "Index": 110}, {"Word": "those", "Confidence": 0.997, "X1": 0.176, "Y1": 0.38834, "X2": 0.209, "Y2": 0.38814, "X3": 0.209, "Y3": 0.40546, "X4": 0.176, "Y4": 0.40546, "page": 0, "Index": 111}, {"Word": "who", "Confidence": 0.958, "X1": 0.213, "Y1": 0.38834, "X2": 0.238, "Y2": 0.38814, "X3": 0.238, "Y3": 0.40546, "X4": 0.213, "Y4": 0.40546, "page": 0, "Index": 112}, {"Word": "die", "Confidence": 0.998, "X1": 0.241, "Y1": 0.38834, "X2": 0.261, "Y2": 0.38814, "X3": 0.261, "Y3": 0.40546, "X4": 0.241, "Y4": 0.40546, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.998, "X1": 0.264, "Y1": 0.38834, "X2": 0.28, "Y2": 0.38814, "X3": 0.28, "Y3": 0.40546, "X4": 0.264, "Y4": 0.40546, "page": 0, "Index": 114}, {"Word": "cancer.", "Confidence": 0.881, "X1": 0.283, "Y1": 0.38834, "X2": 0.327, "Y2": 0.38814, "X3": 0.327, "Y3": 0.40546, "X4": 0.282, "Y4": 0.40546, "page": 0, "Index": 115}, {"Word": "In", "Confidence": 0.998, "X1": 0.33, "Y1": 0.38834, "X2": 0.343, "Y2": 0.38814, "X3": 0.343, "Y3": 0.40546, "X4": 0.329, "Y4": 0.40546, "page": 0, "Index": 116}, {"Word": "turn,", "Confidence": 0.784, "X1": 0.349, "Y1": 0.38834, "X2": 0.381, "Y2": 0.38814, "X3": 0.381, "Y3": 0.40546, "X4": 0.349, "Y4": 0.40546, "page": 0, "Index": 117}, {"Word": "this", "Confidence": 0.983, "X1": 0.383, "Y1": 0.38834, "X2": 0.407, "Y2": 0.38814, "X3": 0.407, "Y3": 0.40546, "X4": 0.383, "Y4": 0.40546, "page": 0, "Index": 118}, {"Word": "will", "Confidence": 0.986, "X1": 0.411, "Y1": 0.38834, "X2": 0.435, "Y2": 0.38814, "X3": 0.436, "Y3": 0.40546, "X4": 0.411, "Y4": 0.40546, "page": 0, "Index": 119}, {"Word": "enable", "Confidence": 0.981, "X1": 0.07, "Y1": 0.4099, "X2": 0.105, "Y2": 0.4097, "X3": 0.104, "Y3": 0.42433, "X4": 0.069, "Y4": 0.42433, "page": 0, "Index": 120}, {"Word": "researchers", "Confidence": 0.991, "X1": 0.107, "Y1": 0.40721, "X2": 0.175, "Y2": 0.40701, "X3": 0.175, "Y3": 0.42433, "X4": 0.107, "Y4": 0.42433, "page": 0, "Index": 121}, {"Word": "to", "Confidence": 0.998, "X1": 0.178, "Y1": 0.40721, "X2": 0.19, "Y2": 0.40701, "X3": 0.19, "Y3": 0.42433, "X4": 0.177, "Y4": 0.42433, "page": 0, "Index": 122}, {"Word": "find", "Confidence": 0.993, "X1": 0.193, "Y1": 0.40721, "X2": 0.215, "Y2": 0.40701, "X3": 0.215, "Y3": 0.42433, "X4": 0.192, "Y4": 0.42433, "page": 0, "Index": 123}, {"Word": "out", "Confidence": 0.998, "X1": 0.218, "Y1": 0.40721, "X2": 0.238, "Y2": 0.40701, "X3": 0.238, "Y3": 0.42433, "X4": 0.218, "Y4": 0.42433, "page": 0, "Index": 124}, {"Word": "about", "Confidence": 0.996, "X1": 0.241, "Y1": 0.40721, "X2": 0.275, "Y2": 0.40701, "X3": 0.274, "Y3": 0.42433, "X4": 0.241, "Y4": 0.42433, "page": 0, "Index": 125}, {"Word": "similarities", "Confidence": 0.887, "X1": 0.277, "Y1": 0.40721, "X2": 0.344, "Y2": 0.40701, "X3": 0.344, "Y3": 0.42433, "X4": 0.277, "Y4": 0.42433, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.347, "Y1": 0.40721, "X2": 0.368, "Y2": 0.40701, "X3": 0.368, "Y3": 0.42433, "X4": 0.347, "Y4": 0.42433, "page": 0, "Index": 127}, {"Word": "differences", "Confidence": 0.992, "X1": 0.371, "Y1": 0.40721, "X2": 0.436, "Y2": 0.40701, "X3": 0.436, "Y3": 0.42433, "X4": 0.371, "Y4": 0.42433, "page": 0, "Index": 128}, {"Word": "in", "Confidence": 0.997, "X1": 0.07, "Y1": 0.42877, "X2": 0.08, "Y2": 0.42857, "X3": 0.08, "Y3": 0.4432, "X4": 0.069, "Y4": 0.4432, "page": 0, "Index": 129}, {"Word": "what", "Confidence": 0.989, "X1": 0.085, "Y1": 0.42742, "X2": 0.115, "Y2": 0.42722, "X3": 0.114, "Y3": 0.4432, "X4": 0.084, "Y4": 0.4432, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.117, "Y1": 0.42742, "X2": 0.137, "Y2": 0.42722, "X3": 0.137, "Y3": 0.4432, "X4": 0.117, "Y4": 0.4432, "page": 0, "Index": 131}, {"Word": "cancer", "Confidence": 0.972, "X1": 0.14, "Y1": 0.42742, "X2": 0.179, "Y2": 0.42722, "X3": 0.179, "Y3": 0.4432, "X4": 0.14, "Y4": 0.4432, "page": 0, "Index": 132}, {"Word": "victims", "Confidence": 0.88, "X1": 0.183, "Y1": 0.42742, "X2": 0.226, "Y2": 0.42722, "X3": 0.226, "Y3": 0.4432, "X4": 0.182, "Y4": 0.4432, "page": 0, "Index": 133}, {"Word": "ate", "Confidence": 0.811, "X1": 0.229, "Y1": 0.42742, "X2": 0.248, "Y2": 0.42722, "X3": 0.248, "Y3": 0.4432, "X4": 0.228, "Y4": 0.4432, "page": 0, "Index": 134}, {"Word": "and", "Confidence": 0.998, "X1": 0.251, "Y1": 0.42608, "X2": 0.273, "Y2": 0.42588, "X3": 0.273, "Y3": 0.4432, "X4": 0.251, "Y4": 0.4432, "page": 0, "Index": 135}, {"Word": "drank,", "Confidence": 0.941, "X1": 0.277, "Y1": 0.42608, "X2": 0.316, "Y2": 0.42588, "X3": 0.316, "Y3": 0.4432, "X4": 0.277, "Y4": 0.4432, "page": 0, "Index": 136}, {"Word": "what", "Confidence": 0.991, "X1": 0.319, "Y1": 0.42608, "X2": 0.35, "Y2": 0.42588, "X3": 0.349, "Y3": 0.4432, "X4": 0.318, "Y4": 0.4432, "page": 0, "Index": 137}, {"Word": "their", "Confidence": 0.957, "X1": 0.352, "Y1": 0.42608, "X2": 0.382, "Y2": 0.42588, "X3": 0.382, "Y3": 0.4432, "X4": 0.352, "Y4": 0.4432, "page": 0, "Index": 138}, {"Word": "working", "Confidence": 0.994, "X1": 0.386, "Y1": 0.42608, "X2": 0.433, "Y2": 0.42588, "X3": 0.433, "Y3": 0.4432, "X4": 0.385, "Y4": 0.4432, "page": 0, "Index": 139}, {"Word": "habits", "Confidence": 0.82, "X1": 0.07, "Y1": 0.44764, "X2": 0.106, "Y2": 0.44744, "X3": 0.105, "Y3": 0.46206, "X4": 0.07, "Y4": 0.46206, "page": 0, "Index": 140}, {"Word": "were,", "Confidence": 0.964, "X1": 0.109, "Y1": 0.44629, "X2": 0.142, "Y2": 0.44609, "X3": 0.142, "Y3": 0.46206, "X4": 0.109, "Y4": 0.46206, "page": 0, "Index": 141}, {"Word": "what", "Confidence": 0.994, "X1": 0.144, "Y1": 0.44629, "X2": 0.176, "Y2": 0.44609, "X3": 0.175, "Y3": 0.46206, "X4": 0.144, "Y4": 0.46206, "page": 0, "Index": 142}, {"Word": "kind", "Confidence": 0.987, "X1": 0.178, "Y1": 0.44629, "X2": 0.204, "Y2": 0.44609, "X3": 0.204, "Y3": 0.46206, "X4": 0.178, "Y4": 0.46206, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.998, "X1": 0.209, "Y1": 0.44629, "X2": 0.223, "Y2": 0.44609, "X3": 0.222, "Y3": 0.46206, "X4": 0.208, "Y4": 0.46206, "page": 0, "Index": 144}, {"Word": "home", "Confidence": 0.987, "X1": 0.225, "Y1": 0.44629, "X2": 0.257, "Y2": 0.44609, "X3": 0.257, "Y3": 0.46206, "X4": 0.225, "Y4": 0.46206, "page": 0, "Index": 145}, {"Word": "lives", "Confidence": 0.657, "X1": 0.261, "Y1": 0.44629, "X2": 0.289, "Y2": 0.44609, "X3": 0.289, "Y3": 0.46206, "X4": 0.26, "Y4": 0.46206, "page": 0, "Index": 146}, {"Word": "they", "Confidence": 0.991, "X1": 0.292, "Y1": 0.44629, "X2": 0.319, "Y2": 0.44609, "X3": 0.318, "Y3": 0.46206, "X4": 0.292, "Y4": 0.46206, "page": 0, "Index": 147}, {"Word": "led,", "Confidence": 0.9, "X1": 0.323, "Y1": 0.44629, "X2": 0.345, "Y2": 0.44609, "X3": 0.345, "Y3": 0.46206, "X4": 0.322, "Y4": 0.46206, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.348, "Y1": 0.44629, "X2": 0.37, "Y2": 0.44609, "X3": 0.369, "Y3": 0.46206, "X4": 0.348, "Y4": 0.46206, "page": 0, "Index": 149}, {"Word": "so", "Confidence": 0.252, "X1": 0.374, "Y1": 0.44629, "X2": 0.388, "Y2": 0.44609, "X3": 0.387, "Y3": 0.46206, "X4": 0.373, "Y4": 0.46206, "page": 0, "Index": 150}, {"Word": "on", "Confidence": 0.998, "X1": 0.391, "Y1": 0.44629, "X2": 0.405, "Y2": 0.44609, "X3": 0.405, "Y3": 0.46206, "X4": 0.391, "Y4": 0.46206, "page": 0, "Index": 151}, {"Word": "-", "Confidence": 0.994, "X1": 0.407, "Y1": 0.44629, "X2": 0.414, "Y2": 0.44609, "X3": 0.414, "Y3": 0.46206, "X4": 0.407, "Y4": 0.46206, "page": 0, "Index": 152}, {"Word": "all", "Confidence": 0.936, "X1": 0.42, "Y1": 0.44629, "X2": 0.437, "Y2": 0.44609, "X3": 0.437, "Y3": 0.46206, "X4": 0.42, "Y4": 0.46206, "page": 0, "Index": 153}, {"Word": "of", "Confidence": 0.998, "X1": 0.07, "Y1": 0.46381, "X2": 0.082, "Y2": 0.46361, "X3": 0.083, "Y3": 0.48228, "X4": 0.07, "Y4": 0.48228, "page": 0, "Index": 154}, {"Word": "which", "Confidence": 0.994, "X1": 0.085, "Y1": 0.46381, "X2": 0.12, "Y2": 0.46361, "X3": 0.12, "Y3": 0.48228, "X4": 0.085, "Y4": 0.48228, "page": 0, "Index": 155}, {"Word": "should", "Confidence": 0.997, "X1": 0.123, "Y1": 0.46516, "X2": 0.163, "Y2": 0.46496, "X3": 0.163, "Y3": 0.48228, "X4": 0.124, "Y4": 0.48228, "page": 0, "Index": 156}, {"Word": "be", "Confidence": 0.994, "X1": 0.166, "Y1": 0.46516, "X2": 0.181, "Y2": 0.46496, "X3": 0.181, "Y3": 0.48228, "X4": 0.167, "Y4": 0.48228, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.998, "X1": 0.184, "Y1": 0.46516, "X2": 0.199, "Y2": 0.46496, "X3": 0.199, "Y3": 0.48228, "X4": 0.184, "Y4": 0.48228, "page": 0, "Index": 158}, {"Word": "inestimable", "Confidence": 0.919, "X1": 0.201, "Y1": 0.46381, "X2": 0.271, "Y2": 0.46361, "X3": 0.271, "Y3": 0.48228, "X4": 0.202, "Y4": 0.48228, "page": 0, "Index": 159}, {"Word": "value", "Confidence": 0.992, "X1": 0.273, "Y1": 0.46381, "X2": 0.305, "Y2": 0.46361, "X3": 0.305, "Y3": 0.48228, "X4": 0.273, "Y4": 0.48228, "page": 0, "Index": 160}, {"Word": "to", "Confidence": 0.998, "X1": 0.308, "Y1": 0.46381, "X2": 0.322, "Y2": 0.46361, "X3": 0.322, "Y3": 0.48228, "X4": 0.308, "Y4": 0.48228, "page": 0, "Index": 161}, {"Word": "future", "Confidence": 0.989, "X1": 0.325, "Y1": 0.46381, "X2": 0.365, "Y2": 0.46361, "X3": 0.364, "Y3": 0.48228, "X4": 0.325, "Y4": 0.48228, "page": 0, "Index": 162}, {"Word": "science.", "Confidence": 0.914, "X1": 0.368, "Y1": 0.46381, "X2": 0.414, "Y2": 0.46361, "X3": 0.414, "Y3": 0.48228, "X4": 0.367, "Y4": 0.48228, "page": 0, "Index": 163}, {"Word": "An", "Confidence": 0.997, "X1": 0.417, "Y1": 0.46381, "X2": 0.435, "Y2": 0.46361, "X3": 0.434, "Y3": 0.48228, "X4": 0.416, "Y4": 0.48228, "page": 0, "Index": 164}, {"Word": "entire", "Confidence": 0.991, "X1": 0.067, "Y1": 0.48403, "X2": 0.103, "Y2": 0.48383, "X3": 0.103, "Y3": 0.50115, "X4": 0.067, "Y4": 0.50115, "page": 0, "Index": 165}, {"Word": "AFL-CIO", "Confidence": 0.963, "X1": 0.107, "Y1": 0.48403, "X2": 0.161, "Y2": 0.48383, "X3": 0.161, "Y3": 0.50115, "X4": 0.107, "Y4": 0.50115, "page": 0, "Index": 166}, {"Word": "union,", "Confidence": 0.994, "X1": 0.167, "Y1": 0.48403, "X2": 0.206, "Y2": 0.48383, "X3": 0.206, "Y3": 0.50115, "X4": 0.167, "Y4": 0.50115, "page": 0, "Index": 167}, {"Word": "the", "Confidence": 0.998, "X1": 0.209, "Y1": 0.48403, "X2": 0.229, "Y2": 0.48383, "X3": 0.229, "Y3": 0.50115, "X4": 0.209, "Y4": 0.50115, "page": 0, "Index": 168}, {"Word": "Glass", "Confidence": 0.991, "X1": 0.232, "Y1": 0.48403, "X2": 0.265, "Y2": 0.48383, "X3": 0.265, "Y3": 0.50115, "X4": 0.232, "Y4": 0.50115, "page": 0, "Index": 169}, {"Word": "Bottle", "Confidence": 0.881, "X1": 0.268, "Y1": 0.48403, "X2": 0.306, "Y2": 0.48383, "X3": 0.306, "Y3": 0.50115, "X4": 0.268, "Y4": 0.50115, "page": 0, "Index": 170}, {"Word": "Blowers'", "Confidence": 0.888, "X1": 0.309, "Y1": 0.48268, "X2": 0.362, "Y2": 0.48248, "X3": 0.362, "Y3": 0.50115, "X4": 0.309, "Y4": 0.50115, "page": 0, "Index": 171}, {"Word": "Association,", "Confidence": 0.871, "X1": 0.365, "Y1": 0.48268, "X2": 0.435, "Y2": 0.48248, "X3": 0.434, "Y3": 0.50115, "X4": 0.364, "Y4": 0.50115, "page": 0, "Index": 172}, {"Word": "has", "Confidence": 0.967, "X1": 0.068, "Y1": 0.5029, "X2": 0.088, "Y2": 0.5027, "X3": 0.088, "Y3": 0.52136, "X4": 0.068, "Y4": 0.52136, "page": 0, "Index": 173}, {"Word": "also", "Confidence": 0.986, "X1": 0.09, "Y1": 0.5029, "X2": 0.114, "Y2": 0.5027, "X3": 0.114, "Y3": 0.52136, "X4": 0.091, "Y4": 0.52136, "page": 0, "Index": 174}, {"Word": "been", "Confidence": 0.987, "X1": 0.116, "Y1": 0.5029, "X2": 0.144, "Y2": 0.5027, "X3": 0.144, "Y3": 0.52136, "X4": 0.117, "Y4": 0.52136, "page": 0, "Index": 175}, {"Word": "enlisted", "Confidence": 0.966, "X1": 0.147, "Y1": 0.5029, "X2": 0.193, "Y2": 0.5027, "X3": 0.194, "Y3": 0.52136, "X4": 0.147, "Y4": 0.52136, "page": 0, "Index": 176}, {"Word": "for", "Confidence": 0.998, "X1": 0.196, "Y1": 0.5029, "X2": 0.216, "Y2": 0.5027, "X3": 0.216, "Y3": 0.52136, "X4": 0.197, "Y4": 0.52136, "page": 0, "Index": 177}, {"Word": "volunteer", "Confidence": 0.816, "X1": 0.219, "Y1": 0.5029, "X2": 0.275, "Y2": 0.5027, "X3": 0.275, "Y3": 0.52136, "X4": 0.219, "Y4": 0.52136, "page": 0, "Index": 178}, {"Word": "work", "Confidence": 0.989, "X1": 0.277, "Y1": 0.5029, "X2": 0.307, "Y2": 0.5027, "X3": 0.307, "Y3": 0.52136, "X4": 0.277, "Y4": 0.52136, "page": 0, "Index": 179}, {"Word": "for", "Confidence": 0.998, "X1": 0.31, "Y1": 0.5029, "X2": 0.329, "Y2": 0.5027, "X3": 0.329, "Y3": 0.52136, "X4": 0.31, "Y4": 0.52136, "page": 0, "Index": 180}, {"Word": "this", "Confidence": 0.986, "X1": 0.332, "Y1": 0.5029, "X2": 0.356, "Y2": 0.5027, "X3": 0.356, "Y3": 0.52002, "X4": 0.332, "Y4": 0.52136, "page": 0, "Index": 181}, {"Word": "study.", "Confidence": 0.949, "X1": 0.359, "Y1": 0.5029, "X2": 0.397, "Y2": 0.5027, "X3": 0.397, "Y3": 0.52002, "X4": 0.359, "Y4": 0.52002, "page": 0, "Index": 182}, {"Word": "At", "Confidence": 0.998, "X1": 0.082, "Y1": 0.52311, "X2": 0.096, "Y2": 0.52291, "X3": 0.096, "Y3": 0.54293, "X4": 0.082, "Y4": 0.54293, "page": 0, "Index": 183}, {"Word": "the", "Confidence": 0.998, "X1": 0.099, "Y1": 0.52311, "X2": 0.118, "Y2": 0.52291, "X3": 0.118, "Y3": 0.54293, "X4": 0.099, "Y4": 0.54293, "page": 0, "Index": 184}, {"Word": "National", "Confidence": 0.995, "X1": 0.121, "Y1": 0.52311, "X2": 0.171, "Y2": 0.52291, "X3": 0.171, "Y3": 0.54293, "X4": 0.12, "Y4": 0.54293, "page": 0, "Index": 185}, {"Word": "Cancer", "Confidence": 0.991, "X1": 0.174, "Y1": 0.52446, "X2": 0.216, "Y2": 0.52426, "X3": 0.215, "Y3": 0.54293, "X4": 0.174, "Y4": 0.54293, "page": 0, "Index": 186}, {"Word": "Institute,", "Confidence": 0.66, "X1": 0.218, "Y1": 0.52311, "X2": 0.274, "Y2": 0.52291, "X3": 0.274, "Y3": 0.54293, "X4": 0.218, "Y4": 0.54293, "page": 0, "Index": 187}, {"Word": "with", "Confidence": 0.99, "X1": 0.277, "Y1": 0.52311, "X2": 0.303, "Y2": 0.52291, "X3": 0.303, "Y3": 0.54293, "X4": 0.277, "Y4": 0.54293, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.998, "X1": 0.306, "Y1": 0.52311, "X2": 0.325, "Y2": 0.52291, "X3": 0.324, "Y3": 0.54293, "X4": 0.305, "Y4": 0.54293, "page": 0, "Index": 189}, {"Word": "help", "Confidence": 0.985, "X1": 0.327, "Y1": 0.52311, "X2": 0.352, "Y2": 0.52291, "X3": 0.352, "Y3": 0.54293, "X4": 0.327, "Y4": 0.54293, "page": 0, "Index": 190}, {"Word": "of", "Confidence": 0.998, "X1": 0.355, "Y1": 0.52311, "X2": 0.368, "Y2": 0.52291, "X3": 0.368, "Y3": 0.54158, "X4": 0.355, "Y4": 0.54293, "page": 0, "Index": 191}, {"Word": "the", "Confidence": 0.998, "X1": 0.371, "Y1": 0.52311, "X2": 0.39, "Y2": 0.52291, "X3": 0.39, "Y3": 0.54158, "X4": 0.371, "Y4": 0.54158, "page": 0, "Index": 192}, {"Word": "Ameri-", "Confidence": 0.995, "X1": 0.393, "Y1": 0.52311, "X2": 0.435, "Y2": 0.52291, "X3": 0.435, "Y3": 0.54158, "X4": 0.393, "Y4": 0.54158, "page": 0, "Index": 193}, {"Word": "can", "Confidence": 0.62, "X1": 0.069, "Y1": 0.54333, "X2": 0.088, "Y2": 0.54313, "X3": 0.088, "Y3": 0.56179, "X4": 0.068, "Y4": 0.56179, "page": 0, "Index": 194}, {"Word": "Cancer", "Confidence": 0.885, "X1": 0.091, "Y1": 0.54333, "X2": 0.134, "Y2": 0.54313, "X3": 0.133, "Y3": 0.56179, "X4": 0.09, "Y4": 0.56179, "page": 0, "Index": 195}, {"Word": "Society,", "Confidence": 0.955, "X1": 0.137, "Y1": 0.54333, "X2": 0.184, "Y2": 0.54313, "X3": 0.184, "Y3": 0.56314, "X4": 0.136, "Y4": 0.56179, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.187, "Y1": 0.54333, "X2": 0.207, "Y2": 0.54313, "X3": 0.206, "Y3": 0.56314, "X4": 0.187, "Y4": 0.56314, "page": 0, "Index": 197}, {"Word": "drug", "Confidence": 0.941, "X1": 0.21, "Y1": 0.54333, "X2": 0.238, "Y2": 0.54313, "X3": 0.238, "Y3": 0.56314, "X4": 0.209, "Y4": 0.56314, "page": 0, "Index": 198}, {"Word": "industry,", "Confidence": 0.993, "X1": 0.241, "Y1": 0.54333, "X2": 0.297, "Y2": 0.54313, "X3": 0.297, "Y3": 0.56179, "X4": 0.241, "Y4": 0.56314, "page": 0, "Index": 199}, {"Word": "universities", "Confidence": 0.976, "X1": 0.3, "Y1": 0.54333, "X2": 0.37, "Y2": 0.54313, "X3": 0.37, "Y3": 0.56179, "X4": 0.3, "Y4": 0.56179, "page": 0, "Index": 200}, {"Word": "and", "Confidence": 0.998, "X1": 0.373, "Y1": 0.54333, "X2": 0.395, "Y2": 0.54313, "X3": 0.394, "Y3": 0.56179, "X4": 0.373, "Y4": 0.56179, "page": 0, "Index": 201}, {"Word": "hospi-", "Confidence": 0.995, "X1": 0.398, "Y1": 0.54198, "X2": 0.435, "Y2": 0.54178, "X3": 0.435, "Y3": 0.56045, "X4": 0.397, "Y4": 0.56179, "page": 0, "Index": 202}, {"Word": "tais,", "Confidence": 0.656, "X1": 0.068, "Y1": 0.56354, "X2": 0.097, "Y2": 0.56334, "X3": 0.096, "Y3": 0.58201, "X4": 0.068, "Y4": 0.58201, "page": 0, "Index": 203}, {"Word": "an", "Confidence": 0.998, "X1": 0.099, "Y1": 0.56354, "X2": 0.114, "Y2": 0.56334, "X3": 0.113, "Y3": 0.58201, "X4": 0.099, "Y4": 0.58201, "page": 0, "Index": 204}, {"Word": "immense", "Confidence": 0.781, "X1": 0.12, "Y1": 0.56354, "X2": 0.173, "Y2": 0.56334, "X3": 0.172, "Y3": 0.58066, "X4": 0.119, "Y4": 0.58201, "page": 0, "Index": 205}, {"Word": "nation-wide", "Confidence": 0.99, "X1": 0.176, "Y1": 0.56219, "X2": 0.247, "Y2": 0.56199, "X3": 0.247, "Y3": 0.58066, "X4": 0.176, "Y4": 0.58066, "page": 0, "Index": 206}, {"Word": "chemical", "Confidence": 0.803, "X1": 0.251, "Y1": 0.56219, "X2": 0.305, "Y2": 0.56199, "X3": 0.305, "Y3": 0.58066, "X4": 0.25, "Y4": 0.58066, "page": 0, "Index": 207}, {"Word": "hunt", "Confidence": 0.932, "X1": 0.308, "Y1": 0.56219, "X2": 0.338, "Y2": 0.56199, "X3": 0.338, "Y3": 0.58066, "X4": 0.308, "Y4": 0.58066, "page": 0, "Index": 208}, {"Word": "is", "Confidence": 0.993, "X1": 0.342, "Y1": 0.56219, "X2": 0.355, "Y2": 0.56199, "X3": 0.355, "Y3": 0.58066, "X4": 0.342, "Y4": 0.58066, "page": 0, "Index": 209}, {"Word": "going", "Confidence": 0.995, "X1": 0.358, "Y1": 0.56219, "X2": 0.393, "Y2": 0.56199, "X3": 0.393, "Y3": 0.58066, "X4": 0.358, "Y4": 0.58066, "page": 0, "Index": 210}, {"Word": "on", "Confidence": 0.997, "X1": 0.397, "Y1": 0.56219, "X2": 0.412, "Y2": 0.56199, "X3": 0.412, "Y3": 0.58066, "X4": 0.397, "Y4": 0.58066, "page": 0, "Index": 211}, {"Word": "-", "Confidence": 0.993, "X1": 0.415, "Y1": 0.56219, "X2": 0.423, "Y2": 0.56199, "X3": 0.423, "Y3": 0.58066, "X4": 0.415, "Y4": 0.58066, "page": 0, "Index": 212}, {"Word": "a", "Confidence": 0.994, "X1": 0.427, "Y1": 0.56219, "X2": 0.435, "Y2": 0.56199, "X3": 0.435, "Y3": 0.58066, "X4": 0.427, "Y4": 0.58066, "page": 0, "Index": 213}, {"Word": "systematic", "Confidence": 0.738, "X1": 0.07, "Y1": 0.58376, "X2": 0.132, "Y2": 0.58356, "X3": 0.131, "Y3": 0.59953, "X4": 0.069, "Y4": 0.59953, "page": 0, "Index": 214}, {"Word": "screening", "Confidence": 0.787, "X1": 0.135, "Y1": 0.58241, "X2": 0.19, "Y2": 0.58221, "X3": 0.19, "Y3": 0.59953, "X4": 0.134, "Y4": 0.59953, "page": 0, "Index": 215}, {"Word": "of", "Confidence": 0.998, "X1": 0.195, "Y1": 0.58241, "X2": 0.21, "Y2": 0.58221, "X3": 0.209, "Y3": 0.59953, "X4": 0.194, "Y4": 0.59953, "page": 0, "Index": 216}, {"Word": "drugs", "Confidence": 0.991, "X1": 0.212, "Y1": 0.58241, "X2": 0.248, "Y2": 0.58221, "X3": 0.248, "Y3": 0.59953, "X4": 0.212, "Y4": 0.59953, "page": 0, "Index": 217}, {"Word": "that", "Confidence": 0.985, "X1": 0.251, "Y1": 0.58241, "X2": 0.278, "Y2": 0.58221, "X3": 0.278, "Y3": 0.59953, "X4": 0.25, "Y4": 0.59953, "page": 0, "Index": 218}, {"Word": "may", "Confidence": 0.998, "X1": 0.281, "Y1": 0.58241, "X2": 0.306, "Y2": 0.58221, "X3": 0.306, "Y3": 0.59953, "X4": 0.281, "Y4": 0.59953, "page": 0, "Index": 219}, {"Word": "possibly", "Confidence": 0.943, "X1": 0.311, "Y1": 0.58241, "X2": 0.359, "Y2": 0.58221, "X3": 0.359, "Y3": 0.59953, "X4": 0.311, "Y4": 0.59953, "page": 0, "Index": 220}, {"Word": "cure", "Confidence": 0.958, "X1": 0.362, "Y1": 0.58241, "X2": 0.39, "Y2": 0.58221, "X3": 0.39, "Y3": 0.59953, "X4": 0.362, "Y4": 0.59953, "page": 0, "Index": 221}, {"Word": "cancer.", "Confidence": 0.855, "X1": 0.393, "Y1": 0.58241, "X2": 0.435, "Y2": 0.58221, "X3": 0.435, "Y3": 0.59818, "X4": 0.393, "Y4": 0.59953, "page": 0, "Index": 222}, {"Word": "Some", "Confidence": 0.981, "X1": 0.069, "Y1": 0.59858, "X2": 0.102, "Y2": 0.59838, "X3": 0.102, "Y3": 0.6184, "X4": 0.069, "Y4": 0.6184, "page": 0, "Index": 223}, {"Word": "70,000", "Confidence": 0.955, "X1": 0.105, "Y1": 0.59993, "X2": 0.142, "Y2": 0.59973, "X3": 0.141, "Y3": 0.6184, "X4": 0.104, "Y4": 0.6184, "page": 0, "Index": 224}, {"Word": "compounds", "Confidence": 0.323, "X1": 0.144, "Y1": 0.60128, "X2": 0.209, "Y2": 0.60108, "X3": 0.209, "Y3": 0.6184, "X4": 0.144, "Y4": 0.6184, "page": 0, "Index": 225}, {"Word": "have", "Confidence": 0.994, "X1": 0.212, "Y1": 0.60128, "X2": 0.241, "Y2": 0.60108, "X3": 0.24, "Y3": 0.6184, "X4": 0.211, "Y4": 0.6184, "page": 0, "Index": 226}, {"Word": "been", "Confidence": 0.902, "X1": 0.243, "Y1": 0.60128, "X2": 0.271, "Y2": 0.60108, "X3": 0.27, "Y3": 0.6184, "X4": 0.243, "Y4": 0.6184, "page": 0, "Index": 227}, {"Word": "tested", "Confidence": 0.5, "X1": 0.275, "Y1": 0.60128, "X2": 0.31, "Y2": 0.60108, "X3": 0.309, "Y3": 0.6184, "X4": 0.274, "Y4": 0.6184, "page": 0, "Index": 228}, {"Word": "on", "Confidence": 0.997, "X1": 0.313, "Y1": 0.60128, "X2": 0.328, "Y2": 0.60108, "X3": 0.327, "Y3": 0.6184, "X4": 0.312, "Y4": 0.6184, "page": 0, "Index": 229}, {"Word": "animal", "Confidence": 0.993, "X1": 0.332, "Y1": 0.60128, "X2": 0.373, "Y2": 0.60108, "X3": 0.372, "Y3": 0.6184, "X4": 0.331, "Y4": 0.6184, "page": 0, "Index": 230}, {"Word": "cancers", "Confidence": 0.665, "X1": 0.375, "Y1": 0.60128, "X2": 0.42, "Y2": 0.60108, "X3": 0.419, "Y3": 0.6184, "X4": 0.374, "Y4": 0.6184, "page": 0, "Index": 231}, {"Word": "so", "Confidence": 0.664, "X1": 0.423, "Y1": 0.60128, "X2": 0.438, "Y2": 0.60108, "X3": 0.437, "Y3": 0.6184, "X4": 0.422, "Y4": 0.6184, "page": 0, "Index": 232}, {"Word": "far.", "Confidence": 0.981, "X1": 0.071, "Y1": 0.62015, "X2": 0.094, "Y2": 0.61995, "X3": 0.093, "Y3": 0.63592, "X4": 0.07, "Y4": 0.63727, "page": 0, "Index": 233}, {"Word": "The", "Confidence": 0.998, "X1": 0.096, "Y1": 0.6188, "X2": 0.119, "Y2": 0.6186, "X3": 0.119, "Y3": 0.63592, "X4": 0.095, "Y4": 0.63592, "page": 0, "Index": 234}, {"Word": "results", "Confidence": 0.992, "X1": 0.122, "Y1": 0.6188, "X2": 0.162, "Y2": 0.6186, "X3": 0.161, "Y3": 0.63592, "X4": 0.121, "Y4": 0.63592, "page": 0, "Index": 235}, {"Word": "in", "Confidence": 0.998, "X1": 0.164, "Y1": 0.6188, "X2": 0.177, "Y2": 0.6186, "X3": 0.176, "Y3": 0.63592, "X4": 0.164, "Y4": 0.63592, "page": 0, "Index": 236}, {"Word": "about", "Confidence": 0.997, "X1": 0.182, "Y1": 0.6188, "X2": 0.216, "Y2": 0.6186, "X3": 0.215, "Y3": 0.63592, "X4": 0.181, "Y4": 0.63592, "page": 0, "Index": 237}, {"Word": "70", "Confidence": 0.998, "X1": 0.219, "Y1": 0.6188, "X2": 0.233, "Y2": 0.6186, "X3": 0.232, "Y3": 0.63592, "X4": 0.218, "Y4": 0.63592, "page": 0, "Index": 238}, {"Word": "have", "Confidence": 0.99, "X1": 0.236, "Y1": 0.6188, "X2": 0.265, "Y2": 0.6186, "X3": 0.264, "Y3": 0.63592, "X4": 0.235, "Y4": 0.63592, "page": 0, "Index": 239}, {"Word": "seemed", "Confidence": 0.517, "X1": 0.268, "Y1": 0.6188, "X2": 0.31, "Y2": 0.6186, "X3": 0.309, "Y3": 0.63592, "X4": 0.267, "Y4": 0.63592, "page": 0, "Index": 240}, {"Word": "promising", "Confidence": 0.994, "X1": 0.313, "Y1": 0.6188, "X2": 0.373, "Y2": 0.6186, "X3": 0.372, "Y3": 0.63727, "X4": 0.312, "Y4": 0.63592, "page": 0, "Index": 241}, {"Word": "enough", "Confidence": 0.995, "X1": 0.377, "Y1": 0.62015, "X2": 0.419, "Y2": 0.61995, "X3": 0.418, "Y3": 0.63727, "X4": 0.376, "Y4": 0.63727, "page": 0, "Index": 242}, {"Word": "to:", "Confidence": 0.619, "X1": 0.422, "Y1": 0.62015, "X2": 0.441, "Y2": 0.61995, "X3": 0.44, "Y3": 0.63727, "X4": 0.422, "Y4": 0.63727, "page": 0, "Index": 243}, {"Word": "try.", "Confidence": 0.689, "X1": 0.071, "Y1": 0.63901, "X2": 0.089, "Y2": 0.63881, "X3": 0.088, "Y3": 0.65613, "X4": 0.07, "Y4": 0.65613, "page": 0, "Index": 244}, {"Word": "in", "Confidence": 0.998, "X1": 0.092, "Y1": 0.63901, "X2": 0.104, "Y2": 0.63881, "X3": 0.103, "Y3": 0.65613, "X4": 0.091, "Y4": 0.65613, "page": 0, "Index": 245}, {"Word": "the", "Confidence": 0.995, "X1": 0.108, "Y1": 0.63901, "X2": 0.129, "Y2": 0.63881, "X3": 0.128, "Y3": 0.65479, "X4": 0.107, "Y4": 0.65479, "page": 0, "Index": 246}, {"Word": "treatment", "Confidence": 0.993, "X1": 0.132, "Y1": 0.63901, "X2": 0.191, "Y2": 0.63881, "X3": 0.191, "Y3": 0.65479, "X4": 0.131, "Y4": 0.65479, "page": 0, "Index": 247}, {"Word": "of", "Confidence": 0.998, "X1": 0.194, "Y1": 0.63901, "X2": 0.208, "Y2": 0.63881, "X3": 0.208, "Y3": 0.65479, "X4": 0.193, "Y4": 0.65479, "page": 0, "Index": 248}, {"Word": "human", "Confidence": 0.997, "X1": 0.211, "Y1": 0.63901, "X2": 0.25, "Y2": 0.63881, "X3": 0.25, "Y3": 0.65479, "X4": 0.211, "Y4": 0.65479, "page": 0, "Index": 249}, {"Word": "cancer.", "Confidence": 0.955, "X1": 0.256, "Y1": 0.63901, "X2": 0.299, "Y2": 0.63881, "X3": 0.299, "Y3": 0.65479, "X4": 0.255, "Y4": 0.65479, "page": 0, "Index": 250}, {"Word": "In", "Confidence": 0.998, "X1": 0.302, "Y1": 0.63901, "X2": 0.315, "Y2": 0.63881, "X3": 0.315, "Y3": 0.65479, "X4": 0.301, "Y4": 0.65479, "page": 0, "Index": 251}, {"Word": "one", "Confidence": 0.998, "X1": 0.32, "Y1": 0.63901, "X2": 0.342, "Y2": 0.63881, "X3": 0.342, "Y3": 0.65479, "X4": 0.32, "Y4": 0.65479, "page": 0, "Index": 252}, {"Word": "rare", "Confidence": 0.678, "X1": 0.344, "Y1": 0.63901, "X2": 0.371, "Y2": 0.63881, "X3": 0.371, "Y3": 0.65613, "X4": 0.344, "Y4": 0.65479, "page": 0, "Index": 253}, {"Word": "and", "Confidence": 0.998, "X1": 0.375, "Y1": 0.63901, "X2": 0.396, "Y2": 0.63881, "X3": 0.396, "Y3": 0.65613, "X4": 0.375, "Y4": 0.65613, "page": 0, "Index": 254}, {"Word": "previ-", "Confidence": 0.995, "X1": 0.4, "Y1": 0.63901, "X2": 0.437, "Y2": 0.63881, "X3": 0.437, "Y3": 0.65613, "X4": 0.4, "Y4": 0.65613, "page": 0, "Index": 255}, {"Word": ".", "Confidence": 0.509, "X1": 0.439, "Y1": 0.63901, "X2": 0.443, "Y2": 0.63881, "X3": 0.444, "Y3": 0.65613, "X4": 0.439, "Y4": 0.65613, "page": 0, "Index": 256}, {"Word": "ously", "Confidence": 0.273, "X1": 0.071, "Y1": 0.65788, "X2": 0.1, "Y2": 0.65768, "X3": 0.1, "Y3": 0.675, "X4": 0.07, "Y4": 0.67635, "page": 0, "Index": 257}, {"Word": "hopeleas", "Confidence": 0.627, "X1": 0.103, "Y1": 0.65788, "X2": 0.151, "Y2": 0.65768, "X3": 0.15, "Y3": 0.675, "X4": 0.102, "Y4": 0.675, "page": 0, "Index": 258}, {"Word": "form", "Confidence": 0.987, "X1": 0.154, "Y1": 0.65788, "X2": 0.18, "Y2": 0.65768, "X3": 0.179, "Y3": 0.675, "X4": 0.153, "Y4": 0.675, "page": 0, "Index": 259}, {"Word": "of", "Confidence": 0.998, "X1": 0.187, "Y1": 0.65788, "X2": 0.2, "Y2": 0.65768, "X3": 0.2, "Y3": 0.675, "X4": 0.186, "Y4": 0.675, "page": 0, "Index": 260}, {"Word": "cancer,", "Confidence": 0.715, "X1": 0.203, "Y1": 0.65788, "X2": 0.245, "Y2": 0.65768, "X3": 0.244, "Y3": 0.67365, "X4": 0.202, "Y4": 0.675, "page": 0, "Index": 261}, {"Word": "choriocarcinoma,", "Confidence": 0.338, "X1": 0.248, "Y1": 0.65788, "X2": 0.348, "Y2": 0.65768, "X3": 0.347, "Y3": 0.67365, "X4": 0.247, "Y4": 0.67365, "page": 0, "Index": 262}, {"Word": "long-term", "Confidence": 0.994, "X1": 0.35, "Y1": 0.65788, "X2": 0.404, "Y2": 0.65768, "X3": 0.403, "Y3": 0.67365, "X4": 0.349, "Y4": 0.67365, "page": 0, "Index": 263}, {"Word": "con-\"", "Confidence": 0.558, "X1": 0.411, "Y1": 0.65923, "X2": 0.444, "Y2": 0.65903, "X3": 0.443, "Y3": 0.67365, "X4": 0.41, "Y4": 0.67365, "page": 0, "Index": 264}, {"Word": "trol", "Confidence": 0.956, "X1": 0.071, "Y1": 0.67675, "X2": 0.091, "Y2": 0.67655, "X3": 0.091, "Y3": 0.69522, "X4": 0.071, "Y4": 0.69522, "page": 0, "Index": 265}, {"Word": "and", "Confidence": 0.998, "X1": 0.094, "Y1": 0.67675, "X2": 0.116, "Y2": 0.67655, "X3": 0.116, "Y3": 0.69387, "X4": 0.094, "Y4": 0.69522, "page": 0, "Index": 266}, {"Word": "perhaps", "Confidence": 0.673, "X1": 0.12, "Y1": 0.67675, "X2": 0.167, "Y2": 0.67655, "X3": 0.167, "Y3": 0.69387, "X4": 0.119, "Y4": 0.69387, "page": 0, "Index": 267}, {"Word": "cure", "Confidence": 0.991, "X1": 0.169, "Y1": 0.67675, "X2": 0.197, "Y2": 0.67655, "X3": 0.196, "Y3": 0.69387, "X4": 0.169, "Y4": 0.69387, "page": 0, "Index": 268}, {"Word": "has", "Confidence": 0.958, "X1": 0.199, "Y1": 0.67675, "X2": 0.222, "Y2": 0.67655, "X3": 0.221, "Y3": 0.69387, "X4": 0.199, "Y4": 0.69387, "page": 0, "Index": 269}, {"Word": "been", "Confidence": 0.846, "X1": 0.224, "Y1": 0.67675, "X2": 0.252, "Y2": 0.67655, "X3": 0.251, "Y3": 0.69387, "X4": 0.224, "Y4": 0.69387, "page": 0, "Index": 270}, {"Word": "secured", "Confidence": 0.656, "X1": 0.254, "Y1": 0.67675, "X2": 0.3, "Y2": 0.67655, "X3": 0.3, "Y3": 0.69387, "X4": 0.254, "Y4": 0.69387, "page": 0, "Index": 271}, {"Word": "in", "Confidence": 0.998, "X1": 0.303, "Y1": 0.67675, "X2": 0.316, "Y2": 0.67655, "X3": 0.316, "Y3": 0.69252, "X4": 0.303, "Y4": 0.69252, "page": 0, "Index": 272}, {"Word": "some", "Confidence": 0.955, "X1": 0.32, "Y1": 0.67675, "X2": 0.35, "Y2": 0.67655, "X3": 0.35, "Y3": 0.69252, "X4": 0.32, "Y4": 0.69252, "page": 0, "Index": 273}, {"Word": "cases", "Confidence": 0.991, "X1": 0.353, "Y1": 0.67675, "X2": 0.386, "Y2": 0.67655, "X3": 0.386, "Y3": 0.69252, "X4": 0.353, "Y4": 0.69252, "page": 0, "Index": 274}, {"Word": "through", "Confidence": 0.991, "X1": 0.388, "Y1": 0.67675, "X2": 0.435, "Y2": 0.67655, "X3": 0.435, "Y3": 0.69387, "X4": 0.388, "Y4": 0.69252, "page": 0, "Index": 275}, {"Word": "massive", "Confidence": 0.994, "X1": 0.07, "Y1": 0.69562, "X2": 0.116, "Y2": 0.69542, "X3": 0.116, "Y3": 0.71274, "X4": 0.07, "Y4": 0.71274, "page": 0, "Index": 276}, {"Word": "doses", "Confidence": 0.997, "X1": 0.119, "Y1": 0.69562, "X2": 0.15, "Y2": 0.69542, "X3": 0.149, "Y3": 0.71274, "X4": 0.118, "Y4": 0.71274, "page": 0, "Index": 277}, {"Word": "of", "Confidence": 0.998, "X1": 0.152, "Y1": 0.69562, "X2": 0.166, "Y2": 0.69542, "X3": 0.165, "Y3": 0.71274, "X4": 0.152, "Y4": 0.71274, "page": 0, "Index": 278}, {"Word": "a", "Confidence": 0.995, "X1": 0.168, "Y1": 0.69562, "X2": 0.175, "Y2": 0.69542, "X3": 0.175, "Y3": 0.71274, "X4": 0.168, "Y4": 0.71274, "page": 0, "Index": 279}, {"Word": "drug", "Confidence": 0.988, "X1": 0.178, "Y1": 0.69562, "X2": 0.206, "Y2": 0.69542, "X3": 0.205, "Y3": 0.71274, "X4": 0.178, "Y4": 0.71274, "page": 0, "Index": 280}, {"Word": "known", "Confidence": 0.991, "X1": 0.21, "Y1": 0.69562, "X2": 0.247, "Y2": 0.69542, "X3": 0.247, "Y3": 0.71139, "X4": 0.21, "Y4": 0.71139, "page": 0, "Index": 281}, {"Word": "as", "Confidence": 0.998, "X1": 0.251, "Y1": 0.69562, "X2": 0.265, "Y2": 0.69542, "X3": 0.265, "Y3": 0.71139, "X4": 0.251, "Y4": 0.71139, "page": 0, "Index": 282}, {"Word": "methotrexate,", "Confidence": 0.774, "X1": 0.268, "Y1": 0.69697, "X2": 0.348, "Y2": 0.69677, "X3": 0.348, "Y3": 0.71004, "X4": 0.268, "Y4": 0.71139, "page": 0, "Index": 283}, {"Word": "Techniques", "Confidence": 0.93, "X1": 0.084, "Y1": 0.71718, "X2": 0.147, "Y2": 0.71698, "X3": 0.147, "Y3": 0.7343, "X4": 0.084, "Y4": 0.7343, "page": 0, "Index": 284}, {"Word": "of", "Confidence": 0.998, "X1": 0.149, "Y1": 0.71718, "X2": 0.164, "Y2": 0.71698, "X3": 0.164, "Y3": 0.7343, "X4": 0.149, "Y4": 0.7343, "page": 0, "Index": 285}, {"Word": "diagnosis", "Confidence": 0.779, "X1": 0.166, "Y1": 0.71718, "X2": 0.223, "Y2": 0.71698, "X3": 0.223, "Y3": 0.7343, "X4": 0.166, "Y4": 0.7343, "page": 0, "Index": 286}, {"Word": "and", "Confidence": 0.998, "X1": 0.226, "Y1": 0.71718, "X2": 0.248, "Y2": 0.71698, "X3": 0.248, "Y3": 0.7343, "X4": 0.225, "Y4": 0.7343, "page": 0, "Index": 287}, {"Word": "treatment", "Confidence": 0.952, "X1": 0.251, "Y1": 0.71718, "X2": 0.311, "Y2": 0.71698, "X3": 0.31, "Y3": 0.7343, "X4": 0.251, "Y4": 0.7343, "page": 0, "Index": 288}, {"Word": "have", "Confidence": 0.983, "X1": 0.313, "Y1": 0.71718, "X2": 0.343, "Y2": 0.71698, "X3": 0.342, "Y3": 0.7343, "X4": 0.313, "Y4": 0.7343, "page": 0, "Index": 289}, {"Word": "been", "Confidence": 0.905, "X1": 0.345, "Y1": 0.71583, "X2": 0.372, "Y2": 0.71563, "X3": 0.372, "Y3": 0.7343, "X4": 0.345, "Y4": 0.7343, "page": 0, "Index": 290}, {"Word": "vastly", "Confidence": 0.997, "X1": 0.377, "Y1": 0.71583, "X2": 0.412, "Y2": 0.71563, "X3": 0.412, "Y3": 0.7343, "X4": 0.377, "Y4": 0.7343, "page": 0, "Index": 291}, {"Word": "im-", "Confidence": 0.997, "X1": 0.416, "Y1": 0.71583, "X2": 0.439, "Y2": 0.71563, "X3": 0.439, "Y3": 0.7343, "X4": 0.415, "Y4": 0.7343, "page": 0, "Index": 292}, {"Word": "proved.", "Confidence": 0.992, "X1": 0.07, "Y1": 0.73605, "X2": 0.114, "Y2": 0.73585, "X3": 0.114, "Y3": 0.75452, "X4": 0.07, "Y4": 0.75452, "page": 0, "Index": 293}, {"Word": "New", "Confidence": 0.998, "X1": 0.117, "Y1": 0.73605, "X2": 0.142, "Y2": 0.73585, "X3": 0.142, "Y3": 0.75452, "X4": 0.117, "Y4": 0.75452, "page": 0, "Index": 294}, {"Word": "high-voltage", "Confidence": 0.69, "X1": 0.149, "Y1": 0.73605, "X2": 0.224, "Y2": 0.73585, "X3": 0.224, "Y3": 0.75452, "X4": 0.149, "Y4": 0.75452, "page": 0, "Index": 295}, {"Word": "radiation", "Confidence": 0.955, "X1": 0.228, "Y1": 0.73605, "X2": 0.284, "Y2": 0.73585, "X3": 0.283, "Y3": 0.75452, "X4": 0.228, "Y4": 0.75452, "page": 0, "Index": 296}, {"Word": "equipment", "Confidence": 0.976, "X1": 0.288, "Y1": 0.73605, "X2": 0.352, "Y2": 0.73585, "X3": 0.351, "Y3": 0.75452, "X4": 0.288, "Y4": 0.75452, "page": 0, "Index": 297}, {"Word": "permits", "Confidence": 0.737, "X1": 0.356, "Y1": 0.73605, "X2": 0.403, "Y2": 0.73585, "X3": 0.402, "Y3": 0.75452, "X4": 0.355, "Y4": 0.75452, "page": 0, "Index": 298}, {"Word": "more", "Confidence": 0.988, "X1": 0.406, "Y1": 0.73605, "X2": 0.438, "Y2": 0.73585, "X3": 0.437, "Y3": 0.75452, "X4": 0.405, "Y4": 0.75452, "page": 0, "Index": 299}, {"Word": "effective", "Confidence": 0.956, "X1": 0.071, "Y1": 0.75626, "X2": 0.12, "Y2": 0.75606, "X3": 0.12, "Y3": 0.77338, "X4": 0.072, "Y4": 0.77338, "page": 0, "Index": 300}, {"Word": "treatment", "Confidence": 0.993, "X1": 0.123, "Y1": 0.75626, "X2": 0.183, "Y2": 0.75606, "X3": 0.184, "Y3": 0.77473, "X4": 0.124, "Y4": 0.77338, "page": 0, "Index": 301}, {"Word": "of", "Confidence": 0.998, "X1": 0.186, "Y1": 0.75626, "X2": 0.201, "Y2": 0.75606, "X3": 0.201, "Y3": 0.77473, "X4": 0.186, "Y4": 0.77473, "page": 0, "Index": 302}, {"Word": "certain", "Confidence": 0.812, "X1": 0.204, "Y1": 0.75626, "X2": 0.247, "Y2": 0.75606, "X3": 0.247, "Y3": 0.77473, "X4": 0.204, "Y4": 0.77473, "page": 0, "Index": 303}, {"Word": "cancers.", "Confidence": 0.853, "X1": 0.251, "Y1": 0.75492, "X2": 0.302, "Y2": 0.75472, "X3": 0.302, "Y3": 0.77473, "X4": 0.251, "Y4": 0.77473, "page": 0, "Index": 304}, {"Word": "X-ray", "Confidence": 0.991, "X1": 0.305, "Y1": 0.75492, "X2": 0.34, "Y2": 0.75472, "X3": 0.34, "Y3": 0.77473, "X4": 0.305, "Y4": 0.77473, "page": 0, "Index": 305}, {"Word": "dosages", "Confidence": 0.996, "X1": 0.344, "Y1": 0.75492, "X2": 0.392, "Y2": 0.75472, "X3": 0.392, "Y3": 0.77338, "X4": 0.344, "Y4": 0.77473, "page": 0, "Index": 306}, {"Word": "can", "Confidence": 0.963, "X1": 0.395, "Y1": 0.75492, "X2": 0.416, "Y2": 0.75472, "X3": 0.415, "Y3": 0.77338, "X4": 0.395, "Y4": 0.77338, "page": 0, "Index": 307}, {"Word": "be", "Confidence": 0.992, "X1": 0.421, "Y1": 0.75492, "X2": 0.437, "Y2": 0.75472, "X3": 0.437, "Y3": 0.77338, "X4": 0.421, "Y4": 0.77338, "page": 0, "Index": 308}, {"Word": "-more", "Confidence": 0.799, "X1": 0.068, "Y1": 0.77513, "X2": 0.1, "Y2": 0.77493, "X3": 0.1, "Y3": 0.7936, "X4": 0.067, "Y4": 0.7936, "page": 0, "Index": 309}, {"Word": "skillfully", "Confidence": 0.955, "X1": 0.103, "Y1": 0.77513, "X2": 0.156, "Y2": 0.77493, "X3": 0.156, "Y3": 0.7936, "X4": 0.102, "Y4": 0.7936, "page": 0, "Index": 310}, {"Word": "calculated", "Confidence": 0.942, "X1": 0.159, "Y1": 0.77513, "X2": 0.218, "Y2": 0.77493, "X3": 0.217, "Y3": 0.7936, "X4": 0.158, "Y4": 0.7936, "page": 0, "Index": 311}, {"Word": "and", "Confidence": 0.998, "X1": 0.222, "Y1": 0.77513, "X2": 0.244, "Y2": 0.77493, "X3": 0.243, "Y3": 0.79225, "X4": 0.221, "Y4": 0.79225, "page": 0, "Index": 312}, {"Word": "aimed,", "Confidence": 0.944, "X1": 0.247, "Y1": 0.77513, "X2": 0.288, "Y2": 0.77493, "X3": 0.288, "Y3": 0.79225, "X4": 0.246, "Y4": 0.79225, "page": 0, "Index": 313}, {"Word": "to", "Confidence": 0.998, "X1": 0.291, "Y1": 0.77513, "X2": 0.305, "Y2": 0.77493, "X3": 0.304, "Y3": 0.79225, "X4": 0.29, "Y4": 0.79225, "page": 0, "Index": 314}, {"Word": "provide", "Confidence": 0.996, "X1": 0.308, "Y1": 0.77513, "X2": 0.353, "Y2": 0.77493, "X3": 0.352, "Y3": 0.79225, "X4": 0.307, "Y4": 0.79225, "page": 0, "Index": 315}, {"Word": "maximum", "Confidence": 0.996, "X1": 0.356, "Y1": 0.77513, "X2": 0.41, "Y2": 0.77493, "X3": 0.409, "Y3": 0.79225, "X4": 0.355, "Y4": 0.79225, "page": 0, "Index": 316}, {"Word": "de-", "Confidence": 0.971, "X1": 0.419, "Y1": 0.77513, "X2": 0.438, "Y2": 0.77493, "X3": 0.437, "Y3": 0.79091, "X4": 0.418, "Y4": 0.79225, "page": 0, "Index": 317}, {"Word": "struction", "Confidence": 0.884, "X1": 0.072, "Y1": 0.79535, "X2": 0.123, "Y2": 0.79515, "X3": 0.123, "Y3": 0.81247, "X4": 0.072, "Y4": 0.81247, "page": 0, "Index": 318}, {"Word": "of", "Confidence": 0.997, "X1": 0.126, "Y1": 0.79535, "X2": 0.14, "Y2": 0.79515, "X3": 0.141, "Y3": 0.81247, "X4": 0.127, "Y4": 0.81247, "page": 0, "Index": 319}, {"Word": "cancer", "Confidence": 0.892, "X1": 0.143, "Y1": 0.794, "X2": 0.182, "Y2": 0.7938, "X3": 0.182, "Y3": 0.81247, "X4": 0.143, "Y4": 0.81247, "page": 0, "Index": 320}, {"Word": "tissue", "Confidence": 0.944, "X1": 0.185, "Y1": 0.794, "X2": 0.22, "Y2": 0.7938, "X3": 0.22, "Y3": 0.81247, "X4": 0.185, "Y4": 0.81247, "page": 0, "Index": 321}, {"Word": "and", "Confidence": 0.998, "X1": 0.223, "Y1": 0.794, "X2": 0.246, "Y2": 0.7938, "X3": 0.246, "Y3": 0.81247, "X4": 0.223, "Y4": 0.81247, "page": 0, "Index": 322}, {"Word": "minimum", "Confidence": 0.995, "X1": 0.248, "Y1": 0.794, "X2": 0.302, "Y2": 0.7938, "X3": 0.302, "Y3": 0.81112, "X4": 0.248, "Y4": 0.81247, "page": 0, "Index": 323}, {"Word": "harm", "Confidence": 0.984, "X1": 0.31, "Y1": 0.794, "X2": 0.338, "Y2": 0.7938, "X3": 0.338, "Y3": 0.81112, "X4": 0.31, "Y4": 0.81112, "page": 0, "Index": 324}, {"Word": "to", "Confidence": 0.998, "X1": 0.345, "Y1": 0.794, "X2": 0.358, "Y2": 0.7938, "X3": 0.358, "Y3": 0.81112, "X4": 0.345, "Y4": 0.81112, "page": 0, "Index": 325}, {"Word": "healthy", "Confidence": 0.995, "X1": 0.361, "Y1": 0.794, "X2": 0.404, "Y2": 0.7938, "X3": 0.404, "Y3": 0.81112, "X4": 0.361, "Y4": 0.81112, "page": 0, "Index": 326}, {"Word": "cells.", "Confidence": 0.968, "X1": 0.406, "Y1": 0.794, "X2": 0.438, "Y2": 0.7938, "X3": 0.438, "Y3": 0.81112, "X4": 0.406, "Y4": 0.81112, "page": 0, "Index": 327}, {"Word": "3.", "Confidence": 0.434, "X1": 0.486, "Y1": 0.79804, "X2": 0.495, "Y2": 0.79784, "X3": 0.495, "Y3": 0.81516, "X4": 0.486, "Y4": 0.81516, "page": 0, "Index": 328}, {"Word": "Bilingual", "Confidence": 0.849, "X1": 0.498, "Y1": 0.7967, "X2": 0.55, "Y2": 0.7965, "X3": 0.55, "Y3": 0.81516, "X4": 0.497, "Y4": 0.81516, "page": 0, "Index": 329}, {"Word": "education", "Confidence": 0.673, "X1": 0.553, "Y1": 0.7967, "X2": 0.605, "Y2": 0.7965, "X3": 0.605, "Y3": 0.81382, "X4": 0.553, "Y4": 0.81516, "page": 0, "Index": 330}, {"Word": "programs", "Confidence": 0.525, "X1": 0.608, "Y1": 0.79535, "X2": 0.66, "Y2": 0.79515, "X3": 0.66, "Y3": 0.81382, "X4": 0.608, "Y4": 0.81382, "page": 0, "Index": 331}, {"Word": "sponsored", "Confidence": 0.498, "X1": 0.663, "Y1": 0.79535, "X2": 0.717, "Y2": 0.79515, "X3": 0.717, "Y3": 0.81382, "X4": 0.662, "Y4": 0.81382, "page": 0, "Index": 332}, {"Word": "by", "Confidence": 0.997, "X1": 0.72, "Y1": 0.79535, "X2": 0.733, "Y2": 0.79515, "X3": 0.733, "Y3": 0.81247, "X4": 0.719, "Y4": 0.81382, "page": 0, "Index": 333}, {"Word": "New", "Confidence": 0.69, "X1": 0.736, "Y1": 0.79535, "X2": 0.761, "Y2": 0.79515, "X3": 0.761, "Y3": 0.81247, "X4": 0.736, "Y4": 0.81247, "page": 0, "Index": 334}, {"Word": "York", "Confidence": 0.983, "X1": 0.767, "Y1": 0.794, "X2": 0.791, "Y2": 0.7938, "X3": 0.791, "Y3": 0.81247, "X4": 0.766, "Y4": 0.81247, "page": 0, "Index": 335}, {"Word": "City", "Confidence": 0.649, "X1": 0.794, "Y1": 0.794, "X2": 0.819, "Y2": 0.7938, "X3": 0.818, "Y3": 0.81247, "X4": 0.794, "Y4": 0.81247, "page": 0, "Index": 336}, {"Word": "Cancer", "Confidence": 0.873, "X1": 0.821, "Y1": 0.794, "X2": 0.86, "Y2": 0.7938, "X3": 0.86, "Y3": 0.81382, "X4": 0.821, "Y4": 0.81247, "page": 0, "Index": 337}, {"Word": "Com-", "Confidence": 0.982, "X1": 0.863, "Y1": 0.794, "X2": 0.894, "Y2": 0.7938, "X3": 0.893, "Y3": 0.81382, "X4": 0.862, "Y4": 0.81382, "page": 0, "Index": 338}, {"Word": "Better", "Confidence": 0.994, "X1": 0.072, "Y1": 0.81287, "X2": 0.107, "Y2": 0.81267, "X3": 0.107, "Y3": 0.83134, "X4": 0.072, "Y4": 0.83134, "page": 0, "Index": 339}, {"Word": "understanding", "Confidence": 0.768, "X1": 0.11, "Y1": 0.81287, "X2": 0.194, "Y2": 0.81267, "X3": 0.194, "Y3": 0.83268, "X4": 0.11, "Y4": 0.83134, "page": 0, "Index": 340}, {"Word": "of", "Confidence": 0.998, "X1": 0.197, "Y1": 0.81287, "X2": 0.209, "Y2": 0.81267, "X3": 0.209, "Y3": 0.83268, "X4": 0.197, "Y4": 0.83268, "page": 0, "Index": 341}, {"Word": "the", "Confidence": 0.998, "X1": 0.212, "Y1": 0.81287, "X2": 0.23, "Y2": 0.81267, "X3": 0.23, "Y3": 0.83268, "X4": 0.212, "Y4": 0.83268, "page": 0, "Index": 342}, {"Word": "body's", "Confidence": 0.979, "X1": 0.233, "Y1": 0.81287, "X2": 0.27, "Y2": 0.81267, "X3": 0.27, "Y3": 0.83268, "X4": 0.233, "Y4": 0.83268, "page": 0, "Index": 343}, {"Word": "chemical", "Confidence": 0.971, "X1": 0.273, "Y1": 0.81287, "X2": 0.323, "Y2": 0.81267, "X3": 0.323, "Y3": 0.83268, "X4": 0.273, "Y4": 0.83268, "page": 0, "Index": 344}, {"Word": "balances", "Confidence": 0.956, "X1": 0.326, "Y1": 0.81287, "X2": 0.375, "Y2": 0.81267, "X3": 0.374, "Y3": 0.83134, "X4": 0.326, "Y4": 0.83268, "page": 0, "Index": 345}, {"Word": "and", "Confidence": 0.998, "X1": 0.378, "Y1": 0.81287, "X2": 0.398, "Y2": 0.81267, "X3": 0.398, "Y3": 0.83134, "X4": 0.377, "Y4": 0.83134, "page": 0, "Index": 346}, {"Word": "needs,", "Confidence": 0.628, "X1": 0.401, "Y1": 0.81287, "X2": 0.439, "Y2": 0.81267, "X3": 0.438, "Y3": 0.83134, "X4": 0.401, "Y4": 0.83134, "page": 0, "Index": 347}, {"Word": "mittee", "Confidence": 0.7, "X1": 0.487, "Y1": 0.81691, "X2": 0.522, "Y2": 0.81671, "X3": 0.522, "Y3": 0.83403, "X4": 0.488, "Y4": 0.83403, "page": 0, "Index": 348}, {"Word": "afford", "Confidence": 0.555, "X1": 0.526, "Y1": 0.81691, "X2": 0.559, "Y2": 0.81671, "X3": 0.559, "Y3": 0.83268, "X4": 0.526, "Y4": 0.83403, "page": 0, "Index": 349}, {"Word": "participants", "Confidence": 0.713, "X1": 0.564, "Y1": 0.81556, "X2": 0.63, "Y2": 0.81536, "X3": 0.63, "Y3": 0.83268, "X4": 0.564, "Y4": 0.83268, "page": 0, "Index": 350}, {"Word": "free", "Confidence": 0.834, "X1": 0.634, "Y1": 0.81556, "X2": 0.659, "Y2": 0.81536, "X3": 0.659, "Y3": 0.83268, "X4": 0.634, "Y4": 0.83268, "page": 0, "Index": 351}, {"Word": "checkup", "Confidence": 0.588, "X1": 0.662, "Y1": 0.81556, "X2": 0.707, "Y2": 0.81536, "X3": 0.707, "Y3": 0.83268, "X4": 0.662, "Y4": 0.83268, "page": 0, "Index": 352}, {"Word": "at", "Confidence": 0.962, "X1": 0.711, "Y1": 0.81556, "X2": 0.723, "Y2": 0.81536, "X3": 0.723, "Y3": 0.83268, "X4": 0.71, "Y4": 0.83268, "page": 0, "Index": 353}, {"Word": "neighborhood", "Confidence": 0.843, "X1": 0.726, "Y1": 0.81556, "X2": 0.801, "Y2": 0.81536, "X3": 0.8, "Y3": 0.83268, "X4": 0.725, "Y4": 0.83268, "page": 0, "Index": 354}, {"Word": "hospitals.", "Confidence": 0.79, "X1": 0.806, "Y1": 0.81556, "X2": 0.859, "Y2": 0.81536, "X3": 0.858, "Y3": 0.83268, "X4": 0.805, "Y4": 0.83268, "page": 0, "Index": 355}, {"Word": "techniques", "Confidence": 0.983, "X1": 0.072, "Y1": 0.83308, "X2": 0.132, "Y2": 0.83288, "X3": 0.132, "Y3": 0.8502, "X4": 0.072, "Y4": 0.8502, "page": 0, "Index": 356}, {"Word": "of", "Confidence": 0.998, "X1": 0.135, "Y1": 0.83308, "X2": 0.147, "Y2": 0.83288, "X3": 0.147, "Y3": 0.8502, "X4": 0.134, "Y4": 0.8502, "page": 0, "Index": 357}, {"Word": "rapid", "Confidence": 0.996, "X1": 0.15, "Y1": 0.83174, "X2": 0.183, "Y2": 0.83154, "X3": 0.182, "Y3": 0.8502, "X4": 0.15, "Y4": 0.8502, "page": 0, "Index": 358}, {"Word": "blood", "Confidence": 0.944, "X1": 0.185, "Y1": 0.83174, "X2": 0.216, "Y2": 0.83154, "X3": 0.215, "Y3": 0.8502, "X4": 0.185, "Y4": 0.8502, "page": 0, "Index": 359}, {"Word": "transfusion,", "Confidence": 0.801, "X1": 0.219, "Y1": 0.83174, "X2": 0.291, "Y2": 0.83154, "X3": 0.29, "Y3": 0.8502, "X4": 0.218, "Y4": 0.8502, "page": 0, "Index": 360}, {"Word": "and", "Confidence": 0.998, "X1": 0.293, "Y1": 0.83174, "X2": 0.315, "Y2": 0.83154, "X3": 0.314, "Y3": 0.8502, "X4": 0.293, "Y4": 0.8502, "page": 0, "Index": 361}, {"Word": "the", "Confidence": 0.994, "X1": 0.318, "Y1": 0.83308, "X2": 0.337, "Y2": 0.83288, "X3": 0.336, "Y3": 0.8502, "X4": 0.317, "Y4": 0.8502, "page": 0, "Index": 362}, {"Word": "use", "Confidence": 0.998, "X1": 0.339, "Y1": 0.83308, "X2": 0.359, "Y2": 0.83288, "X3": 0.358, "Y3": 0.8502, "X4": 0.338, "Y4": 0.8502, "page": 0, "Index": 363}, {"Word": "of", "Confidence": 0.998, "X1": 0.362, "Y1": 0.83308, "X2": 0.375, "Y2": 0.83288, "X3": 0.373, "Y3": 0.8502, "X4": 0.361, "Y4": 0.8502, "page": 0, "Index": 364}, {"Word": "new", "Confidence": 0.998, "X1": 0.377, "Y1": 0.83308, "X2": 0.4, "Y2": 0.83288, "X3": 0.398, "Y3": 0.8502, "X4": 0.376, "Y4": 0.8502, "page": 0, "Index": 365}, {"Word": "drugs", "Confidence": 0.995, "X1": 0.403, "Y1": 0.83308, "X2": 0.44, "Y2": 0.83288, "X3": 0.438, "Y3": 0.8502, "X4": 0.402, "Y4": 0.8502, "page": 0, "Index": 366}, {"Word": "4.", "Confidence": 0.955, "X1": 0.487, "Y1": 0.83443, "X2": 0.497, "Y2": 0.83423, "X3": 0.497, "Y3": 0.8529, "X4": 0.487, "Y4": 0.8529, "page": 0, "Index": 367}, {"Word": "ACS", "Confidence": 0.998, "X1": 0.5, "Y1": 0.83443, "X2": 0.525, "Y2": 0.83423, "X3": 0.525, "Y3": 0.8529, "X4": 0.5, "Y4": 0.8529, "page": 0, "Index": 368}, {"Word": "supports", "Confidence": 0.804, "X1": 0.529, "Y1": 0.83443, "X2": 0.577, "Y2": 0.83423, "X3": 0.577, "Y3": 0.8529, "X4": 0.529, "Y4": 0.8529, "page": 0, "Index": 369}, {"Word": "2,809", "Confidence": 0.899, "X1": 0.58, "Y1": 0.83443, "X2": 0.608, "Y2": 0.83423, "X3": 0.608, "Y3": 0.8529, "X4": 0.58, "Y4": 0.8529, "page": 0, "Index": 370}, {"Word": "cancer", "Confidence": 0.981, "X1": 0.61, "Y1": 0.83443, "X2": 0.647, "Y2": 0.83423, "X3": 0.647, "Y3": 0.8529, "X4": 0.61, "Y4": 0.8529, "page": 0, "Index": 371}, {"Word": "information", "Confidence": 0.933, "X1": 0.65, "Y1": 0.83443, "X2": 0.715, "Y2": 0.83423, "X3": 0.715, "Y3": 0.8529, "X4": 0.65, "Y4": 0.8529, "page": 0, "Index": 372}, {"Word": "centers,", "Confidence": 0.85, "X1": 0.718, "Y1": 0.83443, "X2": 0.762, "Y2": 0.83423, "X3": 0.762, "Y3": 0.85155, "X4": 0.718, "Y4": 0.8529, "page": 0, "Index": 373}, {"Word": "where", "Confidence": 0.955, "X1": 0.765, "Y1": 0.83443, "X2": 0.799, "Y2": 0.83423, "X3": 0.798, "Y3": 0.85155, "X4": 0.764, "Y4": 0.85155, "page": 0, "Index": 374}, {"Word": "the", "Confidence": 0.997, "X1": 0.801, "Y1": 0.83443, "X2": 0.82, "Y2": 0.83423, "X3": 0.82, "Y3": 0.85155, "X4": 0.801, "Y4": 0.85155, "page": 0, "Index": 375}, {"Word": "troubled", "Confidence": 0.614, "X1": 0.823, "Y1": 0.83308, "X2": 0.869, "Y2": 0.83288, "X3": 0.869, "Y3": 0.85155, "X4": 0.822, "Y4": 0.85155, "page": 0, "Index": 376}, {"Word": "And", "Confidence": 0.633, "X1": 0.872, "Y1": 0.83308, "X2": 0.894, "Y2": 0.83288, "X3": 0.893, "Y3": 0.85155, "X4": 0.872, "Y4": 0.85155, "page": 0, "Index": 377}, {"Word": "\"", "Confidence": 0.004, "X1": 0.066, "Y1": 0.85195, "X2": 0.069, "Y2": 0.85175, "X3": 0.069, "Y3": 0.86907, "X4": 0.066, "Y4": 0.86907, "page": 0, "Index": 378}, {"Word": "controlling", "Confidence": 0.92, "X1": 0.071, "Y1": 0.85195, "X2": 0.134, "Y2": 0.85175, "X3": 0.134, "Y3": 0.87042, "X4": 0.071, "Y4": 0.86907, "page": 0, "Index": 379}, {"Word": "infection", "Confidence": 0.994, "X1": 0.138, "Y1": 0.85195, "X2": 0.191, "Y2": 0.85175, "X3": 0.191, "Y3": 0.87042, "X4": 0.138, "Y4": 0.87042, "page": 0, "Index": 380}, {"Word": "have", "Confidence": 0.988, "X1": 0.195, "Y1": 0.85195, "X2": 0.224, "Y2": 0.85175, "X3": 0.224, "Y3": 0.87042, "X4": 0.195, "Y4": 0.87042, "page": 0, "Index": 381}, {"Word": "made", "Confidence": 0.988, "X1": 0.227, "Y1": 0.85195, "X2": 0.259, "Y2": 0.85175, "X3": 0.259, "Y3": 0.87042, "X4": 0.227, "Y4": 0.87042, "page": 0, "Index": 382}, {"Word": "remarkable", "Confidence": 0.991, "X1": 0.262, "Y1": 0.85195, "X2": 0.331, "Y2": 0.85175, "X3": 0.33, "Y3": 0.86907, "X4": 0.262, "Y4": 0.87042, "page": 0, "Index": 383}, {"Word": "new", "Confidence": 0.885, "X1": 0.334, "Y1": 0.85195, "X2": 0.355, "Y2": 0.85175, "X3": 0.355, "Y3": 0.86907, "X4": 0.333, "Y4": 0.86907, "page": 0, "Index": 384}, {"Word": "surgical'", "Confidence": 0.615, "X1": 0.361, "Y1": 0.8506, "X2": 0.41, "Y2": 0.8504, "X3": 0.41, "Y3": 0.86907, "X4": 0.361, "Y4": 0.86907, "page": 0, "Index": 385}, {"Word": "pro-", "Confidence": 0.981, "X1": 0.413, "Y1": 0.8506, "X2": 0.439, "Y2": 0.8504, "X3": 0.439, "Y3": 0.86907, "X4": 0.413, "Y4": 0.86907, "page": 0, "Index": 386}, {"Word": ".", "Confidence": 0.014, "X1": 0.442, "Y1": 0.8506, "X2": 0.45, "Y2": 0.8504, "X3": 0.449, "Y3": 0.86907, "X4": 0.441, "Y4": 0.86907, "page": 0, "Index": 387}, {"Word": "sympathetic", "Confidence": 0.631, "X1": 0.488, "Y1": 0.856, "X2": 0.551, "Y2": 0.8558, "X3": 0.551, "Y3": 0.87446, "X4": 0.488, "Y4": 0.87446, "page": 0, "Index": 388}, {"Word": "understanding", "Confidence": 0.369, "X1": 0.554, "Y1": 0.8533, "X2": 0.635, "Y2": 0.8531, "X3": 0.634, "Y3": 0.87446, "X4": 0.554, "Y4": 0.87446, "page": 0, "Index": 389}, {"Word": "and", "Confidence": 0.997, "X1": 0.638, "Y1": 0.8533, "X2": 0.659, "Y2": 0.8531, "X3": 0.658, "Y3": 0.87446, "X4": 0.637, "Y4": 0.87446, "page": 0, "Index": 390}, {"Word": "help", "Confidence": 0.965, "X1": 0.661, "Y1": 0.8533, "X2": 0.686, "Y2": 0.8531, "X3": 0.686, "Y3": 0.87446, "X4": 0.661, "Y4": 0.87446, "page": 0, "Index": 391}, {"Word": "in", "Confidence": 0.998, "X1": 0.689, "Y1": 0.8533, "X2": 0.702, "Y2": 0.8531, "X3": 0.701, "Y3": 0.87312, "X4": 0.689, "Y4": 0.87446, "page": 0, "Index": 392}, {"Word": "meeting", "Confidence": 0.643, "X1": 0.705, "Y1": 0.8533, "X2": 0.749, "Y2": 0.8531, "X3": 0.749, "Y3": 0.87312, "X4": 0.704, "Y4": 0.87312, "page": 0, "Index": 393}, {"Word": "their", "Confidence": 0.846, "X1": 0.752, "Y1": 0.8533, "X2": 0.78, "Y2": 0.8531, "X3": 0.78, "Y3": 0.87312, "X4": 0.752, "Y4": 0.87312, "page": 0, "Index": 394}, {"Word": "problems.", "Confidence": 0.942, "X1": 0.783, "Y1": 0.85465, "X2": 0.837, "Y2": 0.85445, "X3": 0.837, "Y3": 0.87312, "X4": 0.783, "Y4": 0.87312, "page": 0, "Index": 395}, {"Word": "cedures", "Confidence": 0.949, "X1": 0.071, "Y1": 0.87217, "X2": 0.117, "Y2": 0.87197, "X3": 0.117, "Y3": 0.88929, "X4": 0.071, "Y4": 0.89064, "page": 0, "Index": 396}, {"Word": "possible.", "Confidence": 0.991, "X1": 0.12, "Y1": 0.87082, "X2": 0.171, "Y2": 0.87062, "X3": 0.171, "Y3": 0.88929, "X4": 0.12, "Y4": 0.88929, "page": 0, "Index": 397}, {"Word": "A", "Confidence": 0.995, "X1": 0.174, "Y1": 0.87082, "X2": 0.181, "Y2": 0.87062, "X3": 0.181, "Y3": 0.88929, "X4": 0.174, "Y4": 0.88929, "page": 0, "Index": 398}, {"Word": "most", "Confidence": 0.972, "X1": 0.188, "Y1": 0.87082, "X2": 0.218, "Y2": 0.87062, "X3": 0.217, "Y3": 0.88929, "X4": 0.188, "Y4": 0.88929, "page": 0, "Index": 399}, {"Word": "significant", "Confidence": 0.991, "X1": 0.22, "Y1": 0.87082, "X2": 0.283, "Y2": 0.87062, "X3": 0.283, "Y3": 0.88929, "X4": 0.22, "Y4": 0.88929, "page": 0, "Index": 400}, {"Word": "development", "Confidence": 0.993, "X1": 0.286, "Y1": 0.87082, "X2": 0.36, "Y2": 0.87062, "X3": 0.36, "Y3": 0.88929, "X4": 0.285, "Y4": 0.88929, "page": 0, "Index": 401}, {"Word": "has", "Confidence": 0.998, "X1": 0.363, "Y1": 0.87082, "X2": 0.384, "Y2": 0.87062, "X3": 0.383, "Y3": 0.88929, "X4": 0.363, "Y4": 0.88929, "page": 0, "Index": 402}, {"Word": "been", "Confidence": 0.991, "X1": 0.386, "Y1": 0.87082, "X2": 0.415, "Y2": 0.87062, "X3": 0.414, "Y3": 0.88929, "X4": 0.386, "Y4": 0.88929, "page": 0, "Index": 403}, {"Word": "the", "Confidence": 0.998, "X1": 0.419, "Y1": 0.87082, "X2": 0.44, "Y2": 0.87062, "X3": 0.439, "Y3": 0.88929, "X4": 0.418, "Y4": 0.88929, "page": 0, "Index": 404}, {"Word": "increased.", "Confidence": 0.675, "X1": 0.071, "Y1": 0.89104, "X2": 0.129, "Y2": 0.89084, "X3": 0.129, "Y3": 0.90816, "X4": 0.072, "Y4": 0.9095, "page": 0, "Index": 405}, {"Word": "activity", "Confidence": 0.944, "X1": 0.132, "Y1": 0.89104, "X2": 0.177, "Y2": 0.89084, "X3": 0.177, "Y3": 0.90816, "X4": 0.132, "Y4": 0.90816, "page": 0, "Index": 406}, {"Word": "of", "Confidence": 0.996, "X1": 0.182, "Y1": 0.89104, "X2": 0.197, "Y2": 0.89084, "X3": 0.197, "Y3": 0.90816, "X4": 0.182, "Y4": 0.90816, "page": 0, "Index": 407}, {"Word": "medical", "Confidence": 0.958, "X1": 0.2, "Y1": 0.88969, "X2": 0.248, "Y2": 0.88949, "X3": 0.248, "Y3": 0.90816, "X4": 0.2, "Y4": 0.90816, "page": 0, "Index": 408}, {"Word": "schools", "Confidence": 0.798, "X1": 0.251, "Y1": 0.88969, "X2": 0.294, "Y2": 0.88949, "X3": 0.294, "Y3": 0.90816, "X4": 0.251, "Y4": 0.90816, "page": 0, "Index": 409}, {"Word": "in", "Confidence": 0.998, "X1": 0.298, "Y1": 0.88969, "X2": 0.311, "Y2": 0.88949, "X3": 0.311, "Y3": 0.90816, "X4": 0.298, "Y4": 0.90816, "page": 0, "Index": 410}, {"Word": "cancer", "Confidence": 0.924, "X1": 0.316, "Y1": 0.89104, "X2": 0.356, "Y2": 0.89084, "X3": 0.355, "Y3": 0.90816, "X4": 0.316, "Y4": 0.90816, "page": 0, "Index": 411}, {"Word": "teaching", "Confidence": 0.971, "X1": 0.36, "Y1": 0.89104, "X2": 0.41, "Y2": 0.89084, "X3": 0.409, "Y3": 0.9095, "X4": 0.359, "Y4": 0.90816, "page": 0, "Index": 412}, {"Word": "and", "Confidence": 0.998, "X1": 0.416, "Y1": 0.89104, "X2": 0.435, "Y2": 0.89084, "X3": 0.435, "Y3": 0.9095, "X4": 0.415, "Y4": 0.9095, "page": 0, "Index": 413}, {"Word": ".:", "Confidence": 0.109, "X1": 0.438, "Y1": 0.89104, "X2": 0.45, "Y2": 0.89084, "X3": 0.449, "Y3": 0.9095, "X4": 0.437, "Y4": 0.9095, "page": 0, "Index": 414}, {"Word": "research", "Confidence": 1, "X1": 0.072, "Y1": 0.9099, "X2": 0.121, "Y2": 0.9097, "X3": 0.12, "Y3": 0.92702, "X4": 0.072, "Y4": 0.92702, "page": 0, "Index": 415}, {"Word": "and", "Confidence": 1, "X1": 0.123, "Y1": 0.9099, "X2": 0.144, "Y2": 0.9097, "X3": 0.144, "Y3": 0.92702, "X4": 0.123, "Y4": 0.92702, "page": 0, "Index": 416}, {"Word": "in", "Confidence": 0.999, "X1": 0.147, "Y1": 0.9099, "X2": 0.159, "Y2": 0.9097, "X3": 0.158, "Y3": 0.92702, "X4": 0.146, "Y4": 0.92702, "page": 0, "Index": 417}, {"Word": "the", "Confidence": 1, "X1": 0.161, "Y1": 0.9099, "X2": 0.181, "Y2": 0.9097, "X3": 0.181, "Y3": 0.92702, "X4": 0.161, "Y4": 0.92702, "page": 0, "Index": 418}, {"Word": "training,", "Confidence": 1, "X1": 0.183, "Y1": 0.90856, "X2": 0.234, "Y2": 0.90836, "X3": 0.234, "Y3": 0.92702, "X4": 0.183, "Y4": 0.92702, "page": 0, "Index": 419}, {"Word": "through", "Confidence": 1, "X1": 0.237, "Y1": 0.90856, "X2": 0.284, "Y2": 0.90836, "X3": 0.284, "Y3": 0.92702, "X4": 0.237, "Y4": 0.92702, "page": 0, "Index": 420}, {"Word": "ACS", "Confidence": 0.823, "X1": 0.287, "Y1": 0.90856, "X2": 0.313, "Y2": 0.90836, "X3": 0.313, "Y3": 0.92702, "X4": 0.287, "Y4": 0.92702, "page": 0, "Index": 421}, {"Word": "fellowships,", "Confidence": 0.299, "X1": 0.317, "Y1": 0.9099, "X2": 0.385, "Y2": 0.9097, "X3": 0.385, "Y3": 0.92702, "X4": 0.317, "Y4": 0.92702, "page": 0, "Index": 422}, {"Word": "of", "Confidence": 1, "X1": 0.387, "Y1": 0.9099, "X2": 0.399, "Y2": 0.9097, "X3": 0.399, "Y3": 0.92702, "X4": 0.387, "Y4": 0.92702, "page": 0, "Index": 423}, {"Word": "young", "Confidence": 1, "X1": 0.402, "Y1": 0.9099, "X2": 0.438, "Y2": 0.9097, "X3": 0.438, "Y3": 0.92702, "X4": 0.402, "Y4": 0.92702, "page": 0, "Index": 424}, {"Word": "increase", "Confidence": 0.991, "X1": 0.559, "Y1": 0.91934, "X2": 0.608, "Y2": 0.91914, "X3": 0.608, "Y3": 0.93781, "X4": 0.559, "Y4": 0.93915, "page": 0, "Index": 425}, {"Word": "of", "Confidence": 0.939, "X1": 0.611, "Y1": 0.91934, "X2": 0.624, "Y2": 0.91914, "X3": 0.624, "Y3": 0.93781, "X4": 0.611, "Y4": 0.93781, "page": 0, "Index": 426}, {"Word": "public", "Confidence": 0.968, "X1": 0.627, "Y1": 0.91934, "X2": 0.664, "Y2": 0.91914, "X3": 0.664, "Y3": 0.93781, "X4": 0.627, "Y4": 0.93781, "page": 0, "Index": 427}, {"Word": "concern", "Confidence": 0.981, "X1": 0.667, "Y1": 0.91934, "X2": 0.713, "Y2": 0.91914, "X3": 0.713, "Y3": 0.93781, "X4": 0.666, "Y4": 0.93781, "page": 0, "Index": 428}, {"Word": "and", "Confidence": 0.998, "X1": 0.716, "Y1": 0.91934, "X2": 0.737, "Y2": 0.91914, "X3": 0.737, "Y3": 0.93781, "X4": 0.716, "Y4": 0.93781, "page": 0, "Index": 429}, {"Word": "information", "Confidence": 0.991, "X1": 0.74, "Y1": 0.91934, "X2": 0.812, "Y2": 0.91914, "X3": 0.812, "Y3": 0.93646, "X4": 0.74, "Y4": 0.93781, "page": 0, "Index": 430}, {"Word": "about", "Confidence": 0.997, "X1": 0.816, "Y1": 0.91934, "X2": 0.85, "Y2": 0.91914, "X3": 0.85, "Y3": 0.93646, "X4": 0.816, "Y4": 0.93646, "page": 0, "Index": 431}, {"Word": "surgeons,", "Confidence": 0.978, "X1": 0.073, "Y1": 0.92877, "X2": 0.128, "Y2": 0.92857, "X3": 0.127, "Y3": 0.94589, "X4": 0.072, "Y4": 0.94589, "page": 0, "Index": 432}, {"Word": "radiologists,", "Confidence": 0.391, "X1": 0.13, "Y1": 0.92877, "X2": 0.204, "Y2": 0.92857, "X3": 0.203, "Y3": 0.94454, "X4": 0.13, "Y4": 0.94589, "page": 0, "Index": 433}, {"Word": "and", "Confidence": 0.998, "X1": 0.206, "Y1": 0.92877, "X2": 0.228, "Y2": 0.92857, "X3": 0.228, "Y3": 0.94454, "X4": 0.206, "Y4": 0.94454, "page": 0, "Index": 434}, {"Word": "internists.", "Confidence": 0.95, "X1": 0.232, "Y1": 0.92877, "X2": 0.295, "Y2": 0.92857, "X3": 0.295, "Y3": 0.9432, "X4": 0.231, "Y4": 0.94454, "page": 0, "Index": 435}, {"Word": "\"The", "Confidence": 0.602, "X1": 0.494, "Y1": 0.91934, "X2": 0.52, "Y2": 0.91914, "X3": 0.52, "Y3": 0.93915, "X4": 0.494, "Y4": 0.93915, "page": 0, "Index": 436}, {"Word": "lively", "Confidence": 0.995, "X1": 0.523, "Y1": 0.91934, "X2": 0.556, "Y2": 0.91914, "X3": 0.556, "Y3": 0.93915, "X4": 0.523, "Y4": 0.93915, "page": 0, "Index": 437}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.485, "Y1": 0.9409, "X2": 0.522, "Y2": 0.9407, "X3": 0.523, "Y3": 0.95667, "X4": 0.485, "Y4": 0.95667, "page": 0, "Index": 438}, {"Word": "is", "Confidence": 0.998, "X1": 0.525, "Y1": 0.9409, "X2": 0.537, "Y2": 0.9407, "X3": 0.538, "Y3": 0.95667, "X4": 0.525, "Y4": 0.95667, "page": 0, "Index": 439}, {"Word": "one", "Confidence": 0.998, "X1": 0.54, "Y1": 0.9409, "X2": 0.561, "Y2": 0.9407, "X3": 0.561, "Y3": 0.95667, "X4": 0.54, "Y4": 0.95667, "page": 0, "Index": 440}, {"Word": "of", "Confidence": 0.998, "X1": 0.564, "Y1": 0.9409, "X2": 0.578, "Y2": 0.9407, "X3": 0.578, "Y3": 0.95667, "X4": 0.564, "Y4": 0.95667, "page": 0, "Index": 441}, {"Word": "the", "Confidence": 0.998, "X1": 0.581, "Y1": 0.93955, "X2": 0.601, "Y2": 0.93935, "X3": 0.601, "Y3": 0.95667, "X4": 0.581, "Y4": 0.95667, "page": 0, "Index": 442}, {"Word": "recognized", "Confidence": 0.85, "X1": 0.604, "Y1": 0.93955, "X2": 0.665, "Y2": 0.93935, "X3": 0.666, "Y3": 0.95667, "X4": 0.604, "Y4": 0.95667, "page": 0, "Index": 443}, {"Word": "phenomena", "Confidence": 0.907, "X1": 0.67, "Y1": 0.93955, "X2": 0.734, "Y2": 0.93935, "X3": 0.734, "Y3": 0.95533, "X4": 0.67, "Y4": 0.95533, "page": 0, "Index": 444}, {"Word": "of", "Confidence": 0.994, "X1": 0.737, "Y1": 0.93955, "X2": 0.752, "Y2": 0.93935, "X3": 0.752, "Y3": 0.95533, "X4": 0.737, "Y4": 0.95533, "page": 0, "Index": 445}, {"Word": "the", "Confidence": 0.998, "X1": 0.755, "Y1": 0.93955, "X2": 0.774, "Y2": 0.93935, "X3": 0.774, "Y3": 0.95533, "X4": 0.755, "Y4": 0.95533, "page": 0, "Index": 446}, {"Word": "past", "Confidence": 0.885, "X1": 0.778, "Y1": 0.93955, "X2": 0.804, "Y2": 0.93935, "X3": 0.804, "Y3": 0.95533, "X4": 0.778, "Y4": 0.95533, "page": 0, "Index": 447}, {"Word": "decade.", "Confidence": 0.667, "X1": 0.807, "Y1": 0.93955, "X2": 0.85, "Y2": 0.93935, "X3": 0.85, "Y3": 0.95533, "X4": 0.807, "Y4": 0.95533, "page": 0, "Index": 448}, {"Word": "Cigarettes", "Confidence": 0.683, "X1": 0.087, "Y1": 0.95033, "X2": 0.146, "Y2": 0.95013, "X3": 0.145, "Y3": 0.96611, "X4": 0.086, "Y4": 0.96611, "page": 0, "Index": 449}, {"Word": "and", "Confidence": 0.998, "X1": 0.148, "Y1": 0.95033, "X2": 0.17, "Y2": 0.95013, "X3": 0.169, "Y3": 0.96611, "X4": 0.148, "Y4": 0.96611, "page": 0, "Index": 450}, {"Word": "lung", "Confidence": 0.981, "X1": 0.173, "Y1": 0.95033, "X2": 0.199, "Y2": 0.95013, "X3": 0.198, "Y3": 0.96611, "X4": 0.172, "Y4": 0.96611, "page": 0, "Index": 451}, {"Word": "cancer", "Confidence": 0.936, "X1": 0.201, "Y1": 0.95168, "X2": 0.239, "Y2": 0.95148, "X3": 0.238, "Y3": 0.96611, "X4": 0.201, "Y4": 0.96611, "page": 0, "Index": 452}, {"Word": "have", "Confidence": 0.989, "X1": 0.241, "Y1": 0.95168, "X2": 0.268, "Y2": 0.95148, "X3": 0.268, "Y3": 0.96611, "X4": 0.24, "Y4": 0.96611, "page": 0, "Index": 453}, {"Word": "been", "Confidence": 0.932, "X1": 0.271, "Y1": 0.95168, "X2": 0.298, "Y2": 0.95148, "X3": 0.297, "Y3": 0.96611, "X4": 0.27, "Y4": 0.96611, "page": 0, "Index": 454}, {"Word": "an", "Confidence": 0.998, "X1": 0.3, "Y1": 0.95168, "X2": 0.314, "Y2": 0.95148, "X3": 0.313, "Y3": 0.96611, "X4": 0.3, "Y4": 0.96611, "page": 0, "Index": 455}, {"Word": "area", "Confidence": 0.966, "X1": 0.317, "Y1": 0.95168, "X2": 0.343, "Y2": 0.95148, "X3": 0.342, "Y3": 0.96611, "X4": 0.317, "Y4": 0.96611, "page": 0, "Index": 456}, {"Word": "of", "Confidence": 0.998, "X1": 0.345, "Y1": 0.95168, "X2": 0.359, "Y2": 0.95148, "X3": 0.358, "Y3": 0.96611, "X4": 0.345, "Y4": 0.96611, "page": 0, "Index": 457}, {"Word": "headlines", "Confidence": 0.738, "X1": 0.361, "Y1": 0.95168, "X2": 0.415, "Y2": 0.95148, "X3": 0.415, "Y3": 0.96745, "X4": 0.36, "Y4": 0.96611, "page": 0, "Index": 458}, {"Word": "and", "Confidence": 0.998, "X1": 0.418, "Y1": 0.95168, "X2": 0.438, "Y2": 0.95148, "X3": 0.437, "Y3": 0.96745, "X4": 0.417, "Y4": 0.96745, "page": 0, "Index": 459}, {"Word": "Awareness", "Confidence": 0.957, "X1": 0.486, "Y1": 0.95977, "X2": 0.549, "Y2": 0.95957, "X3": 0.549, "Y3": 0.97554, "X4": 0.486, "Y4": 0.97554, "page": 0, "Index": 460}, {"Word": "of", "Confidence": 0.998, "X1": 0.551, "Y1": 0.95977, "X2": 0.565, "Y2": 0.95957, "X3": 0.565, "Y3": 0.97554, "X4": 0.551, "Y4": 0.97554, "page": 0, "Index": 461}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.568, "Y1": 0.95842, "X2": 0.607, "Y2": 0.95822, "X3": 0.607, "Y3": 0.97554, "X4": 0.568, "Y4": 0.97554, "page": 0, "Index": 462}, {"Word": "by", "Confidence": 0.998, "X1": 0.61, "Y1": 0.95842, "X2": 0.625, "Y2": 0.95822, "X3": 0.625, "Y3": 0.97554, "X4": 0.61, "Y4": 0.97554, "page": 0, "Index": 463}, {"Word": "the", "Confidence": 0.998, "X1": 0.629, "Y1": 0.95842, "X2": 0.648, "Y2": 0.95822, "X3": 0.648, "Y3": 0.97554, "X4": 0.629, "Y4": 0.97554, "page": 0, "Index": 464}, {"Word": "layman", "Confidence": 0.991, "X1": 0.651, "Y1": 0.95842, "X2": 0.694, "Y2": 0.95822, "X3": 0.694, "Y3": 0.97554, "X4": 0.651, "Y4": 0.97554, "page": 0, "Index": 465}, {"Word": "has", "Confidence": 0.958, "X1": 0.699, "Y1": 0.95707, "X2": 0.72, "Y2": 0.95687, "X3": 0.72, "Y3": 0.97554, "X4": 0.699, "Y4": 0.97554, "page": 0, "Index": 466}, {"Word": "helped", "Confidence": 0.895, "X1": 0.723, "Y1": 0.95707, "X2": 0.761, "Y2": 0.95687, "X3": 0.761, "Y3": 0.97419, "X4": 0.723, "Y4": 0.97554, "page": 0, "Index": 467}, {"Word": "bring", "Confidence": 0.997, "X1": 0.765, "Y1": 0.95707, "X2": 0.797, "Y2": 0.95687, "X3": 0.797, "Y3": 0.97419, "X4": 0.765, "Y4": 0.97419, "page": 0, "Index": 468}, {"Word": "patients", "Confidence": 0.819, "X1": 0.802, "Y1": 0.95707, "X2": 0.851, "Y2": 0.95687, "X3": 0.85, "Y3": 0.97419, "X4": 0.801, "Y4": 0.97419, "page": 0, "Index": 469}, {"Word": "maton", "Confidence": 0.141, "X1": 0.105, "Y1": 0.96785, "X2": 0.132, "Y2": 0.96765, "X3": 0.131, "Y3": 0.98228, "X4": 0.104, "Y4": 0.98093, "page": 0, "Index": 470}, {"Word": "Paswwell", "Confidence": 0.397, "X1": 0.134, "Y1": 0.9692, "X2": 0.185, "Y2": 0.969, "X3": 0.184, "Y3": 0.98228, "X4": 0.134, "Y4": 0.98228, "page": 0, "Index": 471}, {"Word": "as", "Confidence": 0.761, "X1": 0.187, "Y1": 0.9692, "X2": 0.2, "Y2": 0.969, "X3": 0.2, "Y3": 0.98228, "X4": 0.187, "Y4": 0.98228, "page": 0, "Index": 472}, {"Word": "intensive", "Confidence": 0.958, "X1": 0.205, "Y1": 0.97055, "X2": 0.258, "Y2": 0.97035, "X3": 0.257, "Y3": 0.98363, "X4": 0.204, "Y4": 0.98228, "page": 0, "Index": 473}, {"Word": "research.", "Confidence": 0.292, "X1": 0.263, "Y1": 0.97055, "X2": 0.319, "Y2": 0.97035, "X3": 0.318, "Y3": 0.98498, "X4": 0.262, "Y4": 0.98363, "page": 0, "Index": 474}, {"Word": "Recently", "Confidence": 0.795, "X1": 0.321, "Y1": 0.97055, "X2": 0.371, "Y2": 0.97035, "X3": 0.37, "Y3": 0.98498, "X4": 0.321, "Y4": 0.98498, "page": 0, "Index": 475}, {"Word": "the", "Confidence": 0.998, "X1": 0.376, "Y1": 0.97055, "X2": 0.395, "Y2": 0.97035, "X3": 0.395, "Y3": 0.98498, "X4": 0.375, "Y4": 0.98498, "page": 0, "Index": 476}, {"Word": "United.", "Confidence": 0.68, "X1": 0.399, "Y1": 0.9692, "X2": 0.442, "Y2": 0.969, "X3": 0.442, "Y3": 0.98632, "X4": 0.399, "Y4": 0.98498, "page": 0, "Index": 477}, {"Word": "earlier", "Confidence": 0.969, "X1": 0.485, "Y1": 0.97864, "X2": 0.523, "Y2": 0.97844, "X3": 0.523, "Y3": 0.99441, "X4": 0.485, "Y4": 0.99441, "page": 0, "Index": 478}, {"Word": "to", "Confidence": 0.998, "X1": 0.527, "Y1": 0.97864, "X2": 0.539, "Y2": 0.97844, "X3": 0.539, "Y3": 0.99441, "X4": 0.526, "Y4": 0.99441, "page": 0, "Index": 479}, {"Word": "physicians,", "Confidence": 0.851, "X1": 0.542, "Y1": 0.97729, "X2": 0.608, "Y2": 0.97709, "X3": 0.608, "Y3": 0.99306, "X4": 0.542, "Y4": 0.99441, "page": 0, "Index": 480}, {"Word": "but", "Confidence": 0.998, "X1": 0.611, "Y1": 0.97729, "X2": 0.632, "Y2": 0.97709, "X3": 0.632, "Y3": 0.99306, "X4": 0.61, "Y4": 0.99306, "page": 0, "Index": 481}, {"Word": "it", "Confidence": 0.998, "X1": 0.634, "Y1": 0.97729, "X2": 0.645, "Y2": 0.97709, "X3": 0.645, "Y3": 0.99306, "X4": 0.634, "Y4": 0.99306, "page": 0, "Index": 482}, {"Word": "has", "Confidence": 0.998, "X1": 0.648, "Y1": 0.97729, "X2": 0.669, "Y2": 0.97709, "X3": 0.669, "Y3": 0.99306, "X4": 0.647, "Y4": 0.99306, "page": 0, "Index": 483}, {"Word": "also", "Confidence": 0.807, "X1": 0.672, "Y1": 0.97729, "X2": 0.695, "Y2": 0.97709, "X3": 0.695, "Y3": 0.99306, "X4": 0.672, "Y4": 0.99306, "page": 0, "Index": 484}, {"Word": "troubled", "Confidence": 0.994, "X1": 0.699, "Y1": 0.97729, "X2": 0.747, "Y2": 0.97709, "X3": 0.747, "Y3": 0.99306, "X4": 0.698, "Y4": 0.99306, "page": 0, "Index": 485}, {"Word": "some", "Confidence": 0.991, "X1": 0.751, "Y1": 0.97729, "X2": 0.781, "Y2": 0.97709, "X3": 0.78, "Y3": 0.99306, "X4": 0.751, "Y4": 0.99306, "page": 0, "Index": 486}, {"Word": "doctors", "Confidence": 0.991, "X1": 0.784, "Y1": 0.97729, "X2": 0.828, "Y2": 0.97709, "X3": 0.827, "Y3": 0.99306, "X4": 0.784, "Y4": 0.99306, "page": 0, "Index": 487}, {"Word": "out", "Confidence": 0.998, "X1": 0.83, "Y1": 0.97729, "X2": 0.851, "Y2": 0.97709, "X3": 0.85, "Y3": 0.99306, "X4": 0.829, "Y4": 0.99306, "page": 0, "Index": 488}]}	"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"
ffjb0005	0	{"lines_data": [{"Word": "HKD2292144", "Confidence": 0.623, "X1": 0.51711, "Y1": 0.0902, "X2": 0.67763, "Y2": 0.09, "X3": 0.67763, "Y3": 0.1098, "X4": 0.51579, "Y4": 0.1068, "page": 0}, {"Word": "24b", "Confidence": 0.942, "X1": 0.16184, "Y1": 0.1292, "X2": 0.18553, "Y2": 0.129, "X3": 0.18684, "Y3": 0.1398, "X4": 0.16184, "Y4": 0.1398, "page": 0}, {"Word": "ABSTRACTS: TWELFTH ANNUAL NATIONAL MEETING", "Confidence": 0.9088, "X1": 0.25395, "Y1": 0.1262, "X2": 0.60526, "Y2": 0.126, "X3": 0.60526, "Y3": 0.1388, "X4": 0.25395, "Y4": 0.1408, "page": 0}, {"Word": "46. The level of host Fc receptor lymphocytes and", "Confidence": 0.94856, "X1": 0.15921, "Y1": 0.1652, "X2": 0.63421, "Y2": 0.165, "X3": 0.63421, "Y3": 0.1798, "X4": 0.15921, "Y4": 0.1818, "page": 0}, {"Word": "plasma cells in neonatal rat Graft-Versus-Host", "Confidence": 0.93017, "X1": 0.16053, "Y1": 0.1792, "X2": 0.63158, "Y2": 0.179, "X3": 0.63289, "Y3": 0.1918, "X4": 0.16184, "Y4": 0.1928, "page": 0}, {"Word": "-- -", "Confidence": 0.6475, "X1": 0.06316, "Y1": 0.2042, "X2": 0.06316, "Y2": 0.204, "X3": 0.05526, "Y3": 0.2038, "X4": 0.05526, "Y4": 0.1628, "page": 0}, {"Word": "Disease GVHD). J. CLANCY, JR ., Dept. of Anatony, The", "Confidence": 0.8842, "X1": 0.16184, "Y1": 0.1912, "X2": 0.69605, "Y2": 0.191, "X3": 0.69605, "Y3": 0.2048, "X4": 0.16316, "Y4": 0.2048, "page": 0}, {"Word": "Univ. of Kansas Med. Center, Kansas City, Kansas.", "Confidence": 0.87987, "X1": 0.16579, "Y1": 0.2052, "X2": 0.65, "Y2": 0.205, "X3": 0.65, "Y3": 0.2178, "X4": 0.16579, "Y4": 0.2178, "page": 0}, {"Word": "Vax", "Confidence": 0.682, "X1": 0.75132, "Y1": 0.2072, "X2": 0.77763, "Y2": 0.207, "X3": 0.775, "Y3": 0.2188, "X4": 0.74868, "Y4": 0.2178, "page": 0}, {"Word": "The level of Fc rosette-forming lymphocytes (Fc-RFL)", "Confidence": 0.90686, "X1": 0.18421, "Y1": 0.2162, "X2": 0.7, "Y2": 0.216, "X3": 0.7, "Y3": 0.2308, "X4": 0.18421, "Y4": 0.2308, "page": 0}, {"Word": "was examined in spleen and lymph node cell suspensions", "Confidence": 0.98878, "X1": 0.16316, "Y1": 0.2302, "X2": 0.70132, "Y2": 0.23, "X3": 0.70132, "Y3": 0.2438, "X4": 0.16316, "Y4": 0.2448, "page": 0}, {"Word": "eyt", "Confidence": 0.557, "X1": 0.75132, "Y1": 0.2332, "X2": 0.77763, "Y2": 0.233, "X3": 0.77368, "Y3": 0.2448, "X4": 0.74868, "Y4": 0.2438, "page": 0}, {"Word": "from control and neonatal DA rats with either allo-", "Confidence": 0.99089, "X1": 0.16184, "Y1": 0.2432, "X2": 0.675, "Y2": 0.243, "X3": 0.675, "Y3": 0.2558, "X4": 0.16184, "Y4": 0.2578, "page": 0}, {"Word": "fol", "Confidence": 0.697, "X1": 0.75, "Y1": 0.2422, "X2": 0.77763, "Y2": 0.242, "X3": 0.77632, "Y3": 0.2568, "X4": 0.74868, "Y4": 0.2578, "page": 0}, {"Word": "geneic L (experimental ) or syngeneic lymphoid cells.", "Confidence": 0.93463, "X1": 0.16184, "Y1": 0.2562, "X2": 0.68553, "Y2": 0.256, "X3": 0.68553, "Y3": 0.2688, "X4": 0.16184, "Y4": 0.2708, "page": 0}, {"Word": "(sa)", "Confidence": 0.516, "X1": 0.75, "Y1": 0.2552, "X2": 0.77763, "Y2": 0.255, "X3": 0.775, "Y3": 0.2698, "X4": 0.74868, "Y4": 0.2698, "page": 0}, {"Word": "The spleen of 19 day DA fetal rats exhibited a level", "Confidence": 0.99073, "X1": 0.16447, "Y1": 0.2692, "X2": 0.68421, "Y2": 0.269, "X3": 0.68421, "Y3": 0.2828, "X4": 0.16447, "Y4": 0.2828, "page": 0}, {"Word": "eza", "Confidence": 0.346, "X1": 0.75395, "Y1": 0.2692, "X2": 0.78289, "Y2": 0.269, "X3": 0.78026, "Y3": 0.2858, "X4": 0.75263, "Y4": 0.2858, "page": 0}, {"Word": "of 19.3% Fc-RFL which increased to 40% by day 7 post-", "Confidence": 0.98927, "X1": 0.16316, "Y1": 0.2812, "X2": 0.69474, "Y2": 0.281, "X3": 0.69474, "Y3": 0.2948, "X4": 0.16316, "Y4": 0.2968, "page": 0}, {"Word": "partum. Animals receiving syngeneic cells also had", "Confidence": 0.99, "X1": 0.16184, "Y1": 0.2952, "X2": 0.67763, "Y2": 0.295, "X3": 0.67763, "Y3": 0.3088, "X4": 0.16316, "Y4": 0.3098, "page": 0}, {"Word": "splenic Fc-RFL levels similar to uninjected 7 day old", "Confidence": 0.97733, "X1": 0.16316, "Y1": 0.3082, "X2": 0.69605, "Y2": 0.308, "X3": 0.69605, "Y3": 0.3218, "X4": 0.16316, "Y4": 0.3228, "page": 0}, {"Word": "rats. As early as 2 days after inoculation there was", "Confidence": 0.9579, "X1": 0.16184, "Y1": 0.3212, "X2": 0.69737, "Y2": 0.321, "X3": 0.69737, "Y3": 0.3348, "X4": 0.16184, "Y4": 0.3368, "page": 0}, {"Word": "Tes", "Confidence": 0.385, "X1": 0.74737, "Y1": 0.3202, "X2": 0.77632, "Y2": 0.32, "X3": 0.77632, "Y3": 0.3348, "X4": 0.74737, "Y4": 0.3368, "page": 0}, {"Word": "a significantly greater number of Fc-RFL in the", "Confidence": 0.94538, "X1": 0.16447, "Y1": 0.3332, "X2": 0.64211, "Y2": 0.333, "X3": 0.64211, "Y3": 0.3468, "X4": 0.16447, "Y4": 0.3488, "page": 0}, {"Word": "-", "Confidence": 0.941, "X1": 0.01184, "Y1": 0.3572, "X2": 0.01053, "Y2": 0.357, "X3": 0.00263, "Y3": 0.3568, "X4": 0.00395, "Y4": 0.3428, "page": 0}, {"Word": "dia", "Confidence": 0.22, "X1": 0.74737, "Y1": 0.3322, "X2": 0.77632, "Y2": 0.332, "X3": 0.77632, "Y3": 0.3488, "X4": 0.74737, "Y4": 0.3488, "page": 0}, {"Word": "spleen of experimental DA neonates compared to con-", "Confidence": 0.9725, "X1": 0.16316, "Y1": 0.3482, "X2": 0.675, "Y2": 0.348, "X3": 0.675, "Y3": 0.3608, "X4": 0.16316, "Y4": 0.3618, "page": 0}, {"Word": "trols. The lymph nodes of experimental animals did", "Confidence": 0.98862, "X1": 0.16447, "Y1": 0.3602, "X2": 0.67632, "Y2": 0.36, "X3": 0.67632, "Y3": 0.3738, "X4": 0.16447, "Y4": 0.3758, "page": 0}, {"Word": "of !", "Confidence": 0.9265, "X1": 0.74605, "Y1": 0.3582, "X2": 0.77632, "Y2": 0.358, "X3": 0.77632, "Y3": 0.3748, "X4": 0.74605, "Y4": 0.3758, "page": 0}, {"Word": "not exhibit a significantly greater number of Fc-RFL", "Confidence": 0.91463, "X1": 0.16053, "Y1": 0.3732, "X2": 0.68289, "Y2": 0.373, "X3": 0.68421, "Y3": 0.3868, "X4": 0.16053, "Y4": 0.3878, "page": 0}, {"Word": "ani", "Confidence": 0.243, "X1": 0.74605, "Y1": 0.3722, "X2": 0.77763, "Y2": 0.372, "X3": 0.77763, "Y3": 0.3888, "X4": 0.74605, "Y4": 0.3888, "page": 0}, {"Word": "until day 6 with both tissue compartments peaking at", "Confidence": 0.982, "X1": 0.16316, "Y1": 0.3872, "X2": 0.68553, "Y2": 0.387, "X3": 0.68553, "Y3": 0.4008, "X4": 0.16316, "Y4": 0.4008, "page": 0}, {"Word": "day 10 and remaining significantly higher than con-", "Confidence": 0.99087, "X1": 0.16316, "Y1": 0.3992, "X2": 0.67632, "Y2": 0.399, "X3": 0.67632, "Y3": 0.4128, "X4": 0.16316, "Y4": 0.4148, "page": 0}, {"Word": "fes", "Confidence": 0.679, "X1": 0.74474, "Y1": 0.3972, "X2": 0.77763, "Y2": 0.397, "X3": 0.77763, "Y3": 0.4138, "X4": 0.74605, "Y4": 0.4158, "page": 0}, {"Word": "trols until death. Cytotoxic alloantisera demon-", "Confidence": 0.96133, "X1": 0.16447, "Y1": 0.4122, "X2": 0.66184, "Y2": 0.412, "X3": 0.66184, "Y3": 0.4258, "X4": 0.16447, "Y4": 0.4268, "page": 0}, {"Word": "pro", "Confidence": 0.885, "X1": 0.74342, "Y1": 0.4122, "X2": 0.77237, "Y2": 0.412, "X3": 0.77237, "Y3": 0.4278, "X4": 0.74342, "Y4": 0.4278, "page": 0}, {"Word": "strated that on days 6, 10 and 12 most, if not all,", "Confidence": 0.93883, "X1": 0.16579, "Y1": 0.4252, "X2": 0.66974, "Y2": 0.425, "X3": 0.66974, "Y3": 0.4388, "X4": 0.16579, "Y4": 0.4398, "page": 0}, {"Word": "of the Fc-RFL were host in origin with a very sig-", "Confidence": 0.985, "X1": 0.16447, "Y1": 0.4382, "X2": 0.66974, "Y2": 0.438, "X3": 0.66974, "Y3": 0.4518, "X4": 0.16447, "Y4": 0.4518, "page": 0}, {"Word": "nificant host plasma cell response in such GVHD ani-", "Confidence": 0.92778, "X1": 0.16053, "Y1": 0.4512, "X2": 0.68816, "Y2": 0.451, "X3": 0.68816, "Y3": 0.4648, "X4": 0.16053, "Y4": 0.4648, "page": 0}, {"Word": "....", "Confidence": 0.911, "X1": 0.06184, "Y1": 0.4892, "X2": 0.06184, "Y2": 0.489, "X3": 0.05263, "Y3": 0.4878, "X4": 0.05263, "Y4": 0.4618, "page": 0}, {"Word": "mals. (Supported by American Cancer Society).", "Confidence": 0.9215, "X1": 0.16184, "Y1": 0.4642, "X2": 0.62368, "Y2": 0.464, "X3": 0.62368, "Y3": 0.4788, "X4": 0.16184, "Y4": 0.4798, "page": 0}, {"Word": "47. Characterization of Lymphocytes in Sheep Thoracic Duct", "Confidence": 0.87975, "X1": 0.16316, "Y1": 0.4852, "X2": 0.65789, "Y2": 0.485, "X3": 0.65789, "Y3": 0.4988, "X4": 0.16316, "Y4": 0.5008, "page": 0}, {"Word": "lymph, PATRICIA P. KOONCE,\" STERLING K. AINSWORTH, ROBERT J.", "Confidence": 0.865, "X1": 0.16316, "Y1": 0.4982, "X2": 0.675, "Y2": 0.498, "X3": 0.675, "Y3": 0.5108, "X4": 0.16316, "Y4": 0.5128, "page": 0}, {"Word": "SHARBAUGH, AND CHARLES T. FITTS . Departments of Pathology and", "Confidence": 0.9298, "X1": 0.16447, "Y1": 0.5112, "X2": 0.69342, "Y2": 0.511, "X3": 0.69342, "Y3": 0.5248, "X4": 0.16447, "Y4": 0.5258, "page": 0}, {"Word": "Surgery, Medical University of South Carolina, Charleston, S.C.", "Confidence": 0.93337, "X1": 0.16711, "Y1": 0.5252, "X2": 0.69211, "Y2": 0.525, "X3": 0.69211, "Y3": 0.5378, "X4": 0.16711, "Y4": 0.5388, "page": 0}, {"Word": "In the course of studying immunosuppression in sheep by", "Confidence": 0.93089, "X1": 0.19868, "Y1": 0.5382, "X2": 0.66711, "Y2": 0.538, "X3": 0.66711, "Y3": 0.5508, "X4": 0.19868, "Y4": 0.5518, "page": 0}, {"Word": "the technique of thoracic duct cell depletion, work has been", "Confidence": 0.9553, "X1": 0.16579, "Y1": 0.5502, "X2": 0.66711, "Y2": 0.55, "X3": 0.66711, "Y3": 0.5638, "X4": 0.16579, "Y4": 0.5648, "page": 0}, {"Word": "done to characterize the immunological parameters of thoracic", "Confidence": 0.93388, "X1": 0.16316, "Y1": 0.5632, "X2": 0.67632, "Y2": 0.563, "X3": 0.67632, "Y3": 0.5768, "X4": 0.16316, "Y4": 0.5778, "page": 0}, {"Word": "duct cells. Sheep thoracic duct cannulation provided con-", "Confidence": 0.92975, "X1": 0.16447, "Y1": 0.5772, "X2": 0.65, "Y2": 0.577, "X3": 0.65, "Y3": 0.5898, "X4": 0.16447, "Y4": 0.5908, "page": 0}, {"Word": "tinuous access to lymph and cells. Direct immunofluorescent", "Confidence": 0.91663, "X1": 0.16316, "Y1": 0.5902, "X2": 0.66579, "Y2": 0.59, "X3": 0.66579, "Y3": 0.6028, "X4": 0.16316, "Y4": 0.6038, "page": 0}, {"Word": "studies showed the thoracic duct lymph (IDL) to consist of 232", "Confidence": 0.90655, "X1": 0.16447, "Y1": 0.6022, "X2": 0.69211, "Y2": 0.602, "X3": 0.69211, "Y3": 0.6158, "X4": 0.16447, "Y4": 0.6158, "page": 0}, {"Word": "B 'celle. For evaluation of T cells, sheep rosette forming celle", "Confidence": 0.90009, "X1": 0.16447, "Y1": 0.6152, "X2": 0.70263, "Y2": 0.615, "X3": 0.70263, "Y3": 0.6288, "X4": 0.16447, "Y4": 0.6288, "page": 0}, {"Word": "(SRFC) were tested against a variety of animals. The optimal", "Confidence": 0.9331, "X1": 0.16316, "Y1": 0.6282, "X2": 0.675, "Y2": 0.628, "X3": 0.675, "Y3": 0.6418, "X4": 0.16316, "Y4": 0.6428, "page": 0}, {"Word": "conditions for rosette formation were established and 28% of", "Confidence": 0.95022, "X1": 0.16447, "Y1": 0.6402, "X2": 0.66842, "Y2": 0.64, "X3": 0.66842, "Y3": 0.6538, "X4": 0.16447, "Y4": 0.6558, "page": 0}, {"Word": "sheep thoracic duct lymphocytes showed rosette forming capacity", "Confidence": 0.80488, "X1": 0.16447, "Y1": 0.6552, "X2": 0.69474, "Y2": 0.655, "X3": 0.69474, "Y3": 0.6678, "X4": 0.16447, "Y4": 0.6688, "page": 0}, {"Word": "with dog rbc's. Human control lymphocytes pretreated with", "Confidence": 0.87975, "X1": 0.16184, "Y1": 0.6682, "X2": 0.65, "Y2": 0.668, "X3": 0.65132, "Y3": 0.6808, "X4": 0.16184, "Y4": 0.6818, "page": 0}, {"Word": "neuraninadase increased the human RFC population from 52% to", "Confidence": 0.94167, "X1": 0.16447, "Y1": 0.6802, "X2": 0.66842, "Y2": 0.68, "X3": 0.66842, "Y3": 0.6928, "X4": 0.16447, "Y4": 0.6938, "page": 0}, {"Word": "78%, and in addition neuraminadase pretreatment increased the", "Confidence": 0.94825, "X1": 0.16447, "Y1": 0.6932, "X2": 0.67632, "Y2": 0.693, "X3": 0.67632, "Y3": 0.7068, "X4": 0.16447, "Y4": 0.7058, "page": 0}, {"Word": "SRFC with rbc's of dog from 5% to 28%. Ultrastructural exam-", "Confidence": 0.84309, "X1": 0.16447, "Y1": 0.7072, "X2": 0.67632, "Y2": 0.707, "X3": 0.675, "Y3": 0.7198, "X4": 0.16447, "Y4": 0.7198, "page": 0}, {"Word": "ination of the sheep thoracic duct cells revealed four types of", "Confidence": 0.95973, "X1": 0.16447, "Y1": 0.7192, "X2": 0.69211, "Y2": 0.719, "X3": 0.69211, "Y3": 0.7328, "X4": 0.16447, "Y4": 0.7328, "page": 0}, {"Word": "lymphocytes in sheep TDL with differing nuclear and cytoplasmic", "Confidence": 0.94822, "X1": 0.16316, "Y1": 0.7322, "X2": 0.69211, "Y2": 0.732, "X3": 0.69211, "Y3": 0.7458, "X4": 0.16316, "Y4": 0.7458, "page": 0}, {"Word": "ratios and structure. A comparative differential at the light", "Confidence": 0.92767, "X1": 0.16316, "Y1": 0.7462, "X2": 0.68553, "Y2": 0.746, "X3": 0.68553, "Y3": 0.7588, "X4": 0.16316, "Y4": 0.7588, "page": 0}, {"Word": "and ultrastructural level showed that 96. 5% of the thoracic duct", "Confidence": 0.972, "X1": 0.16316, "Y1": 0.7582, "X2": 0.7, "Y2": 0.758, "X3": 0.7, "Y3": 0.7708, "X4": 0.16316, "Y4": 0.7718, "page": 0}, {"Word": "and monocytes. (supported by NIH groot Af-10635\"\". neutrophils", "Confidence": 0.7005, "X1": 0.16184, "Y1": 0.7702, "X2": 0.67895, "Y2": 0.77, "X3": 0.67895, "Y3": 0.7868, "X4": 0.16184, "Y4": 0.7968, "page": 0}], "words_data": [{"Word": "HKD2292144", "Confidence": 0.623, "X1": 0.51842, "Y1": 0.0902, "X2": 0.67368, "Y2": 0.09, "X3": 0.67368, "Y3": 0.1098, "X4": 0.51711, "Y4": 0.1068, "page": 0, "Index": 0}, {"Word": "24b", "Confidence": 0.942, "X1": 0.16316, "Y1": 0.1292, "X2": 0.18421, "Y2": 0.129, "X3": 0.18421, "Y3": 0.1398, "X4": 0.16316, "Y4": 0.1398, "page": 0, "Index": 1}, {"Word": "ABSTRACTS:", "Confidence": 0.615, "X1": 0.25658, "Y1": 0.1282, "X2": 0.33289, "Y2": 0.128, "X3": 0.33289, "Y3": 0.1408, "X4": 0.25526, "Y4": 0.1408, "page": 0, "Index": 2}, {"Word": "TWELFTH", "Confidence": 0.991, "X1": 0.33684, "Y1": 0.1272, "X2": 0.39868, "Y2": 0.127, "X3": 0.39737, "Y3": 0.1408, "X4": 0.33553, "Y4": 0.1408, "page": 0, "Index": 3}, {"Word": "ANNUAL", "Confidence": 0.955, "X1": 0.40526, "Y1": 0.1272, "X2": 0.46184, "Y2": 0.127, "X3": 0.46184, "Y3": 0.1398, "X4": 0.40395, "Y4": 0.1408, "page": 0, "Index": 4}, {"Word": "NATIONAL", "Confidence": 0.991, "X1": 0.46579, "Y1": 0.1272, "X2": 0.53553, "Y2": 0.127, "X3": 0.53421, "Y3": 0.1398, "X4": 0.46447, "Y4": 0.1398, "page": 0, "Index": 5}, {"Word": "MEETING", "Confidence": 0.992, "X1": 0.53947, "Y1": 0.1262, "X2": 0.60263, "Y2": 0.126, "X3": 0.60132, "Y3": 0.1388, "X4": 0.53816, "Y4": 0.1398, "page": 0, "Index": 6}, {"Word": "--", "Confidence": 0.631, "X1": 0.06316, "Y1": 0.1752, "X2": 0.06316, "Y2": 0.175, "X3": 0.05526, "Y3": 0.1758, "X4": 0.05526, "Y4": 0.1668, "page": 0, "Index": 7}, {"Word": "46.", "Confidence": 0.851, "X1": 0.16053, "Y1": 0.1662, "X2": 0.18158, "Y2": 0.166, "X3": 0.18289, "Y3": 0.1818, "X4": 0.16184, "Y4": 0.1818, "page": 0, "Index": 8}, {"Word": "The", "Confidence": 0.995, "X1": 0.18553, "Y1": 0.1662, "X2": 0.21711, "Y2": 0.166, "X3": 0.21711, "Y3": 0.1818, "X4": 0.18553, "Y4": 0.1818, "page": 0, "Index": 9}, {"Word": "level", "Confidence": 0.997, "X1": 0.22237, "Y1": 0.1662, "X2": 0.27368, "Y2": 0.166, "X3": 0.27368, "Y3": 0.1808, "X4": 0.22237, "Y4": 0.1818, "page": 0, "Index": 10}, {"Word": "of", "Confidence": 0.994, "X1": 0.28158, "Y1": 0.1662, "X2": 0.30263, "Y2": 0.166, "X3": 0.30395, "Y3": 0.1808, "X4": 0.28158, "Y4": 0.1808, "page": 0, "Index": 11}, {"Word": "host", "Confidence": 0.993, "X1": 0.31053, "Y1": 0.1662, "X2": 0.35263, "Y2": 0.166, "X3": 0.35263, "Y3": 0.1798, "X4": 0.31184, "Y4": 0.1808, "page": 0, "Index": 12}, {"Word": "Fc", "Confidence": 0.726, "X1": 0.35921, "Y1": 0.1662, "X2": 0.38158, "Y2": 0.166, "X3": 0.38158, "Y3": 0.1798, "X4": 0.36053, "Y4": 0.1798, "page": 0, "Index": 13}, {"Word": "receptor", "Confidence": 0.995, "X1": 0.39211, "Y1": 0.1662, "X2": 0.47237, "Y2": 0.166, "X3": 0.47237, "Y3": 0.1798, "X4": 0.39211, "Y4": 0.1798, "page": 0, "Index": 14}, {"Word": "lymphocytes", "Confidence": 0.987, "X1": 0.48026, "Y1": 0.1662, "X2": 0.59605, "Y2": 0.166, "X3": 0.59605, "Y3": 0.1788, "X4": 0.48026, "Y4": 0.1798, "page": 0, "Index": 15}, {"Word": "and", "Confidence": 0.999, "X1": 0.60263, "Y1": 0.1662, "X2": 0.63421, "Y2": 0.166, "X3": 0.63421, "Y3": 0.1788, "X4": 0.60263, "Y4": 0.1788, "page": 0, "Index": 16}, {"Word": "-", "Confidence": 0.664, "X1": 0.06316, "Y1": 0.1902, "X2": 0.06447, "Y2": 0.19, "X3": 0.05658, "Y3": 0.1908, "X4": 0.05658, "Y4": 0.1878, "page": 0, "Index": 17}, {"Word": "plasma", "Confidence": 0.994, "X1": 0.16316, "Y1": 0.1802, "X2": 0.22368, "Y2": 0.18, "X3": 0.225, "Y3": 0.1928, "X4": 0.16447, "Y4": 0.1938, "page": 0, "Index": 18}, {"Word": "cells", "Confidence": 0.756, "X1": 0.23026, "Y1": 0.1802, "X2": 0.28026, "Y2": 0.18, "X3": 0.28026, "Y3": 0.1928, "X4": 0.23158, "Y4": 0.1928, "page": 0, "Index": 19}, {"Word": "in", "Confidence": 0.998, "X1": 0.29079, "Y1": 0.1802, "X2": 0.30921, "Y2": 0.18, "X3": 0.31053, "Y3": 0.1928, "X4": 0.29211, "Y4": 0.1928, "page": 0, "Index": 20}, {"Word": "neonatal", "Confidence": 0.991, "X1": 0.31711, "Y1": 0.1792, "X2": 0.39868, "Y2": 0.179, "X3": 0.39868, "Y3": 0.1928, "X4": 0.31842, "Y4": 0.1928, "page": 0, "Index": 21}, {"Word": "rat", "Confidence": 0.994, "X1": 0.40789, "Y1": 0.1792, "X2": 0.43947, "Y2": 0.179, "X3": 0.43947, "Y3": 0.1918, "X4": 0.40789, "Y4": 0.1928, "page": 0, "Index": 22}, {"Word": "Graft-Versus-Host", "Confidence": 0.848, "X1": 0.44868, "Y1": 0.1802, "X2": 0.62237, "Y2": 0.18, "X3": 0.62105, "Y3": 0.1918, "X4": 0.44868, "Y4": 0.1918, "page": 0, "Index": 23}, {"Word": "Disease", "Confidence": 0.994, "X1": 0.16447, "Y1": 0.1932, "X2": 0.23158, "Y2": 0.193, "X3": 0.23289, "Y3": 0.2058, "X4": 0.16447, "Y4": 0.2058, "page": 0, "Index": 24}, {"Word": "GVHD).", "Confidence": 0.643, "X1": 0.25132, "Y1": 0.1922, "X2": 0.31053, "Y2": 0.192, "X3": 0.31053, "Y3": 0.2058, "X4": 0.25132, "Y4": 0.2058, "page": 0, "Index": 25}, {"Word": "J.", "Confidence": 0.885, "X1": 0.31842, "Y1": 0.1922, "X2": 0.33947, "Y2": 0.192, "X3": 0.33947, "Y3": 0.2058, "X4": 0.31842, "Y4": 0.2058, "page": 0, "Index": 26}, {"Word": "CLANCY,", "Confidence": 0.991, "X1": 0.34737, "Y1": 0.1922, "X2": 0.42105, "Y2": 0.192, "X3": 0.42237, "Y3": 0.2058, "X4": 0.34737, "Y4": 0.2058, "page": 0, "Index": 27}, {"Word": "JR", "Confidence": 0.996, "X1": 0.42763, "Y1": 0.1912, "X2": 0.44737, "Y2": 0.191, "X3": 0.44737, "Y3": 0.2058, "X4": 0.42763, "Y4": 0.2058, "page": 0, "Index": 28}, {"Word": ".,", "Confidence": 0.902, "X1": 0.45132, "Y1": 0.1912, "X2": 0.47105, "Y2": 0.191, "X3": 0.47105, "Y3": 0.2058, "X4": 0.45132, "Y4": 0.2058, "page": 0, "Index": 29}, {"Word": "Dept.", "Confidence": 0.955, "X1": 0.47763, "Y1": 0.1922, "X2": 0.53026, "Y2": 0.192, "X3": 0.53026, "Y3": 0.2048, "X4": 0.47763, "Y4": 0.2058, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.653, "X1": 0.53947, "Y1": 0.1922, "X2": 0.56184, "Y2": 0.192, "X3": 0.56184, "Y3": 0.2048, "X4": 0.53947, "Y4": 0.2048, "page": 0, "Index": 31}, {"Word": "Anatony,", "Confidence": 0.825, "X1": 0.56974, "Y1": 0.1932, "X2": 0.65395, "Y2": 0.193, "X3": 0.65395, "Y3": 0.2048, "X4": 0.56974, "Y4": 0.2048, "page": 0, "Index": 32}, {"Word": "The", "Confidence": 0.998, "X1": 0.66316, "Y1": 0.1932, "X2": 0.69474, "Y2": 0.193, "X3": 0.69474, "Y3": 0.2048, "X4": 0.66316, "Y4": 0.2048, "page": 0, "Index": 33}, {"Word": "Univ.", "Confidence": 0.632, "X1": 0.16579, "Y1": 0.2052, "X2": 0.21579, "Y2": 0.205, "X3": 0.21579, "Y3": 0.2178, "X4": 0.16579, "Y4": 0.2178, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.674, "X1": 0.22105, "Y1": 0.2052, "X2": 0.24079, "Y2": 0.205, "X3": 0.24079, "Y3": 0.2178, "X4": 0.22105, "Y4": 0.2178, "page": 0, "Index": 35}, {"Word": "City,", "Confidence": 0.997, "X1": 0.51842, "Y1": 0.2052, "X2": 0.57105, "Y2": 0.205, "X3": 0.57105, "Y3": 0.2178, "X4": 0.51842, "Y4": 0.2188, "page": 0, "Index": 36}, {"Word": "Kansas.", "Confidence": 0.994, "X1": 0.57763, "Y1": 0.2062, "X2": 0.65, "Y2": 0.206, "X3": 0.65, "Y3": 0.2178, "X4": 0.57763, "Y4": 0.2178, "page": 0, "Index": 37}, {"Word": "Kansas", "Confidence": 0.758, "X1": 0.25, "Y1": 0.2052, "X2": 0.31053, "Y2": 0.205, "X3": 0.31053, "Y3": 0.2188, "X4": 0.25, "Y4": 0.2178, "page": 0, "Index": 38}, {"Word": "Med.", "Confidence": 0.991, "X1": 0.31711, "Y1": 0.2052, "X2": 0.35921, "Y2": 0.205, "X3": 0.35921, "Y3": 0.2188, "X4": 0.31579, "Y4": 0.2188, "page": 0, "Index": 39}, {"Word": "Center,", "Confidence": 0.996, "X1": 0.36711, "Y1": 0.2052, "X2": 0.44079, "Y2": 0.205, "X3": 0.44079, "Y3": 0.2188, "X4": 0.36711, "Y4": 0.2188, "page": 0, "Index": 40}, {"Word": "Kansas", "Confidence": 0.997, "X1": 0.44737, "Y1": 0.2052, "X2": 0.50921, "Y2": 0.205, "X3": 0.50789, "Y3": 0.2188, "X4": 0.44737, "Y4": 0.2188, "page": 0, "Index": 41}, {"Word": "Vax", "Confidence": 0.682, "X1": 0.75, "Y1": 0.2072, "X2": 0.77763, "Y2": 0.207, "X3": 0.77632, "Y3": 0.2188, "X4": 0.75, "Y4": 0.2178, "page": 0, "Index": 42}, {"Word": "The", "Confidence": 0.998, "X1": 0.18684, "Y1": 0.2182, "X2": 0.21447, "Y2": 0.218, "X3": 0.21447, "Y3": 0.2318, "X4": 0.18684, "Y4": 0.2318, "page": 0, "Index": 43}, {"Word": "level", "Confidence": 0.98, "X1": 0.21974, "Y1": 0.2182, "X2": 0.26974, "Y2": 0.218, "X3": 0.26974, "Y3": 0.2318, "X4": 0.21974, "Y4": 0.2318, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.27895, "Y1": 0.2182, "X2": 0.3, "Y2": 0.218, "X3": 0.3, "Y3": 0.2318, "X4": 0.27895, "Y4": 0.2318, "page": 0, "Index": 45}, {"Word": "Fc", "Confidence": 0.665, "X1": 0.30921, "Y1": 0.2182, "X2": 0.32895, "Y2": 0.218, "X3": 0.32895, "Y3": 0.2318, "X4": 0.30921, "Y4": 0.2318, "page": 0, "Index": 46}, {"Word": "rosette-forming", "Confidence": 0.908, "X1": 0.33816, "Y1": 0.2182, "X2": 0.48947, "Y2": 0.218, "X3": 0.48947, "Y3": 0.2318, "X4": 0.33816, "Y4": 0.2318, "page": 0, "Index": 47}, {"Word": "lymphocytes", "Confidence": 0.964, "X1": 0.49737, "Y1": 0.2182, "X2": 0.61053, "Y2": 0.218, "X3": 0.61053, "Y3": 0.2318, "X4": 0.49737, "Y4": 0.2318, "page": 0, "Index": 48}, {"Word": "(Fc-RFL)", "Confidence": 0.835, "X1": 0.62237, "Y1": 0.2172, "X2": 0.69868, "Y2": 0.217, "X3": 0.69868, "Y3": 0.2318, "X4": 0.62105, "Y4": 0.2318, "page": 0, "Index": 49}, {"Word": "was", "Confidence": 0.991, "X1": 0.16447, "Y1": 0.2322, "X2": 0.19342, "Y2": 0.232, "X3": 0.19342, "Y3": 0.2448, "X4": 0.16447, "Y4": 0.2448, "page": 0, "Index": 50}, {"Word": "examined", "Confidence": 0.991, "X1": 0.20263, "Y1": 0.2322, "X2": 0.28026, "Y2": 0.232, "X3": 0.27895, "Y3": 0.2448, "X4": 0.20132, "Y4": 0.2448, "page": 0, "Index": 51}, {"Word": "in", "Confidence": 0.998, "X1": 0.29079, "Y1": 0.2312, "X2": 0.30921, "Y2": 0.231, "X3": 0.30789, "Y3": 0.2448, "X4": 0.29079, "Y4": 0.2448, "page": 0, "Index": 52}, {"Word": "spleen", "Confidence": 0.995, "X1": 0.31711, "Y1": 0.2312, "X2": 0.37632, "Y2": 0.231, "X3": 0.37632, "Y3": 0.2448, "X4": 0.31711, "Y4": 0.2448, "page": 0, "Index": 53}, {"Word": "and", "Confidence": 0.998, "X1": 0.38684, "Y1": 0.2312, "X2": 0.41974, "Y2": 0.231, "X3": 0.41842, "Y3": 0.2448, "X4": 0.38684, "Y4": 0.2448, "page": 0, "Index": 54}, {"Word": "lymph", "Confidence": 0.991, "X1": 0.42895, "Y1": 0.2312, "X2": 0.47895, "Y2": 0.231, "X3": 0.47763, "Y3": 0.2448, "X4": 0.42895, "Y4": 0.2448, "page": 0, "Index": 55}, {"Word": "node", "Confidence": 0.955, "X1": 0.48684, "Y1": 0.2312, "X2": 0.53026, "Y2": 0.231, "X3": 0.52895, "Y3": 0.2448, "X4": 0.48684, "Y4": 0.2448, "page": 0, "Index": 56}, {"Word": "cell", "Confidence": 0.986, "X1": 0.53947, "Y1": 0.2312, "X2": 0.58026, "Y2": 0.231, "X3": 0.58026, "Y3": 0.2448, "X4": 0.53816, "Y4": 0.2448, "page": 0, "Index": 57}, {"Word": "suspensions", "Confidence": 0.994, "X1": 0.59079, "Y1": 0.2312, "X2": 0.70263, "Y2": 0.231, "X3": 0.70132, "Y3": 0.2438, "X4": 0.58947, "Y4": 0.2448, "page": 0, "Index": 58}, {"Word": "eyt", "Confidence": 0.557, "X1": 0.75263, "Y1": 0.2322, "X2": 0.775, "Y2": 0.232, "X3": 0.77368, "Y3": 0.2448, "X4": 0.75132, "Y4": 0.2428, "page": 0, "Index": 59}, {"Word": "from", "Confidence": 0.988, "X1": 0.16447, "Y1": 0.2452, "X2": 0.20263, "Y2": 0.245, "X3": 0.20395, "Y3": 0.2578, "X4": 0.16447, "Y4": 0.2578, "page": 0, "Index": 60}, {"Word": "control", "Confidence": 0.995, "X1": 0.21184, "Y1": 0.2452, "X2": 0.27895, "Y2": 0.245, "X3": 0.27895, "Y3": 0.2578, "X4": 0.21184, "Y4": 0.2578, "page": 0, "Index": 61}, {"Word": "and", "Confidence": 0.998, "X1": 0.28947, "Y1": 0.2442, "X2": 0.31842, "Y2": 0.244, "X3": 0.31842, "Y3": 0.2578, "X4": 0.28947, "Y4": 0.2578, "page": 0, "Index": 62}, {"Word": "neonatal", "Confidence": 0.977, "X1": 0.32632, "Y1": 0.2442, "X2": 0.40789, "Y2": 0.244, "X3": 0.40789, "Y3": 0.2578, "X4": 0.32632, "Y4": 0.2578, "page": 0, "Index": 63}, {"Word": "DA", "Confidence": 0.997, "X1": 0.41711, "Y1": 0.2442, "X2": 0.43947, "Y2": 0.244, "X3": 0.43947, "Y3": 0.2578, "X4": 0.41711, "Y4": 0.2578, "page": 0, "Index": 64}, {"Word": "rats", "Confidence": 0.991, "X1": 0.44868, "Y1": 0.2442, "X2": 0.48816, "Y2": 0.244, "X3": 0.48816, "Y3": 0.2568, "X4": 0.44737, "Y4": 0.2578, "page": 0, "Index": 65}, {"Word": "with", "Confidence": 0.982, "X1": 0.49737, "Y1": 0.2442, "X2": 0.53947, "Y2": 0.244, "X3": 0.53947, "Y3": 0.2568, "X4": 0.49605, "Y4": 0.2568, "page": 0, "Index": 66}, {"Word": "either", "Confidence": 0.994, "X1": 0.55, "Y1": 0.2442, "X2": 0.61053, "Y2": 0.244, "X3": 0.61053, "Y3": 0.2568, "X4": 0.55, "Y4": 0.2568, "page": 0, "Index": 67}, {"Word": "allo-", "Confidence": 0.996, "X1": 0.61974, "Y1": 0.2442, "X2": 0.675, "Y2": 0.244, "X3": 0.67368, "Y3": 0.2558, "X4": 0.61974, "Y4": 0.2558, "page": 0, "Index": 68}, {"Word": "fol", "Confidence": 0.697, "X1": 0.74868, "Y1": 0.2422, "X2": 0.77368, "Y2": 0.242, "X3": 0.775, "Y3": 0.2568, "X4": 0.74868, "Y4": 0.2578, "page": 0, "Index": 69}, {"Word": "geneic", "Confidence": 0.941, "X1": 0.16316, "Y1": 0.2582, "X2": 0.22237, "Y2": 0.258, "X3": 0.22368, "Y3": 0.2708, "X4": 0.16447, "Y4": 0.2708, "page": 0, "Index": 70}, {"Word": "L", "Confidence": 0.991, "X1": 0.22895, "Y1": 0.2582, "X2": 0.23947, "Y2": 0.258, "X3": 0.23947, "Y3": 0.2708, "X4": 0.22895, "Y4": 0.2708, "page": 0, "Index": 71}, {"Word": "(experimental", "Confidence": 0.955, "X1": 0.25132, "Y1": 0.2572, "X2": 0.375, "Y2": 0.257, "X3": 0.37632, "Y3": 0.2708, "X4": 0.25132, "Y4": 0.2708, "page": 0, "Index": 72}, {"Word": ")", "Confidence": 0.995, "X1": 0.37895, "Y1": 0.2572, "X2": 0.38947, "Y2": 0.257, "X3": 0.38947, "Y3": 0.2708, "X4": 0.37895, "Y4": 0.2708, "page": 0, "Index": 73}, {"Word": "or", "Confidence": 0.997, "X1": 0.39605, "Y1": 0.2572, "X2": 0.41842, "Y2": 0.257, "X3": 0.41842, "Y3": 0.2708, "X4": 0.39737, "Y4": 0.2708, "page": 0, "Index": 74}, {"Word": "syngeneic", "Confidence": 0.993, "X1": 0.42763, "Y1": 0.2572, "X2": 0.51842, "Y2": 0.257, "X3": 0.51842, "Y3": 0.2698, "X4": 0.42895, "Y4": 0.2708, "page": 0, "Index": 75}, {"Word": "lymphoid", "Confidence": 0.968, "X1": 0.52895, "Y1": 0.2572, "X2": 0.61053, "Y2": 0.257, "X3": 0.61053, "Y3": 0.2698, "X4": 0.52895, "Y4": 0.2698, "page": 0, "Index": 76}, {"Word": "cells.", "Confidence": 0.637, "X1": 0.61842, "Y1": 0.2562, "X2": 0.68289, "Y2": 0.256, "X3": 0.68421, "Y3": 0.2688, "X4": 0.61974, "Y4": 0.2698, "page": 0, "Index": 77}, {"Word": "(sa)", "Confidence": 0.516, "X1": 0.74868, "Y1": 0.2552, "X2": 0.77763, "Y2": 0.255, "X3": 0.77763, "Y3": 0.2698, "X4": 0.74868, "Y4": 0.2698, "page": 0, "Index": 78}, {"Word": "The", "Confidence": 0.996, "X1": 0.16579, "Y1": 0.2702, "X2": 0.19342, "Y2": 0.27, "X3": 0.19474, "Y3": 0.2838, "X4": 0.16711, "Y4": 0.2838, "page": 0, "Index": 79}, {"Word": "spleen", "Confidence": 0.997, "X1": 0.20263, "Y1": 0.2702, "X2": 0.25921, "Y2": 0.27, "X3": 0.26053, "Y3": 0.2838, "X4": 0.20395, "Y4": 0.2838, "page": 0, "Index": 80}, {"Word": "of", "Confidence": 0.998, "X1": 0.26842, "Y1": 0.2702, "X2": 0.28947, "Y2": 0.27, "X3": 0.29079, "Y3": 0.2838, "X4": 0.26974, "Y4": 0.2838, "page": 0, "Index": 81}, {"Word": "19", "Confidence": 0.994, "X1": 0.29868, "Y1": 0.2702, "X2": 0.31974, "Y2": 0.27, "X3": 0.31974, "Y3": 0.2838, "X4": 0.3, "Y4": 0.2838, "page": 0, "Index": 82}, {"Word": "day", "Confidence": 0.998, "X1": 0.32632, "Y1": 0.2702, "X2": 0.35789, "Y2": 0.27, "X3": 0.35789, "Y3": 0.2838, "X4": 0.32763, "Y4": 0.2838, "page": 0, "Index": 83}, {"Word": "DA", "Confidence": 0.955, "X1": 0.36579, "Y1": 0.2702, "X2": 0.38816, "Y2": 0.27, "X3": 0.38816, "Y3": 0.2838, "X4": 0.36711, "Y4": 0.2838, "page": 0, "Index": 84}, {"Word": "fetal", "Confidence": 0.994, "X1": 0.39868, "Y1": 0.2702, "X2": 0.44868, "Y2": 0.27, "X3": 0.44868, "Y3": 0.2838, "X4": 0.39868, "Y4": 0.2838, "page": 0, "Index": 85}, {"Word": "rats", "Confidence": 0.989, "X1": 0.45789, "Y1": 0.2702, "X2": 0.49868, "Y2": 0.27, "X3": 0.49868, "Y3": 0.2838, "X4": 0.45789, "Y4": 0.2838, "page": 0, "Index": 86}, {"Word": "exhibited", "Confidence": 0.993, "X1": 0.50789, "Y1": 0.2702, "X2": 0.60132, "Y2": 0.27, "X3": 0.60132, "Y3": 0.2838, "X4": 0.50789, "Y4": 0.2838, "page": 0, "Index": 87}, {"Word": "a", "Confidence": 0.994, "X1": 0.61053, "Y1": 0.2702, "X2": 0.62105, "Y2": 0.27, "X3": 0.61974, "Y3": 0.2838, "X4": 0.60921, "Y4": 0.2838, "page": 0, "Index": 88}, {"Word": "level", "Confidence": 0.99, "X1": 0.63026, "Y1": 0.2702, "X2": 0.68421, "Y2": 0.27, "X3": 0.68289, "Y3": 0.2828, "X4": 0.63026, "Y4": 0.2838, "page": 0, "Index": 89}, {"Word": "eza", "Confidence": 0.346, "X1": 0.75263, "Y1": 0.2692, "X2": 0.77632, "Y2": 0.269, "X3": 0.77632, "Y3": 0.2858, "X4": 0.75263, "Y4": 0.2858, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.998, "X1": 0.16447, "Y1": 0.2832, "X2": 0.18421, "Y2": 0.283, "X3": 0.18421, "Y3": 0.2968, "X4": 0.16447, "Y4": 0.2968, "page": 0, "Index": 91}, {"Word": "19.3%", "Confidence": 0.994, "X1": 0.19342, "Y1": 0.2832, "X2": 0.24079, "Y2": 0.283, "X3": 0.24079, "Y3": 0.2968, "X4": 0.19342, "Y4": 0.2968, "page": 0, "Index": 92}, {"Word": "Fc-RFL", "Confidence": 0.936, "X1": 0.25, "Y1": 0.2832, "X2": 0.31053, "Y2": 0.283, "X3": 0.31053, "Y3": 0.2968, "X4": 0.25, "Y4": 0.2968, "page": 0, "Index": 93}, {"Word": "which", "Confidence": 0.996, "X1": 0.31579, "Y1": 0.2832, "X2": 0.36711, "Y2": 0.283, "X3": 0.36711, "Y3": 0.2968, "X4": 0.31579, "Y4": 0.2968, "page": 0, "Index": 94}, {"Word": "increased", "Confidence": 0.973, "X1": 0.37763, "Y1": 0.2822, "X2": 0.46842, "Y2": 0.282, "X3": 0.46842, "Y3": 0.2968, "X4": 0.37632, "Y4": 0.2968, "page": 0, "Index": 95}, {"Word": "to", "Confidence": 0.998, "X1": 0.47763, "Y1": 0.2822, "X2": 0.49868, "Y2": 0.282, "X3": 0.49868, "Y3": 0.2968, "X4": 0.47763, "Y4": 0.2968, "page": 0, "Index": 96}, {"Word": "40%", "Confidence": 0.998, "X1": 0.50789, "Y1": 0.2822, "X2": 0.54079, "Y2": 0.282, "X3": 0.53947, "Y3": 0.2958, "X4": 0.50789, "Y4": 0.2968, "page": 0, "Index": 97}, {"Word": "by", "Confidence": 0.998, "X1": 0.54868, "Y1": 0.2822, "X2": 0.57105, "Y2": 0.282, "X3": 0.56974, "Y3": 0.2958, "X4": 0.54868, "Y4": 0.2958, "page": 0, "Index": 98}, {"Word": "day", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.2822, "X2": 0.61184, "Y2": 0.282, "X3": 0.61184, "Y3": 0.2958, "X4": 0.57895, "Y4": 0.2958, "page": 0, "Index": 99}, {"Word": "7", "Confidence": 0.998, "X1": 0.62105, "Y1": 0.2822, "X2": 0.63158, "Y2": 0.282, "X3": 0.63026, "Y3": 0.2958, "X4": 0.61974, "Y4": 0.2958, "page": 0, "Index": 100}, {"Word": "post-", "Confidence": 0.995, "X1": 0.63947, "Y1": 0.2822, "X2": 0.69342, "Y2": 0.282, "X3": 0.69342, "Y3": 0.2958, "X4": 0.63947, "Y4": 0.2958, "page": 0, "Index": 101}, {"Word": "partum.", "Confidence": 0.981, "X1": 0.16316, "Y1": 0.2972, "X2": 0.23289, "Y2": 0.297, "X3": 0.23289, "Y3": 0.3098, "X4": 0.16447, "Y4": 0.3098, "page": 0, "Index": 102}, {"Word": "Animals", "Confidence": 0.993, "X1": 0.24868, "Y1": 0.2972, "X2": 0.31974, "Y2": 0.297, "X3": 0.31974, "Y3": 0.3098, "X4": 0.25, "Y4": 0.3098, "page": 0, "Index": 103}, {"Word": "receiving", "Confidence": 0.994, "X1": 0.32632, "Y1": 0.2962, "X2": 0.41842, "Y2": 0.296, "X3": 0.41842, "Y3": 0.3098, "X4": 0.32763, "Y4": 0.3098, "page": 0, "Index": 104}, {"Word": "syngeneic", "Confidence": 0.991, "X1": 0.42763, "Y1": 0.2962, "X2": 0.51842, "Y2": 0.296, "X3": 0.51842, "Y3": 0.3098, "X4": 0.42763, "Y4": 0.3098, "page": 0, "Index": 105}, {"Word": "cells", "Confidence": 0.991, "X1": 0.52895, "Y1": 0.2962, "X2": 0.58158, "Y2": 0.296, "X3": 0.58026, "Y3": 0.3098, "X4": 0.52763, "Y4": 0.3098, "page": 0, "Index": 106}, {"Word": "also", "Confidence": 0.982, "X1": 0.59079, "Y1": 0.2962, "X2": 0.63158, "Y2": 0.296, "X3": 0.63026, "Y3": 0.3088, "X4": 0.59079, "Y4": 0.3088, "page": 0, "Index": 107}, {"Word": "had", "Confidence": 0.998, "X1": 0.63947, "Y1": 0.2962, "X2": 0.67368, "Y2": 0.296, "X3": 0.67237, "Y3": 0.3088, "X4": 0.63947, "Y4": 0.3088, "page": 0, "Index": 108}, {"Word": "splenic", "Confidence": 0.991, "X1": 0.16447, "Y1": 0.3092, "X2": 0.23158, "Y2": 0.309, "X3": 0.23158, "Y3": 0.3228, "X4": 0.16447, "Y4": 0.3228, "page": 0, "Index": 109}, {"Word": "Fc-RFL", "Confidence": 0.93, "X1": 0.23947, "Y1": 0.3092, "X2": 0.3, "Y2": 0.309, "X3": 0.3, "Y3": 0.3228, "X4": 0.23816, "Y4": 0.3228, "page": 0, "Index": 110}, {"Word": "levels", "Confidence": 0.955, "X1": 0.30789, "Y1": 0.3092, "X2": 0.36711, "Y2": 0.309, "X3": 0.36711, "Y3": 0.3228, "X4": 0.30789, "Y4": 0.3228, "page": 0, "Index": 111}, {"Word": "similar", "Confidence": 0.991, "X1": 0.37632, "Y1": 0.3092, "X2": 0.44868, "Y2": 0.309, "X3": 0.44737, "Y3": 0.3228, "X4": 0.37632, "Y4": 0.3228, "page": 0, "Index": 112}, {"Word": "to", "Confidence": 0.998, "X1": 0.45789, "Y1": 0.3092, "X2": 0.47895, "Y2": 0.309, "X3": 0.47763, "Y3": 0.3228, "X4": 0.45789, "Y4": 0.3228, "page": 0, "Index": 113}, {"Word": "uninjected", "Confidence": 0.971, "X1": 0.48553, "Y1": 0.3092, "X2": 0.58947, "Y2": 0.309, "X3": 0.58947, "Y3": 0.3228, "X4": 0.48553, "Y4": 0.3228, "page": 0, "Index": 114}, {"Word": "7", "Confidence": 0.994, "X1": 0.60132, "Y1": 0.3092, "X2": 0.61184, "Y2": 0.309, "X3": 0.61184, "Y3": 0.3228, "X4": 0.60132, "Y4": 0.3228, "page": 0, "Index": 115}, {"Word": "day", "Confidence": 0.998, "X1": 0.61974, "Y1": 0.3092, "X2": 0.65132, "Y2": 0.309, "X3": 0.65132, "Y3": 0.3228, "X4": 0.61842, "Y4": 0.3228, "page": 0, "Index": 116}, {"Word": "old", "Confidence": 0.968, "X1": 0.66053, "Y1": 0.3092, "X2": 0.69342, "Y2": 0.309, "X3": 0.69211, "Y3": 0.3228, "X4": 0.66053, "Y4": 0.3228, "page": 0, "Index": 117}, {"Word": "rats.", "Confidence": 0.993, "X1": 0.16447, "Y1": 0.3232, "X2": 0.21447, "Y2": 0.323, "X3": 0.21447, "Y3": 0.3368, "X4": 0.16447, "Y4": 0.3368, "page": 0, "Index": 118}, {"Word": "As", "Confidence": 0.997, "X1": 0.22895, "Y1": 0.3232, "X2": 0.25, "Y2": 0.323, "X3": 0.25, "Y3": 0.3368, "X4": 0.22895, "Y4": 0.3368, "page": 0, "Index": 119}, {"Word": "early", "Confidence": 0.684, "X1": 0.25789, "Y1": 0.3222, "X2": 0.31053, "Y2": 0.322, "X3": 0.31053, "Y3": 0.3368, "X4": 0.25789, "Y4": 0.3368, "page": 0, "Index": 120}, {"Word": "as", "Confidence": 0.998, "X1": 0.31711, "Y1": 0.3222, "X2": 0.33816, "Y2": 0.322, "X3": 0.33816, "Y3": 0.3368, "X4": 0.31579, "Y4": 0.3368, "page": 0, "Index": 121}, {"Word": "2", "Confidence": 0.996, "X1": 0.34605, "Y1": 0.3222, "X2": 0.35658, "Y2": 0.322, "X3": 0.35658, "Y3": 0.3358, "X4": 0.34605, "Y4": 0.3368, "page": 0, "Index": 122}, {"Word": "days", "Confidence": 0.991, "X1": 0.36711, "Y1": 0.3222, "X2": 0.40921, "Y2": 0.322, "X3": 0.40789, "Y3": 0.3358, "X4": 0.36711, "Y4": 0.3358, "page": 0, "Index": 123}, {"Word": "after", "Confidence": 0.981, "X1": 0.41711, "Y1": 0.3222, "X2": 0.46842, "Y2": 0.322, "X3": 0.46842, "Y3": 0.3358, "X4": 0.41711, "Y4": 0.3358, "page": 0, "Index": 124}, {"Word": "inoculation", "Confidence": 0.944, "X1": 0.47763, "Y1": 0.3222, "X2": 0.58947, "Y2": 0.322, "X3": 0.58947, "Y3": 0.3348, "X4": 0.47632, "Y4": 0.3358, "page": 0, "Index": 125}, {"Word": "there", "Confidence": 0.997, "X1": 0.60132, "Y1": 0.3222, "X2": 0.65263, "Y2": 0.322, "X3": 0.65132, "Y3": 0.3348, "X4": 0.6, "Y4": 0.3348, "page": 0, "Index": 126}, {"Word": "was", "Confidence": 0.998, "X1": 0.66053, "Y1": 0.3222, "X2": 0.69342, "Y2": 0.322, "X3": 0.69211, "Y3": 0.3348, "X4": 0.66053, "Y4": 0.3348, "page": 0, "Index": 127}, {"Word": "Tes", "Confidence": 0.385, "X1": 0.75, "Y1": 0.3202, "X2": 0.775, "Y2": 0.32, "X3": 0.77632, "Y3": 0.3338, "X4": 0.75132, "Y4": 0.3358, "page": 0, "Index": 128}, {"Word": "-", "Confidence": 0.941, "X1": 0.01184, "Y1": 0.3472, "X2": 0.01184, "Y2": 0.347, "X3": 0.00395, "Y3": 0.3468, "X4": 0.00395, "Y4": 0.3438, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.998, "X1": 0.47763, "Y1": 0.3352, "X2": 0.49868, "Y2": 0.335, "X3": 0.49868, "Y3": 0.3478, "X4": 0.47763, "Y4": 0.3488, "page": 0, "Index": 130}, {"Word": "Fc-RFL", "Confidence": 0.854, "X1": 0.50789, "Y1": 0.3342, "X2": 0.57105, "Y2": 0.334, "X3": 0.57105, "Y3": 0.3478, "X4": 0.50789, "Y4": 0.3478, "page": 0, "Index": 131}, {"Word": "in", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.3342, "X2": 0.6, "Y2": 0.334, "X3": 0.59868, "Y3": 0.3478, "X4": 0.57763, "Y4": 0.3478, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.998, "X1": 0.61053, "Y1": 0.3342, "X2": 0.64211, "Y2": 0.334, "X3": 0.64079, "Y3": 0.3478, "X4": 0.60921, "Y4": 0.3478, "page": 0, "Index": 133}, {"Word": "a", "Confidence": 0.956, "X1": 0.16447, "Y1": 0.3352, "X2": 0.175, "Y2": 0.335, "X3": 0.17632, "Y3": 0.3498, "X4": 0.16579, "Y4": 0.3498, "page": 0, "Index": 134}, {"Word": "significantly", "Confidence": 0.806, "X1": 0.19211, "Y1": 0.3352, "X2": 0.31842, "Y2": 0.335, "X3": 0.31842, "Y3": 0.3488, "X4": 0.19342, "Y4": 0.3498, "page": 0, "Index": 135}, {"Word": "greater", "Confidence": 0.991, "X1": 0.32632, "Y1": 0.3352, "X2": 0.39737, "Y2": 0.335, "X3": 0.39737, "Y3": 0.3488, "X4": 0.32632, "Y4": 0.3488, "page": 0, "Index": 136}, {"Word": "number", "Confidence": 0.962, "X1": 0.40658, "Y1": 0.3352, "X2": 0.46842, "Y2": 0.335, "X3": 0.46842, "Y3": 0.3488, "X4": 0.40658, "Y4": 0.3488, "page": 0, "Index": 137}, {"Word": "dia", "Confidence": 0.22, "X1": 0.74737, "Y1": 0.3322, "X2": 0.77368, "Y2": 0.332, "X3": 0.77368, "Y3": 0.3488, "X4": 0.74737, "Y4": 0.3488, "page": 0, "Index": 138}, {"Word": "spleen", "Confidence": 0.995, "X1": 0.16447, "Y1": 0.3482, "X2": 0.22237, "Y2": 0.348, "X3": 0.22237, "Y3": 0.3618, "X4": 0.16447, "Y4": 0.3618, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.22895, "Y1": 0.3482, "X2": 0.25, "Y2": 0.348, "X3": 0.25, "Y3": 0.3618, "X4": 0.23026, "Y4": 0.3618, "page": 0, "Index": 140}, {"Word": "experimental", "Confidence": 0.955, "X1": 0.25921, "Y1": 0.3482, "X2": 0.37763, "Y2": 0.348, "X3": 0.37763, "Y3": 0.3618, "X4": 0.25921, "Y4": 0.3618, "page": 0, "Index": 141}, {"Word": "DA", "Confidence": 0.997, "X1": 0.38553, "Y1": 0.3482, "X2": 0.40789, "Y2": 0.348, "X3": 0.40789, "Y3": 0.3618, "X4": 0.38553, "Y4": 0.3618, "page": 0, "Index": 142}, {"Word": "neonates", "Confidence": 0.855, "X1": 0.41579, "Y1": 0.3482, "X2": 0.49868, "Y2": 0.348, "X3": 0.49868, "Y3": 0.3618, "X4": 0.41579, "Y4": 0.3618, "page": 0, "Index": 143}, {"Word": "compared", "Confidence": 0.991, "X1": 0.50658, "Y1": 0.3482, "X2": 0.59079, "Y2": 0.348, "X3": 0.58947, "Y3": 0.3618, "X4": 0.50658, "Y4": 0.3618, "page": 0, "Index": 144}, {"Word": "to", "Confidence": 0.998, "X1": 0.60132, "Y1": 0.3482, "X2": 0.62105, "Y2": 0.348, "X3": 0.62105, "Y3": 0.3618, "X4": 0.60132, "Y4": 0.3618, "page": 0, "Index": 145}, {"Word": "con-", "Confidence": 0.991, "X1": 0.62895, "Y1": 0.3482, "X2": 0.67237, "Y2": 0.348, "X3": 0.67237, "Y3": 0.3608, "X4": 0.62895, "Y4": 0.3618, "page": 0, "Index": 146}, {"Word": "trols.", "Confidence": 0.993, "X1": 0.16447, "Y1": 0.3622, "X2": 0.22237, "Y2": 0.362, "X3": 0.22237, "Y3": 0.3758, "X4": 0.16447, "Y4": 0.3748, "page": 0, "Index": 147}, {"Word": "The", "Confidence": 0.995, "X1": 0.23947, "Y1": 0.3622, "X2": 0.26974, "Y2": 0.362, "X3": 0.26974, "Y3": 0.3758, "X4": 0.23947, "Y4": 0.3758, "page": 0, "Index": 148}, {"Word": "lymph", "Confidence": 0.943, "X1": 0.27895, "Y1": 0.3622, "X2": 0.32632, "Y2": 0.362, "X3": 0.32632, "Y3": 0.3758, "X4": 0.27895, "Y4": 0.3758, "page": 0, "Index": 149}, {"Word": "nodes", "Confidence": 0.996, "X1": 0.33553, "Y1": 0.3612, "X2": 0.38684, "Y2": 0.361, "X3": 0.38684, "Y3": 0.3758, "X4": 0.33553, "Y4": 0.3758, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.998, "X1": 0.39605, "Y1": 0.3612, "X2": 0.41842, "Y2": 0.361, "X3": 0.41842, "Y3": 0.3758, "X4": 0.39737, "Y4": 0.3758, "page": 0, "Index": 151}, {"Word": "experimental", "Confidence": 0.991, "X1": 0.42632, "Y1": 0.3612, "X2": 0.54868, "Y2": 0.361, "X3": 0.55, "Y3": 0.3748, "X4": 0.42763, "Y4": 0.3758, "page": 0, "Index": 152}, {"Word": "animals", "Confidence": 0.995, "X1": 0.55789, "Y1": 0.3602, "X2": 0.62895, "Y2": 0.36, "X3": 0.63026, "Y3": 0.3738, "X4": 0.55789, "Y4": 0.3748, "page": 0, "Index": 153}, {"Word": "did", "Confidence": 0.998, "X1": 0.63947, "Y1": 0.3602, "X2": 0.67105, "Y2": 0.36, "X3": 0.67237, "Y3": 0.3728, "X4": 0.64079, "Y4": 0.3738, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.993, "X1": 0.74605, "Y1": 0.3592, "X2": 0.75921, "Y2": 0.359, "X3": 0.75921, "Y3": 0.3758, "X4": 0.74605, "Y4": 0.3758, "page": 0, "Index": 155}, {"Word": "!", "Confidence": 0.86, "X1": 0.76316, "Y1": 0.3582, "X2": 0.775, "Y2": 0.358, "X3": 0.77632, "Y3": 0.3748, "X4": 0.76447, "Y4": 0.3748, "page": 0, "Index": 156}, {"Word": "not", "Confidence": 0.997, "X1": 0.16316, "Y1": 0.3742, "X2": 0.19474, "Y2": 0.374, "X3": 0.19474, "Y3": 0.3878, "X4": 0.16184, "Y4": 0.3878, "page": 0, "Index": 157}, {"Word": "exhibit", "Confidence": 0.992, "X1": 0.20263, "Y1": 0.3742, "X2": 0.26974, "Y2": 0.374, "X3": 0.26974, "Y3": 0.3878, "X4": 0.20132, "Y4": 0.3878, "page": 0, "Index": 158}, {"Word": "a", "Confidence": 0.68, "X1": 0.27895, "Y1": 0.3742, "X2": 0.28947, "Y2": 0.374, "X3": 0.28947, "Y3": 0.3878, "X4": 0.27895, "Y4": 0.3878, "page": 0, "Index": 159}, {"Word": "significantly", "Confidence": 0.991, "X1": 0.29868, "Y1": 0.3742, "X2": 0.42895, "Y2": 0.374, "X3": 0.42895, "Y3": 0.3878, "X4": 0.29737, "Y4": 0.3878, "page": 0, "Index": 160}, {"Word": "greater", "Confidence": 0.996, "X1": 0.43684, "Y1": 0.3742, "X2": 0.50789, "Y2": 0.374, "X3": 0.50789, "Y3": 0.3878, "X4": 0.43684, "Y4": 0.3878, "page": 0, "Index": 161}, {"Word": "number", "Confidence": 0.995, "X1": 0.51711, "Y1": 0.3742, "X2": 0.58026, "Y2": 0.374, "X3": 0.58026, "Y3": 0.3878, "X4": 0.51711, "Y4": 0.3878, "page": 0, "Index": 162}, {"Word": "of", "Confidence": 0.998, "X1": 0.58816, "Y1": 0.3732, "X2": 0.61053, "Y2": 0.373, "X3": 0.61053, "Y3": 0.3878, "X4": 0.58816, "Y4": 0.3878, "page": 0, "Index": 163}, {"Word": "Fc-RFL", "Confidence": 0.668, "X1": 0.61974, "Y1": 0.3732, "X2": 0.68289, "Y2": 0.373, "X3": 0.68289, "Y3": 0.3868, "X4": 0.61974, "Y4": 0.3868, "page": 0, "Index": 164}, {"Word": "ani", "Confidence": 0.243, "X1": 0.74605, "Y1": 0.3722, "X2": 0.77632, "Y2": 0.372, "X3": 0.77632, "Y3": 0.3888, "X4": 0.74605, "Y4": 0.3888, "page": 0, "Index": 165}, {"Word": "until", "Confidence": 0.995, "X1": 0.16447, "Y1": 0.3872, "X2": 0.21316, "Y2": 0.387, "X3": 0.21316, "Y3": 0.4008, "X4": 0.16447, "Y4": 0.4008, "page": 0, "Index": 166}, {"Word": "day", "Confidence": 0.998, "X1": 0.21974, "Y1": 0.3872, "X2": 0.25, "Y2": 0.387, "X3": 0.25, "Y3": 0.4008, "X4": 0.21974, "Y4": 0.4008, "page": 0, "Index": 167}, {"Word": "6", "Confidence": 0.998, "X1": 0.25789, "Y1": 0.3872, "X2": 0.26842, "Y2": 0.387, "X3": 0.26842, "Y3": 0.4008, "X4": 0.25789, "Y4": 0.4008, "page": 0, "Index": 168}, {"Word": "with", "Confidence": 0.979, "X1": 0.27763, "Y1": 0.3872, "X2": 0.31842, "Y2": 0.387, "X3": 0.31974, "Y3": 0.4008, "X4": 0.27895, "Y4": 0.4008, "page": 0, "Index": 169}, {"Word": "both", "Confidence": 0.989, "X1": 0.32632, "Y1": 0.3872, "X2": 0.36579, "Y2": 0.387, "X3": 0.36579, "Y3": 0.4008, "X4": 0.32632, "Y4": 0.4008, "page": 0, "Index": 170}, {"Word": "tissue", "Confidence": 0.996, "X1": 0.37632, "Y1": 0.3872, "X2": 0.43947, "Y2": 0.387, "X3": 0.43947, "Y3": 0.4008, "X4": 0.37763, "Y4": 0.4008, "page": 0, "Index": 171}, {"Word": "compartments", "Confidence": 0.935, "X1": 0.44737, "Y1": 0.3872, "X2": 0.56974, "Y2": 0.387, "X3": 0.56974, "Y3": 0.4008, "X4": 0.44737, "Y4": 0.4008, "page": 0, "Index": 172}, {"Word": "peaking", "Confidence": 0.954, "X1": 0.57763, "Y1": 0.3872, "X2": 0.65132, "Y2": 0.387, "X3": 0.65132, "Y3": 0.4008, "X4": 0.57763, "Y4": 0.4008, "page": 0, "Index": 173}, {"Word": "at", "Confidence": 0.994, "X1": 0.66053, "Y1": 0.3872, "X2": 0.68289, "Y2": 0.387, "X3": 0.68289, "Y3": 0.4008, "X4": 0.66053, "Y4": 0.4008, "page": 0, "Index": 174}, {"Word": "day", "Confidence": 0.998, "X1": 0.16447, "Y1": 0.4012, "X2": 0.19342, "Y2": 0.401, "X3": 0.19342, "Y3": 0.4138, "X4": 0.16447, "Y4": 0.4138, "page": 0, "Index": 175}, {"Word": "10", "Confidence": 0.996, "X1": 0.20132, "Y1": 0.4012, "X2": 0.22237, "Y2": 0.401, "X3": 0.22105, "Y3": 0.4148, "X4": 0.20132, "Y4": 0.4138, "page": 0, "Index": 176}, {"Word": "and", "Confidence": 0.998, "X1": 0.22895, "Y1": 0.4012, "X2": 0.26053, "Y2": 0.401, "X3": 0.26053, "Y3": 0.4148, "X4": 0.22763, "Y4": 0.4148, "page": 0, "Index": 177}, {"Word": "remaining", "Confidence": 0.991, "X1": 0.26842, "Y1": 0.4002, "X2": 0.35789, "Y2": 0.4, "X3": 0.35789, "Y3": 0.4148, "X4": 0.26842, "Y4": 0.4148, "page": 0, "Index": 178}, {"Word": "significantly", "Confidence": 0.973, "X1": 0.36711, "Y1": 0.4002, "X2": 0.49868, "Y2": 0.4, "X3": 0.49868, "Y3": 0.4138, "X4": 0.36579, "Y4": 0.4148, "page": 0, "Index": 179}, {"Word": "higher", "Confidence": 0.997, "X1": 0.50658, "Y1": 0.4002, "X2": 0.56974, "Y2": 0.4, "X3": 0.56974, "Y3": 0.4138, "X4": 0.50526, "Y4": 0.4138, "page": 0, "Index": 180}, {"Word": "than", "Confidence": 0.986, "X1": 0.58026, "Y1": 0.3992, "X2": 0.61974, "Y2": 0.399, "X3": 0.61974, "Y3": 0.4128, "X4": 0.58026, "Y4": 0.4138, "page": 0, "Index": 181}, {"Word": "con-", "Confidence": 0.988, "X1": 0.63026, "Y1": 0.3992, "X2": 0.67368, "Y2": 0.399, "X3": 0.67368, "Y3": 0.4128, "X4": 0.63026, "Y4": 0.4128, "page": 0, "Index": 182}, {"Word": "fes", "Confidence": 0.679, "X1": 0.74737, "Y1": 0.3972, "X2": 0.775, "Y2": 0.397, "X3": 0.77632, "Y3": 0.4148, "X4": 0.74868, "Y4": 0.4158, "page": 0, "Index": 183}, {"Word": "trols", "Confidence": 0.995, "X1": 0.16579, "Y1": 0.4132, "X2": 0.21447, "Y2": 0.413, "X3": 0.21316, "Y3": 0.4268, "X4": 0.16447, "Y4": 0.4268, "page": 0, "Index": 184}, {"Word": "until", "Confidence": 0.891, "X1": 0.21842, "Y1": 0.4132, "X2": 0.26842, "Y2": 0.413, "X3": 0.26842, "Y3": 0.4268, "X4": 0.21842, "Y4": 0.4268, "page": 0, "Index": 185}, {"Word": "death.", "Confidence": 0.94, "X1": 0.27895, "Y1": 0.4122, "X2": 0.33947, "Y2": 0.412, "X3": 0.33947, "Y3": 0.4268, "X4": 0.27763, "Y4": 0.4268, "page": 0, "Index": 186}, {"Word": "Cytotoxic", "Confidence": 0.991, "X1": 0.35526, "Y1": 0.4122, "X2": 0.44868, "Y2": 0.412, "X3": 0.44868, "Y3": 0.4268, "X4": 0.35526, "Y4": 0.4268, "page": 0, "Index": 187}, {"Word": "alloantisera", "Confidence": 0.957, "X1": 0.45658, "Y1": 0.4132, "X2": 0.58026, "Y2": 0.413, "X3": 0.58026, "Y3": 0.4258, "X4": 0.45658, "Y4": 0.4268, "page": 0, "Index": 188}, {"Word": "demon-", "Confidence": 0.994, "X1": 0.58947, "Y1": 0.4132, "X2": 0.65263, "Y2": 0.413, "X3": 0.65263, "Y3": 0.4248, "X4": 0.58947, "Y4": 0.4258, "page": 0, "Index": 189}, {"Word": "pro", "Confidence": 0.885, "X1": 0.74605, "Y1": 0.4122, "X2": 0.77105, "Y2": 0.412, "X3": 0.77105, "Y3": 0.4278, "X4": 0.74605, "Y4": 0.4278, "page": 0, "Index": 190}, {"Word": "strated", "Confidence": 0.997, "X1": 0.16579, "Y1": 0.4262, "X2": 0.23026, "Y2": 0.426, "X3": 0.23026, "Y3": 0.4398, "X4": 0.16579, "Y4": 0.4388, "page": 0, "Index": 191}, {"Word": "that", "Confidence": 0.989, "X1": 0.23947, "Y1": 0.4262, "X2": 0.27895, "Y2": 0.426, "X3": 0.27895, "Y3": 0.4398, "X4": 0.23947, "Y4": 0.4398, "page": 0, "Index": 192}, {"Word": "on", "Confidence": 0.998, "X1": 0.28816, "Y1": 0.4262, "X2": 0.30789, "Y2": 0.426, "X3": 0.30789, "Y3": 0.4398, "X4": 0.28816, "Y4": 0.4398, "page": 0, "Index": 193}, {"Word": "days", "Confidence": 0.985, "X1": 0.31579, "Y1": 0.4252, "X2": 0.35789, "Y2": 0.425, "X3": 0.35789, "Y3": 0.4398, "X4": 0.31579, "Y4": 0.4398, "page": 0, "Index": 194}, {"Word": "6,", "Confidence": 0.39, "X1": 0.36447, "Y1": 0.4252, "X2": 0.38816, "Y2": 0.425, "X3": 0.38816, "Y3": 0.4398, "X4": 0.36447, "Y4": 0.4398, "page": 0, "Index": 195}, {"Word": "10", "Confidence": 0.997, "X1": 0.39737, "Y1": 0.4252, "X2": 0.41842, "Y2": 0.425, "X3": 0.41842, "Y3": 0.4398, "X4": 0.39737, "Y4": 0.4398, "page": 0, "Index": 196}, {"Word": "and", "Confidence": 0.998, "X1": 0.42763, "Y1": 0.4252, "X2": 0.45921, "Y2": 0.425, "X3": 0.45921, "Y3": 0.4398, "X4": 0.42763, "Y4": 0.4398, "page": 0, "Index": 197}, {"Word": "12", "Confidence": 0.998, "X1": 0.46711, "Y1": 0.4252, "X2": 0.48816, "Y2": 0.425, "X3": 0.48816, "Y3": 0.4398, "X4": 0.46711, "Y4": 0.4398, "page": 0, "Index": 198}, {"Word": "most,", "Confidence": 0.997, "X1": 0.49737, "Y1": 0.4252, "X2": 0.55, "Y2": 0.425, "X3": 0.55, "Y3": 0.4388, "X4": 0.49737, "Y4": 0.4398, "page": 0, "Index": 199}, {"Word": "if", "Confidence": 0.962, "X1": 0.55921, "Y1": 0.4252, "X2": 0.57895, "Y2": 0.425, "X3": 0.57895, "Y3": 0.4388, "X4": 0.55921, "Y4": 0.4388, "page": 0, "Index": 200}, {"Word": "not", "Confidence": 0.998, "X1": 0.58816, "Y1": 0.4252, "X2": 0.61974, "Y2": 0.425, "X3": 0.61974, "Y3": 0.4388, "X4": 0.58816, "Y4": 0.4388, "page": 0, "Index": 201}, {"Word": "all,", "Confidence": 0.957, "X1": 0.63026, "Y1": 0.4252, "X2": 0.66974, "Y2": 0.425, "X3": 0.66974, "Y3": 0.4388, "X4": 0.63026, "Y4": 0.4388, "page": 0, "Index": 202}, {"Word": "of", "Confidence": 0.998, "X1": 0.16447, "Y1": 0.4392, "X2": 0.18289, "Y2": 0.439, "X3": 0.18421, "Y3": 0.4518, "X4": 0.16579, "Y4": 0.4518, "page": 0, "Index": 203}, {"Word": "the", "Confidence": 0.998, "X1": 0.19211, "Y1": 0.4382, "X2": 0.22105, "Y2": 0.438, "X3": 0.22105, "Y3": 0.4518, "X4": 0.19342, "Y4": 0.4518, "page": 0, "Index": 204}, {"Word": "Fc-RFL", "Confidence": 0.921, "X1": 0.22763, "Y1": 0.4382, "X2": 0.28947, "Y2": 0.438, "X3": 0.28947, "Y3": 0.4518, "X4": 0.22895, "Y4": 0.4518, "page": 0, "Index": 205}, {"Word": "were", "Confidence": 0.989, "X1": 0.29605, "Y1": 0.4382, "X2": 0.33684, "Y2": 0.438, "X3": 0.33684, "Y3": 0.4518, "X4": 0.29737, "Y4": 0.4518, "page": 0, "Index": 206}, {"Word": "host", "Confidence": 0.982, "X1": 0.34474, "Y1": 0.4382, "X2": 0.38816, "Y2": 0.438, "X3": 0.38947, "Y3": 0.4528, "X4": 0.34474, "Y4": 0.4528, "page": 0, "Index": 207}, {"Word": "in", "Confidence": 0.998, "X1": 0.39737, "Y1": 0.4382, "X2": 0.41711, "Y2": 0.438, "X3": 0.41711, "Y3": 0.4528, "X4": 0.39737, "Y4": 0.4528, "page": 0, "Index": 208}, {"Word": "origin", "Confidence": 0.992, "X1": 0.425, "Y1": 0.4382, "X2": 0.48684, "Y2": 0.438, "X3": 0.48684, "Y3": 0.4518, "X4": 0.42632, "Y4": 0.4528, "page": 0, "Index": 209}, {"Word": "with", "Confidence": 0.989, "X1": 0.49474, "Y1": 0.4392, "X2": 0.53816, "Y2": 0.439, "X3": 0.53816, "Y3": 0.4518, "X4": 0.49605, "Y4": 0.4518, "page": 0, "Index": 210}, {"Word": "a", "Confidence": 0.998, "X1": 0.54737, "Y1": 0.4392, "X2": 0.55789, "Y2": 0.439, "X3": 0.55921, "Y3": 0.4518, "X4": 0.54868, "Y4": 0.4518, "page": 0, "Index": 211}, {"Word": "very", "Confidence": 0.989, "X1": 0.56842, "Y1": 0.4392, "X2": 0.60921, "Y2": 0.439, "X3": 0.61053, "Y3": 0.4518, "X4": 0.56842, "Y4": 0.4518, "page": 0, "Index": 212}, {"Word": "sig-", "Confidence": 0.981, "X1": 0.61974, "Y1": 0.4392, "X2": 0.66053, "Y2": 0.439, "X3": 0.66184, "Y3": 0.4518, "X4": 0.61974, "Y4": 0.4518, "page": 0, "Index": 213}, {"Word": "nificant", "Confidence": 0.665, "X1": 0.16316, "Y1": 0.4522, "X2": 0.23947, "Y2": 0.452, "X3": 0.23947, "Y3": 0.4658, "X4": 0.16316, "Y4": 0.4658, "page": 0, "Index": 214}, {"Word": "host", "Confidence": 0.983, "X1": 0.24737, "Y1": 0.4522, "X2": 0.28947, "Y2": 0.452, "X3": 0.28947, "Y3": 0.4658, "X4": 0.24737, "Y4": 0.4658, "page": 0, "Index": 215}, {"Word": "plasma", "Confidence": 0.991, "X1": 0.29605, "Y1": 0.4522, "X2": 0.35658, "Y2": 0.452, "X3": 0.35658, "Y3": 0.4658, "X4": 0.29605, "Y4": 0.4658, "page": 0, "Index": 216}, {"Word": "cell", "Confidence": 0.883, "X1": 0.36447, "Y1": 0.4522, "X2": 0.40789, "Y2": 0.452, "X3": 0.40789, "Y3": 0.4658, "X4": 0.36447, "Y4": 0.4658, "page": 0, "Index": 217}, {"Word": "response", "Confidence": 0.981, "X1": 0.41711, "Y1": 0.4522, "X2": 0.49868, "Y2": 0.452, "X3": 0.49868, "Y3": 0.4648, "X4": 0.41711, "Y4": 0.4648, "page": 0, "Index": 218}, {"Word": "in", "Confidence": 0.998, "X1": 0.50789, "Y1": 0.4522, "X2": 0.52763, "Y2": 0.452, "X3": 0.52763, "Y3": 0.4648, "X4": 0.50789, "Y4": 0.4648, "page": 0, "Index": 219}, {"Word": "such", "Confidence": 0.987, "X1": 0.53816, "Y1": 0.4522, "X2": 0.57895, "Y2": 0.452, "X3": 0.57895, "Y3": 0.4648, "X4": 0.53816, "Y4": 0.4648, "page": 0, "Index": 220}, {"Word": "GVHD", "Confidence": 0.904, "X1": 0.58816, "Y1": 0.4522, "X2": 0.63158, "Y2": 0.452, "X3": 0.63158, "Y3": 0.4648, "X4": 0.58816, "Y4": 0.4648, "page": 0, "Index": 221}, {"Word": "ani-", "Confidence": 0.958, "X1": 0.63816, "Y1": 0.4512, "X2": 0.68289, "Y2": 0.451, "X3": 0.68289, "Y3": 0.4648, "X4": 0.63816, "Y4": 0.4648, "page": 0, "Index": 222}, {"Word": "....", "Confidence": 0.911, "X1": 0.06316, "Y1": 0.4852, "X2": 0.06316, "Y2": 0.485, "X3": 0.05395, "Y3": 0.4868, "X4": 0.05395, "Y4": 0.4628, "page": 0, "Index": 223}, {"Word": "mals.", "Confidence": 0.831, "X1": 0.16316, "Y1": 0.4662, "X2": 0.21316, "Y2": 0.466, "X3": 0.21316, "Y3": 0.4798, "X4": 0.16316, "Y4": 0.4808, "page": 0, "Index": 224}, {"Word": "(Supported", "Confidence": 0.743, "X1": 0.22895, "Y1": 0.4652, "X2": 0.32763, "Y2": 0.465, "X3": 0.32763, "Y3": 0.4798, "X4": 0.22895, "Y4": 0.4798, "page": 0, "Index": 225}, {"Word": "by", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.4652, "X2": 0.35658, "Y2": 0.465, "X3": 0.35658, "Y3": 0.4798, "X4": 0.33553, "Y4": 0.4798, "page": 0, "Index": 226}, {"Word": "American", "Confidence": 0.992, "X1": 0.36447, "Y1": 0.4652, "X2": 0.44737, "Y2": 0.465, "X3": 0.44737, "Y3": 0.4798, "X4": 0.36447, "Y4": 0.4798, "page": 0, "Index": 227}, {"Word": "Cancer", "Confidence": 0.996, "X1": 0.45658, "Y1": 0.4652, "X2": 0.51842, "Y2": 0.465, "X3": 0.51842, "Y3": 0.4798, "X4": 0.45658, "Y4": 0.4798, "page": 0, "Index": 228}, {"Word": "Society).", "Confidence": 0.969, "X1": 0.52632, "Y1": 0.4652, "X2": 0.62105, "Y2": 0.465, "X3": 0.62105, "Y3": 0.4798, "X4": 0.52632, "Y4": 0.4798, "page": 0, "Index": 229}, {"Word": "47.", "Confidence": 0.902, "X1": 0.16579, "Y1": 0.4872, "X2": 0.19474, "Y2": 0.487, "X3": 0.19342, "Y3": 0.5018, "X4": 0.16447, "Y4": 0.5018, "page": 0, "Index": 230}, {"Word": "Characterization", "Confidence": 0.955, "X1": 0.20263, "Y1": 0.4872, "X2": 0.33684, "Y2": 0.487, "X3": 0.33684, "Y3": 0.5008, "X4": 0.20132, "Y4": 0.5018, "page": 0, "Index": 231}, {"Word": "of", "Confidence": 0.778, "X1": 0.34211, "Y1": 0.4862, "X2": 0.36316, "Y2": 0.486, "X3": 0.36184, "Y3": 0.5008, "X4": 0.34079, "Y4": 0.5008, "page": 0, "Index": 232}, {"Word": "Lymphocytes", "Confidence": 0.768, "X1": 0.36711, "Y1": 0.4862, "X2": 0.46316, "Y2": 0.486, "X3": 0.46184, "Y3": 0.5008, "X4": 0.36579, "Y4": 0.5008, "page": 0, "Index": 233}, {"Word": "in", "Confidence": 0.998, "X1": 0.46842, "Y1": 0.4862, "X2": 0.48684, "Y2": 0.486, "X3": 0.48553, "Y3": 0.5008, "X4": 0.46711, "Y4": 0.5008, "page": 0, "Index": 234}, {"Word": "Sheep", "Confidence": 0.993, "X1": 0.49342, "Y1": 0.4862, "X2": 0.53816, "Y2": 0.486, "X3": 0.53816, "Y3": 0.4998, "X4": 0.49211, "Y4": 0.5008, "page": 0, "Index": 235}, {"Word": "Thoracic", "Confidence": 0.933, "X1": 0.54474, "Y1": 0.4862, "X2": 0.61579, "Y2": 0.486, "X3": 0.61579, "Y3": 0.4998, "X4": 0.54474, "Y4": 0.4998, "page": 0, "Index": 236}, {"Word": "Duct", "Confidence": 0.711, "X1": 0.61974, "Y1": 0.4862, "X2": 0.65789, "Y2": 0.486, "X3": 0.65658, "Y3": 0.4998, "X4": 0.61974, "Y4": 0.4998, "page": 0, "Index": 237}, {"Word": "lymph,", "Confidence": 0.602, "X1": 0.16447, "Y1": 0.5002, "X2": 0.21579, "Y2": 0.5, "X3": 0.21579, "Y3": 0.5128, "X4": 0.16447, "Y4": 0.5128, "page": 0, "Index": 238}, {"Word": "PATRICIA", "Confidence": 0.953, "X1": 0.22632, "Y1": 0.4992, "X2": 0.29605, "Y2": 0.499, "X3": 0.29605, "Y3": 0.5128, "X4": 0.22632, "Y4": 0.5128, "page": 0, "Index": 239}, {"Word": "P.", "Confidence": 0.998, "X1": 0.3, "Y1": 0.4992, "X2": 0.32105, "Y2": 0.499, "X3": 0.31974, "Y3": 0.5128, "X4": 0.3, "Y4": 0.5128, "page": 0, "Index": 240}, {"Word": "KOONCE,\"", "Confidence": 0.598, "X1": 0.32368, "Y1": 0.4992, "X2": 0.39474, "Y2": 0.499, "X3": 0.39474, "Y3": 0.5118, "X4": 0.32368, "Y4": 0.5128, "page": 0, "Index": 241}, {"Word": "STERLING", "Confidence": 0.995, "X1": 0.40132, "Y1": 0.4992, "X2": 0.47105, "Y2": 0.499, "X3": 0.46974, "Y3": 0.5118, "X4": 0.4, "Y4": 0.5118, "page": 0, "Index": 242}, {"Word": "K.", "Confidence": 0.981, "X1": 0.475, "Y1": 0.4992, "X2": 0.49605, "Y2": 0.499, "X3": 0.49474, "Y3": 0.5118, "X4": 0.47368, "Y4": 0.5118, "page": 0, "Index": 243}, {"Word": "AINSWORTH,", "Confidence": 0.667, "X1": 0.50132, "Y1": 0.4992, "X2": 0.58947, "Y2": 0.499, "X3": 0.58947, "Y3": 0.5118, "X4": 0.5, "Y4": 0.5118, "page": 0, "Index": 244}, {"Word": "ROBERT", "Confidence": 0.997, "X1": 0.59474, "Y1": 0.4992, "X2": 0.64868, "Y2": 0.499, "X3": 0.64737, "Y3": 0.5118, "X4": 0.59474, "Y4": 0.5118, "page": 0, "Index": 245}, {"Word": "J.", "Confidence": 0.994, "X1": 0.65526, "Y1": 0.4982, "X2": 0.675, "Y2": 0.498, "X3": 0.67368, "Y3": 0.5118, "X4": 0.65526, "Y4": 0.5118, "page": 0, "Index": 246}, {"Word": "SHARBAUGH,", "Confidence": 0.969, "X1": 0.16579, "Y1": 0.5122, "X2": 0.24737, "Y2": 0.512, "X3": 0.24737, "Y3": 0.5258, "X4": 0.16579, "Y4": 0.5248, "page": 0, "Index": 247}, {"Word": "AND", "Confidence": 0.991, "X1": 0.25132, "Y1": 0.5122, "X2": 0.28026, "Y2": 0.512, "X3": 0.28026, "Y3": 0.5258, "X4": 0.25132, "Y4": 0.5258, "page": 0, "Index": 248}, {"Word": "CHARLES", "Confidence": 0.975, "X1": 0.28421, "Y1": 0.5122, "X2": 0.34342, "Y2": 0.512, "X3": 0.34342, "Y3": 0.5258, "X4": 0.28421, "Y4": 0.5258, "page": 0, "Index": 249}, {"Word": "T.", "Confidence": 0.981, "X1": 0.34868, "Y1": 0.5122, "X2": 0.36974, "Y2": 0.512, "X3": 0.36974, "Y3": 0.5258, "X4": 0.34868, "Y4": 0.5258, "page": 0, "Index": 250}, {"Word": "FITTS", "Confidence": 0.882, "X1": 0.37368, "Y1": 0.5122, "X2": 0.41447, "Y2": 0.512, "X3": 0.41447, "Y3": 0.5258, "X4": 0.37368, "Y4": 0.5258, "page": 0, "Index": 251}, {"Word": ".", "Confidence": 0.905, "X1": 0.41842, "Y1": 0.5122, "X2": 0.43816, "Y2": 0.512, "X3": 0.43816, "Y3": 0.5258, "X4": 0.41842, "Y4": 0.5258, "page": 0, "Index": 252}, {"Word": "Departments", "Confidence": 0.704, "X1": 0.45, "Y1": 0.5122, "X2": 0.54737, "Y2": 0.512, "X3": 0.54605, "Y3": 0.5258, "X4": 0.45, "Y4": 0.5258, "page": 0, "Index": 253}, {"Word": "of", "Confidence": 0.998, "X1": 0.55263, "Y1": 0.5122, "X2": 0.57237, "Y2": 0.512, "X3": 0.57105, "Y3": 0.5258, "X4": 0.55132, "Y4": 0.5258, "page": 0, "Index": 254}, {"Word": "Pathology", "Confidence": 0.895, "X1": 0.57763, "Y1": 0.5122, "X2": 0.65658, "Y2": 0.512, "X3": 0.65658, "Y3": 0.5248, "X4": 0.57632, "Y4": 0.5258, "page": 0, "Index": 255}, {"Word": "and", "Confidence": 0.998, "X1": 0.66447, "Y1": 0.5122, "X2": 0.69211, "Y2": 0.512, "X3": 0.69211, "Y3": 0.5248, "X4": 0.66316, "Y4": 0.5248, "page": 0, "Index": 256}, {"Word": "Charleston,", "Confidence": 0.991, "X1": 0.55132, "Y1": 0.5252, "X2": 0.64868, "Y2": 0.525, "X3": 0.64737, "Y3": 0.5378, "X4": 0.55132, "Y4": 0.5388, "page": 0, "Index": 257}, {"Word": "S.C.", "Confidence": 0.94, "X1": 0.65395, "Y1": 0.5252, "X2": 0.69211, "Y2": 0.525, "X3": 0.69211, "Y3": 0.5378, "X4": 0.65395, "Y4": 0.5378, "page": 0, "Index": 258}, {"Word": "Surgery,", "Confidence": 0.994, "X1": 0.16711, "Y1": 0.5262, "X2": 0.23026, "Y2": 0.526, "X3": 0.23026, "Y3": 0.5388, "X4": 0.16711, "Y4": 0.5388, "page": 0, "Index": 259}, {"Word": "Medical", "Confidence": 0.988, "X1": 0.23289, "Y1": 0.5262, "X2": 0.29605, "Y2": 0.526, "X3": 0.29605, "Y3": 0.5388, "X4": 0.23421, "Y4": 0.5388, "page": 0, "Index": 260}, {"Word": "University", "Confidence": 0.892, "X1": 0.3, "Y1": 0.5252, "X2": 0.38553, "Y2": 0.525, "X3": 0.38553, "Y3": 0.5388, "X4": 0.3, "Y4": 0.5388, "page": 0, "Index": 261}, {"Word": "of", "Confidence": 0.998, "X1": 0.39211, "Y1": 0.5252, "X2": 0.41184, "Y2": 0.525, "X3": 0.41184, "Y3": 0.5388, "X4": 0.39211, "Y4": 0.5388, "page": 0, "Index": 262}, {"Word": "South", "Confidence": 0.811, "X1": 0.41711, "Y1": 0.5252, "X2": 0.46053, "Y2": 0.525, "X3": 0.46053, "Y3": 0.5388, "X4": 0.41711, "Y4": 0.5388, "page": 0, "Index": 263}, {"Word": "Carolina,", "Confidence": 0.853, "X1": 0.46711, "Y1": 0.5252, "X2": 0.54737, "Y2": 0.525, "X3": 0.54605, "Y3": 0.5388, "X4": 0.46711, "Y4": 0.5388, "page": 0, "Index": 264}, {"Word": "In", "Confidence": 0.964, "X1": 0.20526, "Y1": 0.5392, "X2": 0.22105, "Y2": 0.539, "X3": 0.22105, "Y3": 0.5518, "X4": 0.20395, "Y4": 0.5518, "page": 0, "Index": 265}, {"Word": "the", "Confidence": 0.998, "X1": 0.22763, "Y1": 0.5392, "X2": 0.25526, "Y2": 0.539, "X3": 0.25395, "Y3": 0.5518, "X4": 0.22632, "Y4": 0.5518, "page": 0, "Index": 266}, {"Word": "course", "Confidence": 0.642, "X1": 0.25921, "Y1": 0.5392, "X2": 0.31184, "Y2": 0.539, "X3": 0.31184, "Y3": 0.5518, "X4": 0.25921, "Y4": 0.5518, "page": 0, "Index": 267}, {"Word": "of", "Confidence": 0.997, "X1": 0.31579, "Y1": 0.5392, "X2": 0.33553, "Y2": 0.539, "X3": 0.33553, "Y3": 0.5518, "X4": 0.31579, "Y4": 0.5518, "page": 0, "Index": 268}, {"Word": "studying", "Confidence": 0.941, "X1": 0.34079, "Y1": 0.5392, "X2": 0.41184, "Y2": 0.539, "X3": 0.41053, "Y3": 0.5518, "X4": 0.34079, "Y4": 0.5518, "page": 0, "Index": 269}, {"Word": "immunosuppression", "Confidence": 0.852, "X1": 0.41842, "Y1": 0.5382, "X2": 0.56316, "Y2": 0.538, "X3": 0.56316, "Y3": 0.5508, "X4": 0.41842, "Y4": 0.5518, "page": 0, "Index": 270}, {"Word": "in", "Confidence": 0.997, "X1": 0.56974, "Y1": 0.5382, "X2": 0.58816, "Y2": 0.538, "X3": 0.58816, "Y3": 0.5508, "X4": 0.56974, "Y4": 0.5508, "page": 0, "Index": 271}, {"Word": "sheep", "Confidence": 0.995, "X1": 0.59474, "Y1": 0.5382, "X2": 0.63947, "Y2": 0.538, "X3": 0.63947, "Y3": 0.5508, "X4": 0.59474, "Y4": 0.5508, "page": 0, "Index": 272}, {"Word": "by", "Confidence": 0.992, "X1": 0.64474, "Y1": 0.5382, "X2": 0.66579, "Y2": 0.538, "X3": 0.66579, "Y3": 0.5508, "X4": 0.64474, "Y4": 0.5508, "page": 0, "Index": 273}, {"Word": "the", "Confidence": 0.959, "X1": 0.16579, "Y1": 0.5512, "X2": 0.19079, "Y2": 0.551, "X3": 0.19211, "Y3": 0.5648, "X4": 0.16711, "Y4": 0.5648, "page": 0, "Index": 274}, {"Word": "technique", "Confidence": 0.886, "X1": 0.19605, "Y1": 0.5512, "X2": 0.26974, "Y2": 0.551, "X3": 0.27105, "Y3": 0.5648, "X4": 0.19737, "Y4": 0.5648, "page": 0, "Index": 275}, {"Word": "of", "Confidence": 0.998, "X1": 0.275, "Y1": 0.5512, "X2": 0.29605, "Y2": 0.551, "X3": 0.29605, "Y3": 0.5648, "X4": 0.275, "Y4": 0.5648, "page": 0, "Index": 276}, {"Word": "thoracic", "Confidence": 0.909, "X1": 0.3, "Y1": 0.5512, "X2": 0.36842, "Y2": 0.551, "X3": 0.36842, "Y3": 0.5648, "X4": 0.3, "Y4": 0.5648, "page": 0, "Index": 277}, {"Word": "duct", "Confidence": 0.94, "X1": 0.37368, "Y1": 0.5512, "X2": 0.41184, "Y2": 0.551, "X3": 0.41053, "Y3": 0.5648, "X4": 0.37368, "Y4": 0.5648, "page": 0, "Index": 278}, {"Word": "cell", "Confidence": 0.983, "X1": 0.41711, "Y1": 0.5512, "X2": 0.45263, "Y2": 0.551, "X3": 0.45263, "Y3": 0.5648, "X4": 0.41711, "Y4": 0.5648, "page": 0, "Index": 279}, {"Word": "depletion,", "Confidence": 0.993, "X1": 0.45789, "Y1": 0.5512, "X2": 0.54737, "Y2": 0.551, "X3": 0.54605, "Y3": 0.5648, "X4": 0.45658, "Y4": 0.5648, "page": 0, "Index": 280}, {"Word": "work", "Confidence": 0.991, "X1": 0.55, "Y1": 0.5512, "X2": 0.58816, "Y2": 0.551, "X3": 0.58684, "Y3": 0.5638, "X4": 0.55, "Y4": 0.5648, "page": 0, "Index": 281}, {"Word": "has", "Confidence": 0.903, "X1": 0.59342, "Y1": 0.5512, "X2": 0.62237, "Y2": 0.551, "X3": 0.62105, "Y3": 0.5638, "X4": 0.59342, "Y4": 0.5638, "page": 0, "Index": 282}, {"Word": "been", "Confidence": 0.991, "X1": 0.62763, "Y1": 0.5512, "X2": 0.66579, "Y2": 0.551, "X3": 0.66447, "Y3": 0.5638, "X4": 0.62763, "Y4": 0.5638, "page": 0, "Index": 283}, {"Word": "done", "Confidence": 0.982, "X1": 0.16447, "Y1": 0.5652, "X2": 0.2, "Y2": 0.565, "X3": 0.2, "Y3": 0.5768, "X4": 0.16579, "Y4": 0.5768, "page": 0, "Index": 284}, {"Word": "to", "Confidence": 0.997, "X1": 0.20263, "Y1": 0.5652, "X2": 0.22105, "Y2": 0.565, "X3": 0.22105, "Y3": 0.5768, "X4": 0.20395, "Y4": 0.5768, "page": 0, "Index": 285}, {"Word": "characterize", "Confidence": 0.822, "X1": 0.225, "Y1": 0.5652, "X2": 0.32632, "Y2": 0.565, "X3": 0.32763, "Y3": 0.5778, "X4": 0.22632, "Y4": 0.5778, "page": 0, "Index": 286}, {"Word": "the", "Confidence": 0.998, "X1": 0.33289, "Y1": 0.5652, "X2": 0.35921, "Y2": 0.565, "X3": 0.35921, "Y3": 0.5778, "X4": 0.33289, "Y4": 0.5778, "page": 0, "Index": 287}, {"Word": "immunological", "Confidence": 0.727, "X1": 0.36579, "Y1": 0.5642, "X2": 0.47763, "Y2": 0.564, "X3": 0.47763, "Y3": 0.5778, "X4": 0.36711, "Y4": 0.5778, "page": 0, "Index": 288}, {"Word": "parameters", "Confidence": 0.974, "X1": 0.48289, "Y1": 0.5642, "X2": 0.57105, "Y2": 0.564, "X3": 0.57105, "Y3": 0.5768, "X4": 0.48289, "Y4": 0.5778, "page": 0, "Index": 289}, {"Word": "of", "Confidence": 0.998, "X1": 0.57632, "Y1": 0.5642, "X2": 0.59737, "Y2": 0.564, "X3": 0.59737, "Y3": 0.5768, "X4": 0.57632, "Y4": 0.5768, "page": 0, "Index": 290}, {"Word": "thoracic", "Confidence": 0.973, "X1": 0.60395, "Y1": 0.5642, "X2": 0.675, "Y2": 0.564, "X3": 0.67368, "Y3": 0.5758, "X4": 0.60395, "Y4": 0.5768, "page": 0, "Index": 291}, {"Word": "duct", "Confidence": 0.935, "X1": 0.16579, "Y1": 0.5772, "X2": 0.19868, "Y2": 0.577, "X3": 0.19868, "Y3": 0.5898, "X4": 0.16579, "Y4": 0.5898, "page": 0, "Index": 292}, {"Word": "cells.", "Confidence": 0.66, "X1": 0.20263, "Y1": 0.5782, "X2": 0.25526, "Y2": 0.578, "X3": 0.25526, "Y3": 0.5908, "X4": 0.20263, "Y4": 0.5908, "page": 0, "Index": 293}, {"Word": "Sheep", "Confidence": 0.996, "X1": 0.26842, "Y1": 0.5782, "X2": 0.31184, "Y2": 0.578, "X3": 0.31053, "Y3": 0.5908, "X4": 0.26842, "Y4": 0.5908, "page": 0, "Index": 294}, {"Word": "thoracic", "Confidence": 0.991, "X1": 0.31579, "Y1": 0.5782, "X2": 0.38553, "Y2": 0.578, "X3": 0.38553, "Y3": 0.5908, "X4": 0.31579, "Y4": 0.5908, "page": 0, "Index": 295}, {"Word": "duct", "Confidence": 0.981, "X1": 0.39342, "Y1": 0.5782, "X2": 0.42895, "Y2": 0.578, "X3": 0.42895, "Y3": 0.5908, "X4": 0.39211, "Y4": 0.5908, "page": 0, "Index": 296}, {"Word": "cannulation", "Confidence": 0.899, "X1": 0.43421, "Y1": 0.5772, "X2": 0.52895, "Y2": 0.577, "X3": 0.52763, "Y3": 0.5908, "X4": 0.43289, "Y4": 0.5908, "page": 0, "Index": 297}, {"Word": "provided", "Confidence": 0.991, "X1": 0.53553, "Y1": 0.5772, "X2": 0.60526, "Y2": 0.577, "X3": 0.60395, "Y3": 0.5898, "X4": 0.53553, "Y4": 0.5908, "page": 0, "Index": 298}, {"Word": "con-", "Confidence": 0.985, "X1": 0.61184, "Y1": 0.5772, "X2": 0.64868, "Y2": 0.577, "X3": 0.64737, "Y3": 0.5898, "X4": 0.61184, "Y4": 0.5898, "page": 0, "Index": 299}, {"Word": "tinuous", "Confidence": 0.865, "X1": 0.16579, "Y1": 0.5912, "X2": 0.22105, "Y2": 0.591, "X3": 0.22105, "Y3": 0.6038, "X4": 0.16579, "Y4": 0.6028, "page": 0, "Index": 300}, {"Word": "access", "Confidence": 0.934, "X1": 0.22632, "Y1": 0.5912, "X2": 0.27763, "Y2": 0.591, "X3": 0.27763, "Y3": 0.6038, "X4": 0.22763, "Y4": 0.6038, "page": 0, "Index": 301}, {"Word": "to", "Confidence": 0.998, "X1": 0.28553, "Y1": 0.5902, "X2": 0.30263, "Y2": 0.59, "X3": 0.30263, "Y3": 0.6038, "X4": 0.28553, "Y4": 0.6038, "page": 0, "Index": 302}, {"Word": "lymph", "Confidence": 0.87, "X1": 0.30789, "Y1": 0.5902, "X2": 0.35132, "Y2": 0.59, "X3": 0.35, "Y3": 0.6038, "X4": 0.30789, "Y4": 0.6038, "page": 0, "Index": 303}, {"Word": "and", "Confidence": 0.998, "X1": 0.35789, "Y1": 0.5902, "X2": 0.38553, "Y2": 0.59, "X3": 0.38421, "Y3": 0.6038, "X4": 0.35789, "Y4": 0.6038, "page": 0, "Index": 304}, {"Word": "cells.", "Confidence": 0.991, "X1": 0.39079, "Y1": 0.5902, "X2": 0.44605, "Y2": 0.59, "X3": 0.44474, "Y3": 0.6038, "X4": 0.39079, "Y4": 0.6038, "page": 0, "Index": 305}, {"Word": "Direct", "Confidence": 0.809, "X1": 0.45658, "Y1": 0.5902, "X2": 0.51184, "Y2": 0.59, "X3": 0.51053, "Y3": 0.6038, "X4": 0.45658, "Y4": 0.6038, "page": 0, "Index": 306}, {"Word": "immunofluorescent", "Confidence": 0.868, "X1": 0.51842, "Y1": 0.5902, "X2": 0.66579, "Y2": 0.59, "X3": 0.66447, "Y3": 0.6028, "X4": 0.51842, "Y4": 0.6038, "page": 0, "Index": 307}, {"Word": "studies", "Confidence": 0.95, "X1": 0.16447, "Y1": 0.6042, "X2": 0.22105, "Y2": 0.604, "X3": 0.22105, "Y3": 0.6158, "X4": 0.16579, "Y4": 0.6158, "page": 0, "Index": 308}, {"Word": "showed", "Confidence": 0.996, "X1": 0.22632, "Y1": 0.6032, "X2": 0.27895, "Y2": 0.603, "X3": 0.27895, "Y3": 0.6158, "X4": 0.22632, "Y4": 0.6158, "page": 0, "Index": 309}, {"Word": "the", "Confidence": 0.991, "X1": 0.28421, "Y1": 0.6032, "X2": 0.31053, "Y2": 0.603, "X3": 0.31053, "Y3": 0.6158, "X4": 0.28421, "Y4": 0.6158, "page": 0, "Index": 310}, {"Word": "thoracic", "Confidence": 0.934, "X1": 0.31579, "Y1": 0.6032, "X2": 0.38421, "Y2": 0.603, "X3": 0.38421, "Y3": 0.6168, "X4": 0.31579, "Y4": 0.6158, "page": 0, "Index": 311}, {"Word": "duct", "Confidence": 0.887, "X1": 0.39211, "Y1": 0.6032, "X2": 0.42763, "Y2": 0.603, "X3": 0.42763, "Y3": 0.6168, "X4": 0.39211, "Y4": 0.6168, "page": 0, "Index": 312}, {"Word": "lymph", "Confidence": 0.797, "X1": 0.43421, "Y1": 0.6032, "X2": 0.47632, "Y2": 0.603, "X3": 0.47632, "Y3": 0.6168, "X4": 0.43421, "Y4": 0.6168, "page": 0, "Index": 313}, {"Word": "(IDL)", "Confidence": 0.802, "X1": 0.48553, "Y1": 0.6032, "X2": 0.52895, "Y2": 0.603, "X3": 0.52763, "Y3": 0.6168, "X4": 0.48553, "Y4": 0.6168, "page": 0, "Index": 314}, {"Word": "to", "Confidence": 0.997, "X1": 0.53421, "Y1": 0.6032, "X2": 0.55395, "Y2": 0.603, "X3": 0.55395, "Y3": 0.6168, "X4": 0.53421, "Y4": 0.6168, "page": 0, "Index": 315}, {"Word": "consist", "Confidence": 0.991, "X1": 0.55921, "Y1": 0.6032, "X2": 0.62105, "Y2": 0.603, "X3": 0.62105, "Y3": 0.6158, "X4": 0.55789, "Y4": 0.6168, "page": 0, "Index": 316}, {"Word": "of", "Confidence": 0.998, "X1": 0.62763, "Y1": 0.6032, "X2": 0.64605, "Y2": 0.603, "X3": 0.64605, "Y3": 0.6158, "X4": 0.62632, "Y4": 0.6158, "page": 0, "Index": 317}, {"Word": "232", "Confidence": 0.629, "X1": 0.65526, "Y1": 0.6032, "X2": 0.68289, "Y2": 0.603, "X3": 0.68158, "Y3": 0.6158, "X4": 0.65526, "Y4": 0.6158, "page": 0, "Index": 318}, {"Word": "B", "Confidence": 0.993, "X1": 0.16579, "Y1": 0.6162, "X2": 0.175, "Y2": 0.616, "X3": 0.175, "Y3": 0.6288, "X4": 0.16447, "Y4": 0.6288, "page": 0, "Index": 319}, {"Word": "'celle.", "Confidence": 0.761, "X1": 0.18026, "Y1": 0.6162, "X2": 0.23026, "Y2": 0.616, "X3": 0.22895, "Y3": 0.6288, "X4": 0.17895, "Y4": 0.6288, "page": 0, "Index": 320}, {"Word": "For", "Confidence": 0.996, "X1": 0.24211, "Y1": 0.6162, "X2": 0.26974, "Y2": 0.616, "X3": 0.26842, "Y3": 0.6288, "X4": 0.24079, "Y4": 0.6288, "page": 0, "Index": 321}, {"Word": "evaluation", "Confidence": 0.736, "X1": 0.275, "Y1": 0.6162, "X2": 0.35921, "Y2": 0.616, "X3": 0.35789, "Y3": 0.6298, "X4": 0.275, "Y4": 0.6298, "page": 0, "Index": 322}, {"Word": "of", "Confidence": 0.998, "X1": 0.36447, "Y1": 0.6162, "X2": 0.38553, "Y2": 0.616, "X3": 0.38421, "Y3": 0.6298, "X4": 0.36447, "Y4": 0.6298, "page": 0, "Index": 323}, {"Word": "T", "Confidence": 0.991, "X1": 0.39211, "Y1": 0.6162, "X2": 0.40263, "Y2": 0.616, "X3": 0.40132, "Y3": 0.6298, "X4": 0.39211, "Y4": 0.6298, "page": 0, "Index": 324}, {"Word": "cells,", "Confidence": 0.991, "X1": 0.40921, "Y1": 0.6162, "X2": 0.46184, "Y2": 0.616, "X3": 0.46053, "Y3": 0.6288, "X4": 0.40789, "Y4": 0.6298, "page": 0, "Index": 325}, {"Word": "sheep", "Confidence": 0.997, "X1": 0.46579, "Y1": 0.6162, "X2": 0.51053, "Y2": 0.616, "X3": 0.51053, "Y3": 0.6288, "X4": 0.46579, "Y4": 0.6288, "page": 0, "Index": 326}, {"Word": "rosette", "Confidence": 0.966, "X1": 0.51842, "Y1": 0.6162, "X2": 0.57895, "Y2": 0.616, "X3": 0.57763, "Y3": 0.6288, "X4": 0.51711, "Y4": 0.6288, "page": 0, "Index": 327}, {"Word": "forming", "Confidence": 0.797, "X1": 0.58684, "Y1": 0.6162, "X2": 0.64737, "Y2": 0.616, "X3": 0.64737, "Y3": 0.6288, "X4": 0.58553, "Y4": 0.6288, "page": 0, "Index": 328}, {"Word": "celle", "Confidence": 0.675, "X1": 0.65395, "Y1": 0.6162, "X2": 0.7, "Y2": 0.616, "X3": 0.7, "Y3": 0.6288, "X4": 0.65395, "Y4": 0.6288, "page": 0, "Index": 329}, {"Word": "(SRFC)", "Confidence": 0.936, "X1": 0.16447, "Y1": 0.6292, "X2": 0.21316, "Y2": 0.629, "X3": 0.21316, "Y3": 0.6428, "X4": 0.16447, "Y4": 0.6418, "page": 0, "Index": 330}, {"Word": "were", "Confidence": 0.991, "X1": 0.21579, "Y1": 0.6292, "X2": 0.25395, "Y2": 0.629, "X3": 0.25395, "Y3": 0.6428, "X4": 0.21579, "Y4": 0.6428, "page": 0, "Index": 331}, {"Word": "tested", "Confidence": 0.993, "X1": 0.25789, "Y1": 0.6292, "X2": 0.31053, "Y2": 0.629, "X3": 0.31053, "Y3": 0.6428, "X4": 0.25789, "Y4": 0.6428, "page": 0, "Index": 332}, {"Word": "against", "Confidence": 0.662, "X1": 0.31579, "Y1": 0.6292, "X2": 0.37632, "Y2": 0.629, "X3": 0.37632, "Y3": 0.6428, "X4": 0.31579, "Y4": 0.6428, "page": 0, "Index": 333}, {"Word": "a", "Confidence": 0.995, "X1": 0.38289, "Y1": 0.6292, "X2": 0.39342, "Y2": 0.629, "X3": 0.39342, "Y3": 0.6428, "X4": 0.38289, "Y4": 0.6428, "page": 0, "Index": 334}, {"Word": "variety", "Confidence": 0.95, "X1": 0.40132, "Y1": 0.6292, "X2": 0.46053, "Y2": 0.629, "X3": 0.46053, "Y3": 0.6428, "X4": 0.40132, "Y4": 0.6428, "page": 0, "Index": 335}, {"Word": "of", "Confidence": 0.998, "X1": 0.46579, "Y1": 0.6292, "X2": 0.48684, "Y2": 0.629, "X3": 0.48684, "Y3": 0.6428, "X4": 0.46579, "Y4": 0.6428, "page": 0, "Index": 336}, {"Word": "animals.", "Confidence": 0.85, "X1": 0.49211, "Y1": 0.6292, "X2": 0.56447, "Y2": 0.629, "X3": 0.56316, "Y3": 0.6428, "X4": 0.49211, "Y4": 0.6428, "page": 0, "Index": 337}, {"Word": "The", "Confidence": 0.998, "X1": 0.57895, "Y1": 0.6292, "X2": 0.60658, "Y2": 0.629, "X3": 0.60526, "Y3": 0.6418, "X4": 0.57763, "Y4": 0.6418, "page": 0, "Index": 338}, {"Word": "optimal", "Confidence": 0.958, "X1": 0.61053, "Y1": 0.6292, "X2": 0.675, "Y2": 0.629, "X3": 0.675, "Y3": 0.6418, "X4": 0.61053, "Y4": 0.6418, "page": 0, "Index": 339}, {"Word": "conditions", "Confidence": 0.854, "X1": 0.16579, "Y1": 0.6432, "X2": 0.24474, "Y2": 0.643, "X3": 0.24474, "Y3": 0.6558, "X4": 0.16579, "Y4": 0.6548, "page": 0, "Index": 340}, {"Word": "for", "Confidence": 0.998, "X1": 0.25132, "Y1": 0.6432, "X2": 0.27763, "Y2": 0.643, "X3": 0.27763, "Y3": 0.6558, "X4": 0.25132, "Y4": 0.6558, "page": 0, "Index": 341}, {"Word": "rosette", "Confidence": 0.954, "X1": 0.28421, "Y1": 0.6422, "X2": 0.34211, "Y2": 0.642, "X3": 0.34079, "Y3": 0.6558, "X4": 0.28289, "Y4": 0.6558, "page": 0, "Index": 342}, {"Word": "formation", "Confidence": 0.991, "X1": 0.34868, "Y1": 0.6422, "X2": 0.42763, "Y2": 0.642, "X3": 0.42763, "Y3": 0.6558, "X4": 0.34868, "Y4": 0.6558, "page": 0, "Index": 343}, {"Word": "were", "Confidence": 0.983, "X1": 0.43289, "Y1": 0.6422, "X2": 0.46842, "Y2": 0.642, "X3": 0.46711, "Y3": 0.6558, "X4": 0.43158, "Y4": 0.6558, "page": 0, "Index": 344}, {"Word": "established", "Confidence": 0.991, "X1": 0.475, "Y1": 0.6412, "X2": 0.57105, "Y2": 0.641, "X3": 0.56974, "Y3": 0.6548, "X4": 0.475, "Y4": 0.6558, "page": 0, "Index": 345}, {"Word": "and", "Confidence": 0.998, "X1": 0.57763, "Y1": 0.6412, "X2": 0.60526, "Y2": 0.641, "X3": 0.60395, "Y3": 0.6548, "X4": 0.57763, "Y4": 0.6548, "page": 0, "Index": 346}, {"Word": "28%", "Confidence": 0.785, "X1": 0.61316, "Y1": 0.6412, "X2": 0.63947, "Y2": 0.641, "X3": 0.63816, "Y3": 0.6548, "X4": 0.61184, "Y4": 0.6548, "page": 0, "Index": 347}, {"Word": "of", "Confidence": 0.998, "X1": 0.64474, "Y1": 0.6412, "X2": 0.66579, "Y2": 0.641, "X3": 0.66447, "Y3": 0.6548, "X4": 0.64474, "Y4": 0.6548, "page": 0, "Index": 348}, {"Word": "sheep", "Confidence": 0.933, "X1": 0.16579, "Y1": 0.6562, "X2": 0.20658, "Y2": 0.656, "X3": 0.20526, "Y3": 0.6678, "X4": 0.16579, "Y4": 0.6678, "page": 0, "Index": 349}, {"Word": "capacity", "Confidence": 0.955, "X1": 0.61974, "Y1": 0.6562, "X2": 0.69079, "Y2": 0.656, "X3": 0.68947, "Y3": 0.6678, "X4": 0.61842, "Y4": 0.6688, "page": 0, "Index": 350}, {"Word": "thoracic", "Confidence": 0.823, "X1": 0.20921, "Y1": 0.6552, "X2": 0.27895, "Y2": 0.655, "X3": 0.27763, "Y3": 0.6688, "X4": 0.20921, "Y4": 0.6678, "page": 0, "Index": 351}, {"Word": "duct", "Confidence": 0.666, "X1": 0.28421, "Y1": 0.6552, "X2": 0.31842, "Y2": 0.655, "X3": 0.31711, "Y3": 0.6688, "X4": 0.28289, "Y4": 0.6688, "page": 0, "Index": 352}, {"Word": "lymphocytes", "Confidence": 0.64, "X1": 0.32368, "Y1": 0.6552, "X2": 0.41974, "Y2": 0.655, "X3": 0.41842, "Y3": 0.6688, "X4": 0.32368, "Y4": 0.6688, "page": 0, "Index": 353}, {"Word": "showed", "Confidence": 0.809, "X1": 0.42632, "Y1": 0.6552, "X2": 0.47763, "Y2": 0.655, "X3": 0.47632, "Y3": 0.6688, "X4": 0.425, "Y4": 0.6688, "page": 0, "Index": 354}, {"Word": "rosette", "Confidence": 0.953, "X1": 0.48289, "Y1": 0.6552, "X2": 0.54605, "Y2": 0.655, "X3": 0.54474, "Y3": 0.6688, "X4": 0.48289, "Y4": 0.6688, "page": 0, "Index": 355}, {"Word": "forming", "Confidence": 0.66, "X1": 0.55263, "Y1": 0.6552, "X2": 0.61316, "Y2": 0.655, "X3": 0.61184, "Y3": 0.6688, "X4": 0.55132, "Y4": 0.6688, "page": 0, "Index": 356}, {"Word": "with", "Confidence": 0.991, "X1": 0.16316, "Y1": 0.6682, "X2": 0.19868, "Y2": 0.668, "X3": 0.19868, "Y3": 0.6818, "X4": 0.16316, "Y4": 0.6818, "page": 0, "Index": 357}, {"Word": "dog", "Confidence": 0.998, "X1": 0.20263, "Y1": 0.6682, "X2": 0.22895, "Y2": 0.668, "X3": 0.22763, "Y3": 0.6818, "X4": 0.20263, "Y4": 0.6818, "page": 0, "Index": 358}, {"Word": "rbc's.", "Confidence": 0.639, "X1": 0.23421, "Y1": 0.6682, "X2": 0.28816, "Y2": 0.668, "X3": 0.28684, "Y3": 0.6818, "X4": 0.23421, "Y4": 0.6818, "page": 0, "Index": 359}, {"Word": "Human", "Confidence": 0.641, "X1": 0.29868, "Y1": 0.6682, "X2": 0.34211, "Y2": 0.668, "X3": 0.34211, "Y3": 0.6818, "X4": 0.29737, "Y4": 0.6818, "page": 0, "Index": 360}, {"Word": "control", "Confidence": 0.971, "X1": 0.34868, "Y1": 0.6682, "X2": 0.41184, "Y2": 0.668, "X3": 0.41053, "Y3": 0.6818, "X4": 0.34737, "Y4": 0.6818, "page": 0, "Index": 361}, {"Word": "lymphocytes", "Confidence": 0.851, "X1": 0.41579, "Y1": 0.6682, "X2": 0.51053, "Y2": 0.668, "X3": 0.50921, "Y3": 0.6818, "X4": 0.41579, "Y4": 0.6818, "page": 0, "Index": 362}, {"Word": "pretreated", "Confidence": 0.958, "X1": 0.51711, "Y1": 0.6682, "X2": 0.60526, "Y2": 0.668, "X3": 0.60395, "Y3": 0.6818, "X4": 0.51711, "Y4": 0.6818, "page": 0, "Index": 363}, {"Word": "with", "Confidence": 0.989, "X1": 0.60921, "Y1": 0.6692, "X2": 0.64605, "Y2": 0.669, "X3": 0.64605, "Y3": 0.6808, "X4": 0.60921, "Y4": 0.6808, "page": 0, "Index": 364}, {"Word": "neuraninadase", "Confidence": 0.674, "X1": 0.16579, "Y1": 0.6812, "X2": 0.26842, "Y2": 0.681, "X3": 0.26974, "Y3": 0.6938, "X4": 0.16579, "Y4": 0.6938, "page": 0, "Index": 365}, {"Word": "increased", "Confidence": 0.984, "X1": 0.275, "Y1": 0.6812, "X2": 0.35132, "Y2": 0.681, "X3": 0.35132, "Y3": 0.6938, "X4": 0.275, "Y4": 0.6938, "page": 0, "Index": 366}, {"Word": "the", "Confidence": 0.955, "X1": 0.35526, "Y1": 0.6812, "X2": 0.38421, "Y2": 0.681, "X3": 0.38553, "Y3": 0.6938, "X4": 0.35658, "Y4": 0.6938, "page": 0, "Index": 367}, {"Word": "human", "Confidence": 0.992, "X1": 0.38947, "Y1": 0.6812, "X2": 0.43553, "Y2": 0.681, "X3": 0.43553, "Y3": 0.6938, "X4": 0.38947, "Y4": 0.6938, "page": 0, "Index": 368}, {"Word": "RFC", "Confidence": 0.994, "X1": 0.44079, "Y1": 0.6812, "X2": 0.46711, "Y2": 0.681, "X3": 0.46842, "Y3": 0.6938, "X4": 0.44079, "Y4": 0.6938, "page": 0, "Index": 369}, {"Word": "population", "Confidence": 0.993, "X1": 0.47368, "Y1": 0.6812, "X2": 0.56184, "Y2": 0.681, "X3": 0.56316, "Y3": 0.6938, "X4": 0.47368, "Y4": 0.6938, "page": 0, "Index": 370}, {"Word": "from", "Confidence": 0.932, "X1": 0.56842, "Y1": 0.6812, "X2": 0.60395, "Y2": 0.681, "X3": 0.60395, "Y3": 0.6938, "X4": 0.56842, "Y4": 0.6938, "page": 0, "Index": 371}, {"Word": "52%", "Confidence": 0.957, "X1": 0.61184, "Y1": 0.6812, "X2": 0.63816, "Y2": 0.681, "X3": 0.63947, "Y3": 0.6938, "X4": 0.61184, "Y4": 0.6938, "page": 0, "Index": 372}, {"Word": "to", "Confidence": 0.994, "X1": 0.64605, "Y1": 0.6812, "X2": 0.66579, "Y2": 0.681, "X3": 0.66579, "Y3": 0.6938, "X4": 0.64605, "Y4": 0.6938, "page": 0, "Index": 373}, {"Word": "78%,", "Confidence": 0.779, "X1": 0.16579, "Y1": 0.6932, "X2": 0.19868, "Y2": 0.693, "X3": 0.19868, "Y3": 0.7068, "X4": 0.16579, "Y4": 0.7068, "page": 0, "Index": 374}, {"Word": "and", "Confidence": 0.994, "X1": 0.20263, "Y1": 0.6942, "X2": 0.22895, "Y2": 0.694, "X3": 0.22895, "Y3": 0.7068, "X4": 0.20263, "Y4": 0.7068, "page": 0, "Index": 375}, {"Word": "in", "Confidence": 0.951, "X1": 0.23421, "Y1": 0.6942, "X2": 0.25132, "Y2": 0.694, "X3": 0.25132, "Y3": 0.7068, "X4": 0.23421, "Y4": 0.7068, "page": 0, "Index": 376}, {"Word": "addition", "Confidence": 0.994, "X1": 0.25921, "Y1": 0.6942, "X2": 0.325, "Y2": 0.694, "X3": 0.325, "Y3": 0.7068, "X4": 0.25921, "Y4": 0.7068, "page": 0, "Index": 377}, {"Word": "neuraminadase", "Confidence": 0.945, "X1": 0.33158, "Y1": 0.6952, "X2": 0.44342, "Y2": 0.695, "X3": 0.44342, "Y3": 0.7068, "X4": 0.33158, "Y4": 0.7068, "page": 0, "Index": 378}, {"Word": "pretreatment", "Confidence": 0.958, "X1": 0.44737, "Y1": 0.6952, "X2": 0.55395, "Y2": 0.695, "X3": 0.55263, "Y3": 0.7068, "X4": 0.44737, "Y4": 0.7068, "page": 0, "Index": 379}, {"Word": "increased", "Confidence": 0.967, "X1": 0.55921, "Y1": 0.6942, "X2": 0.63816, "Y2": 0.694, "X3": 0.63684, "Y3": 0.7068, "X4": 0.55921, "Y4": 0.7068, "page": 0, "Index": 380}, {"Word": "the", "Confidence": 0.998, "X1": 0.64474, "Y1": 0.6942, "X2": 0.67368, "Y2": 0.694, "X3": 0.67368, "Y3": 0.7068, "X4": 0.64474, "Y4": 0.7068, "page": 0, "Index": 381}, {"Word": "SRFC", "Confidence": 0.99, "X1": 0.16579, "Y1": 0.7072, "X2": 0.19737, "Y2": 0.707, "X3": 0.19605, "Y3": 0.7198, "X4": 0.16447, "Y4": 0.7198, "page": 0, "Index": 382}, {"Word": "with", "Confidence": 0.991, "X1": 0.20132, "Y1": 0.7072, "X2": 0.23684, "Y2": 0.707, "X3": 0.23553, "Y3": 0.7198, "X4": 0.2, "Y4": 0.7198, "page": 0, "Index": 383}, {"Word": "rbc's", "Confidence": 0.849, "X1": 0.24342, "Y1": 0.7072, "X2": 0.28684, "Y2": 0.707, "X3": 0.28553, "Y3": 0.7198, "X4": 0.24211, "Y4": 0.7198, "page": 0, "Index": 384}, {"Word": "of", "Confidence": 0.998, "X1": 0.29079, "Y1": 0.7072, "X2": 0.31053, "Y2": 0.707, "X3": 0.30921, "Y3": 0.7198, "X4": 0.29079, "Y4": 0.7198, "page": 0, "Index": 385}, {"Word": "dog", "Confidence": 0.995, "X1": 0.31579, "Y1": 0.7072, "X2": 0.34211, "Y2": 0.707, "X3": 0.34079, "Y3": 0.7208, "X4": 0.31579, "Y4": 0.7198, "page": 0, "Index": 386}, {"Word": "from", "Confidence": 0.991, "X1": 0.35, "Y1": 0.7072, "X2": 0.38421, "Y2": 0.707, "X3": 0.38421, "Y3": 0.7208, "X4": 0.34868, "Y4": 0.7208, "page": 0, "Index": 387}, {"Word": "5%", "Confidence": 0.189, "X1": 0.39211, "Y1": 0.7072, "X2": 0.41053, "Y2": 0.707, "X3": 0.41053, "Y3": 0.7208, "X4": 0.39079, "Y4": 0.7208, "page": 0, "Index": 388}, {"Word": "to", "Confidence": 0.998, "X1": 0.41711, "Y1": 0.7072, "X2": 0.43553, "Y2": 0.707, "X3": 0.43421, "Y3": 0.7208, "X4": 0.41579, "Y4": 0.7208, "page": 0, "Index": 389}, {"Word": "28%.", "Confidence": 0.868, "X1": 0.44211, "Y1": 0.7072, "X2": 0.47895, "Y2": 0.707, "X3": 0.47763, "Y3": 0.7208, "X4": 0.44079, "Y4": 0.7208, "page": 0, "Index": 390}, {"Word": "Ultrastructural", "Confidence": 0.802, "X1": 0.49079, "Y1": 0.7082, "X2": 0.62237, "Y2": 0.708, "X3": 0.62105, "Y3": 0.7208, "X4": 0.49079, "Y4": 0.7208, "page": 0, "Index": 391}, {"Word": "exam-", "Confidence": 0.603, "X1": 0.62763, "Y1": 0.7082, "X2": 0.675, "Y2": 0.708, "X3": 0.67368, "Y3": 0.7198, "X4": 0.62632, "Y4": 0.7208, "page": 0, "Index": 392}, {"Word": "ination", "Confidence": 0.941, "X1": 0.16579, "Y1": 0.7202, "X2": 0.21974, "Y2": 0.72, "X3": 0.21974, "Y3": 0.7338, "X4": 0.16579, "Y4": 0.7328, "page": 0, "Index": 393}, {"Word": "of", "Confidence": 0.998, "X1": 0.225, "Y1": 0.7202, "X2": 0.24474, "Y2": 0.72, "X3": 0.24474, "Y3": 0.7338, "X4": 0.225, "Y4": 0.7338, "page": 0, "Index": 394}, {"Word": "the", "Confidence": 0.998, "X1": 0.25, "Y1": 0.7202, "X2": 0.27763, "Y2": 0.72, "X3": 0.27763, "Y3": 0.7338, "X4": 0.25, "Y4": 0.7338, "page": 0, "Index": 395}, {"Word": "sheep", "Confidence": 0.847, "X1": 0.28289, "Y1": 0.7202, "X2": 0.32632, "Y2": 0.72, "X3": 0.325, "Y3": 0.7338, "X4": 0.28289, "Y4": 0.7338, "page": 0, "Index": 396}, {"Word": "thoracic", "Confidence": 0.966, "X1": 0.33158, "Y1": 0.7202, "X2": 0.40263, "Y2": 0.72, "X3": 0.40132, "Y3": 0.7338, "X4": 0.33158, "Y4": 0.7338, "page": 0, "Index": 397}, {"Word": "duct", "Confidence": 0.941, "X1": 0.40789, "Y1": 0.7202, "X2": 0.44342, "Y2": 0.72, "X3": 0.44211, "Y3": 0.7338, "X4": 0.40789, "Y4": 0.7338, "page": 0, "Index": 398}, {"Word": "cells", "Confidence": 0.941, "X1": 0.44868, "Y1": 0.7202, "X2": 0.49342, "Y2": 0.72, "X3": 0.49342, "Y3": 0.7338, "X4": 0.44737, "Y4": 0.7338, "page": 0, "Index": 399}, {"Word": "revealed", "Confidence": 0.943, "X1": 0.5, "Y1": 0.7202, "X2": 0.56974, "Y2": 0.72, "X3": 0.56974, "Y3": 0.7328, "X4": 0.49868, "Y4": 0.7338, "page": 0, "Index": 400}, {"Word": "four", "Confidence": 0.989, "X1": 0.57763, "Y1": 0.7202, "X2": 0.61316, "Y2": 0.72, "X3": 0.61316, "Y3": 0.7328, "X4": 0.57632, "Y4": 0.7328, "page": 0, "Index": 401}, {"Word": "types", "Confidence": 0.995, "X1": 0.61974, "Y1": 0.7202, "X2": 0.66579, "Y2": 0.72, "X3": 0.66447, "Y3": 0.7328, "X4": 0.61842, "Y4": 0.7328, "page": 0, "Index": 402}, {"Word": "of", "Confidence": 0.998, "X1": 0.67105, "Y1": 0.7202, "X2": 0.69211, "Y2": 0.72, "X3": 0.69079, "Y3": 0.7328, "X4": 0.66974, "Y4": 0.7328, "page": 0, "Index": 403}, {"Word": "lymphocytes", "Confidence": 0.941, "X1": 0.16447, "Y1": 0.7332, "X2": 0.25263, "Y2": 0.733, "X3": 0.25263, "Y3": 0.7468, "X4": 0.16447, "Y4": 0.7458, "page": 0, "Index": 404}, {"Word": "in", "Confidence": 0.997, "X1": 0.25921, "Y1": 0.7332, "X2": 0.27763, "Y2": 0.733, "X3": 0.27763, "Y3": 0.7468, "X4": 0.25921, "Y4": 0.7468, "page": 0, "Index": 405}, {"Word": "sheep", "Confidence": 0.995, "X1": 0.28289, "Y1": 0.7332, "X2": 0.32632, "Y2": 0.733, "X3": 0.32632, "Y3": 0.7468, "X4": 0.28289, "Y4": 0.7468, "page": 0, "Index": 406}, {"Word": "TDL", "Confidence": 0.755, "X1": 0.33158, "Y1": 0.7332, "X2": 0.35921, "Y2": 0.733, "X3": 0.35921, "Y3": 0.7468, "X4": 0.33158, "Y4": 0.7468, "page": 0, "Index": 407}, {"Word": "with", "Confidence": 0.991, "X1": 0.36447, "Y1": 0.7332, "X2": 0.40263, "Y2": 0.733, "X3": 0.40263, "Y3": 0.7468, "X4": 0.36447, "Y4": 0.7468, "page": 0, "Index": 408}, {"Word": "differing", "Confidence": 0.993, "X1": 0.40921, "Y1": 0.7332, "X2": 0.48553, "Y2": 0.733, "X3": 0.48553, "Y3": 0.7468, "X4": 0.40789, "Y4": 0.7468, "page": 0, "Index": 409}, {"Word": "nuclear", "Confidence": 0.899, "X1": 0.49079, "Y1": 0.7332, "X2": 0.55395, "Y2": 0.733, "X3": 0.55395, "Y3": 0.7468, "X4": 0.49079, "Y4": 0.7468, "page": 0, "Index": 410}, {"Word": "and", "Confidence": 0.998, "X1": 0.55921, "Y1": 0.7332, "X2": 0.58816, "Y2": 0.733, "X3": 0.58684, "Y3": 0.7458, "X4": 0.55789, "Y4": 0.7468, "page": 0, "Index": 411}, {"Word": "cytoplasmic", "Confidence": 0.965, "X1": 0.59342, "Y1": 0.7342, "X2": 0.69211, "Y2": 0.734, "X3": 0.69079, "Y3": 0.7458, "X4": 0.59342, "Y4": 0.7458, "page": 0, "Index": 412}, {"Word": "ratios", "Confidence": 0.849, "X1": 0.16447, "Y1": 0.7462, "X2": 0.21184, "Y2": 0.746, "X3": 0.21184, "Y3": 0.7598, "X4": 0.16447, "Y4": 0.7588, "page": 0, "Index": 413}, {"Word": "and", "Confidence": 0.998, "X1": 0.21711, "Y1": 0.7462, "X2": 0.24474, "Y2": 0.746, "X3": 0.24474, "Y3": 0.7598, "X4": 0.21711, "Y4": 0.7598, "page": 0, "Index": 414}, {"Word": "structure.", "Confidence": 0.992, "X1": 0.25, "Y1": 0.7462, "X2": 0.33553, "Y2": 0.746, "X3": 0.33421, "Y3": 0.7598, "X4": 0.25, "Y4": 0.7598, "page": 0, "Index": 415}, {"Word": "A", "Confidence": 0.994, "X1": 0.34868, "Y1": 0.7462, "X2": 0.35921, "Y2": 0.746, "X3": 0.35789, "Y3": 0.7598, "X4": 0.34737, "Y4": 0.7598, "page": 0, "Index": 416}, {"Word": "comparative", "Confidence": 0.971, "X1": 0.36579, "Y1": 0.7462, "X2": 0.46053, "Y2": 0.746, "X3": 0.45921, "Y3": 0.7598, "X4": 0.36579, "Y4": 0.7598, "page": 0, "Index": 417}, {"Word": "differential", "Confidence": 0.608, "X1": 0.46579, "Y1": 0.7462, "X2": 0.57105, "Y2": 0.746, "X3": 0.56974, "Y3": 0.7598, "X4": 0.46447, "Y4": 0.7598, "page": 0, "Index": 418}, {"Word": "at", "Confidence": 0.997, "X1": 0.57632, "Y1": 0.7462, "X2": 0.59605, "Y2": 0.746, "X3": 0.59474, "Y3": 0.7598, "X4": 0.575, "Y4": 0.7598, "page": 0, "Index": 419}, {"Word": "the", "Confidence": 0.998, "X1": 0.60263, "Y1": 0.7462, "X2": 0.63158, "Y2": 0.746, "X3": 0.62895, "Y3": 0.7598, "X4": 0.60132, "Y4": 0.7598, "page": 0, "Index": 420}, {"Word": "light", "Confidence": 0.942, "X1": 0.63684, "Y1": 0.7462, "X2": 0.68289, "Y2": 0.746, "X3": 0.68158, "Y3": 0.7588, "X4": 0.63553, "Y4": 0.7598, "page": 0, "Index": 421}, {"Word": "and", "Confidence": 0.995, "X1": 0.16447, "Y1": 0.7602, "X2": 0.18947, "Y2": 0.76, "X3": 0.18947, "Y3": 0.7728, "X4": 0.16447, "Y4": 0.7728, "page": 0, "Index": 422}, {"Word": "ultrastructural", "Confidence": 0.974, "X1": 0.19342, "Y1": 0.7592, "X2": 0.31842, "Y2": 0.759, "X3": 0.31842, "Y3": 0.7718, "X4": 0.19342, "Y4": 0.7728, "page": 0, "Index": 423}, {"Word": "level", "Confidence": 0.955, "X1": 0.32368, "Y1": 0.7582, "X2": 0.36711, "Y2": 0.758, "X3": 0.36711, "Y3": 0.7718, "X4": 0.32237, "Y4": 0.7718, "page": 0, "Index": 424}, {"Word": "showed", "Confidence": 0.996, "X1": 0.375, "Y1": 0.7582, "X2": 0.42763, "Y2": 0.758, "X3": 0.42632, "Y3": 0.7718, "X4": 0.37368, "Y4": 0.7718, "page": 0, "Index": 425}, {"Word": "that", "Confidence": 0.989, "X1": 0.43289, "Y1": 0.7582, "X2": 0.46842, "Y2": 0.758, "X3": 0.46711, "Y3": 0.7718, "X4": 0.43158, "Y4": 0.7718, "page": 0, "Index": 426}, {"Word": "96.", "Confidence": 0.998, "X1": 0.47368, "Y1": 0.7582, "X2": 0.49737, "Y2": 0.758, "X3": 0.49737, "Y3": 0.7718, "X4": 0.47368, "Y4": 0.7718, "page": 0, "Index": 427}, {"Word": "5%", "Confidence": 0.929, "X1": 0.50132, "Y1": 0.7582, "X2": 0.51974, "Y2": 0.758, "X3": 0.51842, "Y3": 0.7718, "X4": 0.5, "Y4": 0.7718, "page": 0, "Index": 428}, {"Word": "of", "Confidence": 0.998, "X1": 0.525, "Y1": 0.7582, "X2": 0.54605, "Y2": 0.758, "X3": 0.54474, "Y3": 0.7718, "X4": 0.525, "Y4": 0.7718, "page": 0, "Index": 429}, {"Word": "the", "Confidence": 0.885, "X1": 0.55132, "Y1": 0.7592, "X2": 0.58026, "Y2": 0.759, "X3": 0.57895, "Y3": 0.7718, "X4": 0.55, "Y4": 0.7718, "page": 0, "Index": 430}, {"Word": "thoracic", "Confidence": 0.991, "X1": 0.58421, "Y1": 0.7592, "X2": 0.65526, "Y2": 0.759, "X3": 0.65395, "Y3": 0.7718, "X4": 0.58421, "Y4": 0.7718, "page": 0, "Index": 431}, {"Word": "duct", "Confidence": 0.982, "X1": 0.66316, "Y1": 0.7592, "X2": 0.7, "Y2": 0.759, "X3": 0.69868, "Y3": 0.7718, "X4": 0.66184, "Y4": 0.7718, "page": 0, "Index": 432}, {"Word": "neutrophils", "Confidence": 0.806, "X1": 0.57632, "Y1": 0.7712, "X2": 0.675, "Y2": 0.771, "X3": 0.67368, "Y3": 0.7848, "X4": 0.575, "Y4": 0.7888, "page": 0, "Index": 433}, {"Word": "and", "Confidence": 0.998, "X1": 0.16316, "Y1": 0.7842, "X2": 0.18947, "Y2": 0.784, "X3": 0.18947, "Y3": 0.7968, "X4": 0.16316, "Y4": 0.7968, "page": 0, "Index": 434}, {"Word": "monocytes.", "Confidence": 0.937, "X1": 0.19342, "Y1": 0.7822, "X2": 0.28026, "Y2": 0.782, "X3": 0.27895, "Y3": 0.7968, "X4": 0.19211, "Y4": 0.7968, "page": 0, "Index": 435}, {"Word": "(supported", "Confidence": 0.782, "X1": 0.28421, "Y1": 0.7802, "X2": 0.36842, "Y2": 0.78, "X3": 0.36711, "Y3": 0.7958, "X4": 0.28289, "Y4": 0.7968, "page": 0, "Index": 436}, {"Word": "by", "Confidence": 0.874, "X1": 0.37368, "Y1": 0.7802, "X2": 0.39474, "Y2": 0.78, "X3": 0.39342, "Y3": 0.7948, "X4": 0.37237, "Y4": 0.7958, "page": 0, "Index": 437}, {"Word": "NIH", "Confidence": 0.817, "X1": 0.4, "Y1": 0.7792, "X2": 0.42895, "Y2": 0.779, "X3": 0.42763, "Y3": 0.7938, "X4": 0.39868, "Y4": 0.7948, "page": 0, "Index": 438}, {"Word": "groot", "Confidence": 0.386, "X1": 0.43289, "Y1": 0.7772, "X2": 0.47763, "Y2": 0.777, "X3": 0.47632, "Y3": 0.7928, "X4": 0.43158, "Y4": 0.7938, "page": 0, "Index": 439}, {"Word": "Af-10635\"\".", "Confidence": 0.004, "X1": 0.48289, "Y1": 0.7752, "X2": 0.57237, "Y2": 0.775, "X3": 0.57105, "Y3": 0.7888, "X4": 0.48158, "Y4": 0.7928, "page": 0, "Index": 440}]}	"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"
ffgm0035	0	{"lines_data": [{"Word": "-", "Confidence": 0.277, "X1": 0.263, "Y1": 0.29607, "X2": 0.264, "Y2": 0.29587, "X3": 0.25, "Y3": 0.29954, "X4": 0.249, "Y4": 0.27499, "page": 0}, {"Word": "VR", "Confidence": 0.72, "X1": 0.969, "Y1": 0.28185, "X2": 0.992, "Y2": 0.28165, "X3": 0.992, "Y3": 0.30213, "X4": 0.969, "Y4": 0.30213, "page": 0}, {"Word": "40743", "Confidence": 0.994, "X1": 0.453, "Y1": 0.30253, "X2": 0.525, "Y2": 0.30233, "X3": 0.526, "Y3": 0.33443, "X4": 0.452, "Y4": 0.33572, "page": 0}, {"Word": "(Please Print)", "Confidence": 0.9935, "X1": 0.601, "Y1": 0.35162, "X2": 0.673, "Y2": 0.35142, "X3": 0.673, "Y3": 0.37189, "X4": 0.601, "Y4": 0.37189, "page": 0}, {"Word": "TAKE ACTION NOW", "Confidence": 0.829, "X1": 0.292, "Y1": 0.36067, "X2": 0.367, "Y2": 0.36047, "X3": 0.367, "Y3": 0.37835, "X4": 0.292, "Y4": 0.37964, "page": 0}, {"Word": "Name JOSEPH \u00c0 SYLVESTRE", "Confidence": 0.6985, "X1": 0.285, "Y1": 0.38134, "X2": 0.527, "Y2": 0.38114, "X3": 0.528, "Y3": 0.41065, "X4": 0.285, "Y4": 0.41453, "page": 0}, {"Word": "Company / Business ROWE AUTOMATIC SALES", "Confidence": 0.87917, "X1": 0.641, "Y1": 0.38521, "X2": 0.961, "Y2": 0.38501, "X3": 0.962, "Y3": 0.41065, "X4": 0.642, "Y4": 0.41582, "page": 0}, {"Word": "11.1.1.1.1.1", "Confidence": 0.175, "X1": 0.275, "Y1": 0.42139, "X2": 0.276, "Y2": 0.42119, "X3": 0.258, "Y3": 0.42099, "X4": 0.257, "Y4": 0.31246, "page": 0}, {"Word": "Home Address 38 VICTORY ST.", "Confidence": 0.9538, "X1": 0.287, "Y1": 0.40976, "X2": 0.523, "Y2": 0.40956, "X3": 0.524, "Y3": 0.4352, "X4": 0.287, "Y4": 0.44037, "page": 0}, {"Word": "Local Business Address 51 SOUTH UNION STO", "Confidence": 0.81214, "X1": 0.641, "Y1": 0.41234, "X2": 0.953, "Y2": 0.41214, "X3": 0.953, "Y3": 0.43778, "X4": 0.641, "Y4": 0.44166, "page": 0}, {"Word": "City CRANSTON", "Confidence": 0.842, "X1": 0.285, "Y1": 0.43948, "X2": 0.414, "Y2": 0.43928, "X3": 0.414, "Y3": 0.46104, "X4": 0.285, "Y4": 0.4675, "page": 0}, {"Word": "City PAWTUCKET", "Confidence": 0.7975, "X1": 0.643, "Y1": 0.43818, "X2": 0.785, "Y2": 0.43798, "X3": 0.785, "Y3": 0.46104, "X4": 0.643, "Y4": 0.46621, "page": 0}, {"Word": "State RHODE ISLAND", "Confidence": 0.68267, "X1": 0.64, "Y1": 0.46402, "X2": 0.787, "Y2": 0.46382, "X3": 0.787, "Y3": 0.48559, "X4": 0.641, "Y4": 0.49205, "page": 0}, {"Word": ". Zip 02860", "Confidence": 0.73933, "X1": 0.82, "Y1": 0.46402, "X2": 0.911, "Y2": 0.46382, "X3": 0.912, "Y3": 0.48171, "X4": 0.82, "Y4": 0.48946, "page": 0}, {"Word": "State RHODE ISLAND Zip 02910", "Confidence": 0.6898, "X1": 0.285, "Y1": 0.46661, "X2": 0.549, "Y2": 0.46641, "X3": 0.549, "Y3": 0.48946, "X4": 0.285, "Y4": 0.48946, "page": 0}, {"Word": "Home Phone (7/2-0918) ALSA HOL", "Confidence": 0.7474, "X1": 0.285, "Y1": 0.49245, "X2": 0.537, "Y2": 0.49225, "X3": 0.537, "Y3": 0.51272, "X4": 0.285, "Y4": 0.51789, "page": 0}, {"Word": "Business Phone(+/", "Confidence": 0.8735, "X1": 0.64, "Y1": 0.49245, "X2": 0.763, "Y2": 0.49225, "X3": 0.764, "Y3": 0.51401, "X4": 0.64, "Y4": 0.51789, "page": 0}, {"Word": ")- 723-6996", "Confidence": 0.7355, "X1": 0.785, "Y1": 0.48986, "X2": 0.917, "Y2": 0.48966, "X3": 0.918, "Y3": 0.51143, "X4": 0.785, "Y4": 0.5166, "page": 0}, {"Word": "Federal, state and local officials whom I know personally: 02", "Confidence": 0.9426, "X1": 0.285, "Y1": 0.52475, "X2": 0.618, "Y2": 0.52455, "X3": 0.618, "Y3": 0.5489, "X4": 0.285, "Y4": 0.55148, "page": 0}, {"Word": "B. SchiAPo 21", "Confidence": 0.96833, "X1": 0.507, "Y1": 0.57255, "X2": 0.632, "Y2": 0.57235, "X3": 0.632, "Y3": 0.59541, "X4": 0.506, "Y4": 0.59412, "page": 0}, {"Word": "D. Shakes 011", "Confidence": 0.68933, "X1": 0.503, "Y1": 0.59968, "X2": 0.619, "Y2": 0.59948, "X3": 0.619, "Y3": 0.62383, "X4": 0.503, "Y4": 0.62254, "page": 0}, {"Word": "YES! I want to join the Tobacco Action Network", "Confidence": 0.94356, "X1": 0.286, "Y1": 0.65265, "X2": 0.529, "Y2": 0.65245, "X3": 0.529, "Y3": 0.67163, "X4": 0.286, "Y4": 0.67163, "page": 0}, {"Word": "Jumpla Silvestro filho", "Confidence": 0.15367, "X1": 0.636, "Y1": 0.60614, "X2": 0.969, "Y2": 0.60594, "X3": 0.969, "Y3": 0.68585, "X4": 0.636, "Y4": 0.68585, "page": 0}, {"Word": "TI18791223", "Confidence": 0.806, "X1": 0.016, "Y1": 0.97178, "X2": 0.014, "Y2": 0.97158, "X3": 0.0, "Y3": 0.97008, "X4": 0.0, "Y4": 0.85768, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.277, "X1": 0.263, "Y1": 0.28831, "X2": 0.264, "Y2": 0.28811, "X3": 0.25, "Y3": 0.28921, "X4": 0.249, "Y4": 0.27758, "page": 0, "Index": 0}, {"Word": "VR", "Confidence": 0.72, "X1": 0.971, "Y1": 0.28185, "X2": 0.988, "Y2": 0.28165, "X3": 0.988, "Y3": 0.30213, "X4": 0.971, "Y4": 0.30213, "page": 0, "Index": 1}, {"Word": "40743", "Confidence": 0.994, "X1": 0.452, "Y1": 0.30253, "X2": 0.522, "Y2": 0.30233, "X3": 0.523, "Y3": 0.33443, "X4": 0.452, "Y4": 0.33572, "page": 0, "Index": 2}, {"Word": "(Please", "Confidence": 0.991, "X1": 0.602, "Y1": 0.35291, "X2": 0.639, "Y2": 0.35271, "X3": 0.639, "Y3": 0.37189, "X4": 0.602, "Y4": 0.37319, "page": 0, "Index": 3}, {"Word": "Print)", "Confidence": 0.996, "X1": 0.642, "Y1": 0.35162, "X2": 0.673, "Y2": 0.35142, "X3": 0.673, "Y3": 0.37189, "X4": 0.642, "Y4": 0.37189, "page": 0, "Index": 4}, {"Word": "TAKE", "Confidence": 0.622, "X1": 0.293, "Y1": 0.36325, "X2": 0.312, "Y2": 0.36305, "X3": 0.312, "Y3": 0.37835, "X4": 0.293, "Y4": 0.37835, "page": 0, "Index": 5}, {"Word": "ACTION", "Confidence": 0.884, "X1": 0.314, "Y1": 0.36196, "X2": 0.343, "Y2": 0.36176, "X3": 0.343, "Y3": 0.37835, "X4": 0.314, "Y4": 0.37835, "page": 0, "Index": 6}, {"Word": "NOW", "Confidence": 0.981, "X1": 0.346, "Y1": 0.36196, "X2": 0.365, "Y2": 0.36176, "X3": 0.365, "Y3": 0.37964, "X4": 0.345, "Y4": 0.37835, "page": 0, "Index": 7}, {"Word": "Name", "Confidence": 0.994, "X1": 0.286, "Y1": 0.3865, "X2": 0.32, "Y2": 0.3863, "X3": 0.32, "Y3": 0.41324, "X4": 0.286, "Y4": 0.41582, "page": 0, "Index": 8}, {"Word": "JOSEPH", "Confidence": 0.703, "X1": 0.329, "Y1": 0.38263, "X2": 0.39, "Y2": 0.38243, "X3": 0.39, "Y3": 0.41194, "X4": 0.328, "Y4": 0.41324, "page": 0, "Index": 9}, {"Word": "\u00c0", "Confidence": 0.152, "X1": 0.405, "Y1": 0.38263, "X2": 0.418, "Y2": 0.38243, "X3": 0.418, "Y3": 0.41065, "X4": 0.404, "Y4": 0.41194, "page": 0, "Index": 10}, {"Word": "SYLVESTRE", "Confidence": 0.945, "X1": 0.433, "Y1": 0.3865, "X2": 0.528, "Y2": 0.3863, "X3": 0.528, "Y3": 0.41194, "X4": 0.433, "Y4": 0.41065, "page": 0, "Index": 11}, {"Word": "Company", "Confidence": 0.996, "X1": 0.642, "Y1": 0.39426, "X2": 0.684, "Y2": 0.39406, "X3": 0.684, "Y3": 0.41453, "X4": 0.642, "Y4": 0.41582, "page": 0, "Index": 12}, {"Word": "/", "Confidence": 0.915, "X1": 0.687, "Y1": 0.39296, "X2": 0.691, "Y2": 0.39276, "X3": 0.691, "Y3": 0.41453, "X4": 0.688, "Y4": 0.41453, "page": 0, "Index": 13}, {"Word": "Business", "Confidence": 0.994, "X1": 0.694, "Y1": 0.39038, "X2": 0.749, "Y2": 0.39018, "X3": 0.749, "Y3": 0.41194, "X4": 0.695, "Y4": 0.41453, "page": 0, "Index": 14}, {"Word": "ROWE", "Confidence": 0.696, "X1": 0.759, "Y1": 0.3878, "X2": 0.803, "Y2": 0.3876, "X3": 0.803, "Y3": 0.41065, "X4": 0.759, "Y4": 0.41194, "page": 0, "Index": 15}, {"Word": "AUTOMATIC", "Confidence": 0.736, "X1": 0.818, "Y1": 0.38521, "X2": 0.901, "Y2": 0.38501, "X3": 0.9, "Y3": 0.41065, "X4": 0.818, "Y4": 0.41065, "page": 0, "Index": 16}, {"Word": "SALES", "Confidence": 0.938, "X1": 0.908, "Y1": 0.38521, "X2": 0.96, "Y2": 0.38501, "X3": 0.96, "Y3": 0.41065, "X4": 0.908, "Y4": 0.41065, "page": 0, "Index": 17}, {"Word": "11.1.1.1.1.1", "Confidence": 0.175, "X1": 0.275, "Y1": 0.4201, "X2": 0.276, "Y2": 0.4199, "X3": 0.259, "Y3": 0.4197, "X4": 0.257, "Y4": 0.31634, "page": 0, "Index": 18}, {"Word": "Address", "Confidence": 0.981, "X1": 0.317, "Y1": 0.41493, "X2": 0.366, "Y2": 0.41473, "X3": 0.365, "Y3": 0.43778, "X4": 0.316, "Y4": 0.43908, "page": 0, "Index": 19}, {"Word": "38", "Confidence": 0.98, "X1": 0.373, "Y1": 0.41364, "X2": 0.397, "Y2": 0.41344, "X3": 0.396, "Y3": 0.43649, "X4": 0.373, "Y4": 0.43649, "page": 0, "Index": 20}, {"Word": "VICTORY", "Confidence": 0.954, "X1": 0.409, "Y1": 0.41105, "X2": 0.478, "Y2": 0.41085, "X3": 0.477, "Y3": 0.4352, "X4": 0.408, "Y4": 0.43649, "page": 0, "Index": 21}, {"Word": "ST.", "Confidence": 0.86, "X1": 0.487, "Y1": 0.41105, "X2": 0.518, "Y2": 0.41085, "X3": 0.517, "Y3": 0.4352, "X4": 0.486, "Y4": 0.4352, "page": 0, "Index": 22}, {"Word": "51", "Confidence": 0.885, "X1": 0.779, "Y1": 0.41751, "X2": 0.801, "Y2": 0.41731, "X3": 0.801, "Y3": 0.43778, "X4": 0.779, "Y4": 0.43778, "page": 0, "Index": 23}, {"Word": "SOUTH", "Confidence": 0.884, "X1": 0.811, "Y1": 0.41493, "X2": 0.853, "Y2": 0.41473, "X3": 0.852, "Y3": 0.43778, "X4": 0.81, "Y4": 0.43778, "page": 0, "Index": 24}, {"Word": "UNION", "Confidence": 0.867, "X1": 0.864, "Y1": 0.41493, "X2": 0.91, "Y2": 0.41473, "X3": 0.91, "Y3": 0.43778, "X4": 0.863, "Y4": 0.43778, "page": 0, "Index": 25}, {"Word": "Home", "Confidence": 0.994, "X1": 0.288, "Y1": 0.4188, "X2": 0.313, "Y2": 0.4186, "X3": 0.312, "Y3": 0.43908, "X4": 0.287, "Y4": 0.44037, "page": 0, "Index": 26}, {"Word": "Local", "Confidence": 0.982, "X1": 0.641, "Y1": 0.42139, "X2": 0.667, "Y2": 0.42119, "X3": 0.667, "Y3": 0.44037, "X4": 0.642, "Y4": 0.44166, "page": 0, "Index": 27}, {"Word": "Business", "Confidence": 0.988, "X1": 0.671, "Y1": 0.4201, "X2": 0.716, "Y2": 0.4199, "X3": 0.716, "Y3": 0.43908, "X4": 0.671, "Y4": 0.44037, "page": 0, "Index": 28}, {"Word": "Address", "Confidence": 0.995, "X1": 0.719, "Y1": 0.41751, "X2": 0.766, "Y2": 0.41731, "X3": 0.766, "Y3": 0.43908, "X4": 0.719, "Y4": 0.43908, "page": 0, "Index": 29}, {"Word": "STO", "Confidence": 0.084, "X1": 0.922, "Y1": 0.41364, "X2": 0.948, "Y2": 0.41344, "X3": 0.947, "Y3": 0.43908, "X4": 0.921, "Y4": 0.43778, "page": 0, "Index": 30}, {"Word": "City", "Confidence": 0.98, "X1": 0.286, "Y1": 0.44335, "X2": 0.309, "Y2": 0.44315, "X3": 0.309, "Y3": 0.46621, "X4": 0.286, "Y4": 0.46879, "page": 0, "Index": 31}, {"Word": "CRANSTON", "Confidence": 0.704, "X1": 0.319, "Y1": 0.44077, "X2": 0.408, "Y2": 0.44057, "X3": 0.407, "Y3": 0.46104, "X4": 0.318, "Y4": 0.46492, "page": 0, "Index": 32}, {"Word": "City", "Confidence": 0.992, "X1": 0.643, "Y1": 0.44206, "X2": 0.664, "Y2": 0.44186, "X3": 0.665, "Y3": 0.46621, "X4": 0.644, "Y4": 0.4675, "page": 0, "Index": 33}, {"Word": "PAWTUCKET", "Confidence": 0.603, "X1": 0.674, "Y1": 0.44077, "X2": 0.782, "Y2": 0.44057, "X3": 0.782, "Y3": 0.46104, "X4": 0.674, "Y4": 0.46492, "page": 0, "Index": 34}, {"Word": "ISLAND", "Confidence": 0.704, "X1": 0.726, "Y1": 0.46532, "X2": 0.784, "Y2": 0.46512, "X3": 0.785, "Y3": 0.48688, "X4": 0.726, "Y4": 0.48817, "page": 0, "Index": 35}, {"Word": "02860", "Confidence": 0.521, "X1": 0.859, "Y1": 0.46402, "X2": 0.911, "Y2": 0.46382, "X3": 0.91, "Y3": 0.483, "X4": 0.859, "Y4": 0.48817, "page": 0, "Index": 36}, {"Word": "State", "Confidence": 0.872, "X1": 0.285, "Y1": 0.4679, "X2": 0.315, "Y2": 0.4677, "X3": 0.315, "Y3": 0.48946, "X4": 0.286, "Y4": 0.48946, "page": 0, "Index": 37}, {"Word": "RHODE", "Confidence": 0.179, "X1": 0.324, "Y1": 0.4679, "X2": 0.371, "Y2": 0.4677, "X3": 0.372, "Y3": 0.48946, "X4": 0.324, "Y4": 0.48946, "page": 0, "Index": 38}, {"Word": "ISLAND", "Confidence": 0.745, "X1": 0.383, "Y1": 0.46661, "X2": 0.449, "Y2": 0.46641, "X3": 0.449, "Y3": 0.48946, "X4": 0.383, "Y4": 0.48946, "page": 0, "Index": 39}, {"Word": "Zip", "Confidence": 0.953, "X1": 0.462, "Y1": 0.46661, "X2": 0.485, "Y2": 0.46641, "X3": 0.485, "Y3": 0.48946, "X4": 0.463, "Y4": 0.48946, "page": 0, "Index": 40}, {"Word": "02910", "Confidence": 0.7, "X1": 0.499, "Y1": 0.4679, "X2": 0.548, "Y2": 0.4677, "X3": 0.548, "Y3": 0.48946, "X4": 0.499, "Y4": 0.48946, "page": 0, "Index": 41}, {"Word": "State", "Confidence": 0.989, "X1": 0.641, "Y1": 0.46919, "X2": 0.671, "Y2": 0.46899, "X3": 0.672, "Y3": 0.49076, "X4": 0.641, "Y4": 0.49205, "page": 0, "Index": 42}, {"Word": "RHODE", "Confidence": 0.355, "X1": 0.676, "Y1": 0.46661, "X2": 0.719, "Y2": 0.46641, "X3": 0.719, "Y3": 0.48817, "X4": 0.676, "Y4": 0.48946, "page": 0, "Index": 43}, {"Word": ".", "Confidence": 0.699, "X1": 0.821, "Y1": 0.47178, "X2": 0.822, "Y2": 0.47158, "X3": 0.822, "Y3": 0.49076, "X4": 0.821, "Y4": 0.49076, "page": 0, "Index": 44}, {"Word": "Zip", "Confidence": 0.998, "X1": 0.823, "Y1": 0.47048, "X2": 0.844, "Y2": 0.47028, "X3": 0.843, "Y3": 0.48946, "X4": 0.823, "Y4": 0.49076, "page": 0, "Index": 45}, {"Word": "Home", "Confidence": 0.988, "X1": 0.286, "Y1": 0.49762, "X2": 0.315, "Y2": 0.49742, "X3": 0.314, "Y3": 0.51789, "X4": 0.286, "Y4": 0.51789, "page": 0, "Index": 46}, {"Word": "Phone", "Confidence": 0.994, "X1": 0.318, "Y1": 0.49632, "X2": 0.346, "Y2": 0.49612, "X3": 0.346, "Y3": 0.5166, "X4": 0.317, "Y4": 0.51789, "page": 0, "Index": 47}, {"Word": "(7/2-0918)", "Confidence": 0.556, "X1": 0.349, "Y1": 0.49503, "X2": 0.424, "Y2": 0.49483, "X3": 0.424, "Y3": 0.5153, "X4": 0.349, "Y4": 0.5166, "page": 0, "Index": 48}, {"Word": "ALSA", "Confidence": 0.608, "X1": 0.441, "Y1": 0.49374, "X2": 0.485, "Y2": 0.49354, "X3": 0.485, "Y3": 0.51401, "X4": 0.441, "Y4": 0.5153, "page": 0, "Index": 49}, {"Word": "HOL", "Confidence": 0.591, "X1": 0.504, "Y1": 0.49374, "X2": 0.537, "Y2": 0.49354, "X3": 0.537, "Y3": 0.51272, "X4": 0.504, "Y4": 0.51401, "page": 0, "Index": 50}, {"Word": "Business", "Confidence": 0.994, "X1": 0.64, "Y1": 0.49762, "X2": 0.687, "Y2": 0.49742, "X3": 0.686, "Y3": 0.5166, "X4": 0.64, "Y4": 0.5166, "page": 0, "Index": 51}, {"Word": "Phone(+/", "Confidence": 0.753, "X1": 0.69, "Y1": 0.49374, "X2": 0.758, "Y2": 0.49354, "X3": 0.757, "Y3": 0.5153, "X4": 0.689, "Y4": 0.5166, "page": 0, "Index": 52}, {"Word": ")-", "Confidence": 0.716, "X1": 0.785, "Y1": 0.49374, "X2": 0.805, "Y2": 0.49354, "X3": 0.805, "Y3": 0.5153, "X4": 0.785, "Y4": 0.51789, "page": 0, "Index": 53}, {"Word": "723-6996", "Confidence": 0.755, "X1": 0.82, "Y1": 0.49116, "X2": 0.916, "Y2": 0.49096, "X3": 0.916, "Y3": 0.51272, "X4": 0.82, "Y4": 0.51401, "page": 0, "Index": 54}, {"Word": "personally:", "Confidence": 0.976, "X1": 0.52, "Y1": 0.52733, "X2": 0.582, "Y2": 0.52713, "X3": 0.582, "Y3": 0.54631, "X4": 0.52, "Y4": 0.5489, "page": 0, "Index": 55}, {"Word": "02", "Confidence": 0.782, "X1": 0.591, "Y1": 0.52604, "X2": 0.613, "Y2": 0.52584, "X3": 0.612, "Y3": 0.54502, "X4": 0.59, "Y4": 0.54631, "page": 0, "Index": 56}, {"Word": "Federal,", "Confidence": 0.997, "X1": 0.286, "Y1": 0.52992, "X2": 0.325, "Y2": 0.52972, "X3": 0.325, "Y3": 0.5489, "X4": 0.285, "Y4": 0.5476, "page": 0, "Index": 57}, {"Word": "state", "Confidence": 0.994, "X1": 0.328, "Y1": 0.52992, "X2": 0.354, "Y2": 0.52972, "X3": 0.353, "Y3": 0.55019, "X4": 0.328, "Y4": 0.5489, "page": 0, "Index": 58}, {"Word": "and", "Confidence": 0.997, "X1": 0.357, "Y1": 0.52992, "X2": 0.374, "Y2": 0.52972, "X3": 0.373, "Y3": 0.55019, "X4": 0.356, "Y4": 0.55019, "page": 0, "Index": 59}, {"Word": "local", "Confidence": 0.994, "X1": 0.377, "Y1": 0.53121, "X2": 0.402, "Y2": 0.53101, "X3": 0.402, "Y3": 0.55019, "X4": 0.376, "Y4": 0.55019, "page": 0, "Index": 60}, {"Word": "officials", "Confidence": 0.991, "X1": 0.405, "Y1": 0.52992, "X2": 0.449, "Y2": 0.52972, "X3": 0.448, "Y3": 0.55019, "X4": 0.405, "Y4": 0.55019, "page": 0, "Index": 61}, {"Word": "whom", "Confidence": 0.989, "X1": 0.452, "Y1": 0.52992, "X2": 0.479, "Y2": 0.52972, "X3": 0.478, "Y3": 0.55019, "X4": 0.451, "Y4": 0.55019, "page": 0, "Index": 62}, {"Word": "I", "Confidence": 0.724, "X1": 0.482, "Y1": 0.52992, "X2": 0.485, "Y2": 0.52972, "X3": 0.484, "Y3": 0.55019, "X4": 0.481, "Y4": 0.55019, "page": 0, "Index": 63}, {"Word": "know", "Confidence": 0.982, "X1": 0.488, "Y1": 0.52992, "X2": 0.517, "Y2": 0.52972, "X3": 0.517, "Y3": 0.5489, "X4": 0.487, "Y4": 0.55019, "page": 0, "Index": 64}, {"Word": "B.", "Confidence": 0.977, "X1": 0.515, "Y1": 0.57255, "X2": 0.533, "Y2": 0.57235, "X3": 0.532, "Y3": 0.59412, "X4": 0.514, "Y4": 0.59412, "page": 0, "Index": 65}, {"Word": "SchiAPo", "Confidence": 0.93, "X1": 0.538, "Y1": 0.57255, "X2": 0.602, "Y2": 0.57235, "X3": 0.602, "Y3": 0.59541, "X4": 0.537, "Y4": 0.59412, "page": 0, "Index": 66}, {"Word": "21", "Confidence": 0.998, "X1": 0.614, "Y1": 0.57384, "X2": 0.632, "Y2": 0.57364, "X3": 0.632, "Y3": 0.5967, "X4": 0.614, "Y4": 0.59541, "page": 0, "Index": 67}, {"Word": "D.", "Confidence": 0.728, "X1": 0.506, "Y1": 0.60098, "X2": 0.525, "Y2": 0.60078, "X3": 0.524, "Y3": 0.62254, "X4": 0.506, "Y4": 0.62254, "page": 0, "Index": 68}, {"Word": "Shakes", "Confidence": 0.632, "X1": 0.53, "Y1": 0.59968, "X2": 0.587, "Y2": 0.59948, "X3": 0.587, "Y3": 0.62254, "X4": 0.529, "Y4": 0.62254, "page": 0, "Index": 69}, {"Word": "011", "Confidence": 0.708, "X1": 0.597, "Y1": 0.60098, "X2": 0.62, "Y2": 0.60078, "X3": 0.619, "Y3": 0.62383, "X4": 0.596, "Y4": 0.62254, "page": 0, "Index": 70}, {"Word": "YES!", "Confidence": 0.967, "X1": 0.288, "Y1": 0.65265, "X2": 0.31, "Y2": 0.65245, "X3": 0.31, "Y3": 0.67163, "X4": 0.287, "Y4": 0.67163, "page": 0, "Index": 71}, {"Word": "I", "Confidence": 0.618, "X1": 0.313, "Y1": 0.65265, "X2": 0.317, "Y2": 0.65245, "X3": 0.316, "Y3": 0.67163, "X4": 0.313, "Y4": 0.67163, "page": 0, "Index": 72}, {"Word": "want", "Confidence": 0.99, "X1": 0.32, "Y1": 0.65265, "X2": 0.344, "Y2": 0.65245, "X3": 0.343, "Y3": 0.67293, "X4": 0.319, "Y4": 0.67163, "page": 0, "Index": 73}, {"Word": "to", "Confidence": 0.998, "X1": 0.347, "Y1": 0.65265, "X2": 0.356, "Y2": 0.65245, "X3": 0.355, "Y3": 0.67293, "X4": 0.346, "Y4": 0.67293, "page": 0, "Index": 74}, {"Word": "join", "Confidence": 0.97, "X1": 0.359, "Y1": 0.65395, "X2": 0.378, "Y2": 0.65375, "X3": 0.378, "Y3": 0.67293, "X4": 0.358, "Y4": 0.67293, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.381, "Y1": 0.65395, "X2": 0.397, "Y2": 0.65375, "X3": 0.397, "Y3": 0.67293, "X4": 0.381, "Y4": 0.67293, "page": 0, "Index": 76}, {"Word": "Tobacco", "Confidence": 0.993, "X1": 0.4, "Y1": 0.65395, "X2": 0.443, "Y2": 0.65375, "X3": 0.443, "Y3": 0.67293, "X4": 0.4, "Y4": 0.67293, "page": 0, "Index": 77}, {"Word": "Action", "Confidence": 0.995, "X1": 0.446, "Y1": 0.65395, "X2": 0.479, "Y2": 0.65375, "X3": 0.48, "Y3": 0.67293, "X4": 0.446, "Y4": 0.67293, "page": 0, "Index": 78}, {"Word": "Network", "Confidence": 0.963, "X1": 0.482, "Y1": 0.65395, "X2": 0.529, "Y2": 0.65375, "X3": 0.529, "Y3": 0.67293, "X4": 0.483, "Y4": 0.67293, "page": 0, "Index": 79}, {"Word": "Jumpla", "Confidence": 0.065, "X1": 0.637, "Y1": 0.60614, "X2": 0.747, "Y2": 0.60594, "X3": 0.747, "Y3": 0.68455, "X4": 0.637, "Y4": 0.68714, "page": 0, "Index": 80}, {"Word": "Silvestro", "Confidence": 0.273, "X1": 0.758, "Y1": 0.61002, "X2": 0.875, "Y2": 0.60982, "X3": 0.875, "Y3": 0.68068, "X4": 0.758, "Y4": 0.68455, "page": 0, "Index": 81}, {"Word": "filho", "Confidence": 0.123, "X1": 0.886, "Y1": 0.61519, "X2": 0.968, "Y2": 0.61499, "X3": 0.968, "Y3": 0.67939, "X4": 0.886, "Y4": 0.68068, "page": 0, "Index": 82}, {"Word": "TI18791223", "Confidence": 0.806, "X1": 0.016, "Y1": 0.96919, "X2": 0.013, "Y2": 0.96899, "X3": 0.0, "Y3": 0.96879, "X4": 0.0, "Y4": 0.85897, "page": 0, "Index": 83}]}	"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"
ffbc0216	0	{"lines_data": [{"Word": "Roswell K. Boutwell", "Confidence": 0.989, "X1": 0.34387, "Y1": 0.0472, "X2": 0.51647, "Y2": 0.047, "X3": 0.51647, "Y3": 0.0668, "X4": 0.34387, "Y4": 0.0668, "page": 0}, {"Word": "2935 Harvard Drive", "Confidence": 0.87533, "X1": 0.34256, "Y1": 0.0682, "X2": 0.52042, "Y2": 0.068, "X3": 0.52042, "Y3": 0.0858, "X4": 0.34256, "Y4": 0.0848, "page": 0}, {"Word": "Madison, Wisconsin 53705", "Confidence": 0.943, "X1": 0.31094, "Y1": 0.0862, "X2": 0.55336, "Y2": 0.086, "X3": 0.55204, "Y3": 0.1048, "X4": 0.31094, "Y4": 0.1038, "page": 0}, {"Word": "March 13, 1988", "Confidence": 0.92267, "X1": 0.52701, "Y1": 0.0842, "X2": 0.76943, "Y2": 0.084, "X3": 0.77339, "Y3": 0.1178, "X4": 0.53096, "Y4": 0.1378, "page": 0}, {"Word": "Dear Bob,", "Confidence": 0.75, "X1": 0.06324, "Y1": 0.1502, "X2": 0.25165, "Y2": 0.15, "X3": 0.25428, "Y3": 0.1758, "X4": 0.06588, "Y4": 0.1878, "page": 0}, {"Word": "This letter will do double duty", "Confidence": 0.73083, "X1": 0.13966, "Y1": 0.1632, "X2": 0.68906, "Y2": 0.163, "X3": 0.6917, "Y3": 0.1918, "X4": 0.14229, "Y4": 0.2158, "page": 0}, {"Word": "First, is to thank you for the", "Confidence": 0.81343, "X1": 0.14361, "Y1": 0.1982, "X2": 0.70751, "Y2": 0.198, "X3": 0.71014, "Y3": 0.2278, "X4": 0.14493, "Y4": 0.2538, "page": 0}, {"Word": "program at Camel Back Inn. The", "Confidence": 0.79233, "X1": 0.08432, "Y1": 0.2342, "X2": 0.69038, "Y2": 0.234, "X3": 0.69302, "Y3": 0.2628, "X4": 0.08564, "Y4": 0.2918, "page": 0}, {"Word": "science was excellent and the", "Confidence": 0.9442, "X1": 0.0975, "Y1": 0.2642, "X2": 0.6917, "Y2": 0.264, "X3": 0.69302, "Y3": 0.2918, "X4": 0.09881, "Y4": 0.3228, "page": 0}, {"Word": "evening program was superb. We", "Confidence": 0.6002, "X1": 0.09618, "Y1": 0.2972, "X2": 0.69433, "Y2": 0.297, "X3": 0.69697, "Y3": 0.3248, "X4": 0.09881, "Y4": 0.3528, "page": 0}, {"Word": "enjoyed your contribution to it, and,", "Confidence": 0.79567, "X1": 0.10935, "Y1": 0.3212, "X2": 0.7444, "Y2": 0.321, "X3": 0.74572, "Y3": 0.3488, "X4": 0.11067, "Y4": 0.3918, "page": 0}, {"Word": "in addition, we continued on from", "Confidence": 0.88283, "X1": 0.10804, "Y1": 0.3612, "X2": 0.73386, "Y2": 0.361, "X3": 0.73518, "Y3": 0.3868, "X4": 0.11199, "Y4": 0.4298, "page": 0}, {"Word": "Camelback for another 10 days, 5 in", "Confidence": 0.88843, "X1": 0.11989, "Y1": 0.3952, "X2": 0.72596, "Y2": 0.395, "X3": 0.72991, "Y3": 0.4218, "X4": 0.12385, "Y4": 0.4648, "page": 0}, {"Word": "mexico. We returned last night to", "Confidence": 0.83017, "X1": 0.12648, "Y1": 0.4292, "X2": 0.72596, "Y2": 0.429, "X3": 0.72727, "Y3": 0.4568, "X4": 0.12912, "Y4": 0.4938, "page": 0}, {"Word": "a snow storm and high temperatures", "Confidence": 0.70883, "X1": 0.1278, "Y1": 0.4632, "X2": 0.79315, "Y2": 0.463, "X3": 0.79578, "Y3": 0.4888, "X4": 0.13043, "Y4": 0.5238, "page": 0}, {"Word": "below freezing - what a place to live!", "Confidence": 0.81988, "X1": 0.13834, "Y1": 0.4892, "X2": 0.80632, "Y2": 0.489, "X3": 0.80896, "Y3": 0.5158, "X4": 0.14097, "Y4": 0.5528, "page": 0}, {"Word": "The second item - expenses.", "Confidence": 0.798, "X1": 0.18972, "Y1": 0.5402, "X2": 0.71542, "Y2": 0.54, "X3": 0.71805, "Y3": 0.5688, "X4": 0.19236, "Y4": 0.5878, "page": 0}, {"Word": "1. Round trips, madison- Phoenix", "Confidence": 0.7104, "X1": 0.17655, "Y1": 0.5882, "X2": 0.67721, "Y2": 0.588, "X3": 0.67852, "Y3": 0.6208, "X4": 0.17787, "Y4": 0.6348, "page": 0}, {"Word": "1820.00", "Confidence": 0.235, "X1": 0.72859, "Y1": 0.6122, "X2": 0.82213, "Y2": 0.612, "X3": 0.82345, "Y3": 0.6338, "X4": 0.73123, "Y4": 0.6438, "page": 0}, {"Word": "@ '91000", "Confidence": 0.8055, "X1": 0.38472, "Y1": 0.6282, "X2": 0.50066, "Y2": 0.628, "X3": 0.50329, "Y3": 0.6538, "X4": 0.38603, "Y4": 0.6628, "page": 0}, {"Word": "220", "Confidence": 0.219, "X1": 0.76416, "Y1": 0.6482, "X2": 0.82609, "Y2": 0.648, "X3": 0.82872, "Y3": 0.6688, "X4": 0.76548, "Y4": 0.6738, "page": 0}, {"Word": "-", "Confidence": 0.968, "X1": 0.10277, "Y1": 0.6702, "X2": 0.1357, "Y2": 0.67, "X3": 0.13834, "Y3": 0.6878, "X4": 0.1054, "Y4": 0.6888, "page": 0}, {"Word": "And trip, taxi including tips", "Confidence": 0.5172, "X1": 0.2108, "Y1": 0.6512, "X2": 0.66667, "Y2": 0.651, "X3": 0.66798, "Y3": 0.6868, "X4": 0.2108, "Y4": 0.6938, "page": 0}, {"Word": "3,400.00", "Confidence": 0.801, "X1": 0.11199, "Y1": 0.6802, "X2": 0.22925, "Y2": 0.68, "X3": 0.23057, "Y3": 0.6998, "X4": 0.11331, "Y4": 0.7048, "page": 0}, {"Word": "1,842.00 + Phoenix airport to Camel back Inn", "Confidence": 0.84312, "X1": 0.11331, "Y1": 0.6832, "X2": 0.67721, "Y2": 0.683, "X3": 0.67852, "Y3": 0.7028, "X4": 0.11462, "Y4": 0.7238, "page": 0}, {"Word": "01842 0=1", "Confidence": 0.3035, "X1": 0.72464, "Y1": 0.7062, "X2": 0.86166, "Y2": 0.706, "X3": 0.86561, "Y3": 0.7308, "X4": 0.72596, "Y4": 0.7378, "page": 0}, {"Word": "002", "Confidence": 0.997, "X1": 0.00527, "Y1": 0.7302, "X2": 0.05007, "Y2": 0.73, "X3": 0.04875, "Y3": 0.7438, "X4": 0.00527, "Y4": 0.7448, "page": 0}, {"Word": "5,242.00 T", "Confidence": 0.8505, "X1": 0.11858, "Y1": 0.7402, "X2": 0.2635, "Y2": 0.74, "X3": 0.26482, "Y3": 0.7568, "X4": 0.11989, "Y4": 0.7618, "page": 0}, {"Word": "Total", "Confidence": 0.996, "X1": 0.55731, "Y1": 0.7262, "X2": 0.63768, "Y2": 0.726, "X3": 0.64032, "Y3": 0.7568, "X4": 0.55863, "Y4": 0.7578, "page": 0}, {"Word": "-", "Confidence": 0.821, "X1": 0.06588, "Y1": 0.7612, "X2": 0.06719, "Y2": 0.761, "X3": 0.05138, "Y3": 0.7608, "X4": 0.05138, "Y4": 0.7338, "page": 0}, {"Word": "thankyou for this experience", "Confidence": 0.8335, "X1": 0.27404, "Y1": 0.7612, "X2": 0.71673, "Y2": 0.761, "X3": 0.71805, "Y3": 0.7888, "X4": 0.27404, "Y4": 0.7968, "page": 0}, {"Word": "and I return to grant applications.", "Confidence": 0.75633, "X1": 0.14229, "Y1": 0.7922, "X2": 0.74967, "Y2": 0.792, "X3": 0.75099, "Y3": 0.8218, "X4": 0.14361, "Y4": 0.8368, "page": 0}, {"Word": "with reserved", "Confidence": 0.657, "X1": 0.1581, "Y1": 0.8362, "X2": 0.39526, "Y2": 0.836, "X3": 0.39657, "Y3": 0.8578, "X4": 0.15942, "Y4": 0.8628, "page": 0}, {"Word": "- 28358-3/18/88", "Confidence": 0.219, "X1": 0.26746, "Y1": 0.8432, "X2": 0.48748, "Y2": 0.843, "X3": 0.49144, "Y3": 0.8758, "X4": 0.27141, "Y4": 0.8858, "page": 0}, {"Word": "-..", "Confidence": 0.407, "X1": 0.54018, "Y1": 0.8722, "X2": 0.54018, "Y2": 0.872, "X3": 0.52174, "Y3": 0.8718, "X4": 0.52174, "Y4": 0.8258, "page": 0}, {"Word": "Pl. +4Ps ( 150=3, 4 Sincerely yours.", "Confidence": 0.70557, "X1": 0.2253, "Y1": 0.8662, "X2": 0.74045, "Y2": 0.866, "X3": 0.74045, "Y3": 0.8988, "X4": 0.2253, "Y4": 0.8988, "page": 0}, {"Word": "Calculations Value-", "Confidence": 0.0885, "X1": 0.03294, "Y1": 0.9402, "X2": 0.20026, "Y2": 0.94, "X3": 0.19895, "Y3": 0.9558, "X4": 0.03294, "Y4": 0.9538, "page": 0}, {"Word": "Rez", "Confidence": 0.702, "X1": 0.52306, "Y1": 0.9162, "X2": 0.57839, "Y2": 0.916, "X3": 0.58366, "Y3": 0.9538, "X4": 0.52701, "Y4": 0.9548, "page": 0}, {"Word": "R.K. Boutwell", "Confidence": 0.404, "X1": 0.6614, "Y1": 0.9532, "X2": 0.75758, "Y2": 0.953, "X3": 0.75626, "Y3": 0.9658, "X4": 0.66008, "Y4": 0.9628, "page": 0}, {"Word": "2935 Harvard Drive", "Confidence": 0.84433, "X1": 0.64295, "Y1": 0.9672, "X2": 0.77734, "Y2": 0.967, "X3": 0.77602, "Y3": 0.9808, "X4": 0.64163, "Y4": 0.9788, "page": 0}, {"Word": "Madison, WI 53705", "Confidence": 0.81867, "X1": 0.64295, "Y1": 0.9822, "X2": 0.77602, "Y2": 0.982, "X3": 0.7747, "Y3": 0.9948, "X4": 0.64295, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "Roswell", "Confidence": 0.994, "X1": 0.34519, "Y1": 0.0482, "X2": 0.40843, "Y2": 0.048, "X3": 0.40843, "Y3": 0.0678, "X4": 0.34519, "Y4": 0.0678, "page": 0, "Index": 0}, {"Word": "K.", "Confidence": 0.991, "X1": 0.41238, "Y1": 0.0482, "X2": 0.43347, "Y2": 0.048, "X3": 0.43478, "Y3": 0.0678, "X4": 0.4137, "Y4": 0.0678, "page": 0, "Index": 1}, {"Word": "Boutwell", "Confidence": 0.982, "X1": 0.43874, "Y1": 0.0482, "X2": 0.51647, "Y2": 0.048, "X3": 0.51779, "Y3": 0.0678, "X4": 0.44005, "Y4": 0.0678, "page": 0, "Index": 2}, {"Word": "2935", "Confidence": 0.996, "X1": 0.34387, "Y1": 0.0692, "X2": 0.38603, "Y2": 0.069, "X3": 0.38603, "Y3": 0.0858, "X4": 0.34387, "Y4": 0.0858, "page": 0, "Index": 3}, {"Word": "Harvard", "Confidence": 0.632, "X1": 0.3913, "Y1": 0.0682, "X2": 0.46245, "Y2": 0.068, "X3": 0.46245, "Y3": 0.0868, "X4": 0.3913, "Y4": 0.0858, "page": 0, "Index": 4}, {"Word": "Drive", "Confidence": 0.998, "X1": 0.46772, "Y1": 0.0692, "X2": 0.52042, "Y2": 0.069, "X3": 0.52174, "Y3": 0.0868, "X4": 0.46772, "Y4": 0.0868, "page": 0, "Index": 5}, {"Word": "Madison,", "Confidence": 0.882, "X1": 0.31225, "Y1": 0.0872, "X2": 0.3913, "Y2": 0.087, "X3": 0.3913, "Y3": 0.1048, "X4": 0.31225, "Y4": 0.1048, "page": 0, "Index": 6}, {"Word": "Wisconsin", "Confidence": 0.95, "X1": 0.39657, "Y1": 0.0872, "X2": 0.48617, "Y2": 0.087, "X3": 0.48617, "Y3": 0.1048, "X4": 0.39526, "Y4": 0.1048, "page": 0, "Index": 7}, {"Word": "53705", "Confidence": 0.997, "X1": 0.49144, "Y1": 0.0882, "X2": 0.54941, "Y2": 0.088, "X3": 0.54941, "Y3": 0.1048, "X4": 0.49144, "Y4": 0.1048, "page": 0, "Index": 8}, {"Word": "1988", "Confidence": 0.807, "X1": 0.67194, "Y1": 0.0852, "X2": 0.76285, "Y2": 0.085, "X3": 0.76943, "Y3": 0.1178, "X4": 0.67721, "Y4": 0.1268, "page": 0, "Index": 9}, {"Word": "13,", "Confidence": 0.981, "X1": 0.62582, "Y1": 0.0952, "X2": 0.66271, "Y2": 0.095, "X3": 0.6693, "Y3": 0.1268, "X4": 0.63109, "Y4": 0.1308, "page": 0, "Index": 10}, {"Word": "March", "Confidence": 0.98, "X1": 0.5336, "Y1": 0.0982, "X2": 0.6166, "Y2": 0.098, "X3": 0.62187, "Y3": 0.1308, "X4": 0.53887, "Y4": 0.1378, "page": 0, "Index": 11}, {"Word": "Bob,", "Confidence": 0.605, "X1": 0.18577, "Y1": 0.1502, "X2": 0.24769, "Y2": 0.15, "X3": 0.25165, "Y3": 0.1778, "X4": 0.18972, "Y4": 0.1808, "page": 0, "Index": 12}, {"Word": "Dear", "Confidence": 0.895, "X1": 0.07773, "Y1": 0.1572, "X2": 0.1581, "Y2": 0.157, "X3": 0.16206, "Y3": 0.1818, "X4": 0.08037, "Y4": 0.1868, "page": 0, "Index": 13}, {"Word": "double", "Confidence": 0.624, "X1": 0.48617, "Y1": 0.1672, "X2": 0.59684, "Y2": 0.167, "X3": 0.59947, "Y3": 0.1968, "X4": 0.4888, "Y4": 0.2018, "page": 0, "Index": 14}, {"Word": "duty", "Confidence": 0.175, "X1": 0.60474, "Y1": 0.1642, "X2": 0.68116, "Y2": 0.164, "X3": 0.68379, "Y3": 0.1928, "X4": 0.60738, "Y4": 0.1968, "page": 0, "Index": 15}, {"Word": "will", "Confidence": 0.927, "X1": 0.34651, "Y1": 0.1742, "X2": 0.41897, "Y2": 0.174, "X3": 0.42029, "Y3": 0.2048, "X4": 0.34914, "Y4": 0.2078, "page": 0, "Index": 16}, {"Word": "do", "Confidence": 0.947, "X1": 0.43478, "Y1": 0.1722, "X2": 0.47826, "Y2": 0.172, "X3": 0.4809, "Y3": 0.2028, "X4": 0.43742, "Y4": 0.2038, "page": 0, "Index": 17}, {"Word": "This", "Confidence": 0.941, "X1": 0.14097, "Y1": 0.1842, "X2": 0.20817, "Y2": 0.184, "X3": 0.20949, "Y3": 0.2128, "X4": 0.14229, "Y4": 0.2158, "page": 0, "Index": 18}, {"Word": "letter", "Confidence": 0.771, "X1": 0.23847, "Y1": 0.1792, "X2": 0.32543, "Y2": 0.179, "X3": 0.32806, "Y3": 0.2088, "X4": 0.24111, "Y4": 0.2118, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.98, "X1": 0.65481, "Y1": 0.1982, "X2": 0.70487, "Y2": 0.198, "X3": 0.70619, "Y3": 0.2268, "X4": 0.65613, "Y4": 0.2298, "page": 0, "Index": 20}, {"Word": "you", "Confidence": 0.998, "X1": 0.49802, "Y1": 0.2052, "X2": 0.55995, "Y2": 0.205, "X3": 0.56126, "Y3": 0.2348, "X4": 0.49934, "Y4": 0.2388, "page": 0, "Index": 21}, {"Word": "for", "Confidence": 0.998, "X1": 0.5863, "Y1": 0.2012, "X2": 0.63768, "Y2": 0.201, "X3": 0.639, "Y3": 0.2308, "X4": 0.58762, "Y4": 0.2338, "page": 0, "Index": 22}, {"Word": "is", "Confidence": 0.858, "X1": 0.25428, "Y1": 0.2182, "X2": 0.29513, "Y2": 0.218, "X3": 0.29644, "Y3": 0.2478, "X4": 0.2556, "Y4": 0.2498, "page": 0, "Index": 23}, {"Word": "to", "Confidence": 0.995, "X1": 0.32148, "Y1": 0.2142, "X2": 0.36232, "Y2": 0.214, "X3": 0.36364, "Y3": 0.2448, "X4": 0.32279, "Y4": 0.2468, "page": 0, "Index": 24}, {"Word": "thank", "Confidence": 0.604, "X1": 0.38472, "Y1": 0.2082, "X2": 0.47694, "Y2": 0.208, "X3": 0.47826, "Y3": 0.2398, "X4": 0.38472, "Y4": 0.2438, "page": 0, "Index": 25}, {"Word": "First,", "Confidence": 0.261, "X1": 0.14493, "Y1": 0.2202, "X2": 0.24374, "Y2": 0.22, "X3": 0.24506, "Y3": 0.2498, "X4": 0.14625, "Y4": 0.2538, "page": 0, "Index": 26}, {"Word": "Inn.", "Confidence": 0.53, "X1": 0.52701, "Y1": 0.2372, "X2": 0.62714, "Y2": 0.237, "X3": 0.62978, "Y3": 0.2668, "X4": 0.52964, "Y4": 0.2708, "page": 0, "Index": 27}, {"Word": "The", "Confidence": 0.961, "X1": 0.639, "Y1": 0.2342, "X2": 0.68248, "Y2": 0.234, "X3": 0.68511, "Y3": 0.2638, "X4": 0.64032, "Y4": 0.2658, "page": 0, "Index": 28}, {"Word": "Camel", "Confidence": 0.588, "X1": 0.33202, "Y1": 0.2462, "X2": 0.41897, "Y2": 0.246, "X3": 0.42161, "Y3": 0.2758, "X4": 0.33333, "Y4": 0.2798, "page": 0, "Index": 29}, {"Word": "Back", "Confidence": 0.789, "X1": 0.42688, "Y1": 0.2422, "X2": 0.50198, "Y2": 0.242, "X3": 0.50329, "Y3": 0.2718, "X4": 0.42951, "Y4": 0.2758, "page": 0, "Index": 30}, {"Word": "program", "Confidence": 0.933, "X1": 0.08564, "Y1": 0.2572, "X2": 0.2253, "Y2": 0.257, "X3": 0.22793, "Y3": 0.2848, "X4": 0.08827, "Y4": 0.2908, "page": 0, "Index": 31}, {"Word": "at", "Confidence": 0.953, "X1": 0.26087, "Y1": 0.2522, "X2": 0.31094, "Y2": 0.252, "X3": 0.31357, "Y3": 0.2808, "X4": 0.2635, "Y4": 0.2828, "page": 0, "Index": 32}, {"Word": "the", "Confidence": 0.997, "X1": 0.62582, "Y1": 0.2652, "X2": 0.67852, "Y2": 0.265, "X3": 0.67721, "Y3": 0.2938, "X4": 0.62451, "Y4": 0.2968, "page": 0, "Index": 33}, {"Word": "excellent", "Confidence": 0.884, "X1": 0.35968, "Y1": 0.2752, "X2": 0.51647, "Y2": 0.275, "X3": 0.51647, "Y3": 0.3028, "X4": 0.35968, "Y4": 0.3108, "page": 0, "Index": 34}, {"Word": "and", "Confidence": 0.995, "X1": 0.53491, "Y1": 0.2702, "X2": 0.59816, "Y2": 0.27, "X3": 0.59684, "Y3": 0.2988, "X4": 0.53491, "Y4": 0.3018, "page": 0, "Index": 35}, {"Word": "science", "Confidence": 0.864, "X1": 0.10804, "Y1": 0.2922, "X2": 0.23847, "Y2": 0.292, "X3": 0.23847, "Y3": 0.3168, "X4": 0.10935, "Y4": 0.3218, "page": 0, "Index": 36}, {"Word": "was", "Confidence": 0.981, "X1": 0.26087, "Y1": 0.2862, "X2": 0.33729, "Y2": 0.286, "X3": 0.33729, "Y3": 0.3118, "X4": 0.26087, "Y4": 0.3148, "page": 0, "Index": 37}, {"Word": "superb.", "Confidence": 0.177, "X1": 0.52833, "Y1": 0.3022, "X2": 0.64559, "Y2": 0.302, "X3": 0.64822, "Y3": 0.3248, "X4": 0.52964, "Y4": 0.3338, "page": 0, "Index": 38}, {"Word": "We", "Confidence": 0.629, "X1": 0.65876, "Y1": 0.2982, "X2": 0.69433, "Y2": 0.298, "X3": 0.69697, "Y3": 0.3208, "X4": 0.6614, "Y4": 0.3238, "page": 0, "Index": 39}, {"Word": "was", "Confidence": 0.638, "X1": 0.43347, "Y1": 0.3112, "X2": 0.50725, "Y2": 0.311, "X3": 0.50856, "Y3": 0.3348, "X4": 0.4361, "Y4": 0.3398, "page": 0, "Index": 40}, {"Word": "program", "Confidence": 0.847, "X1": 0.25296, "Y1": 0.3172, "X2": 0.40053, "Y2": 0.317, "X3": 0.40316, "Y3": 0.3408, "X4": 0.2556, "Y4": 0.3478, "page": 0, "Index": 41}, {"Word": "evening", "Confidence": 0.71, "X1": 0.10145, "Y1": 0.3252, "X2": 0.23188, "Y2": 0.325, "X3": 0.23452, "Y3": 0.3488, "X4": 0.10408, "Y4": 0.3528, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.985, "X1": 0.57839, "Y1": 0.3312, "X2": 0.60738, "Y2": 0.331, "X3": 0.60738, "Y3": 0.3578, "X4": 0.57839, "Y4": 0.3598, "page": 0, "Index": 43}, {"Word": "it,", "Confidence": 0.557, "X1": 0.61397, "Y1": 0.3272, "X2": 0.67325, "Y2": 0.327, "X3": 0.67457, "Y3": 0.3538, "X4": 0.61397, "Y4": 0.3578, "page": 0, "Index": 44}, {"Word": "and,", "Confidence": 0.817, "X1": 0.67984, "Y1": 0.3222, "X2": 0.74177, "Y2": 0.322, "X3": 0.74177, "Y3": 0.3498, "X4": 0.68116, "Y4": 0.3538, "page": 0, "Index": 45}, {"Word": "contribution", "Confidence": 0.887, "X1": 0.37813, "Y1": 0.3352, "X2": 0.55468, "Y2": 0.335, "X3": 0.55599, "Y3": 0.3608, "X4": 0.37813, "Y4": 0.3728, "page": 0, "Index": 46}, {"Word": "your", "Confidence": 0.926, "X1": 0.26614, "Y1": 0.3492, "X2": 0.35046, "Y2": 0.349, "X3": 0.35046, "Y3": 0.3748, "X4": 0.26746, "Y4": 0.3798, "page": 0, "Index": 47}, {"Word": "enjoyed", "Confidence": 0.602, "X1": 0.10935, "Y1": 0.3582, "X2": 0.23452, "Y2": 0.358, "X3": 0.23584, "Y3": 0.3828, "X4": 0.11067, "Y4": 0.3918, "page": 0, "Index": 48}, {"Word": "from", "Confidence": 0.953, "X1": 0.65481, "Y1": 0.3622, "X2": 0.72069, "Y2": 0.362, "X3": 0.72069, "Y3": 0.3878, "X4": 0.65613, "Y4": 0.3918, "page": 0, "Index": 49}, {"Word": "continued", "Confidence": 0.912, "X1": 0.42951, "Y1": 0.3692, "X2": 0.57839, "Y2": 0.369, "X3": 0.57971, "Y3": 0.3958, "X4": 0.43083, "Y4": 0.4058, "page": 0, "Index": 50}, {"Word": "on", "Confidence": 0.943, "X1": 0.5942, "Y1": 0.3662, "X2": 0.63109, "Y2": 0.366, "X3": 0.63109, "Y3": 0.3928, "X4": 0.59552, "Y4": 0.3948, "page": 0, "Index": 51}, {"Word": "we", "Confidence": 0.967, "X1": 0.36364, "Y1": 0.3792, "X2": 0.4137, "Y2": 0.379, "X3": 0.41634, "Y3": 0.4068, "X4": 0.36627, "Y4": 0.4108, "page": 0, "Index": 52}, {"Word": "addition,", "Confidence": 0.533, "X1": 0.1805, "Y1": 0.3842, "X2": 0.3531, "Y2": 0.384, "X3": 0.35573, "Y3": 0.4108, "X4": 0.18445, "Y4": 0.4248, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.989, "X1": 0.10935, "Y1": 0.4012, "X2": 0.15152, "Y2": 0.401, "X3": 0.15547, "Y3": 0.4278, "X4": 0.11462, "Y4": 0.4308, "page": 0, "Index": 54}, {"Word": "days,", "Confidence": 0.817, "X1": 0.54941, "Y1": 0.4012, "X2": 0.64954, "Y2": 0.401, "X3": 0.65217, "Y3": 0.4268, "X4": 0.55204, "Y4": 0.4338, "page": 0, "Index": 55}, {"Word": "5", "Confidence": 0.849, "X1": 0.66403, "Y1": 0.3992, "X2": 0.67589, "Y2": 0.399, "X3": 0.67852, "Y3": 0.4248, "X4": 0.66667, "Y4": 0.4258, "page": 0, "Index": 56}, {"Word": "in", "Confidence": 0.979, "X1": 0.68379, "Y1": 0.3962, "X2": 0.72069, "Y2": 0.396, "X3": 0.72332, "Y3": 0.4218, "X4": 0.68511, "Y4": 0.4248, "page": 0, "Index": 57}, {"Word": "another", "Confidence": 0.885, "X1": 0.37813, "Y1": 0.4112, "X2": 0.49275, "Y2": 0.411, "X3": 0.49539, "Y3": 0.4378, "X4": 0.38076, "Y4": 0.4468, "page": 0, "Index": 58}, {"Word": "10", "Confidence": 0.995, "X1": 0.50725, "Y1": 0.4072, "X2": 0.54282, "Y2": 0.407, "X3": 0.54545, "Y3": 0.4348, "X4": 0.50988, "Y4": 0.4368, "page": 0, "Index": 59}, {"Word": "for", "Confidence": 0.993, "X1": 0.31621, "Y1": 0.4202, "X2": 0.36364, "Y2": 0.42, "X3": 0.36627, "Y3": 0.4478, "X4": 0.32016, "Y4": 0.4508, "page": 0, "Index": 60}, {"Word": "Camelback", "Confidence": 0.701, "X1": 0.12121, "Y1": 0.4252, "X2": 0.29249, "Y2": 0.425, "X3": 0.29513, "Y3": 0.4528, "X4": 0.12385, "Y4": 0.4658, "page": 0, "Index": 61}, {"Word": "last", "Confidence": 0.548, "X1": 0.49671, "Y1": 0.4392, "X2": 0.56917, "Y2": 0.439, "X3": 0.56917, "Y3": 0.4668, "X4": 0.49671, "Y4": 0.4708, "page": 0, "Index": 62}, {"Word": "night", "Confidence": 0.986, "X1": 0.58762, "Y1": 0.4322, "X2": 0.67325, "Y2": 0.432, "X3": 0.67325, "Y3": 0.4608, "X4": 0.58762, "Y4": 0.4658, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.997, "X1": 0.68379, "Y1": 0.4292, "X2": 0.72464, "Y2": 0.429, "X3": 0.72332, "Y3": 0.4588, "X4": 0.68248, "Y4": 0.4608, "page": 0, "Index": 64}, {"Word": "returned", "Confidence": 0.699, "X1": 0.34124, "Y1": 0.4452, "X2": 0.47826, "Y2": 0.445, "X3": 0.47826, "Y3": 0.4718, "X4": 0.34387, "Y4": 0.4798, "page": 0, "Index": 65}, {"Word": "mexico.", "Confidence": 0.767, "X1": 0.13702, "Y1": 0.4612, "X2": 0.25955, "Y2": 0.461, "X3": 0.26087, "Y3": 0.4858, "X4": 0.13966, "Y4": 0.4938, "page": 0, "Index": 66}, {"Word": "We", "Confidence": 0.984, "X1": 0.28195, "Y1": 0.4562, "X2": 0.32279, "Y2": 0.456, "X3": 0.32543, "Y3": 0.4808, "X4": 0.28458, "Y4": 0.4838, "page": 0, "Index": 67}, {"Word": "temperatures", "Confidence": 0.485, "X1": 0.61265, "Y1": 0.4642, "X2": 0.7892, "Y2": 0.464, "X3": 0.79051, "Y3": 0.4898, "X4": 0.61528, "Y4": 0.4978, "page": 0, "Index": 68}, {"Word": "and", "Confidence": 0.984, "X1": 0.42819, "Y1": 0.4762, "X2": 0.4888, "Y2": 0.476, "X3": 0.49144, "Y3": 0.5038, "X4": 0.42951, "Y4": 0.5068, "page": 0, "Index": 69}, {"Word": "high", "Confidence": 0.92, "X1": 0.51647, "Y1": 0.4712, "X2": 0.58103, "Y2": 0.471, "X3": 0.58366, "Y3": 0.4988, "X4": 0.51779, "Y4": 0.5018, "page": 0, "Index": 70}, {"Word": "snow", "Confidence": 0.183, "X1": 0.18182, "Y1": 0.4932, "X2": 0.25165, "Y2": 0.493, "X3": 0.25428, "Y3": 0.5168, "X4": 0.18445, "Y4": 0.5208, "page": 0, "Index": 71}, {"Word": "storm", "Confidence": 0.773, "X1": 0.3004, "Y1": 0.4832, "X2": 0.38735, "Y2": 0.483, "X3": 0.38999, "Y3": 0.5088, "X4": 0.30303, "Y4": 0.5138, "page": 0, "Index": 72}, {"Word": "live!", "Confidence": 0.272, "X1": 0.70883, "Y1": 0.4902, "X2": 0.79447, "Y2": 0.49, "X3": 0.7971, "Y3": 0.5178, "X4": 0.71146, "Y4": 0.5218, "page": 0, "Index": 73}, {"Word": "a", "Confidence": 0.908, "X1": 0.13307, "Y1": 0.5022, "X2": 0.15415, "Y2": 0.502, "X3": 0.15679, "Y3": 0.5228, "X4": 0.1357, "Y4": 0.5238, "page": 0, "Index": 74}, {"Word": "place", "Confidence": 0.995, "X1": 0.58103, "Y1": 0.4972, "X2": 0.66403, "Y2": 0.497, "X3": 0.66667, "Y3": 0.5238, "X4": 0.58366, "Y4": 0.5288, "page": 0, "Index": 75}, {"Word": "to", "Confidence": 0.867, "X1": 0.67062, "Y1": 0.4952, "X2": 0.70224, "Y2": 0.495, "X3": 0.70487, "Y3": 0.5228, "X4": 0.67457, "Y4": 0.5238, "page": 0, "Index": 76}, {"Word": "-", "Confidence": 0.761, "X1": 0.38603, "Y1": 0.5112, "X2": 0.4137, "Y2": 0.511, "X3": 0.41765, "Y3": 0.5378, "X4": 0.38999, "Y4": 0.5388, "page": 0, "Index": 77}, {"Word": "what", "Confidence": 0.932, "X1": 0.44796, "Y1": 0.5042, "X2": 0.53228, "Y2": 0.504, "X3": 0.53623, "Y3": 0.5308, "X4": 0.45191, "Y4": 0.5358, "page": 0, "Index": 78}, {"Word": "a", "Confidence": 0.97, "X1": 0.54282, "Y1": 0.5032, "X2": 0.56653, "Y2": 0.503, "X3": 0.56917, "Y3": 0.5298, "X4": 0.54677, "Y4": 0.5308, "page": 0, "Index": 79}, {"Word": "freezing", "Confidence": 0.832, "X1": 0.24374, "Y1": 0.5132, "X2": 0.37154, "Y2": 0.513, "X3": 0.37549, "Y3": 0.5398, "X4": 0.24769, "Y4": 0.5468, "page": 0, "Index": 80}, {"Word": "below", "Confidence": 0.93, "X1": 0.13966, "Y1": 0.5222, "X2": 0.2108, "Y2": 0.522, "X3": 0.21476, "Y3": 0.5488, "X4": 0.14361, "Y4": 0.5538, "page": 0, "Index": 81}, {"Word": "expenses.", "Confidence": 0.616, "X1": 0.54282, "Y1": 0.5402, "X2": 0.71278, "Y2": 0.54, "X3": 0.7141, "Y3": 0.5668, "X4": 0.54414, "Y4": 0.5718, "page": 0, "Index": 82}, {"Word": "item", "Confidence": 0.777, "X1": 0.39394, "Y1": 0.5432, "X2": 0.46772, "Y2": 0.543, "X3": 0.47036, "Y3": 0.5748, "X4": 0.39657, "Y4": 0.5778, "page": 0, "Index": 83}, {"Word": "-", "Confidence": 0.931, "X1": 0.49407, "Y1": 0.5422, "X2": 0.52042, "Y2": 0.542, "X3": 0.52306, "Y3": 0.5728, "X4": 0.49671, "Y4": 0.5738, "page": 0, "Index": 84}, {"Word": "The", "Confidence": 0.962, "X1": 0.19104, "Y1": 0.5532, "X2": 0.24242, "Y2": 0.553, "X3": 0.24506, "Y3": 0.5858, "X4": 0.19499, "Y4": 0.5888, "page": 0, "Index": 85}, {"Word": "second", "Confidence": 0.704, "X1": 0.25033, "Y1": 0.5472, "X2": 0.37154, "Y2": 0.547, "X3": 0.37418, "Y3": 0.5788, "X4": 0.25296, "Y4": 0.5858, "page": 0, "Index": 86}, {"Word": "Phoenix", "Confidence": 0.176, "X1": 0.57444, "Y1": 0.5892, "X2": 0.67457, "Y2": 0.589, "X3": 0.67589, "Y3": 0.6168, "X4": 0.57576, "Y4": 0.6218, "page": 0, "Index": 87}, {"Word": "madison-", "Confidence": 0.745, "X1": 0.43215, "Y1": 0.5922, "X2": 0.56522, "Y2": 0.592, "X3": 0.56653, "Y3": 0.6228, "X4": 0.43347, "Y4": 0.6278, "page": 0, "Index": 88}, {"Word": "1.", "Confidence": 0.973, "X1": 0.17787, "Y1": 0.5992, "X2": 0.20949, "Y2": 0.599, "X3": 0.20949, "Y3": 0.6348, "X4": 0.17787, "Y4": 0.6348, "page": 0, "Index": 89}, {"Word": "Round", "Confidence": 0.911, "X1": 0.21739, "Y1": 0.5972, "X2": 0.31357, "Y2": 0.597, "X3": 0.31357, "Y3": 0.6318, "X4": 0.21871, "Y4": 0.6348, "page": 0, "Index": 90}, {"Word": "trips,", "Confidence": 0.747, "X1": 0.3307, "Y1": 0.5952, "X2": 0.42424, "Y2": 0.595, "X3": 0.42556, "Y3": 0.6288, "X4": 0.33202, "Y4": 0.6318, "page": 0, "Index": 91}, {"Word": "1820.00", "Confidence": 0.235, "X1": 0.72859, "Y1": 0.6122, "X2": 0.81818, "Y2": 0.612, "X3": 0.82213, "Y3": 0.6358, "X4": 0.73123, "Y4": 0.6438, "page": 0, "Index": 92}, {"Word": "'91000", "Confidence": 0.631, "X1": 0.40975, "Y1": 0.6282, "X2": 0.49671, "Y2": 0.628, "X3": 0.49802, "Y3": 0.6548, "X4": 0.41238, "Y4": 0.6608, "page": 0, "Index": 93}, {"Word": "@", "Confidence": 0.98, "X1": 0.3913, "Y1": 0.6332, "X2": 0.40316, "Y2": 0.633, "X3": 0.40448, "Y3": 0.6618, "X4": 0.39262, "Y4": 0.6628, "page": 0, "Index": 94}, {"Word": "220", "Confidence": 0.219, "X1": 0.76548, "Y1": 0.6482, "X2": 0.81159, "Y2": 0.648, "X3": 0.81555, "Y3": 0.6698, "X4": 0.76943, "Y4": 0.6748, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.968, "X1": 0.10672, "Y1": 0.6702, "X2": 0.12121, "Y2": 0.67, "X3": 0.12253, "Y3": 0.6878, "X4": 0.10804, "Y4": 0.6888, "page": 0, "Index": 96}, {"Word": "including", "Confidence": 0.346, "X1": 0.49012, "Y1": 0.6542, "X2": 0.5942, "Y2": 0.654, "X3": 0.59684, "Y3": 0.6878, "X4": 0.49012, "Y4": 0.6908, "page": 0, "Index": 97}, {"Word": "tips", "Confidence": 0.651, "X1": 0.60343, "Y1": 0.6512, "X2": 0.66271, "Y2": 0.651, "X3": 0.66535, "Y3": 0.6848, "X4": 0.60606, "Y4": 0.6868, "page": 0, "Index": 98}, {"Word": "And", "Confidence": 0.19, "X1": 0.21476, "Y1": 0.6592, "X2": 0.30962, "Y2": 0.659, "X3": 0.3083, "Y3": 0.6938, "X4": 0.21212, "Y4": 0.6938, "page": 0, "Index": 99}, {"Word": "trip,", "Confidence": 0.792, "X1": 0.32806, "Y1": 0.6582, "X2": 0.40316, "Y2": 0.658, "X3": 0.40316, "Y3": 0.6928, "X4": 0.32675, "Y4": 0.6938, "page": 0, "Index": 100}, {"Word": "taxi", "Confidence": 0.607, "X1": 0.41238, "Y1": 0.6572, "X2": 0.4809, "Y2": 0.657, "X3": 0.4809, "Y3": 0.6908, "X4": 0.41238, "Y4": 0.6928, "page": 0, "Index": 101}, {"Word": "3,400.00", "Confidence": 0.801, "X1": 0.11331, "Y1": 0.6802, "X2": 0.22266, "Y2": 0.68, "X3": 0.2253, "Y3": 0.7008, "X4": 0.11462, "Y4": 0.7048, "page": 0, "Index": 102}, {"Word": "Camel", "Confidence": 0.693, "X1": 0.50856, "Y1": 0.6872, "X2": 0.56522, "Y2": 0.687, "X3": 0.56785, "Y3": 0.7078, "X4": 0.50988, "Y4": 0.7098, "page": 0, "Index": 103}, {"Word": "back", "Confidence": 0.791, "X1": 0.57049, "Y1": 0.6852, "X2": 0.63109, "Y2": 0.685, "X3": 0.63373, "Y3": 0.7048, "X4": 0.57312, "Y4": 0.7068, "page": 0, "Index": 104}, {"Word": "Inn", "Confidence": 0.962, "X1": 0.63636, "Y1": 0.6832, "X2": 0.67721, "Y2": 0.683, "X3": 0.67984, "Y3": 0.7038, "X4": 0.63768, "Y4": 0.7048, "page": 0, "Index": 105}, {"Word": "Phoenix", "Confidence": 1, "X1": 0.28327, "Y1": 0.6942, "X2": 0.37022, "Y2": 0.694, "X3": 0.37154, "Y3": 0.7148, "X4": 0.2859, "Y4": 0.7178, "page": 0, "Index": 106}, {"Word": "airport", "Confidence": 1, "X1": 0.37681, "Y1": 0.6902, "X2": 0.46245, "Y2": 0.69, "X3": 0.46509, "Y3": 0.7108, "X4": 0.37945, "Y4": 0.7138, "page": 0, "Index": 107}, {"Word": "to", "Confidence": 1, "X1": 0.4809, "Y1": 0.6892, "X2": 0.50329, "Y2": 0.689, "X3": 0.50461, "Y3": 0.7098, "X4": 0.48221, "Y4": 0.7108, "page": 0, "Index": 108}, {"Word": "1,842.00", "Confidence": 0.299, "X1": 0.11462, "Y1": 0.7002, "X2": 0.22793, "Y2": 0.7, "X3": 0.22925, "Y3": 0.7198, "X4": 0.11594, "Y4": 0.7238, "page": 0, "Index": 109}, {"Word": "+", "Confidence": 1, "X1": 0.24242, "Y1": 0.6992, "X2": 0.25955, "Y2": 0.699, "X3": 0.26087, "Y3": 0.7188, "X4": 0.24374, "Y4": 0.7188, "page": 0, "Index": 110}, {"Word": "01842", "Confidence": 0.117, "X1": 0.72464, "Y1": 0.7112, "X2": 0.80237, "Y2": 0.711, "X3": 0.80369, "Y3": 0.7358, "X4": 0.72596, "Y4": 0.7378, "page": 0, "Index": 111}, {"Word": "0=1", "Confidence": 0.49, "X1": 0.80764, "Y1": 0.7072, "X2": 0.86166, "Y2": 0.707, "X3": 0.86298, "Y3": 0.7288, "X4": 0.80896, "Y4": 0.7358, "page": 0, "Index": 112}, {"Word": "002", "Confidence": 0.997, "X1": 0.00527, "Y1": 0.7302, "X2": 0.04611, "Y2": 0.73, "X3": 0.04611, "Y3": 0.7438, "X4": 0.00659, "Y4": 0.7448, "page": 0, "Index": 113}, {"Word": "-", "Confidence": 0.821, "X1": 0.06719, "Y1": 0.7502, "X2": 0.06719, "Y2": 0.75, "X3": 0.05138, "Y3": 0.7498, "X4": 0.05138, "Y4": 0.7418, "page": 0, "Index": 114}, {"Word": "5,242.00", "Confidence": 0.852, "X1": 0.11858, "Y1": 0.7412, "X2": 0.22793, "Y2": 0.741, "X3": 0.22925, "Y3": 0.7578, "X4": 0.11989, "Y4": 0.7628, "page": 0, "Index": 115}, {"Word": "T", "Confidence": 0.849, "X1": 0.24506, "Y1": 0.7402, "X2": 0.25823, "Y2": 0.74, "X3": 0.25823, "Y3": 0.7568, "X4": 0.24506, "Y4": 0.7578, "page": 0, "Index": 116}, {"Word": "Total", "Confidence": 0.996, "X1": 0.55731, "Y1": 0.7262, "X2": 0.63505, "Y2": 0.726, "X3": 0.63636, "Y3": 0.7568, "X4": 0.55863, "Y4": 0.7578, "page": 0, "Index": 117}, {"Word": "thankyou", "Confidence": 0.619, "X1": 0.27536, "Y1": 0.7662, "X2": 0.40053, "Y2": 0.766, "X3": 0.40053, "Y3": 0.7948, "X4": 0.27536, "Y4": 0.7968, "page": 0, "Index": 118}, {"Word": "for", "Confidence": 0.98, "X1": 0.4361, "Y1": 0.7642, "X2": 0.48485, "Y2": 0.764, "X3": 0.48485, "Y3": 0.7938, "X4": 0.4361, "Y4": 0.7948, "page": 0, "Index": 119}, {"Word": "this", "Confidence": 0.973, "X1": 0.49671, "Y1": 0.7632, "X2": 0.55863, "Y2": 0.763, "X3": 0.55863, "Y3": 0.7928, "X4": 0.49671, "Y4": 0.7938, "page": 0, "Index": 120}, {"Word": "experience", "Confidence": 0.762, "X1": 0.56653, "Y1": 0.7622, "X2": 0.71542, "Y2": 0.762, "X3": 0.71542, "Y3": 0.7898, "X4": 0.56653, "Y4": 0.7928, "page": 0, "Index": 121}, {"Word": "grant", "Confidence": 0.62, "X1": 0.45982, "Y1": 0.7972, "X2": 0.54545, "Y2": 0.797, "X3": 0.54677, "Y3": 0.8268, "X4": 0.45982, "Y4": 0.8288, "page": 0, "Index": 122}, {"Word": "applications.", "Confidence": 0.77, "X1": 0.55336, "Y1": 0.7922, "X2": 0.74967, "Y2": 0.792, "X3": 0.74967, "Y3": 0.8228, "X4": 0.55336, "Y4": 0.8268, "page": 0, "Index": 123}, {"Word": "and", "Confidence": 0.98, "X1": 0.14361, "Y1": 0.8092, "X2": 0.20817, "Y2": 0.809, "X3": 0.20949, "Y3": 0.8348, "X4": 0.14625, "Y4": 0.8368, "page": 0, "Index": 124}, {"Word": "I", "Confidence": 0.284, "X1": 0.24769, "Y1": 0.8062, "X2": 0.27141, "Y2": 0.806, "X3": 0.27273, "Y3": 0.8328, "X4": 0.24901, "Y4": 0.8338, "page": 0, "Index": 125}, {"Word": "return", "Confidence": 0.895, "X1": 0.28195, "Y1": 0.8022, "X2": 0.38999, "Y2": 0.802, "X3": 0.3913, "Y3": 0.8298, "X4": 0.28327, "Y4": 0.8328, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.989, "X1": 0.41107, "Y1": 0.8002, "X2": 0.44401, "Y2": 0.8, "X3": 0.44532, "Y3": 0.8288, "X4": 0.41107, "Y4": 0.8298, "page": 0, "Index": 127}, {"Word": "reserved", "Confidence": 0.325, "X1": 0.26219, "Y1": 0.8362, "X2": 0.38735, "Y2": 0.836, "X3": 0.38867, "Y3": 0.8568, "X4": 0.2635, "Y4": 0.8608, "page": 0, "Index": 128}, {"Word": "with", "Confidence": 0.989, "X1": 0.16733, "Y1": 0.8382, "X2": 0.23715, "Y2": 0.838, "X3": 0.23979, "Y3": 0.8618, "X4": 0.16996, "Y4": 0.8628, "page": 0, "Index": 129}, {"Word": "-..", "Confidence": 0.407, "X1": 0.54018, "Y1": 0.8722, "X2": 0.54018, "Y2": 0.872, "X3": 0.52174, "Y3": 0.8678, "X4": 0.52437, "Y4": 0.8358, "page": 0, "Index": 130}, {"Word": "28358-3/18/88", "Confidence": 0.377, "X1": 0.30962, "Y1": 0.8432, "X2": 0.48748, "Y2": 0.843, "X3": 0.4888, "Y3": 0.8778, "X4": 0.31225, "Y4": 0.8798, "page": 0, "Index": 131}, {"Word": "-", "Confidence": 0.061, "X1": 0.26877, "Y1": 0.8622, "X2": 0.2859, "Y2": 0.862, "X3": 0.28854, "Y3": 0.8828, "X4": 0.27009, "Y4": 0.8858, "page": 0, "Index": 132}, {"Word": "Pl.", "Confidence": 0.614, "X1": 0.2253, "Y1": 0.8702, "X2": 0.27404, "Y2": 0.87, "X3": 0.27536, "Y3": 0.8958, "X4": 0.22793, "Y4": 0.8938, "page": 0, "Index": 133}, {"Word": "+4Ps", "Confidence": 0.575, "X1": 0.28063, "Y1": 0.8712, "X2": 0.33333, "Y2": 0.871, "X3": 0.33465, "Y3": 0.8968, "X4": 0.28327, "Y4": 0.8958, "page": 0, "Index": 134}, {"Word": "(", "Confidence": 0.554, "X1": 0.34124, "Y1": 0.8712, "X2": 0.34651, "Y2": 0.871, "X3": 0.34783, "Y3": 0.8978, "X4": 0.34256, "Y4": 0.8978, "page": 0, "Index": 135}, {"Word": "yours.", "Confidence": 0.999, "X1": 0.63505, "Y1": 0.8662, "X2": 0.73913, "Y2": 0.866, "X3": 0.74045, "Y3": 0.8978, "X4": 0.63636, "Y4": 0.8998, "page": 0, "Index": 136}, {"Word": "150=3,", "Confidence": 0.529, "X1": 0.35046, "Y1": 0.8712, "X2": 0.40316, "Y2": 0.871, "X3": 0.40448, "Y3": 0.8988, "X4": 0.3531, "Y4": 0.8978, "page": 0, "Index": 137}, {"Word": "4", "Confidence": 0.668, "X1": 0.41107, "Y1": 0.8712, "X2": 0.43478, "Y2": 0.871, "X3": 0.4361, "Y3": 0.8988, "X4": 0.41238, "Y4": 0.8988, "page": 0, "Index": 138}, {"Word": "Sincerely", "Confidence": 1, "X1": 0.4664, "Y1": 0.8692, "X2": 0.61924, "Y2": 0.869, "X3": 0.62055, "Y3": 0.8998, "X4": 0.4664, "Y4": 0.8998, "page": 0, "Index": 139}, {"Word": "Calculations", "Confidence": 0.118, "X1": 0.03426, "Y1": 0.9392, "X2": 0.11331, "Y2": 0.939, "X3": 0.11331, "Y3": 0.9528, "X4": 0.03426, "Y4": 0.9528, "page": 0, "Index": 140}, {"Word": "Value-", "Confidence": 0.059, "X1": 0.11726, "Y1": 0.9402, "X2": 0.18709, "Y2": 0.94, "X3": 0.18709, "Y3": 0.9558, "X4": 0.11726, "Y4": 0.9528, "page": 0, "Index": 141}, {"Word": "Rez", "Confidence": 0.702, "X1": 0.52306, "Y1": 0.9162, "X2": 0.57576, "Y2": 0.916, "X3": 0.57708, "Y3": 0.9538, "X4": 0.52437, "Y4": 0.9548, "page": 0, "Index": 142}, {"Word": "R.K.", "Confidence": 0.176, "X1": 0.66535, "Y1": 0.9522, "X2": 0.6996, "Y2": 0.952, "X3": 0.69829, "Y3": 0.9648, "X4": 0.66403, "Y4": 0.9638, "page": 0, "Index": 143}, {"Word": "Boutwell", "Confidence": 0.632, "X1": 0.70224, "Y1": 0.9532, "X2": 0.75626, "Y2": 0.953, "X3": 0.75626, "Y3": 0.9668, "X4": 0.70092, "Y4": 0.9648, "page": 0, "Index": 144}, {"Word": "2935", "Confidence": 0.982, "X1": 0.6469, "Y1": 0.9662, "X2": 0.68116, "Y2": 0.966, "X3": 0.67852, "Y3": 0.9788, "X4": 0.64427, "Y4": 0.9788, "page": 0, "Index": 145}, {"Word": "Harvard", "Confidence": 0.628, "X1": 0.68511, "Y1": 0.9672, "X2": 0.73386, "Y2": 0.967, "X3": 0.73254, "Y3": 0.9798, "X4": 0.68248, "Y4": 0.9788, "page": 0, "Index": 146}, {"Word": "Drive", "Confidence": 0.923, "X1": 0.73781, "Y1": 0.9682, "X2": 0.77734, "Y2": 0.968, "X3": 0.77602, "Y3": 0.9818, "X4": 0.7365, "Y4": 0.9808, "page": 0, "Index": 147}, {"Word": "Madison,", "Confidence": 0.861, "X1": 0.64559, "Y1": 0.9812, "X2": 0.70356, "Y2": 0.981, "X3": 0.70224, "Y3": 0.9938, "X4": 0.64559, "Y4": 0.9918, "page": 0, "Index": 148}, {"Word": "WI", "Confidence": 0.64, "X1": 0.70619, "Y1": 0.9812, "X2": 0.72727, "Y2": 0.981, "X3": 0.72596, "Y3": 0.9948, "X4": 0.70487, "Y4": 0.9938, "page": 0, "Index": 149}, {"Word": "53705", "Confidence": 0.955, "X1": 0.72991, "Y1": 0.9832, "X2": 0.7747, "Y2": 0.983, "X3": 0.77207, "Y3": 0.9958, "X4": 0.72859, "Y4": 0.9948, "page": 0, "Index": 150}]}	"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"
ffmw0070	1	{"lines_data": [{"Word": "POS #", "Confidence": 0.8175, "X1": 0.44609, "Y1": 0.1322, "X2": 0.50809, "Y2": 0.132, "X3": 0.50674, "Y3": 0.1478, "X4": 0.44609, "Y4": 0.1478, "page": 0}, {"Word": "CONDITION", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.1322, "X2": 0.73181, "Y2": 0.132, "X3": 0.73181, "Y3": 0.1478, "X4": 0.61321, "Y4": 0.1488, "page": 0}, {"Word": "BRAND", "Confidence": 0.993, "X1": 0.04313, "Y1": 0.1342, "X2": 0.11725, "Y2": 0.134, "X3": 0.11725, "Y3": 0.1488, "X4": 0.04313, "Y4": 0.1498, "page": 0}, {"Word": "ITEM", "Confidence": 0.962, "X1": 0.15903, "Y1": 0.1342, "X2": 0.21159, "Y2": 0.134, "X3": 0.21024, "Y3": 0.1498, "X4": 0.15903, "Y4": 0.1498, "page": 0}, {"Word": "VS", "Confidence": 0.991, "X1": 0.04178, "Y1": 0.1602, "X2": 0.06873, "Y2": 0.16, "X3": 0.07008, "Y3": 0.1728, "X4": 0.04313, "Y4": 0.1728, "page": 0}, {"Word": "Charm Bracelet", "Confidence": 0.994, "X1": 0.16038, "Y1": 0.1592, "X2": 0.28032, "Y2": 0.159, "X3": 0.28032, "Y3": 0.1718, "X4": 0.16038, "Y4": 0.1728, "page": 0}, {"Word": "10007000000", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.1572, "X2": 0.54852, "Y2": 0.157, "X3": 0.54852, "Y3": 0.1718, "X4": 0.44474, "Y4": 0.1718, "page": 0}, {"Word": "Good", "Confidence": 0.851, "X1": 0.61456, "Y1": 0.1582, "X2": 0.65903, "Y2": 0.158, "X3": 0.65903, "Y3": 0.1708, "X4": 0.61456, "Y4": 0.1708, "page": 0}, {"Word": "VS", "Confidence": 0.991, "X1": 0.04178, "Y1": 0.1822, "X2": 0.07008, "Y2": 0.182, "X3": 0.07008, "Y3": 0.1948, "X4": 0.04178, "Y4": 0.1948, "page": 0}, {"Word": "Fuchsia-Express Yourself T-Shirt", "Confidence": 0.96733, "X1": 0.16307, "Y1": 0.1812, "X2": 0.40836, "Y2": 0.181, "X3": 0.40836, "Y3": 0.1958, "X4": 0.16307, "Y4": 0.1958, "page": 0}, {"Word": "INC-88972", "Confidence": 0.64, "X1": 0.44744, "Y1": 0.1802, "X2": 0.52695, "Y2": 0.18, "X3": 0.52695, "Y3": 0.1948, "X4": 0.44744, "Y4": 0.1948, "page": 0}, {"Word": "Good", "Confidence": 0.982, "X1": 0.6159, "Y1": 0.1812, "X2": 0.65903, "Y2": 0.181, "X3": 0.66038, "Y3": 0.1938, "X4": 0.6159, "Y4": 0.1938, "page": 0}, {"Word": "vs", "Confidence": 0.981, "X1": 0.04178, "Y1": 0.2042, "X2": 0.07008, "Y2": 0.204, "X3": 0.07008, "Y3": 0.2178, "X4": 0.04178, "Y4": 0.2188, "page": 0}, {"Word": "Pen & Pencil Sat", "Confidence": 0.9005, "X1": 0.16038, "Y1": 0.2032, "X2": 0.28706, "Y2": 0.203, "X3": 0.28706, "Y3": 0.2178, "X4": 0.16038, "Y4": 0.2188, "page": 0}, {"Word": "INC-88975", "Confidence": 0.977, "X1": 0.44744, "Y1": 0.2032, "X2": 0.52561, "Y2": 0.203, "X3": 0.52561, "Y3": 0.2168, "X4": 0.44609, "Y4": 0.2168, "page": 0}, {"Word": "Good", "Confidence": 0.867, "X1": 0.61725, "Y1": 0.2042, "X2": 0.65903, "Y2": 0.204, "X3": 0.65903, "Y3": 0.2158, "X4": 0.6159, "Y4": 0.2158, "page": 0}, {"Word": "vs", "Confidence": 0.97, "X1": 0.04178, "Y1": 0.2272, "X2": 0.07008, "Y2": 0.227, "X3": 0.07008, "Y3": 0.2398, "X4": 0.04178, "Y4": 0.2408, "page": 0}, {"Word": "Make-Up Kit", "Confidence": 0.996, "X1": 0.15499, "Y1": 0.2262, "X2": 0.25472, "Y2": 0.226, "X3": 0.25472, "Y3": 0.2418, "X4": 0.15499, "Y4": 0.2418, "page": 0}, {"Word": "INC-74390", "Confidence": 0.671, "X1": 0.44744, "Y1": 0.2262, "X2": 0.52561, "Y2": 0.226, "X3": 0.52561, "Y3": 0.2398, "X4": 0.44744, "Y4": 0.2388, "page": 0}, {"Word": "Good", "Confidence": 0.975, "X1": 0.6159, "Y1": 0.2262, "X2": 0.66038, "Y2": 0.226, "X3": 0.65903, "Y3": 0.2388, "X4": 0.6159, "Y4": 0.2388, "page": 0}, {"Word": "VS", "Confidence": 0.973, "X1": 0.04178, "Y1": 0.2492, "X2": 0.07008, "Y2": 0.249, "X3": 0.07008, "Y3": 0.2638, "X4": 0.04178, "Y4": 0.2638, "page": 0}, {"Word": "Black Scarf", "Confidence": 0.898, "X1": 0.16173, "Y1": 0.2482, "X2": 0.24663, "Y2": 0.248, "X3": 0.24663, "Y3": 0.2628, "X4": 0.16173, "Y4": 0.2628, "page": 0}, {"Word": "INC-74391", "Confidence": 0.991, "X1": 0.43935, "Y1": 0.2472, "X2": 0.52561, "Y2": 0.247, "X3": 0.52561, "Y3": 0.2618, "X4": 0.43935, "Y4": 0.2628, "page": 0}, {"Word": "Good", "Confidence": 0.884, "X1": 0.61456, "Y1": 0.2492, "X2": 0.65903, "Y2": 0.249, "X3": 0.65903, "Y3": 0.2608, "X4": 0.61321, "Y4": 0.2618, "page": 0}, {"Word": "VS", "Confidence": 0.957, "X1": 0.04178, "Y1": 0.2722, "X2": 0.07008, "Y2": 0.272, "X3": 0.07008, "Y3": 0.2858, "X4": 0.04178, "Y4": 0.2858, "page": 0}, {"Word": "Red Keychain", "Confidence": 0.9775, "X1": 0.16307, "Y1": 0.2722, "X2": 0.2655, "Y2": 0.272, "X3": 0.2655, "Y3": 0.2868, "X4": 0.16307, "Y4": 0.2858, "page": 0}, {"Word": "INC-00511", "Confidence": 0.601, "X1": 0.44744, "Y1": 0.2712, "X2": 0.5283, "Y2": 0.271, "X3": 0.52695, "Y3": 0.2848, "X4": 0.44744, "Y4": 0.2848, "page": 0}, {"Word": "Good", "Confidence": 0.991, "X1": 0.6186, "Y1": 0.2722, "X2": 0.66038, "Y2": 0.272, "X3": 0.65903, "Y3": 0.2838, "X4": 0.6186, "Y4": 0.2828, "page": 0}, {"Word": "Beach Towel", "Confidence": 0.994, "X1": 0.16173, "Y1": 0.2942, "X2": 0.25876, "Y2": 0.294, "X3": 0.25876, "Y3": 0.3078, "X4": 0.16173, "Y4": 0.3088, "page": 0}, {"Word": "INC-88984", "Confidence": 0.885, "X1": 0.4434, "Y1": 0.2932, "X2": 0.52561, "Y2": 0.293, "X3": 0.52561, "Y3": 0.3068, "X4": 0.4434, "Y4": 0.3068, "page": 0}, {"Word": "Good", "Confidence": 0.607, "X1": 0.61725, "Y1": 0.2942, "X2": 0.66038, "Y2": 0.294, "X3": 0.66038, "Y3": 0.3048, "X4": 0.61725, "Y4": 0.3058, "page": 0}, {"Word": "vs", "Confidence": 0.898, "X1": 0.04178, "Y1": 0.2942, "X2": 0.06873, "Y2": 0.294, "X3": 0.06873, "Y3": 0.3088, "X4": 0.04178, "Y4": 0.3098, "page": 0}, {"Word": "Good", "Confidence": 0.994, "X1": 0.61725, "Y1": 0.3162, "X2": 0.65903, "Y2": 0.316, "X3": 0.65903, "Y3": 0.3278, "X4": 0.61725, "Y4": 0.3278, "page": 0}, {"Word": "vs", "Confidence": 0.94, "X1": 0.04178, "Y1": 0.3172, "X2": 0.07008, "Y2": 0.317, "X3": 0.07143, "Y3": 0.3318, "X4": 0.04178, "Y4": 0.3318, "page": 0}, {"Word": "Fuchsia S/M Tunic", "Confidence": 0.975, "X1": 0.16038, "Y1": 0.3152, "X2": 0.30189, "Y2": 0.315, "X3": 0.30189, "Y3": 0.3308, "X4": 0.16038, "Y4": 0.3308, "page": 0}, {"Word": "INC-89039", "Confidence": 0.993, "X1": 0.4434, "Y1": 0.3152, "X2": 0.52695, "Y2": 0.315, "X3": 0.5283, "Y3": 0.3288, "X4": 0.4434, "Y4": 0.3308, "page": 0}, {"Word": "VS", "Confidence": 0.955, "X1": 0.04178, "Y1": 0.3402, "X2": 0.06873, "Y2": 0.34, "X3": 0.07008, "Y3": 0.3548, "X4": 0.04178, "Y4": 0.3548, "page": 0}, {"Word": "Black S/M Tunic", "Confidence": 0.995, "X1": 0.15903, "Y1": 0.3382, "X2": 0.28437, "Y2": 0.338, "X3": 0.28437, "Y3": 0.3528, "X4": 0.15903, "Y4": 0.3528, "page": 0}, {"Word": "INC-89041", "Confidence": 0.991, "X1": 0.44205, "Y1": 0.3372, "X2": 0.52561, "Y2": 0.337, "X3": 0.52695, "Y3": 0.3518, "X4": 0.44205, "Y4": 0.3528, "page": 0}, {"Word": "Good", "Confidence": 0.979, "X1": 0.61725, "Y1": 0.3392, "X2": 0.65903, "Y2": 0.339, "X3": 0.65903, "Y3": 0.3508, "X4": 0.61725, "Y4": 0.3508, "page": 0}, {"Word": "VS", "Confidence": 0.997, "X1": 0.04313, "Y1": 0.3632, "X2": 0.07008, "Y2": 0.363, "X3": 0.07008, "Y3": 0.3768, "X4": 0.04313, "Y4": 0.3768, "page": 0}, {"Word": "Safari Suede Jacket (med)", "Confidence": 0.99475, "X1": 0.15903, "Y1": 0.3612, "X2": 0.35849, "Y2": 0.361, "X3": 0.35849, "Y3": 0.3768, "X4": 0.15903, "Y4": 0.3768, "page": 0}, {"Word": "INC-02034", "Confidence": 0.994, "X1": 0.43935, "Y1": 0.3602, "X2": 0.52695, "Y2": 0.36, "X3": 0.52695, "Y3": 0.3748, "X4": 0.43935, "Y4": 0.3758, "page": 0}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61725, "Y1": 0.3612, "X2": 0.65903, "Y2": 0.361, "X3": 0.65903, "Y3": 0.3738, "X4": 0.61725, "Y4": 0.3738, "page": 0}, {"Word": "INC-02023", "Confidence": 0.97, "X1": 0.44744, "Y1": 0.3832, "X2": 0.5283, "Y2": 0.383, "X3": 0.5283, "Y3": 0.3978, "X4": 0.44744, "Y4": 0.3978, "page": 0}, {"Word": "Unsatisfactory (dispose)", "Confidence": 0.613, "X1": 0.61725, "Y1": 0.3832, "X2": 0.7938, "Y2": 0.383, "X3": 0.7938, "Y3": 0.3968, "X4": 0.61725, "Y4": 0.3978, "page": 0}, {"Word": "VS", "Confidence": 0.995, "X1": 0.04447, "Y1": 0.3862, "X2": 0.07143, "Y2": 0.386, "X3": 0.07143, "Y3": 0.3988, "X4": 0.04447, "Y4": 0.3988, "page": 0}, {"Word": "Safari Sling Bag", "Confidence": 0.99667, "X1": 0.15903, "Y1": 0.3842, "X2": 0.28167, "Y2": 0.384, "X3": 0.28167, "Y3": 0.3998, "X4": 0.15903, "Y4": 0.3988, "page": 0}, {"Word": "VS", "Confidence": 0.991, "X1": 0.04313, "Y1": 0.4092, "X2": 0.07008, "Y2": 0.409, "X3": 0.07008, "Y3": 0.4228, "X4": 0.04313, "Y4": 0.4228, "page": 0}, {"Word": "Drawstring Pants", "Confidence": 0.9945, "X1": 0.16173, "Y1": 0.4072, "X2": 0.28976, "Y2": 0.407, "X3": 0.28976, "Y3": 0.4218, "X4": 0.16173, "Y4": 0.4228, "page": 0}, {"Word": "INC-02024", "Confidence": 0.993, "X1": 0.44474, "Y1": 0.4052, "X2": 0.5283, "Y2": 0.405, "X3": 0.5283, "Y3": 0.4198, "X4": 0.44474, "Y4": 0.4218, "page": 0}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.4062, "X2": 0.66307, "Y2": 0.406, "X3": 0.66038, "Y3": 0.4188, "X4": 0.6186, "Y4": 0.4198, "page": 0}, {"Word": "VS", "Confidence": 0.997, "X1": 0.04313, "Y1": 0.4312, "X2": 0.07143, "Y2": 0.431, "X3": 0.07008, "Y3": 0.4448, "X4": 0.04313, "Y4": 0.4448, "page": 0}, {"Word": "Safari Wrap Skirt", "Confidence": 0.88167, "X1": 0.15903, "Y1": 0.4292, "X2": 0.29245, "Y2": 0.429, "X3": 0.29245, "Y3": 0.4438, "X4": 0.15903, "Y4": 0.4458, "page": 0}, {"Word": "INC-02025", "Confidence": 0.994, "X1": 0.44744, "Y1": 0.4282, "X2": 0.52695, "Y2": 0.428, "X3": 0.52695, "Y3": 0.4418, "X4": 0.44744, "Y4": 0.4418, "page": 0}, {"Word": "Good", "Confidence": 0.992, "X1": 0.61725, "Y1": 0.4292, "X2": 0.66038, "Y2": 0.429, "X3": 0.66173, "Y3": 0.4418, "X4": 0.6186, "Y4": 0.4418, "page": 0}, {"Word": "VS", "Confidence": 0.993, "X1": 0.04313, "Y1": 0.4532, "X2": 0.07143, "Y2": 0.453, "X3": 0.07143, "Y3": 0.4668, "X4": 0.04313, "Y4": 0.4668, "page": 0}, {"Word": "Leather Jacket (med)", "Confidence": 0.99533, "X1": 0.16307, "Y1": 0.4522, "X2": 0.32075, "Y2": 0.452, "X3": 0.32075, "Y3": 0.4668, "X4": 0.16307, "Y4": 0.4668, "page": 0}, {"Word": "NC-03474", "Confidence": 0.994, "X1": 0.45013, "Y1": 0.4512, "X2": 0.531, "Y2": 0.451, "X3": 0.531, "Y3": 0.4648, "X4": 0.45013, "Y4": 0.4648, "page": 0}, {"Word": "Good", "Confidence": 0.981, "X1": 0.61995, "Y1": 0.4522, "X2": 0.66038, "Y2": 0.452, "X3": 0.65903, "Y3": 0.4638, "X4": 0.6186, "Y4": 0.4638, "page": 0}, {"Word": "INC-03447", "Confidence": 0.992, "X1": 0.44744, "Y1": 0.4722, "X2": 0.5283, "Y2": 0.472, "X3": 0.5283, "Y3": 0.4858, "X4": 0.44744, "Y4": 0.4878, "page": 0}, {"Word": "Good", "Confidence": 0.941, "X1": 0.6186, "Y1": 0.4732, "X2": 0.66038, "Y2": 0.473, "X3": 0.65903, "Y3": 0.4858, "X4": 0.6186, "Y4": 0.4858, "page": 0}, {"Word": "VS", "Confidence": 0.996, "X1": 0.04313, "Y1": 0.4762, "X2": 0.07008, "Y2": 0.476, "X3": 0.07008, "Y3": 0.4898, "X4": 0.04313, "Y4": 0.4898, "page": 0}, {"Word": "Burgandy Turtleneck (med)", "Confidence": 0.98933, "X1": 0.15903, "Y1": 0.4742, "X2": 0.36523, "Y2": 0.474, "X3": 0.36523, "Y3": 0.4888, "X4": 0.15903, "Y4": 0.4898, "page": 0}, {"Word": "VS", "Confidence": 0.996, "X1": 0.04582, "Y1": 0.4982, "X2": 0.07008, "Y2": 0.498, "X3": 0.06873, "Y3": 0.5118, "X4": 0.04582, "Y4": 0.5118, "page": 0}, {"Word": "White Turtleneck (med)", "Confidence": 0.992, "X1": 0.16307, "Y1": 0.4962, "X2": 0.33962, "Y2": 0.496, "X3": 0.33962, "Y3": 0.5108, "X4": 0.16307, "Y4": 0.5128, "page": 0}, {"Word": "INC-03463", "Confidence": 0.159, "X1": 0.44879, "Y1": 0.4962, "X2": 0.5283, "Y2": 0.496, "X3": 0.52695, "Y3": 0.5098, "X4": 0.44879, "Y4": 0.5088, "page": 0}, {"Word": "Good", "Confidence": 0.993, "X1": 0.6186, "Y1": 0.4962, "X2": 0.65903, "Y2": 0.496, "X3": 0.65768, "Y3": 0.5088, "X4": 0.6186, "Y4": 0.5088, "page": 0}, {"Word": "VS", "Confidence": 0.997, "X1": 0.04447, "Y1": 0.5202, "X2": 0.07008, "Y2": 0.52, "X3": 0.07143, "Y3": 0.5338, "X4": 0.04447, "Y4": 0.5338, "page": 0}, {"Word": "Beach Bag", "Confidence": 0.9975, "X1": 0.16038, "Y1": 0.5212, "X2": 0.24933, "Y2": 0.521, "X3": 0.24933, "Y3": 0.5338, "X4": 0.16038, "Y4": 0.5338, "page": 0}, {"Word": "INC-74378", "Confidence": 0.992, "X1": 0.44744, "Y1": 0.5182, "X2": 0.5283, "Y2": 0.518, "X3": 0.52965, "Y3": 0.5308, "X4": 0.44744, "Y4": 0.5318, "page": 0}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.5192, "X2": 0.66038, "Y2": 0.519, "X3": 0.66038, "Y3": 0.5318, "X4": 0.61995, "Y4": 0.5308, "page": 0}, {"Word": "VS", "Confidence": 0.994, "X1": 0.04582, "Y1": 0.5422, "X2": 0.07008, "Y2": 0.542, "X3": 0.07008, "Y3": 0.5558, "X4": 0.04717, "Y4": 0.5568, "page": 0}, {"Word": "Beach Bag", "Confidence": 0.9975, "X1": 0.16307, "Y1": 0.5442, "X2": 0.24528, "Y2": 0.544, "X3": 0.24528, "Y3": 0.5578, "X4": 0.16307, "Y4": 0.5568, "page": 0}, {"Word": "INC-88987", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.5412, "X2": 0.52695, "Y2": 0.541, "X3": 0.52695, "Y3": 0.5538, "X4": 0.44609, "Y4": 0.5548, "page": 0}, {"Word": "Good", "Confidence": 0.987, "X1": 0.6186, "Y1": 0.5412, "X2": 0.66038, "Y2": 0.541, "X3": 0.65903, "Y3": 0.5538, "X4": 0.61725, "Y4": 0.5538, "page": 0}, {"Word": "2078337105", "Confidence": 0.993, "X1": 0.88275, "Y1": 0.7622, "X2": 0.8841, "Y2": 0.762, "X3": 0.85714, "Y3": 0.7618, "X4": 0.85714, "Y4": 0.6608, "page": 0}], "words_data": [{"Word": "POS", "Confidence": 0.639, "X1": 0.44609, "Y1": 0.1322, "X2": 0.48518, "Y2": 0.132, "X3": 0.48518, "Y3": 0.1478, "X4": 0.44609, "Y4": 0.1478, "page": 0, "Index": 0}, {"Word": "#", "Confidence": 0.996, "X1": 0.49191, "Y1": 0.1322, "X2": 0.50404, "Y2": 0.132, "X3": 0.50404, "Y3": 0.1478, "X4": 0.49191, "Y4": 0.1478, "page": 0, "Index": 1}, {"Word": "CONDITION", "Confidence": 0.991, "X1": 0.61456, "Y1": 0.1322, "X2": 0.72507, "Y2": 0.132, "X3": 0.72507, "Y3": 0.1478, "X4": 0.61456, "Y4": 0.1498, "page": 0, "Index": 2}, {"Word": "BRAND", "Confidence": 0.993, "X1": 0.04313, "Y1": 0.1352, "X2": 0.11186, "Y2": 0.135, "X3": 0.11186, "Y3": 0.1498, "X4": 0.04313, "Y4": 0.1498, "page": 0, "Index": 3}, {"Word": "ITEM", "Confidence": 0.962, "X1": 0.15903, "Y1": 0.1342, "X2": 0.2035, "Y2": 0.134, "X3": 0.2035, "Y3": 0.1498, "X4": 0.15903, "Y4": 0.1498, "page": 0, "Index": 4}, {"Word": "VS", "Confidence": 0.991, "X1": 0.04313, "Y1": 0.1602, "X2": 0.06469, "Y2": 0.16, "X3": 0.06469, "Y3": 0.1728, "X4": 0.04313, "Y4": 0.1728, "page": 0, "Index": 5}, {"Word": "Charm", "Confidence": 0.994, "X1": 0.16173, "Y1": 0.1592, "X2": 0.2062, "Y2": 0.159, "X3": 0.2062, "Y3": 0.1728, "X4": 0.16173, "Y4": 0.1738, "page": 0, "Index": 6}, {"Word": "Bracelet", "Confidence": 0.994, "X1": 0.21294, "Y1": 0.1592, "X2": 0.28032, "Y2": 0.159, "X3": 0.28032, "Y3": 0.1728, "X4": 0.21294, "Y4": 0.1728, "page": 0, "Index": 7}, {"Word": "10007000000", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.1582, "X2": 0.54582, "Y2": 0.158, "X3": 0.54582, "Y3": 0.1728, "X4": 0.44609, "Y4": 0.1718, "page": 0, "Index": 8}, {"Word": "Good", "Confidence": 0.851, "X1": 0.6159, "Y1": 0.1582, "X2": 0.65768, "Y2": 0.158, "X3": 0.65768, "Y3": 0.1708, "X4": 0.6159, "Y4": 0.1708, "page": 0, "Index": 9}, {"Word": "VS", "Confidence": 0.991, "X1": 0.04447, "Y1": 0.1822, "X2": 0.06604, "Y2": 0.182, "X3": 0.06604, "Y3": 0.1948, "X4": 0.04447, "Y4": 0.1948, "page": 0, "Index": 10}, {"Word": "Fuchsia-Express", "Confidence": 0.941, "X1": 0.16307, "Y1": 0.1812, "X2": 0.28302, "Y2": 0.181, "X3": 0.28437, "Y3": 0.1958, "X4": 0.16307, "Y4": 0.1968, "page": 0, "Index": 11}, {"Word": "Yourself", "Confidence": 0.97, "X1": 0.28706, "Y1": 0.1812, "X2": 0.3504, "Y2": 0.181, "X3": 0.3504, "Y3": 0.1958, "X4": 0.28841, "Y4": 0.1958, "page": 0, "Index": 12}, {"Word": "T-Shirt", "Confidence": 0.991, "X1": 0.35445, "Y1": 0.1812, "X2": 0.40836, "Y2": 0.181, "X3": 0.4097, "Y3": 0.1968, "X4": 0.35445, "Y4": 0.1958, "page": 0, "Index": 13}, {"Word": "INC-88972", "Confidence": 0.64, "X1": 0.44879, "Y1": 0.1812, "X2": 0.52695, "Y2": 0.181, "X3": 0.52695, "Y3": 0.1958, "X4": 0.44744, "Y4": 0.1948, "page": 0, "Index": 14}, {"Word": "Good", "Confidence": 0.982, "X1": 0.6159, "Y1": 0.1812, "X2": 0.65768, "Y2": 0.181, "X3": 0.65903, "Y3": 0.1938, "X4": 0.61725, "Y4": 0.1938, "page": 0, "Index": 15}, {"Word": "Pencil", "Confidence": 0.864, "X1": 0.20755, "Y1": 0.2042, "X2": 0.25472, "Y2": 0.204, "X3": 0.25472, "Y3": 0.2178, "X4": 0.20755, "Y4": 0.2188, "page": 0, "Index": 16}, {"Word": "Sat", "Confidence": 0.998, "X1": 0.25876, "Y1": 0.2042, "X2": 0.28706, "Y2": 0.204, "X3": 0.28706, "Y3": 0.2178, "X4": 0.25876, "Y4": 0.2178, "page": 0, "Index": 17}, {"Word": "INC-88975", "Confidence": 0.977, "X1": 0.44744, "Y1": 0.2042, "X2": 0.52561, "Y2": 0.204, "X3": 0.52561, "Y3": 0.2178, "X4": 0.44744, "Y4": 0.2168, "page": 0, "Index": 18}, {"Word": "Good", "Confidence": 0.867, "X1": 0.6159, "Y1": 0.2042, "X2": 0.65768, "Y2": 0.204, "X3": 0.65768, "Y3": 0.2148, "X4": 0.61725, "Y4": 0.2158, "page": 0, "Index": 19}, {"Word": "vs", "Confidence": 0.981, "X1": 0.04313, "Y1": 0.2042, "X2": 0.06604, "Y2": 0.204, "X3": 0.06604, "Y3": 0.2188, "X4": 0.04447, "Y4": 0.2188, "page": 0, "Index": 20}, {"Word": "Pen", "Confidence": 0.742, "X1": 0.16173, "Y1": 0.2032, "X2": 0.18868, "Y2": 0.203, "X3": 0.18868, "Y3": 0.2188, "X4": 0.16173, "Y4": 0.2188, "page": 0, "Index": 21}, {"Word": "&", "Confidence": 0.998, "X1": 0.19272, "Y1": 0.2042, "X2": 0.2035, "Y2": 0.204, "X3": 0.2035, "Y3": 0.2188, "X4": 0.19272, "Y4": 0.2188, "page": 0, "Index": 22}, {"Word": "vs", "Confidence": 0.97, "X1": 0.04313, "Y1": 0.2272, "X2": 0.06604, "Y2": 0.227, "X3": 0.06604, "Y3": 0.2408, "X4": 0.04447, "Y4": 0.2408, "page": 0, "Index": 23}, {"Word": "Make-Up", "Confidence": 0.994, "X1": 0.16038, "Y1": 0.2272, "X2": 0.22776, "Y2": 0.227, "X3": 0.22642, "Y3": 0.2418, "X4": 0.15903, "Y4": 0.2418, "page": 0, "Index": 24}, {"Word": "Kit", "Confidence": 0.998, "X1": 0.23181, "Y1": 0.2272, "X2": 0.25337, "Y2": 0.227, "X3": 0.25337, "Y3": 0.2428, "X4": 0.23046, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "INC-74390", "Confidence": 0.671, "X1": 0.44879, "Y1": 0.2262, "X2": 0.52561, "Y2": 0.226, "X3": 0.52426, "Y3": 0.2408, "X4": 0.44744, "Y4": 0.2388, "page": 0, "Index": 26}, {"Word": "Good", "Confidence": 0.975, "X1": 0.6159, "Y1": 0.2262, "X2": 0.65768, "Y2": 0.226, "X3": 0.65903, "Y3": 0.2388, "X4": 0.61725, "Y4": 0.2388, "page": 0, "Index": 27}, {"Word": "VS", "Confidence": 0.973, "X1": 0.04313, "Y1": 0.2492, "X2": 0.06739, "Y2": 0.249, "X3": 0.06739, "Y3": 0.2638, "X4": 0.04313, "Y4": 0.2638, "page": 0, "Index": 28}, {"Word": "Black", "Confidence": 0.995, "X1": 0.16307, "Y1": 0.2492, "X2": 0.20216, "Y2": 0.249, "X3": 0.20081, "Y3": 0.2638, "X4": 0.16307, "Y4": 0.2638, "page": 0, "Index": 29}, {"Word": "Scarf", "Confidence": 0.801, "X1": 0.2062, "Y1": 0.2502, "X2": 0.24798, "Y2": 0.25, "X3": 0.24663, "Y3": 0.2638, "X4": 0.20485, "Y4": 0.2638, "page": 0, "Index": 30}, {"Word": "INC-74391", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.2482, "X2": 0.52561, "Y2": 0.248, "X3": 0.52561, "Y3": 0.2628, "X4": 0.44205, "Y4": 0.2638, "page": 0, "Index": 31}, {"Word": "Good", "Confidence": 0.884, "X1": 0.6159, "Y1": 0.2492, "X2": 0.65768, "Y2": 0.249, "X3": 0.65768, "Y3": 0.2608, "X4": 0.6159, "Y4": 0.2618, "page": 0, "Index": 32}, {"Word": "VS", "Confidence": 0.957, "X1": 0.04313, "Y1": 0.2722, "X2": 0.06604, "Y2": 0.272, "X3": 0.06604, "Y3": 0.2858, "X4": 0.04313, "Y4": 0.2858, "page": 0, "Index": 33}, {"Word": "Red", "Confidence": 0.998, "X1": 0.16442, "Y1": 0.2722, "X2": 0.19003, "Y2": 0.272, "X3": 0.19003, "Y3": 0.2868, "X4": 0.16307, "Y4": 0.2868, "page": 0, "Index": 34}, {"Word": "Keychain", "Confidence": 0.957, "X1": 0.19407, "Y1": 0.2722, "X2": 0.2655, "Y2": 0.272, "X3": 0.2655, "Y3": 0.2868, "X4": 0.19407, "Y4": 0.2868, "page": 0, "Index": 35}, {"Word": "INC-00511", "Confidence": 0.601, "X1": 0.44879, "Y1": 0.2712, "X2": 0.52695, "Y2": 0.271, "X3": 0.52695, "Y3": 0.2858, "X4": 0.44744, "Y4": 0.2848, "page": 0, "Index": 36}, {"Word": "Good", "Confidence": 0.991, "X1": 0.6186, "Y1": 0.2722, "X2": 0.65768, "Y2": 0.272, "X3": 0.65768, "Y3": 0.2838, "X4": 0.6186, "Y4": 0.2828, "page": 0, "Index": 37}, {"Word": "INC-88984", "Confidence": 0.885, "X1": 0.44609, "Y1": 0.2942, "X2": 0.52561, "Y2": 0.294, "X3": 0.52561, "Y3": 0.3068, "X4": 0.44474, "Y4": 0.3078, "page": 0, "Index": 38}, {"Word": "Good", "Confidence": 0.607, "X1": 0.61725, "Y1": 0.2942, "X2": 0.65903, "Y2": 0.294, "X3": 0.65903, "Y3": 0.3058, "X4": 0.61725, "Y4": 0.3058, "page": 0, "Index": 39}, {"Word": "vs", "Confidence": 0.898, "X1": 0.04447, "Y1": 0.2942, "X2": 0.06739, "Y2": 0.294, "X3": 0.06739, "Y3": 0.3088, "X4": 0.04582, "Y4": 0.3098, "page": 0, "Index": 40}, {"Word": "Beach", "Confidence": 0.991, "X1": 0.16173, "Y1": 0.2942, "X2": 0.20755, "Y2": 0.294, "X3": 0.20755, "Y3": 0.3088, "X4": 0.16173, "Y4": 0.3088, "page": 0, "Index": 41}, {"Word": "Towel", "Confidence": 0.997, "X1": 0.21159, "Y1": 0.2942, "X2": 0.26011, "Y2": 0.294, "X3": 0.26011, "Y3": 0.3088, "X4": 0.21159, "Y4": 0.3088, "page": 0, "Index": 42}, {"Word": "Good", "Confidence": 0.994, "X1": 0.61725, "Y1": 0.3162, "X2": 0.65768, "Y2": 0.316, "X3": 0.65768, "Y3": 0.3278, "X4": 0.61725, "Y4": 0.3278, "page": 0, "Index": 43}, {"Word": "vs", "Confidence": 0.94, "X1": 0.04313, "Y1": 0.3172, "X2": 0.06739, "Y2": 0.317, "X3": 0.06739, "Y3": 0.3318, "X4": 0.04447, "Y4": 0.3318, "page": 0, "Index": 44}, {"Word": "Fuchsia", "Confidence": 0.947, "X1": 0.16307, "Y1": 0.3162, "X2": 0.21833, "Y2": 0.316, "X3": 0.21833, "Y3": 0.3318, "X4": 0.16173, "Y4": 0.3318, "page": 0, "Index": 45}, {"Word": "S/M", "Confidence": 0.981, "X1": 0.22237, "Y1": 0.3162, "X2": 0.25067, "Y2": 0.316, "X3": 0.25067, "Y3": 0.3308, "X4": 0.22237, "Y4": 0.3318, "page": 0, "Index": 46}, {"Word": "Tunic", "Confidence": 0.997, "X1": 0.25876, "Y1": 0.3162, "X2": 0.30323, "Y2": 0.316, "X3": 0.30323, "Y3": 0.3308, "X4": 0.25741, "Y4": 0.3308, "page": 0, "Index": 47}, {"Word": "INC-89039", "Confidence": 0.993, "X1": 0.44609, "Y1": 0.3162, "X2": 0.52695, "Y2": 0.316, "X3": 0.52561, "Y3": 0.3298, "X4": 0.44474, "Y4": 0.3308, "page": 0, "Index": 48}, {"Word": "VS", "Confidence": 0.955, "X1": 0.04313, "Y1": 0.3402, "X2": 0.06739, "Y2": 0.34, "X3": 0.06739, "Y3": 0.3548, "X4": 0.04313, "Y4": 0.3548, "page": 0, "Index": 49}, {"Word": "Black", "Confidence": 0.997, "X1": 0.16173, "Y1": 0.3392, "X2": 0.20081, "Y2": 0.339, "X3": 0.20081, "Y3": 0.3538, "X4": 0.16173, "Y4": 0.3538, "page": 0, "Index": 50}, {"Word": "S/M", "Confidence": 0.997, "X1": 0.20485, "Y1": 0.3392, "X2": 0.23315, "Y2": 0.339, "X3": 0.23315, "Y3": 0.3538, "X4": 0.20485, "Y4": 0.3538, "page": 0, "Index": 51}, {"Word": "Tunic", "Confidence": 0.991, "X1": 0.23989, "Y1": 0.3392, "X2": 0.28437, "Y2": 0.339, "X3": 0.28437, "Y3": 0.3538, "X4": 0.23989, "Y4": 0.3538, "page": 0, "Index": 52}, {"Word": "INC-89041", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.3372, "X2": 0.52561, "Y2": 0.337, "X3": 0.52695, "Y3": 0.3528, "X4": 0.44474, "Y4": 0.3538, "page": 0, "Index": 53}, {"Word": "Good", "Confidence": 0.979, "X1": 0.61725, "Y1": 0.3392, "X2": 0.65768, "Y2": 0.339, "X3": 0.65768, "Y3": 0.3508, "X4": 0.61725, "Y4": 0.3508, "page": 0, "Index": 54}, {"Word": "VS", "Confidence": 0.997, "X1": 0.04447, "Y1": 0.3632, "X2": 0.06604, "Y2": 0.363, "X3": 0.06604, "Y3": 0.3768, "X4": 0.04447, "Y4": 0.3768, "page": 0, "Index": 55}, {"Word": "Safari", "Confidence": 0.991, "X1": 0.16173, "Y1": 0.3622, "X2": 0.20216, "Y2": 0.362, "X3": 0.20216, "Y3": 0.3768, "X4": 0.16038, "Y4": 0.3778, "page": 0, "Index": 56}, {"Word": "Suede", "Confidence": 0.994, "X1": 0.2062, "Y1": 0.3622, "X2": 0.25606, "Y2": 0.362, "X3": 0.25606, "Y3": 0.3768, "X4": 0.2062, "Y4": 0.3768, "page": 0, "Index": 57}, {"Word": "Jacket", "Confidence": 0.997, "X1": 0.26011, "Y1": 0.3622, "X2": 0.30863, "Y2": 0.362, "X3": 0.30863, "Y3": 0.3768, "X4": 0.26011, "Y4": 0.3768, "page": 0, "Index": 58}, {"Word": "(med)", "Confidence": 0.997, "X1": 0.31267, "Y1": 0.3622, "X2": 0.35849, "Y2": 0.362, "X3": 0.35849, "Y3": 0.3778, "X4": 0.31267, "Y4": 0.3768, "page": 0, "Index": 59}, {"Word": "INC-02034", "Confidence": 0.994, "X1": 0.44474, "Y1": 0.3612, "X2": 0.5283, "Y2": 0.361, "X3": 0.52695, "Y3": 0.3748, "X4": 0.4434, "Y4": 0.3768, "page": 0, "Index": 60}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61725, "Y1": 0.3612, "X2": 0.65768, "Y2": 0.361, "X3": 0.65768, "Y3": 0.3738, "X4": 0.61725, "Y4": 0.3738, "page": 0, "Index": 61}, {"Word": "INC-02023", "Confidence": 0.97, "X1": 0.44879, "Y1": 0.3842, "X2": 0.52695, "Y2": 0.384, "X3": 0.52695, "Y3": 0.3978, "X4": 0.44879, "Y4": 0.3978, "page": 0, "Index": 62}, {"Word": "Unsatisfactory", "Confidence": 0.291, "X1": 0.6186, "Y1": 0.3832, "X2": 0.72237, "Y2": 0.383, "X3": 0.72237, "Y3": 0.3968, "X4": 0.61725, "Y4": 0.3978, "page": 0, "Index": 63}, {"Word": "(dispose)", "Confidence": 0.935, "X1": 0.72642, "Y1": 0.3842, "X2": 0.7938, "Y2": 0.384, "X3": 0.79245, "Y3": 0.3978, "X4": 0.72507, "Y4": 0.3968, "page": 0, "Index": 64}, {"Word": "VS", "Confidence": 0.995, "X1": 0.04582, "Y1": 0.3862, "X2": 0.06604, "Y2": 0.386, "X3": 0.06604, "Y3": 0.3988, "X4": 0.04582, "Y4": 0.3988, "page": 0, "Index": 65}, {"Word": "Safari", "Confidence": 0.995, "X1": 0.16173, "Y1": 0.3852, "X2": 0.20485, "Y2": 0.385, "X3": 0.2035, "Y3": 0.3998, "X4": 0.16038, "Y4": 0.3998, "page": 0, "Index": 66}, {"Word": "Sling", "Confidence": 0.997, "X1": 0.20889, "Y1": 0.3852, "X2": 0.24528, "Y2": 0.385, "X3": 0.24394, "Y3": 0.3998, "X4": 0.20755, "Y4": 0.3998, "page": 0, "Index": 67}, {"Word": "Bag", "Confidence": 0.998, "X1": 0.24933, "Y1": 0.3862, "X2": 0.28167, "Y2": 0.386, "X3": 0.28167, "Y3": 0.3998, "X4": 0.24798, "Y4": 0.3998, "page": 0, "Index": 68}, {"Word": "VS", "Confidence": 0.991, "X1": 0.04447, "Y1": 0.4092, "X2": 0.06739, "Y2": 0.409, "X3": 0.06739, "Y3": 0.4228, "X4": 0.04447, "Y4": 0.4228, "page": 0, "Index": 69}, {"Word": "Drawstring", "Confidence": 0.992, "X1": 0.16307, "Y1": 0.4072, "X2": 0.23989, "Y2": 0.407, "X3": 0.23854, "Y3": 0.4228, "X4": 0.16173, "Y4": 0.4238, "page": 0, "Index": 70}, {"Word": "Pants", "Confidence": 0.997, "X1": 0.24394, "Y1": 0.4082, "X2": 0.28976, "Y2": 0.408, "X3": 0.28841, "Y3": 0.4228, "X4": 0.24259, "Y4": 0.4228, "page": 0, "Index": 71}, {"Word": "INC-02024", "Confidence": 0.993, "X1": 0.44744, "Y1": 0.4052, "X2": 0.5283, "Y2": 0.405, "X3": 0.52695, "Y3": 0.4208, "X4": 0.44609, "Y4": 0.4218, "page": 0, "Index": 72}, {"Word": "Good", "Confidence": 0.991, "X1": 0.6186, "Y1": 0.4062, "X2": 0.65768, "Y2": 0.406, "X3": 0.65903, "Y3": 0.4188, "X4": 0.6186, "Y4": 0.4198, "page": 0, "Index": 73}, {"Word": "VS", "Confidence": 0.997, "X1": 0.04447, "Y1": 0.4312, "X2": 0.06604, "Y2": 0.431, "X3": 0.06604, "Y3": 0.4448, "X4": 0.04447, "Y4": 0.4448, "page": 0, "Index": 74}, {"Word": "Safari", "Confidence": 0.661, "X1": 0.16173, "Y1": 0.4302, "X2": 0.2035, "Y2": 0.43, "X3": 0.2035, "Y3": 0.4448, "X4": 0.16173, "Y4": 0.4458, "page": 0, "Index": 75}, {"Word": "Wrap", "Confidence": 0.989, "X1": 0.20755, "Y1": 0.4292, "X2": 0.24933, "Y2": 0.429, "X3": 0.24933, "Y3": 0.4448, "X4": 0.20755, "Y4": 0.4448, "page": 0, "Index": 76}, {"Word": "Skirt", "Confidence": 0.995, "X1": 0.25337, "Y1": 0.4292, "X2": 0.29245, "Y2": 0.429, "X3": 0.29245, "Y3": 0.4448, "X4": 0.25337, "Y4": 0.4448, "page": 0, "Index": 77}, {"Word": "INC-02025", "Confidence": 0.994, "X1": 0.44744, "Y1": 0.4282, "X2": 0.52695, "Y2": 0.428, "X3": 0.52695, "Y3": 0.4428, "X4": 0.44879, "Y4": 0.4428, "page": 0, "Index": 78}, {"Word": "Good", "Confidence": 0.992, "X1": 0.61725, "Y1": 0.4292, "X2": 0.65903, "Y2": 0.429, "X3": 0.65903, "Y3": 0.4418, "X4": 0.61725, "Y4": 0.4418, "page": 0, "Index": 79}, {"Word": "VS", "Confidence": 0.993, "X1": 0.04447, "Y1": 0.4532, "X2": 0.06739, "Y2": 0.453, "X3": 0.06739, "Y3": 0.4668, "X4": 0.04447, "Y4": 0.4668, "page": 0, "Index": 80}, {"Word": "Leather", "Confidence": 0.992, "X1": 0.16442, "Y1": 0.4522, "X2": 0.21833, "Y2": 0.452, "X3": 0.21698, "Y3": 0.4668, "X4": 0.16307, "Y4": 0.4678, "page": 0, "Index": 81}, {"Word": "Jacket", "Confidence": 0.997, "X1": 0.22237, "Y1": 0.4522, "X2": 0.27089, "Y2": 0.452, "X3": 0.26954, "Y3": 0.4668, "X4": 0.22102, "Y4": 0.4668, "page": 0, "Index": 82}, {"Word": "(med)", "Confidence": 0.997, "X1": 0.27493, "Y1": 0.4532, "X2": 0.3221, "Y2": 0.453, "X3": 0.32075, "Y3": 0.4678, "X4": 0.27358, "Y4": 0.4668, "page": 0, "Index": 83}, {"Word": "NC-03474", "Confidence": 0.994, "X1": 0.45148, "Y1": 0.4512, "X2": 0.52695, "Y2": 0.451, "X3": 0.52695, "Y3": 0.4658, "X4": 0.45148, "Y4": 0.4648, "page": 0, "Index": 84}, {"Word": "Good", "Confidence": 0.981, "X1": 0.61995, "Y1": 0.4512, "X2": 0.65903, "Y2": 0.451, "X3": 0.65903, "Y3": 0.4638, "X4": 0.6186, "Y4": 0.4628, "page": 0, "Index": 85}, {"Word": "INC-03447", "Confidence": 0.992, "X1": 0.44744, "Y1": 0.4732, "X2": 0.5283, "Y2": 0.473, "X3": 0.52695, "Y3": 0.4868, "X4": 0.44744, "Y4": 0.4878, "page": 0, "Index": 86}, {"Word": "Good", "Confidence": 0.941, "X1": 0.6186, "Y1": 0.4732, "X2": 0.65903, "Y2": 0.473, "X3": 0.65903, "Y3": 0.4858, "X4": 0.6186, "Y4": 0.4858, "page": 0, "Index": 87}, {"Word": "VS", "Confidence": 0.996, "X1": 0.04447, "Y1": 0.4762, "X2": 0.06739, "Y2": 0.476, "X3": 0.06739, "Y3": 0.4898, "X4": 0.04447, "Y4": 0.4898, "page": 0, "Index": 88}, {"Word": "Burgandy", "Confidence": 0.995, "X1": 0.16173, "Y1": 0.4752, "X2": 0.23181, "Y2": 0.475, "X3": 0.23181, "Y3": 0.4898, "X4": 0.16173, "Y4": 0.4898, "page": 0, "Index": 89}, {"Word": "Turtleneck", "Confidence": 0.982, "X1": 0.23585, "Y1": 0.4752, "X2": 0.31402, "Y2": 0.475, "X3": 0.31402, "Y3": 0.4888, "X4": 0.23585, "Y4": 0.4898, "page": 0, "Index": 90}, {"Word": "(med)", "Confidence": 0.991, "X1": 0.31806, "Y1": 0.4752, "X2": 0.36523, "Y2": 0.475, "X3": 0.36388, "Y3": 0.4898, "X4": 0.31671, "Y4": 0.4888, "page": 0, "Index": 91}, {"Word": "VS", "Confidence": 0.996, "X1": 0.04582, "Y1": 0.4982, "X2": 0.06739, "Y2": 0.498, "X3": 0.06739, "Y3": 0.5118, "X4": 0.04582, "Y4": 0.5118, "page": 0, "Index": 92}, {"Word": "White", "Confidence": 0.996, "X1": 0.16442, "Y1": 0.4972, "X2": 0.2062, "Y2": 0.497, "X3": 0.20485, "Y3": 0.5118, "X4": 0.16307, "Y4": 0.5128, "page": 0, "Index": 93}, {"Word": "Turtleneck", "Confidence": 0.983, "X1": 0.21024, "Y1": 0.4972, "X2": 0.28706, "Y2": 0.497, "X3": 0.28706, "Y3": 0.5118, "X4": 0.20889, "Y4": 0.5118, "page": 0, "Index": 94}, {"Word": "(med)", "Confidence": 0.997, "X1": 0.29111, "Y1": 0.4972, "X2": 0.34097, "Y2": 0.497, "X3": 0.33962, "Y3": 0.5118, "X4": 0.29111, "Y4": 0.5118, "page": 0, "Index": 95}, {"Word": "INC-03463", "Confidence": 0.159, "X1": 0.45013, "Y1": 0.4962, "X2": 0.52695, "Y2": 0.496, "X3": 0.52695, "Y3": 0.5098, "X4": 0.45013, "Y4": 0.5088, "page": 0, "Index": 96}, {"Word": "Good", "Confidence": 0.993, "X1": 0.6186, "Y1": 0.4952, "X2": 0.65903, "Y2": 0.495, "X3": 0.65903, "Y3": 0.5088, "X4": 0.6186, "Y4": 0.5078, "page": 0, "Index": 97}, {"Word": "VS", "Confidence": 0.997, "X1": 0.04582, "Y1": 0.5202, "X2": 0.06739, "Y2": 0.52, "X3": 0.06739, "Y3": 0.5338, "X4": 0.04582, "Y4": 0.5338, "page": 0, "Index": 98}, {"Word": "Beach", "Confidence": 0.997, "X1": 0.16307, "Y1": 0.5212, "X2": 0.20889, "Y2": 0.521, "X3": 0.20755, "Y3": 0.5338, "X4": 0.16173, "Y4": 0.5338, "page": 0, "Index": 99}, {"Word": "Bag", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.5222, "X2": 0.24394, "Y2": 0.522, "X3": 0.24259, "Y3": 0.5348, "X4": 0.21159, "Y4": 0.5338, "page": 0, "Index": 100}, {"Word": "INC-74378", "Confidence": 0.992, "X1": 0.44744, "Y1": 0.5192, "X2": 0.52561, "Y2": 0.519, "X3": 0.52561, "Y3": 0.5318, "X4": 0.44744, "Y4": 0.5318, "page": 0, "Index": 101}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.5192, "X2": 0.65903, "Y2": 0.519, "X3": 0.65903, "Y3": 0.5318, "X4": 0.61995, "Y4": 0.5308, "page": 0, "Index": 102}, {"Word": "VS", "Confidence": 0.994, "X1": 0.04582, "Y1": 0.5422, "X2": 0.06739, "Y2": 0.542, "X3": 0.06873, "Y3": 0.5558, "X4": 0.04582, "Y4": 0.5568, "page": 0, "Index": 103}, {"Word": "Beach", "Confidence": 0.997, "X1": 0.16442, "Y1": 0.5442, "X2": 0.20889, "Y2": 0.544, "X3": 0.20889, "Y3": 0.5568, "X4": 0.16307, "Y4": 0.5568, "page": 0, "Index": 104}, {"Word": "INC-88987", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.5422, "X2": 0.52695, "Y2": 0.542, "X3": 0.52695, "Y3": 0.5548, "X4": 0.44609, "Y4": 0.5558, "page": 0, "Index": 105}, {"Word": "Good", "Confidence": 0.987, "X1": 0.61995, "Y1": 0.5402, "X2": 0.66038, "Y2": 0.54, "X3": 0.66038, "Y3": 0.5538, "X4": 0.6186, "Y4": 0.5528, "page": 0, "Index": 106}, {"Word": "Bag", "Confidence": 0.998, "X1": 0.21294, "Y1": 0.5452, "X2": 0.24528, "Y2": 0.545, "X3": 0.24528, "Y3": 0.5588, "X4": 0.21294, "Y4": 0.5578, "page": 0, "Index": 107}, {"Word": "2078337105", "Confidence": 0.993, "X1": 0.88275, "Y1": 0.7592, "X2": 0.8841, "Y2": 0.759, "X3": 0.85849, "Y3": 0.7588, "X4": 0.85849, "Y4": 0.6628, "page": 0, "Index": 108}]}	"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"
ffmw0070	0	{"lines_data": [{"Word": "CRI INSPECTION ON 3/26 - BRANDED INCENTIVE INVENTORY", "Confidence": 0.99375, "X1": 0.04043, "Y1": 0.1082, "X2": 0.73854, "Y2": 0.108, "X3": 0.73854, "Y3": 0.1278, "X4": 0.04043, "Y4": 0.1308, "page": 0}, {"Word": "BRAND", "Confidence": 0.998, "X1": 0.04043, "Y1": 0.1622, "X2": 0.1186, "Y2": 0.162, "X3": 0.1186, "Y3": 0.1768, "X4": 0.04043, "Y4": 0.1778, "page": 0}, {"Word": "JITEM", "Confidence": 0.814, "X1": 0.15229, "Y1": 0.1622, "X2": 0.21429, "Y2": 0.162, "X3": 0.21429, "Y3": 0.1768, "X4": 0.15229, "Y4": 0.1788, "page": 0}, {"Word": "POS #", "Confidence": 0.9935, "X1": 0.44609, "Y1": 0.1612, "X2": 0.50809, "Y2": 0.161, "X3": 0.50809, "Y3": 0.1758, "X4": 0.44609, "Y4": 0.1758, "page": 0}, {"Word": "CONDITION", "Confidence": 0.994, "X1": 0.6159, "Y1": 0.1612, "X2": 0.73046, "Y2": 0.161, "X3": 0.73046, "Y3": 0.1758, "X4": 0.6159, "Y4": 0.1768, "page": 0}, {"Word": "Good", "Confidence": 0.985, "X1": 0.6159, "Y1": 0.1862, "X2": 0.65903, "Y2": 0.186, "X3": 0.65903, "Y3": 0.1978, "X4": 0.6159, "Y4": 0.1998, "page": 0}, {"Word": "B&H", "Confidence": 0.998, "X1": 0.04313, "Y1": 0.1872, "X2": 0.07951, "Y2": 0.187, "X3": 0.07951, "Y3": 0.2008, "X4": 0.04178, "Y4": 0.2018, "page": 0}, {"Word": "Duffel", "Confidence": 0.991, "X1": 0.15903, "Y1": 0.1862, "X2": 0.2062, "Y2": 0.186, "X3": 0.2062, "Y3": 0.2008, "X4": 0.15903, "Y4": 0.1998, "page": 0}, {"Word": "10006000000", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.1852, "X2": 0.54717, "Y2": 0.185, "X3": 0.54717, "Y3": 0.1998, "X4": 0.44474, "Y4": 0.1998, "page": 0}, {"Word": "B&H", "Confidence": 0.979, "X1": 0.04313, "Y1": 0.2102, "X2": 0.07951, "Y2": 0.21, "X3": 0.07951, "Y3": 0.2238, "X4": 0.04313, "Y4": 0.2248, "page": 0}, {"Word": "Tote", "Confidence": 0.982, "X1": 0.16442, "Y1": 0.2102, "X2": 0.19677, "Y2": 0.21, "X3": 0.19677, "Y3": 0.2238, "X4": 0.16307, "Y4": 0.2228, "page": 0}, {"Word": "10007000000", "Confidence": 0.992, "X1": 0.44609, "Y1": 0.2082, "X2": 0.54717, "Y2": 0.208, "X3": 0.54717, "Y3": 0.2218, "X4": 0.44609, "Y4": 0.2228, "page": 0}, {"Word": "Good", "Confidence": 0.988, "X1": 0.6159, "Y1": 0.2092, "X2": 0.66038, "Y2": 0.209, "X3": 0.65903, "Y3": 0.2218, "X4": 0.6159, "Y4": 0.2228, "page": 0}, {"Word": "B&H", "Confidence": 0.991, "X1": 0.04313, "Y1": 0.2332, "X2": 0.07817, "Y2": 0.233, "X3": 0.07951, "Y3": 0.2478, "X4": 0.04447, "Y4": 0.2478, "page": 0}, {"Word": "2 Cups, 2 Saucers, 1 Pitcher", "Confidence": 0.9865, "X1": 0.15768, "Y1": 0.2322, "X2": 0.37466, "Y2": 0.232, "X3": 0.37466, "Y3": 0.2468, "X4": 0.15768, "Y4": 0.2468, "page": 0}, {"Word": "INC-73650 '", "Confidence": 0.9185, "X1": 0.44609, "Y1": 0.2312, "X2": 0.54987, "Y2": 0.231, "X3": 0.54987, "Y3": 0.2448, "X4": 0.44609, "Y4": 0.2458, "page": 0}, {"Word": "Good", "Confidence": 0.691, "X1": 0.6159, "Y1": 0.2322, "X2": 0.65903, "Y2": 0.232, "X3": 0.65903, "Y3": 0.2438, "X4": 0.6159, "Y4": 0.2448, "page": 0}, {"Word": "Good", "Confidence": 0.979, "X1": 0.6159, "Y1": 0.2552, "X2": 0.66038, "Y2": 0.255, "X3": 0.66038, "Y3": 0.2678, "X4": 0.6159, "Y4": 0.2678, "page": 0}, {"Word": "B&H", "Confidence": 0.97, "X1": 0.04313, "Y1": 0.2572, "X2": 0.07951, "Y2": 0.257, "X3": 0.07951, "Y3": 0.2708, "X4": 0.04313, "Y4": 0.2708, "page": 0}, {"Word": "Wooden Tray", "Confidence": 0.948, "X1": 0.15903, "Y1": 0.2552, "X2": 0.26415, "Y2": 0.255, "X3": 0.2628, "Y3": 0.2708, "X4": 0.15903, "Y4": 0.2698, "page": 0}, {"Word": "INC-73651", "Confidence": 0.929, "X1": 0.44609, "Y1": 0.2522, "X2": 0.52561, "Y2": 0.252, "X3": 0.52561, "Y3": 0.2688, "X4": 0.44609, "Y4": 0.2688, "page": 0}, {"Word": "B&H", "Confidence": 0.983, "X1": 0.04313, "Y1": 0.2792, "X2": 0.08086, "Y2": 0.279, "X3": 0.07951, "Y3": 0.2918, "X4": 0.04313, "Y4": 0.2928, "page": 0}, {"Word": "Cigarette Case", "Confidence": 0.9745, "X1": 0.15903, "Y1": 0.2782, "X2": 0.27358, "Y2": 0.278, "X3": 0.27358, "Y3": 0.2928, "X4": 0.15903, "Y4": 0.2928, "page": 0}, {"Word": "INC-73673", "Confidence": 0.993, "X1": 0.4407, "Y1": 0.2762, "X2": 0.52695, "Y2": 0.276, "X3": 0.52695, "Y3": 0.2908, "X4": 0.4407, "Y4": 0.2918, "page": 0}, {"Word": "Good", "Confidence": 0.972, "X1": 0.61456, "Y1": 0.2772, "X2": 0.65903, "Y2": 0.277, "X3": 0.66038, "Y3": 0.2898, "X4": 0.61456, "Y4": 0.2898, "page": 0}, {"Word": "Coaster Set", "Confidence": 0.9875, "X1": 0.16038, "Y1": 0.3232, "X2": 0.25202, "Y2": 0.323, "X3": 0.25202, "Y3": 0.3368, "X4": 0.16038, "Y4": 0.3358, "page": 0}, {"Word": "INC-03220", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.3222, "X2": 0.52561, "Y2": 0.322, "X3": 0.52561, "Y3": 0.3358, "X4": 0.4434, "Y4": 0.3368, "page": 0}, {"Word": "Good", "Confidence": 0.694, "X1": 0.6159, "Y1": 0.3222, "X2": 0.65903, "Y2": 0.322, "X3": 0.65903, "Y3": 0.3348, "X4": 0.6159, "Y4": 0.3348, "page": 0}, {"Word": "Parliament", "Confidence": 0.814, "X1": 0.04178, "Y1": 0.3242, "X2": 0.12534, "Y2": 0.324, "X3": 0.12534, "Y3": 0.3388, "X4": 0.04178, "Y4": 0.3388, "page": 0}, {"Word": "UNC-09553", "Confidence": 0.981, "X1": 0.43801, "Y1": 0.3432, "X2": 0.53369, "Y2": 0.343, "X3": 0.53369, "Y3": 0.3568, "X4": 0.43801, "Y4": 0.3588, "page": 0}, {"Word": "Good", "Confidence": 0.628, "X1": 0.61725, "Y1": 0.3452, "X2": 0.66038, "Y2": 0.345, "X3": 0.66038, "Y3": 0.3578, "X4": 0.61725, "Y4": 0.3578, "page": 0}, {"Word": "Parliament", "Confidence": 0.629, "X1": 0.04178, "Y1": 0.3462, "X2": 0.12668, "Y2": 0.346, "X3": 0.12668, "Y3": 0.3608, "X4": 0.04178, "Y4": 0.3618, "page": 0}, {"Word": "Picture Frame", "Confidence": 0.9955, "X1": 0.16173, "Y1": 0.3462, "X2": 0.26685, "Y2": 0.346, "X3": 0.26685, "Y3": 0.3598, "X4": 0.16173, "Y4": 0.3588, "page": 0}, {"Word": "Parliament", "Confidence": 0.748, "X1": 0.04447, "Y1": 0.3692, "X2": 0.12534, "Y2": 0.369, "X3": 0.12668, "Y3": 0.3828, "X4": 0.04447, "Y4": 0.3828, "page": 0}, {"Word": "Clock", "Confidence": 0.995, "X1": 0.15903, "Y1": 0.3682, "X2": 0.2062, "Y2": 0.368, "X3": 0.2062, "Y3": 0.3818, "X4": 0.15903, "Y4": 0.3818, "page": 0}, {"Word": "UNC-09552", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.3662, "X2": 0.53235, "Y2": 0.366, "X3": 0.53369, "Y3": 0.3798, "X4": 0.4434, "Y4": 0.3808, "page": 0}, {"Word": "Good", "Confidence": 0.994, "X1": 0.61725, "Y1": 0.3672, "X2": 0.65903, "Y2": 0.367, "X3": 0.65903, "Y3": 0.3798, "X4": 0.61725, "Y4": 0.3798, "page": 0}, {"Word": "Marit", "Confidence": 0.494, "X1": 0.04178, "Y1": 0.4152, "X2": 0.08625, "Y2": 0.415, "X3": 0.08625, "Y3": 0.4278, "X4": 0.04043, "Y4": 0.4288, "page": 0}, {"Word": "Leather Jacket", "Confidence": 0.982, "X1": 0.15903, "Y1": 0.4132, "X2": 0.27493, "Y2": 0.413, "X3": 0.27493, "Y3": 0.4278, "X4": 0.15903, "Y4": 0.4278, "page": 0}, {"Word": "1003000000S", "Confidence": 0.931, "X1": 0.44744, "Y1": 0.4122, "X2": 0.54987, "Y2": 0.412, "X3": 0.54987, "Y3": 0.4258, "X4": 0.44744, "Y4": 0.4248, "page": 0}, {"Word": "Good", "Confidence": 0.993, "X1": 0.61725, "Y1": 0.4122, "X2": 0.65903, "Y2": 0.412, "X3": 0.65903, "Y3": 0.4248, "X4": 0.61725, "Y4": 0.4258, "page": 0}, {"Word": "INC-88742", "Confidence": 0.992, "X1": 0.44474, "Y1": 0.4352, "X2": 0.52695, "Y2": 0.435, "X3": 0.52695, "Y3": 0.4478, "X4": 0.44474, "Y4": 0.4478, "page": 0}, {"Word": "Good", "Confidence": 0.885, "X1": 0.61725, "Y1": 0.4362, "X2": 0.66038, "Y2": 0.436, "X3": 0.66038, "Y3": 0.4478, "X4": 0.61725, "Y4": 0.4478, "page": 0}, {"Word": "Merit", "Confidence": 0.991, "X1": 0.04313, "Y1": 0.4382, "X2": 0.08491, "Y2": 0.438, "X3": 0.08491, "Y3": 0.4508, "X4": 0.04178, "Y4": 0.4508, "page": 0}, {"Word": "Leather Flight Jacket (med)", "Confidence": 0.995, "X1": 0.15903, "Y1": 0.4352, "X2": 0.36523, "Y2": 0.435, "X3": 0.36523, "Y3": 0.4508, "X4": 0.15903, "Y4": 0.4508, "page": 0}, {"Word": "Merit", "Confidence": 0.822, "X1": 0.04043, "Y1": 0.4592, "X2": 0.08491, "Y2": 0.459, "X3": 0.08356, "Y3": 0.4718, "X4": 0.04043, "Y4": 0.4738, "page": 0}, {"Word": "Anorak", "Confidence": 0.994, "X1": 0.15903, "Y1": 0.4592, "X2": 0.21833, "Y2": 0.459, "X3": 0.21833, "Y3": 0.4728, "X4": 0.15903, "Y4": 0.4738, "page": 0}, {"Word": "INC-88759", "Confidence": 0.994, "X1": 0.4407, "Y1": 0.4572, "X2": 0.531, "Y2": 0.457, "X3": 0.531, "Y3": 0.4708, "X4": 0.4407, "Y4": 0.4708, "page": 0}, {"Word": "Good", "Confidence": 0.982, "X1": 0.6186, "Y1": 0.4582, "X2": 0.65903, "Y2": 0.458, "X3": 0.65903, "Y3": 0.4698, "X4": 0.6186, "Y4": 0.4708, "page": 0}, {"Word": "Morit", "Confidence": 0.828, "X1": 0.04313, "Y1": 0.4832, "X2": 0.0876, "Y2": 0.483, "X3": 0.0876, "Y3": 0.4958, "X4": 0.04313, "Y4": 0.4968, "page": 0}, {"Word": "Cotton Twill Shirt (med)", "Confidence": 0.985, "X1": 0.16173, "Y1": 0.4812, "X2": 0.33693, "Y2": 0.481, "X3": 0.33693, "Y3": 0.4958, "X4": 0.16173, "Y4": 0.4958, "page": 0}, {"Word": "INC-88736", "Confidence": 0.941, "X1": 0.44474, "Y1": 0.4792, "X2": 0.5283, "Y2": 0.479, "X3": 0.5283, "Y3": 0.4928, "X4": 0.44474, "Y4": 0.4938, "page": 0}, {"Word": "Good", "Confidence": 0.813, "X1": 0.61995, "Y1": 0.4802, "X2": 0.66173, "Y2": 0.48, "X3": 0.66038, "Y3": 0.4918, "X4": 0.6186, "Y4": 0.4928, "page": 0}, {"Word": "Merit", "Confidence": 0.995, "X1": 0.04447, "Y1": 0.5052, "X2": 0.0876, "Y2": 0.505, "X3": 0.08625, "Y3": 0.5178, "X4": 0.04447, "Y4": 0.5188, "page": 0}, {"Word": "Beach Chair", "Confidence": 0.996, "X1": 0.16173, "Y1": 0.5042, "X2": 0.25606, "Y2": 0.504, "X3": 0.25606, "Y3": 0.5168, "X4": 0.16173, "Y4": 0.5168, "page": 0}, {"Word": "INC-73923", "Confidence": 0.993, "X1": 0.44474, "Y1": 0.5022, "X2": 0.5283, "Y2": 0.502, "X3": 0.5283, "Y3": 0.5148, "X4": 0.44474, "Y4": 0.5158, "page": 0}, {"Word": "Good", "Confidence": 0.962, "X1": 0.61995, "Y1": 0.5032, "X2": 0.66173, "Y2": 0.503, "X3": 0.66038, "Y3": 0.5148, "X4": 0.61995, "Y4": 0.5158, "page": 0}, {"Word": "INC-88733", "Confidence": 0.943, "X1": 0.44609, "Y1": 0.5242, "X2": 0.5283, "Y2": 0.524, "X3": 0.5283, "Y3": 0.5378, "X4": 0.44609, "Y4": 0.5378, "page": 0}, {"Word": "Good", "Confidence": 0.99, "X1": 0.61995, "Y1": 0.5252, "X2": 0.66173, "Y2": 0.525, "X3": 0.66173, "Y3": 0.5378, "X4": 0.61995, "Y4": 0.5378, "page": 0}, {"Word": "Merit", "Confidence": 0.993, "X1": 0.04313, "Y1": 0.5282, "X2": 0.08895, "Y2": 0.528, "X3": 0.08895, "Y3": 0.5408, "X4": 0.04178, "Y4": 0.5418, "page": 0}, {"Word": "Travel Clock", "Confidence": 0.9945, "X1": 0.16442, "Y1": 0.5262, "X2": 0.25876, "Y2": 0.526, "X3": 0.25876, "Y3": 0.5398, "X4": 0.16442, "Y4": 0.5408, "page": 0}, {"Word": "Merit", "Confidence": 0.991, "X1": 0.04447, "Y1": 0.5512, "X2": 0.0876, "Y2": 0.551, "X3": 0.08625, "Y3": 0.5638, "X4": 0.04313, "Y4": 0.5648, "page": 0}, {"Word": "Beach Bag", "Confidence": 0.9975, "X1": 0.16442, "Y1": 0.5502, "X2": 0.24528, "Y2": 0.55, "X3": 0.24528, "Y3": 0.5628, "X4": 0.16442, "Y4": 0.5618, "page": 0}, {"Word": "INC-73924", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.5472, "X2": 0.52965, "Y2": 0.547, "X3": 0.52965, "Y3": 0.5608, "X4": 0.44744, "Y4": 0.5618, "page": 0}, {"Word": "Good", "Confidence": 0.993, "X1": 0.61995, "Y1": 0.5482, "X2": 0.66173, "Y2": 0.548, "X3": 0.66038, "Y3": 0.5608, "X4": 0.61995, "Y4": 0.5608, "page": 0}, {"Word": "Merit", "Confidence": 0.915, "X1": 0.04447, "Y1": 0.5732, "X2": 0.0876, "Y2": 0.573, "X3": 0.0876, "Y3": 0.5868, "X4": 0.04313, "Y4": 0.5868, "page": 0}, {"Word": "Suede Barn Jacket", "Confidence": 0.93933, "X1": 0.16038, "Y1": 0.5722, "X2": 0.30863, "Y2": 0.572, "X3": 0.30863, "Y3": 0.5848, "X4": 0.16038, "Y4": 0.5858, "page": 0}, {"Word": "INC-73889", "Confidence": 0.882, "X1": 0.4434, "Y1": 0.5702, "X2": 0.5283, "Y2": 0.57, "X3": 0.5283, "Y3": 0.5838, "X4": 0.4434, "Y4": 0.5848, "page": 0}, {"Word": "Good", "Confidence": 0.983, "X1": 0.61995, "Y1": 0.5712, "X2": 0.66173, "Y2": 0.571, "X3": 0.66038, "Y3": 0.5828, "X4": 0.61995, "Y4": 0.5838, "page": 0}, {"Word": "Suede Barn Jacket", "Confidence": 0.851, "X1": 0.16038, "Y1": 0.5942, "X2": 0.30593, "Y2": 0.594, "X3": 0.30593, "Y3": 0.6078, "X4": 0.16038, "Y4": 0.6088, "page": 0}, {"Word": "INC-04000", "Confidence": 0.941, "X1": 0.44879, "Y1": 0.5922, "X2": 0.52695, "Y2": 0.592, "X3": 0.52695, "Y3": 0.6058, "X4": 0.44879, "Y4": 0.6068, "page": 0}, {"Word": "Good", "Confidence": 0.994, "X1": 0.62129, "Y1": 0.5932, "X2": 0.66173, "Y2": 0.593, "X3": 0.66038, "Y3": 0.6058, "X4": 0.61995, "Y4": 0.6058, "page": 0}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.04447, "Y1": 0.5952, "X2": 0.08625, "Y2": 0.595, "X3": 0.08625, "Y3": 0.6088, "X4": 0.04447, "Y4": 0.6088, "page": 0}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.6162, "X2": 0.66038, "Y2": 0.616, "X3": 0.66038, "Y3": 0.6278, "X4": 0.61995, "Y4": 0.6288, "page": 0}, {"Word": "Merit", "Confidence": 0.991, "X1": 0.04447, "Y1": 0.6172, "X2": 0.0903, "Y2": 0.617, "X3": 0.0903, "Y3": 0.6318, "X4": 0.04447, "Y4": 0.6318, "page": 0}, {"Word": "Cream Cable Knit Sweater", "Confidence": 0.9815, "X1": 0.16307, "Y1": 0.6172, "X2": 0.36119, "Y2": 0.617, "X3": 0.36119, "Y3": 0.6298, "X4": 0.16307, "Y4": 0.6308, "page": 0}, {"Word": "INC-73890", "Confidence": 0.994, "X1": 0.44609, "Y1": 0.6152, "X2": 0.5283, "Y2": 0.615, "X3": 0.5283, "Y3": 0.6288, "X4": 0.44609, "Y4": 0.6288, "page": 0}, {"Word": "Merit", "Confidence": 0.993, "X1": 0.04447, "Y1": 0.6402, "X2": 0.0876, "Y2": 0.64, "X3": 0.0876, "Y3": 0.6538, "X4": 0.04447, "Y4": 0.6538, "page": 0}, {"Word": "Blue Cable Knit Sweater", "Confidence": 0.89225, "X1": 0.16442, "Y1": 0.6392, "X2": 0.34232, "Y2": 0.639, "X3": 0.34232, "Y3": 0.6528, "X4": 0.16442, "Y4": 0.6538, "page": 0}, {"Word": "INC-88739", "Confidence": 0.963, "X1": 0.44609, "Y1": 0.6372, "X2": 0.5283, "Y2": 0.637, "X3": 0.5283, "Y3": 0.6508, "X4": 0.44609, "Y4": 0.6518, "page": 0}, {"Word": "Good", "Confidence": 0.994, "X1": 0.6186, "Y1": 0.6382, "X2": 0.66173, "Y2": 0.638, "X3": 0.66038, "Y3": 0.6498, "X4": 0.61995, "Y4": 0.6498, "page": 0}, {"Word": "Merit", "Confidence": 0.997, "X1": 0.04447, "Y1": 0.6632, "X2": 0.08895, "Y2": 0.663, "X3": 0.08895, "Y3": 0.6768, "X4": 0.04447, "Y4": 0.6768, "page": 0}, {"Word": "Hooded Pullover", "Confidence": 0.9745, "X1": 0.16173, "Y1": 0.6622, "X2": 0.28706, "Y2": 0.662, "X3": 0.28706, "Y3": 0.6758, "X4": 0.16173, "Y4": 0.6758, "page": 0}, {"Word": "INC-73898", "Confidence": 0.955, "X1": 0.44609, "Y1": 0.6602, "X2": 0.5283, "Y2": 0.66, "X3": 0.5283, "Y3": 0.6738, "X4": 0.44609, "Y4": 0.6738, "page": 0}, {"Word": "Good", "Confidence": 0.979, "X1": 0.61995, "Y1": 0.6612, "X2": 0.66038, "Y2": 0.661, "X3": 0.66038, "Y3": 0.6728, "X4": 0.61995, "Y4": 0.6728, "page": 0}, {"Word": "INC-88791", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.6822, "X2": 0.52695, "Y2": 0.682, "X3": 0.52695, "Y3": 0.6958, "X4": 0.4434, "Y4": 0.6978, "page": 0}, {"Word": "Good", "Confidence": 0.961, "X1": 0.61995, "Y1": 0.6832, "X2": 0.66173, "Y2": 0.683, "X3": 0.66173, "Y3": 0.6958, "X4": 0.61995, "Y4": 0.6958, "page": 0}, {"Word": "Merit", "Confidence": 0.761, "X1": 0.04313, "Y1": 0.6842, "X2": 0.0876, "Y2": 0.684, "X3": 0.0876, "Y3": 0.6988, "X4": 0.04313, "Y4": 0.6988, "page": 0}, {"Word": "Fleece Pullover (large)", "Confidence": 0.81067, "X1": 0.16577, "Y1": 0.6852, "X2": 0.33019, "Y2": 0.685, "X3": 0.33019, "Y3": 0.6988, "X4": 0.16577, "Y4": 0.6998, "page": 0}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.04447, "Y1": 0.7082, "X2": 0.08895, "Y2": 0.708, "X3": 0.08895, "Y3": 0.7208, "X4": 0.04447, "Y4": 0.7218, "page": 0}, {"Word": "Harvest Big Shirt", "Confidence": 0.98933, "X1": 0.16577, "Y1": 0.7072, "X2": 0.28976, "Y2": 0.707, "X3": 0.28976, "Y3": 0.7208, "X4": 0.16577, "Y4": 0.7218, "page": 0}, {"Word": "INC-88786", "Confidence": 0.94, "X1": 0.44744, "Y1": 0.7052, "X2": 0.52965, "Y2": 0.705, "X3": 0.531, "Y3": 0.7188, "X4": 0.44744, "Y4": 0.7198, "page": 0}, {"Word": "Unsatisfactory (dispose)", "Confidence": 0.933, "X1": 0.6186, "Y1": 0.7052, "X2": 0.79784, "Y2": 0.705, "X3": 0.79784, "Y3": 0.7188, "X4": 0.6186, "Y4": 0.7188, "page": 0}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.04582, "Y1": 0.7312, "X2": 0.0876, "Y2": 0.731, "X3": 0.08625, "Y3": 0.7448, "X4": 0.04447, "Y4": 0.7448, "page": 0}, {"Word": "Jeep Boombox", "Confidence": 0.987, "X1": 0.16038, "Y1": 0.7292, "X2": 0.27628, "Y2": 0.729, "X3": 0.27628, "Y3": 0.7438, "X4": 0.16038, "Y4": 0.7458, "page": 0}, {"Word": "INC-88801", "Confidence": 0.994, "X1": 0.44474, "Y1": 0.7282, "X2": 0.52695, "Y2": 0.728, "X3": 0.52695, "Y3": 0.7418, "X4": 0.44474, "Y4": 0.7428, "page": 0}, {"Word": "Sending to ACTS for testing", "Confidence": 0.9588, "X1": 0.6186, "Y1": 0.7272, "X2": 0.82884, "Y2": 0.727, "X3": 0.82884, "Y3": 0.7418, "X4": 0.6186, "Y4": 0.7418, "page": 0}, {"Word": "Meri", "Confidence": 0.854, "X1": 0.04582, "Y1": 0.7532, "X2": 0.08491, "Y2": 0.753, "X3": 0.08491, "Y3": 0.7658, "X4": 0.04582, "Y4": 0.7668, "page": 0}, {"Word": "Roller Cooler", "Confidence": 0.996, "X1": 0.16577, "Y1": 0.7522, "X2": 0.26415, "Y2": 0.752, "X3": 0.26415, "Y3": 0.7658, "X4": 0.16577, "Y4": 0.7658, "page": 0}, {"Word": "INC-04012", "Confidence": 0.994, "X1": 0.44879, "Y1": 0.7502, "X2": 0.531, "Y2": 0.75, "X3": 0.531, "Y3": 0.7648, "X4": 0.44879, "Y4": 0.7648, "page": 0}, {"Word": "Good", "Confidence": 0.994, "X1": 0.61995, "Y1": 0.7502, "X2": 0.66173, "Y2": 0.75, "X3": 0.66038, "Y3": 0.7618, "X4": 0.61995, "Y4": 0.7628, "page": 0}, {"Word": "INC-03996", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.7722, "X2": 0.52965, "Y2": 0.772, "X3": 0.52965, "Y3": 0.7868, "X4": 0.44609, "Y4": 0.7868, "page": 0}, {"Word": "Good", "Confidence": 0.987, "X1": 0.62129, "Y1": 0.7732, "X2": 0.66307, "Y2": 0.773, "X3": 0.66173, "Y3": 0.7858, "X4": 0.62129, "Y4": 0.7848, "page": 0}, {"Word": "Merit", "Confidence": 0.995, "X1": 0.04582, "Y1": 0.7762, "X2": 0.08625, "Y2": 0.776, "X3": 0.08491, "Y3": 0.7888, "X4": 0.04447, "Y4": 0.7888, "page": 0}, {"Word": "Roller Bag/Backpack", "Confidence": 0.9925, "X1": 0.16307, "Y1": 0.7742, "X2": 0.32075, "Y2": 0.774, "X3": 0.32075, "Y3": 0.7888, "X4": 0.16307, "Y4": 0.7888, "page": 0}, {"Word": "Good", "Confidence": 0.986, "X1": 0.62264, "Y1": 0.7962, "X2": 0.66173, "Y2": 0.796, "X3": 0.66173, "Y3": 0.8078, "X4": 0.62264, "Y4": 0.8078, "page": 0}, {"Word": "Merit", "Confidence": 0.657, "X1": 0.04043, "Y1": 0.7982, "X2": 0.08625, "Y2": 0.798, "X3": 0.08625, "Y3": 0.8108, "X4": 0.04043, "Y4": 0.8118, "page": 0}, {"Word": "Vivitar 35MM Camera", "Confidence": 0.99333, "X1": 0.16038, "Y1": 0.7962, "X2": 0.32615, "Y2": 0.796, "X3": 0.32615, "Y3": 0.8108, "X4": 0.16038, "Y4": 0.8108, "page": 0}, {"Word": "INC-11630", "Confidence": 0.95, "X1": 0.44609, "Y1": 0.7942, "X2": 0.531, "Y2": 0.794, "X3": 0.531, "Y3": 0.8088, "X4": 0.44609, "Y4": 0.8098, "page": 0}, {"Word": "Merit", "Confidence": 0.971, "X1": 0.04447, "Y1": 0.8202, "X2": 0.08491, "Y2": 0.82, "X3": 0.08625, "Y3": 0.8338, "X4": 0.04447, "Y4": 0.8338, "page": 0}, {"Word": "Vivitar Binoculars", "Confidence": 0.988, "X1": 0.16038, "Y1": 0.8182, "X2": 0.29245, "Y2": 0.818, "X3": 0.29245, "Y3": 0.8328, "X4": 0.16038, "Y4": 0.8338, "page": 0}, {"Word": "INC-04013", "Confidence": 0.994, "X1": 0.44609, "Y1": 0.8162, "X2": 0.52965, "Y2": 0.816, "X3": 0.52965, "Y3": 0.8318, "X4": 0.44609, "Y4": 0.8328, "page": 0}, {"Word": "Good", "Confidence": 0.981, "X1": 0.62129, "Y1": 0.8182, "X2": 0.66173, "Y2": 0.818, "X3": 0.66173, "Y3": 0.8308, "X4": 0.62129, "Y4": 0.8308, "page": 0}, {"Word": "2078337104", "Confidence": 0.981, "X1": 0.91779, "Y1": 0.9072, "X2": 0.92588, "Y2": 0.907, "X3": 0.90162, "Y3": 0.9078, "X4": 0.89353, "Y4": 0.8098, "page": 0}], "words_data": [{"Word": "INVENTORY", "Confidence": 0.994, "X1": 0.59569, "Y1": 0.1092, "X2": 0.73315, "Y2": 0.109, "X3": 0.73315, "Y3": 0.1278, "X4": 0.59569, "Y4": 0.1288, "page": 0, "Index": 0}, {"Word": "CRI", "Confidence": 0.994, "X1": 0.04178, "Y1": 0.1122, "X2": 0.08221, "Y2": 0.112, "X3": 0.08221, "Y3": 0.1308, "X4": 0.04178, "Y4": 0.1308, "page": 0, "Index": 1}, {"Word": "INSPECTION", "Confidence": 0.993, "X1": 0.0876, "Y1": 0.1112, "X2": 0.22911, "Y2": 0.111, "X3": 0.22911, "Y3": 0.1308, "X4": 0.08625, "Y4": 0.1308, "page": 0, "Index": 2}, {"Word": "ON", "Confidence": 0.997, "X1": 0.23585, "Y1": 0.1102, "X2": 0.27089, "Y2": 0.11, "X3": 0.27089, "Y3": 0.1308, "X4": 0.23585, "Y4": 0.1308, "page": 0, "Index": 3}, {"Word": "3/26", "Confidence": 0.987, "X1": 0.27898, "Y1": 0.1102, "X2": 0.32615, "Y2": 0.11, "X3": 0.3248, "Y3": 0.1298, "X4": 0.27763, "Y4": 0.1308, "page": 0, "Index": 4}, {"Word": "-", "Confidence": 0.995, "X1": 0.33154, "Y1": 0.1102, "X2": 0.33962, "Y2": 0.11, "X3": 0.33962, "Y3": 0.1298, "X4": 0.33019, "Y4": 0.1298, "page": 0, "Index": 5}, {"Word": "BRANDED", "Confidence": 0.996, "X1": 0.34501, "Y1": 0.1092, "X2": 0.45822, "Y2": 0.109, "X3": 0.45822, "Y3": 0.1298, "X4": 0.34501, "Y4": 0.1298, "page": 0, "Index": 6}, {"Word": "INCENTIVE", "Confidence": 0.994, "X1": 0.46631, "Y1": 0.1092, "X2": 0.5903, "Y2": 0.109, "X3": 0.5903, "Y3": 0.1288, "X4": 0.46631, "Y4": 0.1298, "page": 0, "Index": 7}, {"Word": "BRAND", "Confidence": 0.998, "X1": 0.04313, "Y1": 0.1622, "X2": 0.11186, "Y2": 0.162, "X3": 0.11186, "Y3": 0.1778, "X4": 0.04313, "Y4": 0.1788, "page": 0, "Index": 8}, {"Word": "JITEM", "Confidence": 0.814, "X1": 0.15229, "Y1": 0.1622, "X2": 0.2035, "Y2": 0.162, "X3": 0.2035, "Y3": 0.1778, "X4": 0.15364, "Y4": 0.1788, "page": 0, "Index": 9}, {"Word": "POS", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.1622, "X2": 0.48383, "Y2": 0.162, "X3": 0.48383, "Y3": 0.1758, "X4": 0.44609, "Y4": 0.1758, "page": 0, "Index": 10}, {"Word": "#", "Confidence": 0.996, "X1": 0.49057, "Y1": 0.1622, "X2": 0.5027, "Y2": 0.162, "X3": 0.50135, "Y3": 0.1768, "X4": 0.49057, "Y4": 0.1758, "page": 0, "Index": 11}, {"Word": "CONDITION", "Confidence": 0.994, "X1": 0.61725, "Y1": 0.1612, "X2": 0.72507, "Y2": 0.161, "X3": 0.72372, "Y3": 0.1758, "X4": 0.6159, "Y4": 0.1778, "page": 0, "Index": 12}, {"Word": "Good", "Confidence": 0.985, "X1": 0.61725, "Y1": 0.1862, "X2": 0.65633, "Y2": 0.186, "X3": 0.65768, "Y3": 0.1978, "X4": 0.61725, "Y4": 0.1998, "page": 0, "Index": 13}, {"Word": "B&H", "Confidence": 0.998, "X1": 0.04313, "Y1": 0.1872, "X2": 0.07547, "Y2": 0.187, "X3": 0.07682, "Y3": 0.2008, "X4": 0.04447, "Y4": 0.2018, "page": 0, "Index": 14}, {"Word": "Duffel", "Confidence": 0.991, "X1": 0.16038, "Y1": 0.1862, "X2": 0.2062, "Y2": 0.186, "X3": 0.2062, "Y3": 0.2008, "X4": 0.16038, "Y4": 0.1998, "page": 0, "Index": 15}, {"Word": "10006000000", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.1862, "X2": 0.54582, "Y2": 0.186, "X3": 0.54582, "Y3": 0.2008, "X4": 0.44609, "Y4": 0.1998, "page": 0, "Index": 16}, {"Word": "B&H", "Confidence": 0.979, "X1": 0.04313, "Y1": 0.2102, "X2": 0.07412, "Y2": 0.21, "X3": 0.07547, "Y3": 0.2238, "X4": 0.04447, "Y4": 0.2248, "page": 0, "Index": 17}, {"Word": "Tote", "Confidence": 0.982, "X1": 0.16307, "Y1": 0.2102, "X2": 0.19542, "Y2": 0.21, "X3": 0.19542, "Y3": 0.2238, "X4": 0.16307, "Y4": 0.2228, "page": 0, "Index": 18}, {"Word": "10007000000", "Confidence": 0.992, "X1": 0.44744, "Y1": 0.2092, "X2": 0.54582, "Y2": 0.209, "X3": 0.54582, "Y3": 0.2228, "X4": 0.44609, "Y4": 0.2228, "page": 0, "Index": 19}, {"Word": "Good", "Confidence": 0.988, "X1": 0.6159, "Y1": 0.2092, "X2": 0.65633, "Y2": 0.209, "X3": 0.65768, "Y3": 0.2218, "X4": 0.61725, "Y4": 0.2228, "page": 0, "Index": 20}, {"Word": "B&H", "Confidence": 0.991, "X1": 0.04313, "Y1": 0.2332, "X2": 0.07682, "Y2": 0.233, "X3": 0.07682, "Y3": 0.2478, "X4": 0.04447, "Y4": 0.2478, "page": 0, "Index": 21}, {"Word": "2", "Confidence": 0.991, "X1": 0.16038, "Y1": 0.2332, "X2": 0.16712, "Y2": 0.233, "X3": 0.16712, "Y3": 0.2478, "X4": 0.15903, "Y4": 0.2478, "page": 0, "Index": 22}, {"Word": "Cups,", "Confidence": 0.955, "X1": 0.17116, "Y1": 0.2332, "X2": 0.21698, "Y2": 0.233, "X3": 0.21698, "Y3": 0.2478, "X4": 0.17116, "Y4": 0.2478, "page": 0, "Index": 23}, {"Word": "2", "Confidence": 0.991, "X1": 0.22102, "Y1": 0.2332, "X2": 0.23046, "Y2": 0.233, "X3": 0.23046, "Y3": 0.2478, "X4": 0.22102, "Y4": 0.2478, "page": 0, "Index": 24}, {"Word": "Saucers,", "Confidence": 0.991, "X1": 0.2345, "Y1": 0.2332, "X2": 0.30189, "Y2": 0.233, "X3": 0.30189, "Y3": 0.2478, "X4": 0.2345, "Y4": 0.2478, "page": 0, "Index": 25}, {"Word": "1", "Confidence": 0.998, "X1": 0.30593, "Y1": 0.2332, "X2": 0.31402, "Y2": 0.233, "X3": 0.31402, "Y3": 0.2478, "X4": 0.30593, "Y4": 0.2478, "page": 0, "Index": 26}, {"Word": "Pitcher", "Confidence": 0.993, "X1": 0.31806, "Y1": 0.2332, "X2": 0.37466, "Y2": 0.233, "X3": 0.37466, "Y3": 0.2478, "X4": 0.31806, "Y4": 0.2478, "page": 0, "Index": 27}, {"Word": "INC-73650", "Confidence": 0.967, "X1": 0.44609, "Y1": 0.2312, "X2": 0.52561, "Y2": 0.231, "X3": 0.52426, "Y3": 0.2448, "X4": 0.44609, "Y4": 0.2458, "page": 0, "Index": 28}, {"Word": "'", "Confidence": 0.87, "X1": 0.53774, "Y1": 0.2312, "X2": 0.54852, "Y2": 0.231, "X3": 0.54852, "Y3": 0.2428, "X4": 0.53774, "Y4": 0.2438, "page": 0, "Index": 29}, {"Word": "Good", "Confidence": 0.691, "X1": 0.6159, "Y1": 0.2322, "X2": 0.65633, "Y2": 0.232, "X3": 0.65768, "Y3": 0.2438, "X4": 0.61725, "Y4": 0.2448, "page": 0, "Index": 30}, {"Word": "Good", "Confidence": 0.979, "X1": 0.6159, "Y1": 0.2552, "X2": 0.65768, "Y2": 0.255, "X3": 0.65903, "Y3": 0.2678, "X4": 0.61725, "Y4": 0.2678, "page": 0, "Index": 31}, {"Word": "B&H", "Confidence": 0.97, "X1": 0.04313, "Y1": 0.2572, "X2": 0.07547, "Y2": 0.257, "X3": 0.07682, "Y3": 0.2708, "X4": 0.04447, "Y4": 0.2708, "page": 0, "Index": 32}, {"Word": "Wooden", "Confidence": 0.995, "X1": 0.16038, "Y1": 0.2562, "X2": 0.22372, "Y2": 0.256, "X3": 0.22372, "Y3": 0.2708, "X4": 0.16038, "Y4": 0.2708, "page": 0, "Index": 33}, {"Word": "Tray", "Confidence": 0.901, "X1": 0.22776, "Y1": 0.2572, "X2": 0.26415, "Y2": 0.257, "X3": 0.2628, "Y3": 0.2708, "X4": 0.22642, "Y4": 0.2708, "page": 0, "Index": 34}, {"Word": "INC-73651", "Confidence": 0.929, "X1": 0.44744, "Y1": 0.2532, "X2": 0.52561, "Y2": 0.253, "X3": 0.52561, "Y3": 0.2698, "X4": 0.44609, "Y4": 0.2688, "page": 0, "Index": 35}, {"Word": "B&H", "Confidence": 0.983, "X1": 0.04313, "Y1": 0.2792, "X2": 0.07547, "Y2": 0.279, "X3": 0.07682, "Y3": 0.2918, "X4": 0.04447, "Y4": 0.2928, "page": 0, "Index": 36}, {"Word": "Cigarette", "Confidence": 0.958, "X1": 0.16038, "Y1": 0.2782, "X2": 0.22642, "Y2": 0.278, "X3": 0.22642, "Y3": 0.2928, "X4": 0.16038, "Y4": 0.2928, "page": 0, "Index": 37}, {"Word": "Case", "Confidence": 0.991, "X1": 0.22911, "Y1": 0.2792, "X2": 0.27089, "Y2": 0.279, "X3": 0.27224, "Y3": 0.2928, "X4": 0.23046, "Y4": 0.2928, "page": 0, "Index": 38}, {"Word": "INC-73673", "Confidence": 0.993, "X1": 0.44474, "Y1": 0.2772, "X2": 0.52695, "Y2": 0.277, "X3": 0.52695, "Y3": 0.2918, "X4": 0.44205, "Y4": 0.2928, "page": 0, "Index": 39}, {"Word": "Good", "Confidence": 0.972, "X1": 0.6159, "Y1": 0.2772, "X2": 0.65768, "Y2": 0.277, "X3": 0.65768, "Y3": 0.2898, "X4": 0.6159, "Y4": 0.2898, "page": 0, "Index": 40}, {"Word": "Coaster", "Confidence": 0.994, "X1": 0.16173, "Y1": 0.3242, "X2": 0.21968, "Y2": 0.324, "X3": 0.21833, "Y3": 0.3368, "X4": 0.16173, "Y4": 0.3368, "page": 0, "Index": 41}, {"Word": "Set", "Confidence": 0.981, "X1": 0.22237, "Y1": 0.3242, "X2": 0.25337, "Y2": 0.324, "X3": 0.25202, "Y3": 0.3378, "X4": 0.22237, "Y4": 0.3368, "page": 0, "Index": 42}, {"Word": "INC-03220", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.3222, "X2": 0.52561, "Y2": 0.322, "X3": 0.52695, "Y3": 0.3368, "X4": 0.4434, "Y4": 0.3368, "page": 0, "Index": 43}, {"Word": "Good", "Confidence": 0.694, "X1": 0.6159, "Y1": 0.3222, "X2": 0.65768, "Y2": 0.322, "X3": 0.65768, "Y3": 0.3348, "X4": 0.61725, "Y4": 0.3348, "page": 0, "Index": 44}, {"Word": "Parliament", "Confidence": 0.814, "X1": 0.04313, "Y1": 0.3252, "X2": 0.12534, "Y2": 0.325, "X3": 0.12534, "Y3": 0.3388, "X4": 0.04313, "Y4": 0.3398, "page": 0, "Index": 45}, {"Word": "UNC-09553", "Confidence": 0.981, "X1": 0.44474, "Y1": 0.3432, "X2": 0.53369, "Y2": 0.343, "X3": 0.53369, "Y3": 0.3578, "X4": 0.4434, "Y4": 0.3588, "page": 0, "Index": 46}, {"Word": "Good", "Confidence": 0.628, "X1": 0.61725, "Y1": 0.3452, "X2": 0.65768, "Y2": 0.345, "X3": 0.65768, "Y3": 0.3578, "X4": 0.61725, "Y4": 0.3578, "page": 0, "Index": 47}, {"Word": "Parliament", "Confidence": 0.629, "X1": 0.04447, "Y1": 0.3472, "X2": 0.12668, "Y2": 0.347, "X3": 0.12534, "Y3": 0.3618, "X4": 0.04313, "Y4": 0.3618, "page": 0, "Index": 48}, {"Word": "Picture", "Confidence": 0.993, "X1": 0.16307, "Y1": 0.3462, "X2": 0.21159, "Y2": 0.346, "X3": 0.21159, "Y3": 0.3598, "X4": 0.16173, "Y4": 0.3598, "page": 0, "Index": 49}, {"Word": "Frame", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.3472, "X2": 0.26685, "Y2": 0.347, "X3": 0.26685, "Y3": 0.3598, "X4": 0.21429, "Y4": 0.3598, "page": 0, "Index": 50}, {"Word": "Parliament", "Confidence": 0.748, "X1": 0.04582, "Y1": 0.3702, "X2": 0.12668, "Y2": 0.37, "X3": 0.12534, "Y3": 0.3828, "X4": 0.04447, "Y4": 0.3838, "page": 0, "Index": 51}, {"Word": "Clock", "Confidence": 0.995, "X1": 0.16173, "Y1": 0.3682, "X2": 0.20485, "Y2": 0.368, "X3": 0.20485, "Y3": 0.3818, "X4": 0.16173, "Y4": 0.3818, "page": 0, "Index": 52}, {"Word": "UNC-09552", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.3672, "X2": 0.53235, "Y2": 0.367, "X3": 0.53369, "Y3": 0.3808, "X4": 0.4434, "Y4": 0.3818, "page": 0, "Index": 53}, {"Word": "Good", "Confidence": 0.994, "X1": 0.61725, "Y1": 0.3672, "X2": 0.65768, "Y2": 0.367, "X3": 0.65768, "Y3": 0.3798, "X4": 0.61725, "Y4": 0.3798, "page": 0, "Index": 54}, {"Word": "Marit", "Confidence": 0.494, "X1": 0.04447, "Y1": 0.4152, "X2": 0.08491, "Y2": 0.415, "X3": 0.08625, "Y3": 0.4278, "X4": 0.04447, "Y4": 0.4288, "page": 0, "Index": 55}, {"Word": "Leather", "Confidence": 0.967, "X1": 0.16173, "Y1": 0.4142, "X2": 0.21833, "Y2": 0.414, "X3": 0.21698, "Y3": 0.4278, "X4": 0.16173, "Y4": 0.4288, "page": 0, "Index": 56}, {"Word": "Jacket", "Confidence": 0.997, "X1": 0.22237, "Y1": 0.4142, "X2": 0.27628, "Y2": 0.414, "X3": 0.27493, "Y3": 0.4278, "X4": 0.22102, "Y4": 0.4278, "page": 0, "Index": 57}, {"Word": "1003000000S", "Confidence": 0.931, "X1": 0.44879, "Y1": 0.4132, "X2": 0.54582, "Y2": 0.413, "X3": 0.54717, "Y3": 0.4268, "X4": 0.44879, "Y4": 0.4258, "page": 0, "Index": 58}, {"Word": "Good", "Confidence": 0.993, "X1": 0.61725, "Y1": 0.4122, "X2": 0.65768, "Y2": 0.412, "X3": 0.65768, "Y3": 0.4248, "X4": 0.61725, "Y4": 0.4258, "page": 0, "Index": 59}, {"Word": "Good", "Confidence": 0.885, "X1": 0.61725, "Y1": 0.4362, "X2": 0.65903, "Y2": 0.436, "X3": 0.65903, "Y3": 0.4478, "X4": 0.61725, "Y4": 0.4478, "page": 0, "Index": 60}, {"Word": "Merit", "Confidence": 0.991, "X1": 0.04447, "Y1": 0.4382, "X2": 0.08356, "Y2": 0.438, "X3": 0.08356, "Y3": 0.4508, "X4": 0.04447, "Y4": 0.4508, "page": 0, "Index": 61}, {"Word": "Leather", "Confidence": 0.994, "X1": 0.16173, "Y1": 0.4362, "X2": 0.21698, "Y2": 0.436, "X3": 0.21563, "Y3": 0.4508, "X4": 0.16038, "Y4": 0.4518, "page": 0, "Index": 62}, {"Word": "Flight", "Confidence": 0.996, "X1": 0.22102, "Y1": 0.4362, "X2": 0.26146, "Y2": 0.436, "X3": 0.26146, "Y3": 0.4508, "X4": 0.21968, "Y4": 0.4508, "page": 0, "Index": 63}, {"Word": "Jacket", "Confidence": 0.997, "X1": 0.2655, "Y1": 0.4362, "X2": 0.31536, "Y2": 0.436, "X3": 0.31536, "Y3": 0.4508, "X4": 0.2655, "Y4": 0.4508, "page": 0, "Index": 64}, {"Word": "(med)", "Confidence": 0.993, "X1": 0.31941, "Y1": 0.4372, "X2": 0.36658, "Y2": 0.437, "X3": 0.36523, "Y3": 0.4518, "X4": 0.31941, "Y4": 0.4508, "page": 0, "Index": 65}, {"Word": "INC-88742", "Confidence": 0.992, "X1": 0.44474, "Y1": 0.4362, "X2": 0.52695, "Y2": 0.436, "X3": 0.52695, "Y3": 0.4488, "X4": 0.44474, "Y4": 0.4488, "page": 0, "Index": 66}, {"Word": "Merit", "Confidence": 0.822, "X1": 0.04313, "Y1": 0.4592, "X2": 0.08356, "Y2": 0.459, "X3": 0.08491, "Y3": 0.4718, "X4": 0.04447, "Y4": 0.4738, "page": 0, "Index": 67}, {"Word": "Anorak", "Confidence": 0.994, "X1": 0.16173, "Y1": 0.4602, "X2": 0.21563, "Y2": 0.46, "X3": 0.21563, "Y3": 0.4728, "X4": 0.16173, "Y4": 0.4738, "page": 0, "Index": 68}, {"Word": "INC-88759", "Confidence": 0.994, "X1": 0.44609, "Y1": 0.4582, "X2": 0.52695, "Y2": 0.458, "X3": 0.52695, "Y3": 0.4708, "X4": 0.4434, "Y4": 0.4718, "page": 0, "Index": 69}, {"Word": "Good", "Confidence": 0.982, "X1": 0.6186, "Y1": 0.4582, "X2": 0.65768, "Y2": 0.458, "X3": 0.65768, "Y3": 0.4698, "X4": 0.61995, "Y4": 0.4708, "page": 0, "Index": 70}, {"Word": "Morit", "Confidence": 0.828, "X1": 0.04447, "Y1": 0.4832, "X2": 0.08625, "Y2": 0.483, "X3": 0.0876, "Y3": 0.4958, "X4": 0.04447, "Y4": 0.4968, "page": 0, "Index": 71}, {"Word": "Cotton", "Confidence": 0.994, "X1": 0.16307, "Y1": 0.4812, "X2": 0.21159, "Y2": 0.481, "X3": 0.21159, "Y3": 0.4958, "X4": 0.16307, "Y4": 0.4958, "page": 0, "Index": 72}, {"Word": "Twill", "Confidence": 0.962, "X1": 0.21563, "Y1": 0.4812, "X2": 0.24798, "Y2": 0.481, "X3": 0.24798, "Y3": 0.4958, "X4": 0.21563, "Y4": 0.4958, "page": 0, "Index": 73}, {"Word": "Shirt", "Confidence": 0.991, "X1": 0.25202, "Y1": 0.4812, "X2": 0.28706, "Y2": 0.481, "X3": 0.28706, "Y3": 0.4958, "X4": 0.25067, "Y4": 0.4958, "page": 0, "Index": 74}, {"Word": "(med)", "Confidence": 0.993, "X1": 0.29111, "Y1": 0.4822, "X2": 0.33827, "Y2": 0.482, "X3": 0.33827, "Y3": 0.4958, "X4": 0.29111, "Y4": 0.4958, "page": 0, "Index": 75}, {"Word": "INC-88736", "Confidence": 0.941, "X1": 0.44609, "Y1": 0.4792, "X2": 0.52695, "Y2": 0.479, "X3": 0.52561, "Y3": 0.4938, "X4": 0.44474, "Y4": 0.4938, "page": 0, "Index": 76}, {"Word": "Good", "Confidence": 0.813, "X1": 0.6186, "Y1": 0.4802, "X2": 0.65903, "Y2": 0.48, "X3": 0.65903, "Y3": 0.4918, "X4": 0.6186, "Y4": 0.4928, "page": 0, "Index": 77}, {"Word": "Merit", "Confidence": 0.995, "X1": 0.04447, "Y1": 0.5052, "X2": 0.08625, "Y2": 0.505, "X3": 0.08625, "Y3": 0.5178, "X4": 0.04582, "Y4": 0.5188, "page": 0, "Index": 78}, {"Word": "Beach", "Confidence": 0.994, "X1": 0.16307, "Y1": 0.5052, "X2": 0.20889, "Y2": 0.505, "X3": 0.20889, "Y3": 0.5178, "X4": 0.16307, "Y4": 0.5168, "page": 0, "Index": 79}, {"Word": "Chair", "Confidence": 0.998, "X1": 0.21294, "Y1": 0.5042, "X2": 0.25606, "Y2": 0.504, "X3": 0.25606, "Y3": 0.5178, "X4": 0.21294, "Y4": 0.5178, "page": 0, "Index": 80}, {"Word": "INC-73923", "Confidence": 0.993, "X1": 0.44609, "Y1": 0.5032, "X2": 0.52695, "Y2": 0.503, "X3": 0.52561, "Y3": 0.5158, "X4": 0.44609, "Y4": 0.5168, "page": 0, "Index": 81}, {"Word": "Good", "Confidence": 0.962, "X1": 0.61995, "Y1": 0.5032, "X2": 0.65903, "Y2": 0.503, "X3": 0.65903, "Y3": 0.5148, "X4": 0.61995, "Y4": 0.5158, "page": 0, "Index": 82}, {"Word": "Good", "Confidence": 0.99, "X1": 0.62264, "Y1": 0.5252, "X2": 0.65903, "Y2": 0.525, "X3": 0.65903, "Y3": 0.5378, "X4": 0.62264, "Y4": 0.5378, "page": 0, "Index": 83}, {"Word": "Merit", "Confidence": 0.993, "X1": 0.04447, "Y1": 0.5282, "X2": 0.0876, "Y2": 0.528, "X3": 0.08895, "Y3": 0.5408, "X4": 0.04447, "Y4": 0.5418, "page": 0, "Index": 84}, {"Word": "Travel", "Confidence": 0.994, "X1": 0.16442, "Y1": 0.5272, "X2": 0.20755, "Y2": 0.527, "X3": 0.20755, "Y3": 0.5398, "X4": 0.16442, "Y4": 0.5408, "page": 0, "Index": 85}, {"Word": "Clock", "Confidence": 0.995, "X1": 0.21159, "Y1": 0.5262, "X2": 0.25606, "Y2": 0.526, "X3": 0.25606, "Y3": 0.5398, "X4": 0.21159, "Y4": 0.5398, "page": 0, "Index": 86}, {"Word": "INC-88733", "Confidence": 0.943, "X1": 0.44744, "Y1": 0.5252, "X2": 0.5283, "Y2": 0.525, "X3": 0.52695, "Y3": 0.5388, "X4": 0.44744, "Y4": 0.5388, "page": 0, "Index": 87}, {"Word": "Merit", "Confidence": 0.991, "X1": 0.04447, "Y1": 0.5512, "X2": 0.08625, "Y2": 0.551, "X3": 0.0876, "Y3": 0.5638, "X4": 0.04582, "Y4": 0.5648, "page": 0, "Index": 88}, {"Word": "Beach", "Confidence": 0.997, "X1": 0.16577, "Y1": 0.5512, "X2": 0.20889, "Y2": 0.551, "X3": 0.20889, "Y3": 0.5628, "X4": 0.16577, "Y4": 0.5628, "page": 0, "Index": 89}, {"Word": "Bag", "Confidence": 0.998, "X1": 0.21294, "Y1": 0.5512, "X2": 0.24394, "Y2": 0.551, "X3": 0.24394, "Y3": 0.5638, "X4": 0.21294, "Y4": 0.5628, "page": 0, "Index": 90}, {"Word": "INC-73924", "Confidence": 0.991, "X1": 0.44879, "Y1": 0.5482, "X2": 0.5283, "Y2": 0.548, "X3": 0.5283, "Y3": 0.5618, "X4": 0.44744, "Y4": 0.5618, "page": 0, "Index": 91}, {"Word": "Good", "Confidence": 0.993, "X1": 0.61995, "Y1": 0.5482, "X2": 0.66038, "Y2": 0.548, "X3": 0.66038, "Y3": 0.5608, "X4": 0.61995, "Y4": 0.5608, "page": 0, "Index": 92}, {"Word": "Merit", "Confidence": 0.915, "X1": 0.04582, "Y1": 0.5732, "X2": 0.0876, "Y2": 0.573, "X3": 0.0876, "Y3": 0.5868, "X4": 0.04582, "Y4": 0.5868, "page": 0, "Index": 93}, {"Word": "Suede", "Confidence": 0.997, "X1": 0.16173, "Y1": 0.5732, "X2": 0.21024, "Y2": 0.573, "X3": 0.20889, "Y3": 0.5858, "X4": 0.16173, "Y4": 0.5868, "page": 0, "Index": 94}, {"Word": "Barn", "Confidence": 0.827, "X1": 0.21294, "Y1": 0.5722, "X2": 0.25067, "Y2": 0.572, "X3": 0.24933, "Y3": 0.5858, "X4": 0.21294, "Y4": 0.5858, "page": 0, "Index": 95}, {"Word": "Jacket", "Confidence": 0.994, "X1": 0.25472, "Y1": 0.5722, "X2": 0.30728, "Y2": 0.572, "X3": 0.30728, "Y3": 0.5858, "X4": 0.25337, "Y4": 0.5858, "page": 0, "Index": 96}, {"Word": "INC-73889", "Confidence": 0.882, "X1": 0.44744, "Y1": 0.5702, "X2": 0.5283, "Y2": 0.57, "X3": 0.52695, "Y3": 0.5838, "X4": 0.44474, "Y4": 0.5848, "page": 0, "Index": 97}, {"Word": "Good", "Confidence": 0.983, "X1": 0.61995, "Y1": 0.5712, "X2": 0.66038, "Y2": 0.571, "X3": 0.66038, "Y3": 0.5828, "X4": 0.61995, "Y4": 0.5838, "page": 0, "Index": 98}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.04447, "Y1": 0.5952, "X2": 0.08625, "Y2": 0.595, "X3": 0.08625, "Y3": 0.6078, "X4": 0.04582, "Y4": 0.6088, "page": 0, "Index": 99}, {"Word": "Barn", "Confidence": 0.601, "X1": 0.21294, "Y1": 0.5952, "X2": 0.25067, "Y2": 0.595, "X3": 0.25067, "Y3": 0.6078, "X4": 0.21294, "Y4": 0.6088, "page": 0, "Index": 100}, {"Word": "INC-04000", "Confidence": 0.941, "X1": 0.45013, "Y1": 0.5932, "X2": 0.5283, "Y2": 0.593, "X3": 0.52695, "Y3": 0.6058, "X4": 0.44879, "Y4": 0.6068, "page": 0, "Index": 101}, {"Word": "Good", "Confidence": 0.994, "X1": 0.61995, "Y1": 0.5932, "X2": 0.66038, "Y2": 0.593, "X3": 0.66038, "Y3": 0.6048, "X4": 0.61995, "Y4": 0.6058, "page": 0, "Index": 102}, {"Word": "Suede", "Confidence": 0.955, "X1": 0.16173, "Y1": 0.5952, "X2": 0.21024, "Y2": 0.595, "X3": 0.21024, "Y3": 0.6088, "X4": 0.16173, "Y4": 0.6088, "page": 0, "Index": 103}, {"Word": "Jacket", "Confidence": 0.997, "X1": 0.25472, "Y1": 0.5942, "X2": 0.30593, "Y2": 0.594, "X3": 0.30593, "Y3": 0.6088, "X4": 0.25472, "Y4": 0.6078, "page": 0, "Index": 104}, {"Word": "Merit", "Confidence": 0.991, "X1": 0.04582, "Y1": 0.6172, "X2": 0.0903, "Y2": 0.617, "X3": 0.0903, "Y3": 0.6308, "X4": 0.04582, "Y4": 0.6318, "page": 0, "Index": 105}, {"Word": "Cream", "Confidence": 0.951, "X1": 0.16442, "Y1": 0.6182, "X2": 0.20755, "Y2": 0.618, "X3": 0.20755, "Y3": 0.6308, "X4": 0.16442, "Y4": 0.6308, "page": 0, "Index": 106}, {"Word": "Cable", "Confidence": 0.997, "X1": 0.21563, "Y1": 0.6172, "X2": 0.26011, "Y2": 0.617, "X3": 0.26011, "Y3": 0.6308, "X4": 0.21563, "Y4": 0.6308, "page": 0, "Index": 107}, {"Word": "Knit", "Confidence": 0.982, "X1": 0.26415, "Y1": 0.6172, "X2": 0.2938, "Y2": 0.617, "X3": 0.2938, "Y3": 0.6308, "X4": 0.26415, "Y4": 0.6308, "page": 0, "Index": 108}, {"Word": "Sweater", "Confidence": 0.996, "X1": 0.29784, "Y1": 0.6172, "X2": 0.36119, "Y2": 0.617, "X3": 0.36119, "Y3": 0.6298, "X4": 0.29784, "Y4": 0.6308, "page": 0, "Index": 109}, {"Word": "INC-73890", "Confidence": 0.994, "X1": 0.44744, "Y1": 0.6152, "X2": 0.52695, "Y2": 0.615, "X3": 0.52695, "Y3": 0.6288, "X4": 0.44744, "Y4": 0.6288, "page": 0, "Index": 110}, {"Word": "Good", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.6162, "X2": 0.65903, "Y2": 0.616, "X3": 0.65903, "Y3": 0.6288, "X4": 0.61995, "Y4": 0.6288, "page": 0, "Index": 111}, {"Word": "Merit", "Confidence": 0.993, "X1": 0.04582, "Y1": 0.6402, "X2": 0.0876, "Y2": 0.64, "X3": 0.0876, "Y3": 0.6538, "X4": 0.04582, "Y4": 0.6538, "page": 0, "Index": 112}, {"Word": "Blue", "Confidence": 0.97, "X1": 0.16442, "Y1": 0.6412, "X2": 0.19542, "Y2": 0.641, "X3": 0.19542, "Y3": 0.6538, "X4": 0.16442, "Y4": 0.6528, "page": 0, "Index": 113}, {"Word": "Cable", "Confidence": 0.616, "X1": 0.19946, "Y1": 0.6402, "X2": 0.24259, "Y2": 0.64, "X3": 0.24259, "Y3": 0.6538, "X4": 0.19811, "Y4": 0.6538, "page": 0, "Index": 114}, {"Word": "Knit", "Confidence": 0.987, "X1": 0.24663, "Y1": 0.6402, "X2": 0.27493, "Y2": 0.64, "X3": 0.27628, "Y3": 0.6538, "X4": 0.24663, "Y4": 0.6538, "page": 0, "Index": 115}, {"Word": "Sweater", "Confidence": 0.996, "X1": 0.27898, "Y1": 0.6402, "X2": 0.34232, "Y2": 0.64, "X3": 0.34232, "Y3": 0.6528, "X4": 0.27898, "Y4": 0.6538, "page": 0, "Index": 116}, {"Word": "INC-88739", "Confidence": 0.963, "X1": 0.44744, "Y1": 0.6382, "X2": 0.5283, "Y2": 0.638, "X3": 0.5283, "Y3": 0.6518, "X4": 0.44609, "Y4": 0.6528, "page": 0, "Index": 117}, {"Word": "Good", "Confidence": 0.994, "X1": 0.6186, "Y1": 0.6382, "X2": 0.66038, "Y2": 0.638, "X3": 0.66038, "Y3": 0.6498, "X4": 0.6186, "Y4": 0.6498, "page": 0, "Index": 118}, {"Word": "Merit", "Confidence": 0.997, "X1": 0.04582, "Y1": 0.6632, "X2": 0.08895, "Y2": 0.663, "X3": 0.08895, "Y3": 0.6768, "X4": 0.04582, "Y4": 0.6768, "page": 0, "Index": 119}, {"Word": "Hooded", "Confidence": 0.994, "X1": 0.16307, "Y1": 0.6632, "X2": 0.22102, "Y2": 0.663, "X3": 0.21968, "Y3": 0.6758, "X4": 0.16307, "Y4": 0.6768, "page": 0, "Index": 120}, {"Word": "Pullover", "Confidence": 0.955, "X1": 0.22372, "Y1": 0.6632, "X2": 0.28706, "Y2": 0.663, "X3": 0.28571, "Y3": 0.6758, "X4": 0.22372, "Y4": 0.6758, "page": 0, "Index": 121}, {"Word": "INC-73898", "Confidence": 0.955, "X1": 0.44744, "Y1": 0.6612, "X2": 0.5283, "Y2": 0.661, "X3": 0.52695, "Y3": 0.6748, "X4": 0.44744, "Y4": 0.6738, "page": 0, "Index": 122}, {"Word": "Good", "Confidence": 0.979, "X1": 0.61995, "Y1": 0.6612, "X2": 0.65903, "Y2": 0.661, "X3": 0.65903, "Y3": 0.6728, "X4": 0.61995, "Y4": 0.6728, "page": 0, "Index": 123}, {"Word": "INC-88791", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.6832, "X2": 0.52695, "Y2": 0.683, "X3": 0.52695, "Y3": 0.6968, "X4": 0.44474, "Y4": 0.6978, "page": 0, "Index": 124}, {"Word": "Good", "Confidence": 0.961, "X1": 0.61995, "Y1": 0.6832, "X2": 0.66038, "Y2": 0.683, "X3": 0.66038, "Y3": 0.6958, "X4": 0.61995, "Y4": 0.6958, "page": 0, "Index": 125}, {"Word": "Merit", "Confidence": 0.761, "X1": 0.04582, "Y1": 0.6842, "X2": 0.08625, "Y2": 0.684, "X3": 0.08625, "Y3": 0.6988, "X4": 0.04582, "Y4": 0.6998, "page": 0, "Index": 126}, {"Word": "Fleece", "Confidence": 0.845, "X1": 0.16712, "Y1": 0.6862, "X2": 0.21294, "Y2": 0.686, "X3": 0.21294, "Y3": 0.6988, "X4": 0.16712, "Y4": 0.6998, "page": 0, "Index": 127}, {"Word": "Pullover", "Confidence": 0.796, "X1": 0.21563, "Y1": 0.6862, "X2": 0.27763, "Y2": 0.686, "X3": 0.27763, "Y3": 0.6988, "X4": 0.21563, "Y4": 0.6988, "page": 0, "Index": 128}, {"Word": "(large)", "Confidence": 0.791, "X1": 0.28167, "Y1": 0.6862, "X2": 0.33154, "Y2": 0.686, "X3": 0.33019, "Y3": 0.6998, "X4": 0.28032, "Y4": 0.6988, "page": 0, "Index": 129}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.04582, "Y1": 0.7082, "X2": 0.0876, "Y2": 0.708, "X3": 0.08895, "Y3": 0.7208, "X4": 0.04582, "Y4": 0.7218, "page": 0, "Index": 130}, {"Word": "Harvest", "Confidence": 0.994, "X1": 0.16712, "Y1": 0.7082, "X2": 0.21968, "Y2": 0.708, "X3": 0.21968, "Y3": 0.7218, "X4": 0.16577, "Y4": 0.7218, "page": 0, "Index": 131}, {"Word": "Big", "Confidence": 0.981, "X1": 0.22372, "Y1": 0.7082, "X2": 0.24798, "Y2": 0.708, "X3": 0.24798, "Y3": 0.7218, "X4": 0.22372, "Y4": 0.7218, "page": 0, "Index": 132}, {"Word": "Shirt", "Confidence": 0.993, "X1": 0.25202, "Y1": 0.7082, "X2": 0.28976, "Y2": 0.708, "X3": 0.28976, "Y3": 0.7218, "X4": 0.25202, "Y4": 0.7218, "page": 0, "Index": 133}, {"Word": "INC-88786", "Confidence": 0.94, "X1": 0.44879, "Y1": 0.7062, "X2": 0.5283, "Y2": 0.706, "X3": 0.52695, "Y3": 0.7198, "X4": 0.44744, "Y4": 0.7198, "page": 0, "Index": 134}, {"Word": "Unsatisfactory", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.7052, "X2": 0.72372, "Y2": 0.705, "X3": 0.72372, "Y3": 0.7188, "X4": 0.6186, "Y4": 0.7188, "page": 0, "Index": 135}, {"Word": "(dispose)", "Confidence": 0.875, "X1": 0.72776, "Y1": 0.7072, "X2": 0.79784, "Y2": 0.707, "X3": 0.7965, "Y3": 0.7188, "X4": 0.72642, "Y4": 0.7188, "page": 0, "Index": 136}, {"Word": "Merit", "Confidence": 0.955, "X1": 0.04717, "Y1": 0.7312, "X2": 0.0876, "Y2": 0.731, "X3": 0.0876, "Y3": 0.7448, "X4": 0.04717, "Y4": 0.7448, "page": 0, "Index": 137}, {"Word": "Jeep", "Confidence": 0.983, "X1": 0.16442, "Y1": 0.7312, "X2": 0.19811, "Y2": 0.731, "X3": 0.19677, "Y3": 0.7458, "X4": 0.16307, "Y4": 0.7468, "page": 0, "Index": 138}, {"Word": "Boombox", "Confidence": 0.991, "X1": 0.20216, "Y1": 0.7292, "X2": 0.27628, "Y2": 0.729, "X3": 0.27628, "Y3": 0.7448, "X4": 0.20216, "Y4": 0.7458, "page": 0, "Index": 139}, {"Word": "INC-88801", "Confidence": 0.994, "X1": 0.44744, "Y1": 0.7282, "X2": 0.52695, "Y2": 0.728, "X3": 0.52561, "Y3": 0.7418, "X4": 0.44609, "Y4": 0.7428, "page": 0, "Index": 140}, {"Word": "Sending", "Confidence": 0.994, "X1": 0.61995, "Y1": 0.7272, "X2": 0.67925, "Y2": 0.727, "X3": 0.6779, "Y3": 0.7418, "X4": 0.61995, "Y4": 0.7428, "page": 0, "Index": 141}, {"Word": "to", "Confidence": 0.998, "X1": 0.68194, "Y1": 0.7272, "X2": 0.69677, "Y2": 0.727, "X3": 0.69677, "Y3": 0.7418, "X4": 0.68194, "Y4": 0.7418, "page": 0, "Index": 142}, {"Word": "ACTS", "Confidence": 0.989, "X1": 0.70081, "Y1": 0.7272, "X2": 0.74528, "Y2": 0.727, "X3": 0.74528, "Y3": 0.7408, "X4": 0.70081, "Y4": 0.7418, "page": 0, "Index": 143}, {"Word": "for", "Confidence": 0.994, "X1": 0.74933, "Y1": 0.7282, "X2": 0.77089, "Y2": 0.728, "X3": 0.76954, "Y3": 0.7408, "X4": 0.74933, "Y4": 0.7408, "page": 0, "Index": 144}, {"Word": "testing", "Confidence": 0.819, "X1": 0.77493, "Y1": 0.7282, "X2": 0.82615, "Y2": 0.728, "X3": 0.82615, "Y3": 0.7418, "X4": 0.77358, "Y4": 0.7418, "page": 0, "Index": 145}, {"Word": "Meri", "Confidence": 0.854, "X1": 0.04582, "Y1": 0.7532, "X2": 0.08491, "Y2": 0.753, "X3": 0.08491, "Y3": 0.7658, "X4": 0.04717, "Y4": 0.7668, "page": 0, "Index": 146}, {"Word": "Roller", "Confidence": 0.996, "X1": 0.16577, "Y1": 0.7532, "X2": 0.2062, "Y2": 0.753, "X3": 0.2062, "Y3": 0.7668, "X4": 0.16577, "Y4": 0.7668, "page": 0, "Index": 147}, {"Word": "Cooler", "Confidence": 0.996, "X1": 0.21024, "Y1": 0.7532, "X2": 0.26415, "Y2": 0.753, "X3": 0.26415, "Y3": 0.7668, "X4": 0.21024, "Y4": 0.7668, "page": 0, "Index": 148}, {"Word": "INC-04012", "Confidence": 0.994, "X1": 0.45013, "Y1": 0.7512, "X2": 0.52965, "Y2": 0.751, "X3": 0.52965, "Y3": 0.7658, "X4": 0.44879, "Y4": 0.7648, "page": 0, "Index": 149}, {"Word": "Good", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.7502, "X2": 0.66038, "Y2": 0.75, "X3": 0.66038, "Y3": 0.7618, "X4": 0.62399, "Y4": 0.7628, "page": 0, "Index": 150}, {"Word": "INC-03996", "Confidence": 0.991, "X1": 0.44879, "Y1": 0.7732, "X2": 0.5283, "Y2": 0.773, "X3": 0.5283, "Y3": 0.7878, "X4": 0.44744, "Y4": 0.7878, "page": 0, "Index": 151}, {"Word": "Good", "Confidence": 0.987, "X1": 0.62129, "Y1": 0.7732, "X2": 0.66038, "Y2": 0.773, "X3": 0.66038, "Y3": 0.7858, "X4": 0.62129, "Y4": 0.7848, "page": 0, "Index": 152}, {"Word": "Merit", "Confidence": 0.995, "X1": 0.04717, "Y1": 0.7762, "X2": 0.08491, "Y2": 0.776, "X3": 0.08491, "Y3": 0.7888, "X4": 0.04717, "Y4": 0.7888, "page": 0, "Index": 153}, {"Word": "Roller", "Confidence": 0.994, "X1": 0.16442, "Y1": 0.7752, "X2": 0.2062, "Y2": 0.775, "X3": 0.20485, "Y3": 0.7888, "X4": 0.16307, "Y4": 0.7898, "page": 0, "Index": 154}, {"Word": "Bag/Backpack", "Confidence": 0.991, "X1": 0.21024, "Y1": 0.7752, "X2": 0.32075, "Y2": 0.775, "X3": 0.31941, "Y3": 0.7888, "X4": 0.20889, "Y4": 0.7888, "page": 0, "Index": 155}, {"Word": "Good", "Confidence": 0.986, "X1": 0.62264, "Y1": 0.7962, "X2": 0.66038, "Y2": 0.796, "X3": 0.66038, "Y3": 0.8078, "X4": 0.62264, "Y4": 0.8078, "page": 0, "Index": 156}, {"Word": "Merit", "Confidence": 0.657, "X1": 0.04717, "Y1": 0.7982, "X2": 0.08491, "Y2": 0.798, "X3": 0.08625, "Y3": 0.8108, "X4": 0.04717, "Y4": 0.8118, "page": 0, "Index": 157}, {"Word": "Vivitar", "Confidence": 0.994, "X1": 0.16307, "Y1": 0.7962, "X2": 0.20889, "Y2": 0.796, "X3": 0.20755, "Y3": 0.8108, "X4": 0.16307, "Y4": 0.8118, "page": 0, "Index": 158}, {"Word": "35MM", "Confidence": 0.989, "X1": 0.21294, "Y1": 0.7962, "X2": 0.25741, "Y2": 0.796, "X3": 0.25606, "Y3": 0.8108, "X4": 0.21159, "Y4": 0.8108, "page": 0, "Index": 159}, {"Word": "Camera", "Confidence": 0.997, "X1": 0.26415, "Y1": 0.7982, "X2": 0.32615, "Y2": 0.798, "X3": 0.3248, "Y3": 0.8118, "X4": 0.2628, "Y4": 0.8108, "page": 0, "Index": 160}, {"Word": "INC-11630", "Confidence": 0.95, "X1": 0.44879, "Y1": 0.7952, "X2": 0.52965, "Y2": 0.795, "X3": 0.52965, "Y3": 0.8098, "X4": 0.44744, "Y4": 0.8098, "page": 0, "Index": 161}, {"Word": "Merit", "Confidence": 0.971, "X1": 0.04582, "Y1": 0.8202, "X2": 0.08625, "Y2": 0.82, "X3": 0.08625, "Y3": 0.8328, "X4": 0.04717, "Y4": 0.8338, "page": 0, "Index": 162}, {"Word": "Vivitar", "Confidence": 0.983, "X1": 0.16307, "Y1": 0.8192, "X2": 0.21024, "Y2": 0.819, "X3": 0.20889, "Y3": 0.8328, "X4": 0.16173, "Y4": 0.8338, "page": 0, "Index": 163}, {"Word": "Binoculars", "Confidence": 0.993, "X1": 0.21429, "Y1": 0.8192, "X2": 0.2938, "Y2": 0.819, "X3": 0.29245, "Y3": 0.8338, "X4": 0.21294, "Y4": 0.8328, "page": 0, "Index": 164}, {"Word": "INC-04013", "Confidence": 0.994, "X1": 0.44744, "Y1": 0.8172, "X2": 0.5283, "Y2": 0.817, "X3": 0.5283, "Y3": 0.8328, "X4": 0.44744, "Y4": 0.8328, "page": 0, "Index": 165}, {"Word": "Good", "Confidence": 0.981, "X1": 0.62129, "Y1": 0.8182, "X2": 0.66038, "Y2": 0.818, "X3": 0.66038, "Y3": 0.8308, "X4": 0.62129, "Y4": 0.8308, "page": 0, "Index": 166}, {"Word": "2078337104", "Confidence": 0.981, "X1": 0.91779, "Y1": 0.9062, "X2": 0.92588, "Y2": 0.906, "X3": 0.90162, "Y3": 0.9058, "X4": 0.89353, "Y4": 0.8108, "page": 0, "Index": 167}]}	"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"
fflb0119	0	{"lines_data": [{"Word": "CER", "Confidence": 0.326, "X1": 0.878, "Y1": 0.00278, "X2": 0.948, "Y2": 0.00258, "X3": 0.948, "Y3": 0.02561, "X4": 0.878, "Y4": 0.02561, "page": 0}, {"Word": "TLA LABORATORY - ROUTINE CHEMICAL ANALYSIS REQUEST", "Confidence": 0.99057, "X1": 0.0, "Y1": 0.01181, "X2": 0.48, "Y2": 0.01161, "X3": 0.48, "Y3": 0.03593, "X4": 0.0, "Y4": 0.03722, "page": 0}, {"Word": "\u00b7 Please check sample type and itemize samples below", "Confidence": 0.902, "X1": 0.55, "Y1": 0.0402, "X2": 0.933, "Y2": 0.04, "X3": 0.933, "Y3": 0.06432, "X4": 0.55, "Y4": 0.06432, "page": 0}, {"Word": "Recommended sample size is 1/2 pound or 200 grams", "Confidence": 0.96989, "X1": 0.04, "Y1": 0.04794, "X2": 0.37, "Y2": 0.04774, "X3": 0.37, "Y3": 0.06819, "X4": 0.04, "Y4": 0.06819, "page": 0}, {"Word": "Please label all samples with Mark, Crop Year, Description", "Confidence": 0.92144, "X1": 0.038, "Y1": 0.06859, "X2": 0.406, "Y2": 0.06839, "X3": 0.406, "Y3": 0.08883, "X4": 0.038, "Y4": 0.08883, "page": 0}, {"Word": "MERION HASKINS", "Confidence": 0.9625, "X1": 0.158, "Y1": 0.11117, "X2": 0.324, "Y2": 0.11097, "X3": 0.324, "Y3": 0.13528, "X4": 0.158, "Y4": 0.13657, "page": 0}, {"Word": "First", "Confidence": 0.994, "X1": 0.536, "Y1": 0.1202, "X2": 0.562, "Y2": 0.12, "X3": 0.562, "Y3": 0.13399, "X4": 0.536, "Y4": 0.1327, "page": 0}, {"Word": "Pre-", "Confidence": 0.846, "X1": 0.603, "Y1": 0.12149, "X2": 0.629, "Y2": 0.12129, "X3": 0.629, "Y3": 0.13399, "X4": 0.603, "Y4": 0.1327, "page": 0}, {"Word": "By", "Confidence": 0.848, "X1": 0.675, "Y1": 0.12149, "X2": 0.688, "Y2": 0.12129, "X3": 0.688, "Y3": 0.13399, "X4": 0.675, "Y4": 0.13399, "page": 0}, {"Word": ".> Submitter:", "Confidence": 0.9225, "X1": 0.027, "Y1": 0.12407, "X2": 0.116, "Y2": 0.12387, "X3": 0.116, "Y3": 0.14303, "X4": 0.027, "Y4": 0.13657, "page": 0}, {"Word": "Run", "Confidence": 0.824, "X1": 0.537, "Y1": 0.13826, "X2": 0.56, "Y2": 0.13806, "X3": 0.56, "Y3": 0.15206, "X4": 0.537, "Y4": 0.15206, "page": 0}, {"Word": "Market", "Confidence": 0.992, "X1": 0.595, "Y1": 0.13697, "X2": 0.638, "Y2": 0.13677, "X3": 0.638, "Y3": 0.15206, "X4": 0.595, "Y4": 0.15206, "page": 0}, {"Word": "Products", "Confidence": 0.994, "X1": 0.656, "Y1": 0.13697, "X2": 0.708, "Y2": 0.13677, "X3": 0.708, "Y3": 0.15206, "X4": 0.656, "Y4": 0.15206, "page": 0}, {"Word": "Int'l", "Confidence": 0.664, "X1": 0.735, "Y1": 0.13568, "X2": 0.759, "Y2": 0.13548, "X3": 0.759, "Y3": 0.15206, "X4": 0.735, "Y4": 0.15206, "page": 0}, {"Word": "Spec.", "Confidence": 0.982, "X1": 0.799, "Y1": 0.13697, "X2": 0.834, "Y2": 0.13677, "X3": 0.834, "Y3": 0.15206, "X4": 0.8, "Y4": 0.15206, "page": 0}, {"Word": "Export", "Confidence": 0.997, "X1": 0.864, "Y1": 0.13439, "X2": 0.907, "Y2": 0.13419, "X3": 0.907, "Y3": 0.15206, "X4": 0.864, "Y4": 0.15206, "page": 0}, {"Word": "Other", "Confidence": 0.997, "X1": 0.935, "Y1": 0.13439, "X2": 0.968, "Y2": 0.13419, "X3": 0.968, "Y3": 0.15077, "X4": 0.935, "Y4": 0.14948, "page": 0}, {"Word": "Date:", "Confidence": 0.996, "X1": 0.051, "Y1": 0.16665, "X2": 0.086, "Y2": 0.16645, "X3": 0.086, "Y3": 0.18174, "X4": 0.051, "Y4": 0.18174, "page": 0}, {"Word": "10/29/93", "Confidence": 0.987, "X1": 0.178, "Y1": 0.14472, "X2": 0.27, "Y2": 0.14452, "X3": 0.27, "Y3": 0.18948, "X4": 0.176, "Y4": 0.18948, "page": 0}, {"Word": "1.", "Confidence": 0.985, "X1": 0.525, "Y1": 0.18988, "X2": 0.535, "Y2": 0.18968, "X3": 0.535, "Y3": 0.20496, "X4": 0.525, "Y4": 0.20367, "page": 0}, {"Word": "AI U.S. Flue-cured 1992 crop", "Confidence": 0.8348, "X1": 0.568, "Y1": 0.17439, "X2": 0.905, "Y2": 0.17419, "X3": 0.905, "Y3": 0.20496, "X4": 0.568, "Y4": 0.20367, "page": 0}, {"Word": "Send Results to:", "Confidence": 0.99, "X1": 0.053, "Y1": 0.20665, "X2": 0.146, "Y2": 0.20645, "X3": 0.146, "Y3": 0.22561, "X4": 0.053, "Y4": 0.22432, "page": 0}, {"Word": "MERION HASKINS", "Confidence": 0.991, "X1": 0.184, "Y1": 0.19633, "X2": 0.338, "Y2": 0.19613, "X3": 0.338, "Y3": 0.21915, "X4": 0.184, "Y4": 0.21786, "page": 0}, {"Word": "2.", "Confidence": 0.466, "X1": 0.524, "Y1": 0.21955, "X2": 0.535, "Y2": 0.21935, "X3": 0.535, "Y3": 0.23593, "X4": 0.524, "Y4": 0.23593, "page": 0}, {"Word": "3.", "Confidence": 0.678, "X1": 0.524, "Y1": 0.25181, "X2": 0.535, "Y2": 0.25161, "X3": 0.535, "Y3": 0.26561, "X4": 0.525, "Y4": 0.2669, "page": 0}, {"Word": "1931705", "Confidence": 0.697, "X1": 0.874, "Y1": 0.23117, "X2": 0.974, "Y2": 0.23097, "X3": 0.974, "Y3": 0.26174, "X4": 0.874, "Y4": 0.26045, "page": 0}, {"Word": "4.", "Confidence": 0.957, "X1": 0.524, "Y1": 0.28407, "X2": 0.535, "Y2": 0.28387, "X3": 0.536, "Y3": 0.29915, "X4": 0.524, "Y4": 0.29786, "page": 0}, {"Word": "5.", "Confidence": 0.998, "X1": 0.524, "Y1": 0.31375, "X2": 0.535, "Y2": 0.31355, "X3": 0.535, "Y3": 0.32883, "X4": 0.524, "Y4": 0.32883, "page": 0}, {"Word": "Purpose:", "Confidence": 0.993, "X1": 0.011, "Y1": 0.32278, "X2": 0.066, "Y2": 0.32258, "X3": 0.066, "Y3": 0.33915, "X4": 0.011, "Y4": 0.33786, "page": 0}, {"Word": "For possible future purchase", "Confidence": 0.94525, "X1": 0.102, "Y1": 0.30343, "X2": 0.388, "Y2": 0.30323, "X3": 0.388, "Y3": 0.34045, "X4": 0.102, "Y4": 0.33915, "page": 0}, {"Word": "6.", "Confidence": 0.955, "X1": 0.524, "Y1": 0.34601, "X2": 0.535, "Y2": 0.34581, "X3": 0.535, "Y3": 0.3598, "X4": 0.525, "Y4": 0.3598, "page": 0}, {"Word": "7", "Confidence": 0.942, "X1": 0.526, "Y1": 0.37568, "X2": 0.535, "Y2": 0.37548, "X3": 0.535, "Y3": 0.39077, "X4": 0.526, "Y4": 0.39206, "page": 0}, {"Word": "8.", "Confidence": 0.454, "X1": 0.525, "Y1": 0.40794, "X2": 0.536, "Y2": 0.40774, "X3": 0.536, "Y3": 0.42303, "X4": 0.525, "Y4": 0.42303, "page": 0}, {"Word": "9.", "Confidence": 0.871, "X1": 0.524, "Y1": 0.43762, "X2": 0.536, "Y2": 0.43742, "X3": 0.536, "Y3": 0.4527, "X4": 0.524, "Y4": 0.4527, "page": 0}, {"Word": "10.", "Confidence": 0.995, "X1": 0.519, "Y1": 0.46988, "X2": 0.537, "Y2": 0.46968, "X3": 0.537, "Y3": 0.48367, "X4": 0.519, "Y4": 0.48367, "page": 0}, {"Word": "Number of Samples:", "Confidence": 0.994, "X1": 0.013, "Y1": 0.48665, "X2": 0.13, "Y2": 0.48645, "X3": 0.13, "Y3": 0.50561, "X4": 0.013, "Y4": 0.50432, "page": 0}, {"Word": "11.", "Confidence": 0.998, "X1": 0.518, "Y1": 0.49955, "X2": 0.539, "Y2": 0.49935, "X3": 0.538, "Y3": 0.51593, "X4": 0.518, "Y4": 0.51593, "page": 0}, {"Word": "Date Required:", "Confidence": 0.9915, "X1": 0.013, "Y1": 0.52536, "X2": 0.099, "Y2": 0.52516, "X3": 0.099, "Y3": 0.5469, "X4": 0.013, "Y4": 0.5469, "page": 0}, {"Word": "12. /", "Confidence": 0.631, "X1": 0.519, "Y1": 0.5331, "X2": 0.55, "Y2": 0.5329, "X3": 0.55, "Y3": 0.5469, "X4": 0.519, "Y4": 0.54561, "page": 0}, {"Word": "(Note: Please allow a minimum of 1 week for 1 analysis and 2 weeks for more than 1", "Confidence": 0.98439, "X1": 0.024, "Y1": 0.54988, "X2": 0.45, "Y2": 0.54968, "X3": 0.45, "Y3": 0.56496, "X4": 0.024, "Y4": 0.56625, "page": 0}, {"Word": "13.", "Confidence": 0.684, "X1": 0.519, "Y1": 0.56149, "X2": 0.536, "Y2": 0.56129, "X3": 0.537, "Y3": 0.57786, "X4": 0.52, "Y4": 0.57786, "page": 0}, {"Word": "analysis).", "Confidence": 0.991, "X1": 0.067, "Y1": 0.56923, "X2": 0.116, "Y2": 0.56903, "X3": 0.116, "Y3": 0.58432, "X4": 0.067, "Y4": 0.58432, "page": 0}, {"Word": "14.", "Confidence": 0.972, "X1": 0.521, "Y1": 0.59375, "X2": 0.537, "Y2": 0.59355, "X3": 0.537, "Y3": 0.60883, "X4": 0.521, "Y4": 0.60883, "page": 0}, {"Word": "Check Analysis # Required:", "Confidence": 0.9925, "X1": 0.012, "Y1": 0.60794, "X2": 0.169, "Y2": 0.60774, "X3": 0.169, "Y3": 0.6269, "X4": 0.012, "Y4": 0.6269, "page": 0}, {"Word": "15.", "Confidence": 0.843, "X1": 0.519, "Y1": 0.62472, "X2": 0.537, "Y2": 0.62452, "X3": 0.537, "Y3": 0.6398, "X4": 0.519, "Y4": 0.6398, "page": 0}, {"Word": "#1 0", "Confidence": 0.533, "X1": 0.043, "Y1": 0.63633, "X2": 0.091, "Y2": 0.63613, "X3": 0.091, "Y3": 0.65399, "X4": 0.043, "Y4": 0.65528, "page": 0}, {"Word": "#2 D", "Confidence": 0.519, "X1": 0.173, "Y1": 0.63375, "X2": 0.221, "Y2": 0.63355, "X3": 0.221, "Y3": 0.65528, "X4": 0.173, "Y4": 0.65657, "page": 0}, {"Word": "#3 4", "Confidence": 0.4975, "X1": 0.289, "Y1": 0.63246, "X2": 0.343, "Y2": 0.63226, "X3": 0.344, "Y3": 0.65399, "X4": 0.289, "Y4": 0.65528, "page": 0}, {"Word": "#4", "Confidence": 0.848, "X1": 0.409, "Y1": 0.62988, "X2": 0.464, "Y2": 0.62968, "X3": 0.465, "Y3": 0.65012, "X4": 0.411, "Y4": 0.65528, "page": 0}, {"Word": "Total Alkaloids", "Confidence": 0.9955, "X1": 0.023, "Y1": 0.66085, "X2": 0.106, "Y2": 0.66065, "X3": 0.106, "Y3": 0.67593, "X4": 0.023, "Y4": 0.67464, "page": 0}, {"Word": "Total Nitrogen", "Confidence": 0.9965, "X1": 0.155, "Y1": 0.66085, "X2": 0.236, "Y2": 0.66065, "X3": 0.236, "Y3": 0.67722, "X4": 0.155, "Y4": 0.67593, "page": 0}, {"Word": "Calcium", "Confidence": 0.995, "X1": 0.285, "Y1": 0.66085, "X2": 0.331, "Y2": 0.66065, "X3": 0.331, "Y3": 0.67464, "X4": 0.285, "Y4": 0.67464, "page": 0}, {"Word": "pH", "Confidence": 0.881, "X1": 0.423, "Y1": 0.65955, "X2": 0.444, "Y2": 0.65935, "X3": 0.445, "Y3": 0.67335, "X4": 0.424, "Y4": 0.67464, "page": 0}, {"Word": "16.", "Confidence": 0.991, "X1": 0.519, "Y1": 0.65439, "X2": 0.538, "Y2": 0.65419, "X3": 0.538, "Y3": 0.67077, "X4": 0.519, "Y4": 0.66948, "page": 0}, {"Word": "Reducing Sugars", "Confidence": 0.996, "X1": 0.024, "Y1": 0.68278, "X2": 0.12, "Y2": 0.68258, "X3": 0.12, "Y3": 0.69786, "X4": 0.024, "Y4": 0.69657, "page": 0}, {"Word": "Phosphorus", "Confidence": 0.994, "X1": 0.284, "Y1": 0.68149, "X2": 0.352, "Y2": 0.68129, "X3": 0.352, "Y3": 0.69657, "X4": 0.284, "Y4": 0.69528, "page": 0}, {"Word": "17.", "Confidence": 0.996, "X1": 0.52, "Y1": 0.68665, "X2": 0.539, "Y2": 0.68645, "X3": 0.538, "Y3": 0.70174, "X4": 0.52, "Y4": 0.70045, "page": 0}, {"Word": "Silicon", "Confidence": 0.823, "X1": 0.284, "Y1": 0.70214, "X2": 0.325, "Y2": 0.70194, "X3": 0.325, "Y3": 0.71722, "X4": 0.284, "Y4": 0.71722, "page": 0}, {"Word": "Ammonia", "Confidence": 0.971, "X1": 0.024, "Y1": 0.70343, "X2": 0.079, "Y2": 0.70323, "X3": 0.079, "Y3": 0.71851, "X4": 0.024, "Y4": 0.71722, "page": 0}, {"Word": "Nitrates", "Confidence": 0.995, "X1": 0.025, "Y1": 0.72407, "X2": 0.07, "Y2": 0.72387, "X3": 0.07, "Y3": 0.73786, "X4": 0.025, "Y4": 0.73657, "page": 0}, {"Word": "Magnesium", "Confidence": 0.994, "X1": 0.284, "Y1": 0.72278, "X2": 0.352, "Y2": 0.72258, "X3": 0.352, "Y3": 0.73786, "X4": 0.284, "Y4": 0.73786, "page": 0}, {"Word": "18.", "Confidence": 0.976, "X1": 0.522, "Y1": 0.71762, "X2": 0.538, "Y2": 0.71742, "X3": 0.538, "Y3": 0.7327, "X4": 0.522, "Y4": 0.7327, "page": 0}, {"Word": "Sulfur", "Confidence": 0.993, "X1": 0.285, "Y1": 0.74343, "X2": 0.321, "Y2": 0.74323, "X3": 0.321, "Y3": 0.75722, "X4": 0.285, "Y4": 0.75722, "page": 0}, {"Word": "19.", "Confidence": 0.991, "X1": 0.522, "Y1": 0.74988, "X2": 0.541, "Y2": 0.74968, "X3": 0.541, "Y3": 0.76238, "X4": 0.522, "Y4": 0.76238, "page": 0}, {"Word": "Potassium", "Confidence": 0.995, "X1": 0.286, "Y1": 0.76536, "X2": 0.344, "Y2": 0.76516, "X3": 0.344, "Y3": 0.77915, "X4": 0.286, "Y4": 0.77786, "page": 0}, {"Word": "20.", "Confidence": 0.991, "X1": 0.519, "Y1": 0.77955, "X2": 0.539, "Y2": 0.77935, "X3": 0.538, "Y3": 0.79464, "X4": 0.519, "Y4": 0.79464, "page": 0}, {"Word": "Chlorides", "Confidence": 0.937, "X1": 0.286, "Y1": 0.78472, "X2": 0.339, "Y2": 0.78452, "X3": 0.339, "Y3": 0.7998, "X4": 0.286, "Y4": 0.79851, "page": 0}, {"Word": "Ash", "Confidence": 0.998, "X1": 0.285, "Y1": 0.80665, "X2": 0.309, "Y2": 0.80645, "X3": 0.309, "Y3": 0.82045, "X4": 0.284, "Y4": 0.82045, "page": 0}, {"Word": "21.", "Confidence": 0.996, "X1": 0.52, "Y1": 0.81052, "X2": 0.539, "Y2": 0.81032, "X3": 0.539, "Y3": 0.82561, "X4": 0.52, "Y4": 0.82561, "page": 0}, {"Word": "TO", "Confidence": 0.618, "X1": 0.991, "Y1": 0.84536, "X2": 0.991, "Y2": 0.84516, "X3": 0.999, "Y3": 0.84496, "X4": 0.998, "Y4": 0.89399, "page": 0}, {"Word": "For Q.A. Use Only", "Confidence": 0.9915, "X1": 0.016, "Y1": 0.83375, "X2": 0.132, "Y2": 0.83355, "X3": 0.132, "Y3": 0.8527, "X4": 0.016, "Y4": 0.8527, "page": 0}, {"Word": "22.", "Confidence": 0.994, "X1": 0.52, "Y1": 0.84149, "X2": 0.54, "Y2": 0.84129, "X3": 0.54, "Y3": 0.85657, "X4": 0.52, "Y4": 0.85657, "page": 0}, {"Word": "Date Recvd .:", "Confidence": 0.98467, "X1": 0.278, "Y1": 0.86601, "X2": 0.35, "Y2": 0.86581, "X3": 0.35, "Y3": 0.88238, "X4": 0.278, "Y4": 0.88238, "page": 0}, {"Word": "23.", "Confidence": 0.692, "X1": 0.52, "Y1": 0.87246, "X2": 0.538, "Y2": 0.87226, "X3": 0.538, "Y3": 0.88754, "X4": 0.52, "Y4": 0.88754, "page": 0}, {"Word": "Request Code:", "Confidence": 0.9965, "X1": 0.016, "Y1": 0.88794, "X2": 0.098, "Y2": 0.88774, "X3": 0.097, "Y3": 0.90561, "X4": 0.016, "Y4": 0.90561, "page": 0}, {"Word": "Date Logged:", "Confidence": 0.995, "X1": 0.016, "Y1": 0.90988, "X2": 0.092, "Y2": 0.90968, "X3": 0.091, "Y3": 0.92625, "X4": 0.016, "Y4": 0.92625, "page": 0}, {"Word": "24.", "Confidence": 0.978, "X1": 0.52, "Y1": 0.90472, "X2": 0.539, "Y2": 0.90452, "X3": 0.539, "Y3": 0.91851, "X4": 0.52, "Y4": 0.91851, "page": 0}, {"Word": "Date Completed:", "Confidence": 0.974, "X1": 0.015, "Y1": 0.93052, "X2": 0.109, "Y2": 0.93032, "X3": 0.109, "Y3": 0.9469, "X4": 0.015, "Y4": 0.9469, "page": 0}, {"Word": "25.", "Confidence": 0.981, "X1": 0.52, "Y1": 0.93568, "X2": 0.54, "Y2": 0.93548, "X3": 0.54, "Y3": 0.94948, "X4": 0.52, "Y4": 0.94948, "page": 0}, {"Word": "#5183 11/88", "Confidence": 0.7475, "X1": 0.003, "Y1": 0.96278, "X2": 0.059, "Y2": 0.96258, "X3": 0.059, "Y3": 0.97786, "X4": 0.003, "Y4": 0.97786, "page": 0}], "words_data": [{"Word": "CER", "Confidence": 0.326, "X1": 0.89, "Y1": 0.00407, "X2": 0.942, "Y2": 0.00387, "X3": 0.941, "Y3": 0.02561, "X4": 0.89, "Y4": 0.02561, "page": 0, "Index": 0}, {"Word": "TLA", "Confidence": 0.994, "X1": 0.0, "Y1": 0.01439, "X2": 0.025, "Y2": 0.01419, "X3": 0.025, "Y3": 0.03722, "X4": 0.0, "Y4": 0.03722, "page": 0, "Index": 1}, {"Word": "CHEMICAL", "Confidence": 0.991, "X1": 0.239, "Y1": 0.01181, "X2": 0.32, "Y2": 0.01161, "X3": 0.32, "Y3": 0.03722, "X4": 0.239, "Y4": 0.03851, "page": 0, "Index": 2}, {"Word": "ANALYSIS", "Confidence": 0.993, "X1": 0.324, "Y1": 0.01181, "X2": 0.398, "Y2": 0.01161, "X3": 0.398, "Y3": 0.03722, "X4": 0.324, "Y4": 0.03722, "page": 0, "Index": 3}, {"Word": "REQUEST", "Confidence": 0.995, "X1": 0.402, "Y1": 0.01181, "X2": 0.478, "Y2": 0.01161, "X3": 0.478, "Y3": 0.03722, "X4": 0.402, "Y4": 0.03722, "page": 0, "Index": 4}, {"Word": "LABORATORY", "Confidence": 0.994, "X1": 0.029, "Y1": 0.0131, "X2": 0.138, "Y2": 0.0129, "X3": 0.138, "Y3": 0.03851, "X4": 0.029, "Y4": 0.03722, "page": 0, "Index": 5}, {"Word": "-", "Confidence": 0.973, "X1": 0.147, "Y1": 0.0131, "X2": 0.158, "Y2": 0.0129, "X3": 0.158, "Y3": 0.03851, "X4": 0.147, "Y4": 0.03851, "page": 0, "Index": 6}, {"Word": "ROUTINE", "Confidence": 0.994, "X1": 0.165, "Y1": 0.0131, "X2": 0.235, "Y2": 0.0129, "X3": 0.235, "Y3": 0.03851, "X4": 0.165, "Y4": 0.03851, "page": 0, "Index": 7}, {"Word": "\u00b7", "Confidence": 0.151, "X1": 0.551, "Y1": 0.04149, "X2": 0.561, "Y2": 0.04129, "X3": 0.56, "Y3": 0.06432, "X4": 0.551, "Y4": 0.06432, "page": 0, "Index": 8}, {"Word": "Please", "Confidence": 0.997, "X1": 0.565, "Y1": 0.04278, "X2": 0.611, "Y2": 0.04258, "X3": 0.61, "Y3": 0.06432, "X4": 0.565, "Y4": 0.06432, "page": 0, "Index": 9}, {"Word": "check", "Confidence": 0.998, "X1": 0.614, "Y1": 0.04407, "X2": 0.656, "Y2": 0.04387, "X3": 0.655, "Y3": 0.06561, "X4": 0.614, "Y4": 0.06432, "page": 0, "Index": 10}, {"Word": "sample", "Confidence": 0.997, "X1": 0.659, "Y1": 0.04407, "X2": 0.708, "Y2": 0.04387, "X3": 0.707, "Y3": 0.06561, "X4": 0.659, "Y4": 0.06561, "page": 0, "Index": 11}, {"Word": "type", "Confidence": 0.988, "X1": 0.711, "Y1": 0.04407, "X2": 0.743, "Y2": 0.04387, "X3": 0.742, "Y3": 0.06561, "X4": 0.711, "Y4": 0.06561, "page": 0, "Index": 12}, {"Word": "and", "Confidence": 0.998, "X1": 0.746, "Y1": 0.04407, "X2": 0.772, "Y2": 0.04387, "X3": 0.772, "Y3": 0.06561, "X4": 0.746, "Y4": 0.06561, "page": 0, "Index": 13}, {"Word": "itemize", "Confidence": 0.995, "X1": 0.775, "Y1": 0.04407, "X2": 0.826, "Y2": 0.04387, "X3": 0.826, "Y3": 0.06561, "X4": 0.775, "Y4": 0.06561, "page": 0, "Index": 14}, {"Word": "samples", "Confidence": 0.997, "X1": 0.83, "Y1": 0.04278, "X2": 0.886, "Y2": 0.04258, "X3": 0.886, "Y3": 0.06432, "X4": 0.829, "Y4": 0.06561, "page": 0, "Index": 15}, {"Word": "below", "Confidence": 0.997, "X1": 0.889, "Y1": 0.04149, "X2": 0.929, "Y2": 0.04129, "X3": 0.929, "Y3": 0.06303, "X4": 0.889, "Y4": 0.06432, "page": 0, "Index": 16}, {"Word": "Recommended", "Confidence": 0.981, "X1": 0.04, "Y1": 0.04923, "X2": 0.134, "Y2": 0.04903, "X3": 0.134, "Y3": 0.06948, "X4": 0.04, "Y4": 0.06819, "page": 0, "Index": 17}, {"Word": "sample", "Confidence": 0.985, "X1": 0.137, "Y1": 0.04794, "X2": 0.184, "Y2": 0.04774, "X3": 0.183, "Y3": 0.06948, "X4": 0.137, "Y4": 0.06948, "page": 0, "Index": 18}, {"Word": "size", "Confidence": 0.987, "X1": 0.187, "Y1": 0.04794, "X2": 0.211, "Y2": 0.04774, "X3": 0.21, "Y3": 0.06948, "X4": 0.186, "Y4": 0.06948, "page": 0, "Index": 19}, {"Word": "is", "Confidence": 0.997, "X1": 0.214, "Y1": 0.04794, "X2": 0.226, "Y2": 0.04774, "X3": 0.226, "Y3": 0.06948, "X4": 0.213, "Y4": 0.06948, "page": 0, "Index": 20}, {"Word": "1/2", "Confidence": 0.79, "X1": 0.229, "Y1": 0.04794, "X2": 0.239, "Y2": 0.04774, "X3": 0.239, "Y3": 0.06948, "X4": 0.229, "Y4": 0.06948, "page": 0, "Index": 21}, {"Word": "pound", "Confidence": 0.997, "X1": 0.243, "Y1": 0.04923, "X2": 0.283, "Y2": 0.04903, "X3": 0.282, "Y3": 0.06948, "X4": 0.242, "Y4": 0.06948, "page": 0, "Index": 22}, {"Word": "or", "Confidence": 0.997, "X1": 0.286, "Y1": 0.04923, "X2": 0.3, "Y2": 0.04903, "X3": 0.3, "Y3": 0.06948, "X4": 0.285, "Y4": 0.06948, "page": 0, "Index": 23}, {"Word": "200", "Confidence": 0.998, "X1": 0.303, "Y1": 0.04923, "X2": 0.325, "Y2": 0.04903, "X3": 0.324, "Y3": 0.06819, "X4": 0.303, "Y4": 0.06948, "page": 0, "Index": 24}, {"Word": "grams", "Confidence": 0.997, "X1": 0.328, "Y1": 0.05052, "X2": 0.37, "Y2": 0.05032, "X3": 0.37, "Y3": 0.06819, "X4": 0.328, "Y4": 0.06819, "page": 0, "Index": 25}, {"Word": "Description", "Confidence": 0.847, "X1": 0.332, "Y1": 0.06988, "X2": 0.405, "Y2": 0.06968, "X3": 0.405, "Y3": 0.08754, "X4": 0.332, "Y4": 0.08883, "page": 0, "Index": 26}, {"Word": "Please", "Confidence": 0.96, "X1": 0.039, "Y1": 0.06988, "X2": 0.08, "Y2": 0.06968, "X3": 0.08, "Y3": 0.08883, "X4": 0.039, "Y4": 0.08754, "page": 0, "Index": 27}, {"Word": "label", "Confidence": 0.656, "X1": 0.083, "Y1": 0.06988, "X2": 0.115, "Y2": 0.06968, "X3": 0.115, "Y3": 0.08883, "X4": 0.083, "Y4": 0.08883, "page": 0, "Index": 28}, {"Word": "all", "Confidence": 0.886, "X1": 0.118, "Y1": 0.06988, "X2": 0.133, "Y2": 0.06968, "X3": 0.133, "Y3": 0.09012, "X4": 0.118, "Y4": 0.08883, "page": 0, "Index": 29}, {"Word": "samples", "Confidence": 0.975, "X1": 0.136, "Y1": 0.06859, "X2": 0.189, "Y2": 0.06839, "X3": 0.189, "Y3": 0.09012, "X4": 0.136, "Y4": 0.09012, "page": 0, "Index": 30}, {"Word": "with", "Confidence": 0.989, "X1": 0.192, "Y1": 0.06859, "X2": 0.218, "Y2": 0.06839, "X3": 0.218, "Y3": 0.09012, "X4": 0.192, "Y4": 0.09012, "page": 0, "Index": 31}, {"Word": "Mark,", "Confidence": 0.995, "X1": 0.221, "Y1": 0.06859, "X2": 0.257, "Y2": 0.06839, "X3": 0.257, "Y3": 0.09012, "X4": 0.221, "Y4": 0.09012, "page": 0, "Index": 32}, {"Word": "Crop", "Confidence": 0.988, "X1": 0.26, "Y1": 0.06859, "X2": 0.293, "Y2": 0.06839, "X3": 0.292, "Y3": 0.09012, "X4": 0.26, "Y4": 0.09012, "page": 0, "Index": 33}, {"Word": "Year,", "Confidence": 0.997, "X1": 0.296, "Y1": 0.06859, "X2": 0.329, "Y2": 0.06839, "X3": 0.328, "Y3": 0.09012, "X4": 0.295, "Y4": 0.09012, "page": 0, "Index": 34}, {"Word": "MERION", "Confidence": 0.977, "X1": 0.168, "Y1": 0.11117, "X2": 0.231, "Y2": 0.11097, "X3": 0.23, "Y3": 0.13786, "X4": 0.167, "Y4": 0.13786, "page": 0, "Index": 35}, {"Word": "HASKINS", "Confidence": 0.948, "X1": 0.247, "Y1": 0.11117, "X2": 0.323, "Y2": 0.11097, "X3": 0.323, "Y3": 0.13657, "X4": 0.247, "Y4": 0.13786, "page": 0, "Index": 36}, {"Word": "First", "Confidence": 0.994, "X1": 0.536, "Y1": 0.1202, "X2": 0.562, "Y2": 0.12, "X3": 0.562, "Y3": 0.13399, "X4": 0.536, "Y4": 0.13399, "page": 0, "Index": 37}, {"Word": "Pre-", "Confidence": 0.846, "X1": 0.603, "Y1": 0.12149, "X2": 0.629, "Y2": 0.12129, "X3": 0.629, "Y3": 0.13399, "X4": 0.603, "Y4": 0.1327, "page": 0, "Index": 38}, {"Word": "By", "Confidence": 0.848, "X1": 0.675, "Y1": 0.12149, "X2": 0.688, "Y2": 0.12129, "X3": 0.688, "Y3": 0.13399, "X4": 0.675, "Y4": 0.13399, "page": 0, "Index": 39}, {"Word": ".>", "Confidence": 0.852, "X1": 0.027, "Y1": 0.1202, "X2": 0.04, "Y2": 0.12, "X3": 0.041, "Y3": 0.13915, "X4": 0.028, "Y4": 0.13786, "page": 0, "Index": 40}, {"Word": "Submitter:", "Confidence": 0.993, "X1": 0.055, "Y1": 0.12407, "X2": 0.116, "Y2": 0.12387, "X3": 0.116, "Y3": 0.14303, "X4": 0.056, "Y4": 0.13915, "page": 0, "Index": 41}, {"Word": "Run", "Confidence": 0.824, "X1": 0.537, "Y1": 0.13826, "X2": 0.558, "Y2": 0.13806, "X3": 0.559, "Y3": 0.15206, "X4": 0.537, "Y4": 0.15206, "page": 0, "Index": 42}, {"Word": "Market", "Confidence": 0.992, "X1": 0.595, "Y1": 0.13826, "X2": 0.637, "Y2": 0.13806, "X3": 0.637, "Y3": 0.15206, "X4": 0.595, "Y4": 0.15206, "page": 0, "Index": 43}, {"Word": "Products", "Confidence": 0.994, "X1": 0.656, "Y1": 0.13826, "X2": 0.706, "Y2": 0.13806, "X3": 0.706, "Y3": 0.15335, "X4": 0.656, "Y4": 0.15206, "page": 0, "Index": 44}, {"Word": "Int'l", "Confidence": 0.664, "X1": 0.735, "Y1": 0.13568, "X2": 0.758, "Y2": 0.13548, "X3": 0.758, "Y3": 0.15206, "X4": 0.736, "Y4": 0.15206, "page": 0, "Index": 45}, {"Word": "Spec.", "Confidence": 0.982, "X1": 0.8, "Y1": 0.13697, "X2": 0.833, "Y2": 0.13677, "X3": 0.833, "Y3": 0.15206, "X4": 0.8, "Y4": 0.15206, "page": 0, "Index": 46}, {"Word": "Export", "Confidence": 0.997, "X1": 0.865, "Y1": 0.13568, "X2": 0.906, "Y2": 0.13548, "X3": 0.906, "Y3": 0.15206, "X4": 0.865, "Y4": 0.15335, "page": 0, "Index": 47}, {"Word": "Other", "Confidence": 0.997, "X1": 0.935, "Y1": 0.13439, "X2": 0.968, "Y2": 0.13419, "X3": 0.968, "Y3": 0.15077, "X4": 0.935, "Y4": 0.14948, "page": 0, "Index": 48}, {"Word": "Date:", "Confidence": 0.996, "X1": 0.053, "Y1": 0.16794, "X2": 0.086, "Y2": 0.16774, "X3": 0.085, "Y3": 0.18303, "X4": 0.052, "Y4": 0.18174, "page": 0, "Index": 49}, {"Word": "10/29/93", "Confidence": 0.987, "X1": 0.176, "Y1": 0.14472, "X2": 0.269, "Y2": 0.14452, "X3": 0.269, "Y3": 0.18819, "X4": 0.176, "Y4": 0.18948, "page": 0, "Index": 50}, {"Word": "1.", "Confidence": 0.985, "X1": 0.525, "Y1": 0.18988, "X2": 0.535, "Y2": 0.18968, "X3": 0.534, "Y3": 0.20496, "X4": 0.525, "Y4": 0.20367, "page": 0, "Index": 51}, {"Word": "AI", "Confidence": 0.362, "X1": 0.569, "Y1": 0.17568, "X2": 0.595, "Y2": 0.17548, "X3": 0.595, "Y3": 0.20238, "X4": 0.569, "Y4": 0.20238, "page": 0, "Index": 52}, {"Word": "U.S.", "Confidence": 0.984, "X1": 0.616, "Y1": 0.17568, "X2": 0.66, "Y2": 0.17548, "X3": 0.66, "Y3": 0.20238, "X4": 0.616, "Y4": 0.20238, "page": 0, "Index": 53}, {"Word": "Flue-cured", "Confidence": 0.979, "X1": 0.673, "Y1": 0.17439, "X2": 0.785, "Y2": 0.17419, "X3": 0.785, "Y3": 0.20367, "X4": 0.673, "Y4": 0.20238, "page": 0, "Index": 54}, {"Word": "1992", "Confidence": 0.994, "X1": 0.806, "Y1": 0.17439, "X2": 0.856, "Y2": 0.17419, "X3": 0.856, "Y3": 0.20496, "X4": 0.806, "Y4": 0.20496, "page": 0, "Index": 55}, {"Word": "crop", "Confidence": 0.855, "X1": 0.862, "Y1": 0.17568, "X2": 0.903, "Y2": 0.17548, "X3": 0.904, "Y3": 0.20625, "X4": 0.862, "Y4": 0.20625, "page": 0, "Index": 56}, {"Word": "MERION", "Confidence": 0.996, "X1": 0.196, "Y1": 0.19633, "X2": 0.254, "Y2": 0.19613, "X3": 0.254, "Y3": 0.21786, "X4": 0.196, "Y4": 0.21786, "page": 0, "Index": 57}, {"Word": "Send", "Confidence": 0.981, "X1": 0.054, "Y1": 0.20665, "X2": 0.081, "Y2": 0.20645, "X3": 0.081, "Y3": 0.22561, "X4": 0.054, "Y4": 0.22561, "page": 0, "Index": 58}, {"Word": "Results", "Confidence": 0.991, "X1": 0.084, "Y1": 0.20794, "X2": 0.125, "Y2": 0.20774, "X3": 0.126, "Y3": 0.22561, "X4": 0.084, "Y4": 0.22561, "page": 0, "Index": 59}, {"Word": "to:", "Confidence": 0.998, "X1": 0.128, "Y1": 0.20794, "X2": 0.145, "Y2": 0.20774, "X3": 0.146, "Y3": 0.22561, "X4": 0.128, "Y4": 0.22561, "page": 0, "Index": 60}, {"Word": "HASKINS", "Confidence": 0.986, "X1": 0.266, "Y1": 0.19891, "X2": 0.338, "Y2": 0.19871, "X3": 0.337, "Y3": 0.21915, "X4": 0.265, "Y4": 0.21786, "page": 0, "Index": 61}, {"Word": "2.", "Confidence": 0.466, "X1": 0.524, "Y1": 0.21955, "X2": 0.534, "Y2": 0.21935, "X3": 0.534, "Y3": 0.23593, "X4": 0.524, "Y4": 0.23593, "page": 0, "Index": 62}, {"Word": "3.", "Confidence": 0.678, "X1": 0.524, "Y1": 0.25181, "X2": 0.534, "Y2": 0.25161, "X3": 0.534, "Y3": 0.26561, "X4": 0.525, "Y4": 0.2669, "page": 0, "Index": 63}, {"Word": "1931705", "Confidence": 0.697, "X1": 0.875, "Y1": 0.23246, "X2": 0.974, "Y2": 0.23226, "X3": 0.974, "Y3": 0.26303, "X4": 0.875, "Y4": 0.26045, "page": 0, "Index": 64}, {"Word": "4.", "Confidence": 0.957, "X1": 0.525, "Y1": 0.28407, "X2": 0.537, "Y2": 0.28387, "X3": 0.536, "Y3": 0.29915, "X4": 0.524, "Y4": 0.29786, "page": 0, "Index": 65}, {"Word": "5.", "Confidence": 0.998, "X1": 0.524, "Y1": 0.31375, "X2": 0.534, "Y2": 0.31355, "X3": 0.534, "Y3": 0.32883, "X4": 0.524, "Y4": 0.32883, "page": 0, "Index": 66}, {"Word": "Purpose:", "Confidence": 0.993, "X1": 0.012, "Y1": 0.32278, "X2": 0.066, "Y2": 0.32258, "X3": 0.066, "Y3": 0.34045, "X4": 0.012, "Y4": 0.33915, "page": 0, "Index": 67}, {"Word": "For", "Confidence": 0.98, "X1": 0.108, "Y1": 0.30472, "X2": 0.143, "Y2": 0.30452, "X3": 0.142, "Y3": 0.34045, "X4": 0.107, "Y4": 0.34045, "page": 0, "Index": 68}, {"Word": "possible", "Confidence": 0.904, "X1": 0.151, "Y1": 0.30472, "X2": 0.228, "Y2": 0.30452, "X3": 0.228, "Y3": 0.34045, "X4": 0.15, "Y4": 0.34045, "page": 0, "Index": 69}, {"Word": "future", "Confidence": 0.993, "X1": 0.236, "Y1": 0.30601, "X2": 0.298, "Y2": 0.30581, "X3": 0.298, "Y3": 0.33915, "X4": 0.235, "Y4": 0.34045, "page": 0, "Index": 70}, {"Word": "purchase", "Confidence": 0.904, "X1": 0.303, "Y1": 0.30859, "X2": 0.388, "Y2": 0.30839, "X3": 0.389, "Y3": 0.33915, "X4": 0.303, "Y4": 0.33915, "page": 0, "Index": 71}, {"Word": "6.", "Confidence": 0.955, "X1": 0.525, "Y1": 0.34601, "X2": 0.534, "Y2": 0.34581, "X3": 0.534, "Y3": 0.3598, "X4": 0.525, "Y4": 0.3598, "page": 0, "Index": 72}, {"Word": "7", "Confidence": 0.942, "X1": 0.526, "Y1": 0.37568, "X2": 0.533, "Y2": 0.37548, "X3": 0.534, "Y3": 0.38948, "X4": 0.527, "Y4": 0.39077, "page": 0, "Index": 73}, {"Word": "8.", "Confidence": 0.454, "X1": 0.525, "Y1": 0.40665, "X2": 0.535, "Y2": 0.40645, "X3": 0.535, "Y3": 0.42303, "X4": 0.525, "Y4": 0.42174, "page": 0, "Index": 74}, {"Word": "9.", "Confidence": 0.871, "X1": 0.525, "Y1": 0.43762, "X2": 0.536, "Y2": 0.43742, "X3": 0.536, "Y3": 0.4527, "X4": 0.525, "Y4": 0.4527, "page": 0, "Index": 75}, {"Word": "10.", "Confidence": 0.995, "X1": 0.519, "Y1": 0.46988, "X2": 0.537, "Y2": 0.46968, "X3": 0.537, "Y3": 0.48367, "X4": 0.519, "Y4": 0.48367, "page": 0, "Index": 76}, {"Word": "Number", "Confidence": 0.993, "X1": 0.014, "Y1": 0.48794, "X2": 0.057, "Y2": 0.48774, "X3": 0.057, "Y3": 0.50561, "X4": 0.013, "Y4": 0.50432, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.06, "Y1": 0.48794, "X2": 0.071, "Y2": 0.48774, "X3": 0.071, "Y3": 0.50561, "X4": 0.06, "Y4": 0.50561, "page": 0, "Index": 78}, {"Word": "Samples:", "Confidence": 0.991, "X1": 0.074, "Y1": 0.48794, "X2": 0.13, "Y2": 0.48774, "X3": 0.13, "Y3": 0.50561, "X4": 0.074, "Y4": 0.50561, "page": 0, "Index": 79}, {"Word": "11.", "Confidence": 0.998, "X1": 0.519, "Y1": 0.49955, "X2": 0.539, "Y2": 0.49935, "X3": 0.539, "Y3": 0.51593, "X4": 0.519, "Y4": 0.51593, "page": 0, "Index": 80}, {"Word": "Date", "Confidence": 0.992, "X1": 0.015, "Y1": 0.52794, "X2": 0.039, "Y2": 0.52774, "X3": 0.038, "Y3": 0.5469, "X4": 0.014, "Y4": 0.54561, "page": 0, "Index": 81}, {"Word": "12.", "Confidence": 0.963, "X1": 0.521, "Y1": 0.5331, "X2": 0.539, "Y2": 0.5329, "X3": 0.539, "Y3": 0.5469, "X4": 0.52, "Y4": 0.54561, "page": 0, "Index": 82}, {"Word": "/", "Confidence": 0.299, "X1": 0.541, "Y1": 0.5331, "X2": 0.548, "Y2": 0.5329, "X3": 0.548, "Y3": 0.5469, "X4": 0.541, "Y4": 0.5469, "page": 0, "Index": 83}, {"Word": "Required:", "Confidence": 0.991, "X1": 0.042, "Y1": 0.52665, "X2": 0.099, "Y2": 0.52645, "X3": 0.099, "Y3": 0.54819, "X4": 0.041, "Y4": 0.5469, "page": 0, "Index": 84}, {"Word": "(Note:", "Confidence": 0.991, "X1": 0.025, "Y1": 0.55117, "X2": 0.059, "Y2": 0.55097, "X3": 0.06, "Y3": 0.56754, "X4": 0.025, "Y4": 0.56754, "page": 0, "Index": 85}, {"Word": "Please", "Confidence": 0.996, "X1": 0.065, "Y1": 0.55117, "X2": 0.099, "Y2": 0.55097, "X3": 0.099, "Y3": 0.56754, "X4": 0.066, "Y4": 0.56754, "page": 0, "Index": 86}, {"Word": "allow", "Confidence": 0.997, "X1": 0.101, "Y1": 0.55117, "X2": 0.128, "Y2": 0.55097, "X3": 0.128, "Y3": 0.56754, "X4": 0.102, "Y4": 0.56754, "page": 0, "Index": 87}, {"Word": "a", "Confidence": 0.994, "X1": 0.131, "Y1": 0.55117, "X2": 0.137, "Y2": 0.55097, "X3": 0.137, "Y3": 0.56625, "X4": 0.132, "Y4": 0.56754, "page": 0, "Index": 88}, {"Word": "minimum", "Confidence": 0.994, "X1": 0.139, "Y1": 0.55117, "X2": 0.185, "Y2": 0.55097, "X3": 0.185, "Y3": 0.56625, "X4": 0.14, "Y4": 0.56625, "page": 0, "Index": 89}, {"Word": "of", "Confidence": 0.965, "X1": 0.19, "Y1": 0.55117, "X2": 0.201, "Y2": 0.55097, "X3": 0.201, "Y3": 0.56625, "X4": 0.19, "Y4": 0.56625, "page": 0, "Index": 90}, {"Word": "1", "Confidence": 0.994, "X1": 0.203, "Y1": 0.55117, "X2": 0.209, "Y2": 0.55097, "X3": 0.209, "Y3": 0.56625, "X4": 0.203, "Y4": 0.56625, "page": 0, "Index": 91}, {"Word": "week", "Confidence": 0.988, "X1": 0.211, "Y1": 0.54988, "X2": 0.238, "Y2": 0.54968, "X3": 0.238, "Y3": 0.56625, "X4": 0.212, "Y4": 0.56625, "page": 0, "Index": 92}, {"Word": "for", "Confidence": 0.998, "X1": 0.24, "Y1": 0.54988, "X2": 0.255, "Y2": 0.54968, "X3": 0.255, "Y3": 0.56625, "X4": 0.24, "Y4": 0.56625, "page": 0, "Index": 93}, {"Word": "1", "Confidence": 0.933, "X1": 0.258, "Y1": 0.54988, "X2": 0.263, "Y2": 0.54968, "X3": 0.263, "Y3": 0.56625, "X4": 0.258, "Y4": 0.56625, "page": 0, "Index": 94}, {"Word": "analysis", "Confidence": 0.955, "X1": 0.265, "Y1": 0.54988, "X2": 0.306, "Y2": 0.54968, "X3": 0.307, "Y3": 0.56625, "X4": 0.265, "Y4": 0.56625, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.309, "Y1": 0.54988, "X2": 0.328, "Y2": 0.54968, "X3": 0.329, "Y3": 0.56625, "X4": 0.309, "Y4": 0.56625, "page": 0, "Index": 96}, {"Word": "2", "Confidence": 0.997, "X1": 0.331, "Y1": 0.54988, "X2": 0.337, "Y2": 0.54968, "X3": 0.337, "Y3": 0.56625, "X4": 0.331, "Y4": 0.56625, "page": 0, "Index": 97}, {"Word": "weeks", "Confidence": 0.993, "X1": 0.339, "Y1": 0.54988, "X2": 0.371, "Y2": 0.54968, "X3": 0.371, "Y3": 0.56625, "X4": 0.34, "Y4": 0.56625, "page": 0, "Index": 98}, {"Word": "for", "Confidence": 0.958, "X1": 0.373, "Y1": 0.54988, "X2": 0.387, "Y2": 0.54968, "X3": 0.387, "Y3": 0.56625, "X4": 0.373, "Y4": 0.56625, "page": 0, "Index": 99}, {"Word": "more", "Confidence": 0.988, "X1": 0.39, "Y1": 0.54988, "X2": 0.416, "Y2": 0.54968, "X3": 0.416, "Y3": 0.56625, "X4": 0.39, "Y4": 0.56625, "page": 0, "Index": 100}, {"Word": "than", "Confidence": 0.985, "X1": 0.419, "Y1": 0.54988, "X2": 0.442, "Y2": 0.54968, "X3": 0.442, "Y3": 0.56625, "X4": 0.419, "Y4": 0.56625, "page": 0, "Index": 101}, {"Word": "1", "Confidence": 0.995, "X1": 0.444, "Y1": 0.54988, "X2": 0.45, "Y2": 0.54968, "X3": 0.45, "Y3": 0.56625, "X4": 0.444, "Y4": 0.56625, "page": 0, "Index": 102}, {"Word": "13.", "Confidence": 0.684, "X1": 0.519, "Y1": 0.56149, "X2": 0.536, "Y2": 0.56129, "X3": 0.536, "Y3": 0.57657, "X4": 0.519, "Y4": 0.57786, "page": 0, "Index": 103}, {"Word": "analysis).", "Confidence": 0.991, "X1": 0.068, "Y1": 0.57052, "X2": 0.116, "Y2": 0.57032, "X3": 0.116, "Y3": 0.58561, "X4": 0.068, "Y4": 0.58432, "page": 0, "Index": 104}, {"Word": "14.", "Confidence": 0.972, "X1": 0.521, "Y1": 0.59375, "X2": 0.537, "Y2": 0.59355, "X3": 0.537, "Y3": 0.60883, "X4": 0.521, "Y4": 0.60883, "page": 0, "Index": 105}, {"Word": "Check", "Confidence": 0.998, "X1": 0.014, "Y1": 0.60794, "X2": 0.048, "Y2": 0.60774, "X3": 0.048, "Y3": 0.6269, "X4": 0.014, "Y4": 0.62819, "page": 0, "Index": 106}, {"Word": "Analysis", "Confidence": 0.995, "X1": 0.051, "Y1": 0.60794, "X2": 0.099, "Y2": 0.60774, "X3": 0.098, "Y3": 0.6269, "X4": 0.051, "Y4": 0.6269, "page": 0, "Index": 107}, {"Word": "#", "Confidence": 0.983, "X1": 0.102, "Y1": 0.60794, "X2": 0.108, "Y2": 0.60774, "X3": 0.108, "Y3": 0.6269, "X4": 0.101, "Y4": 0.6269, "page": 0, "Index": 108}, {"Word": "Required:", "Confidence": 0.994, "X1": 0.111, "Y1": 0.60923, "X2": 0.169, "Y2": 0.60903, "X3": 0.168, "Y3": 0.6269, "X4": 0.111, "Y4": 0.6269, "page": 0, "Index": 109}, {"Word": "15.", "Confidence": 0.843, "X1": 0.52, "Y1": 0.62472, "X2": 0.537, "Y2": 0.62452, "X3": 0.537, "Y3": 0.6398, "X4": 0.52, "Y4": 0.6398, "page": 0, "Index": 110}, {"Word": "#1", "Confidence": 0.995, "X1": 0.044, "Y1": 0.63633, "X2": 0.059, "Y2": 0.63613, "X3": 0.059, "Y3": 0.65528, "X4": 0.044, "Y4": 0.65528, "page": 0, "Index": 111}, {"Word": "0", "Confidence": 0.071, "X1": 0.077, "Y1": 0.63633, "X2": 0.087, "Y2": 0.63613, "X3": 0.086, "Y3": 0.65528, "X4": 0.077, "Y4": 0.65528, "page": 0, "Index": 112}, {"Word": "#2", "Confidence": 0.972, "X1": 0.173, "Y1": 0.63504, "X2": 0.191, "Y2": 0.63484, "X3": 0.191, "Y3": 0.65657, "X4": 0.174, "Y4": 0.65528, "page": 0, "Index": 113}, {"Word": "D", "Confidence": 0.066, "X1": 0.204, "Y1": 0.63504, "X2": 0.215, "Y2": 0.63484, "X3": 0.215, "Y3": 0.65657, "X4": 0.204, "Y4": 0.65657, "page": 0, "Index": 114}, {"Word": "#3", "Confidence": 0.886, "X1": 0.29, "Y1": 0.63633, "X2": 0.308, "Y2": 0.63613, "X3": 0.308, "Y3": 0.65528, "X4": 0.29, "Y4": 0.65528, "page": 0, "Index": 115}, {"Word": "4", "Confidence": 0.109, "X1": 0.326, "Y1": 0.63375, "X2": 0.336, "Y2": 0.63355, "X3": 0.335, "Y3": 0.65528, "X4": 0.325, "Y4": 0.65528, "page": 0, "Index": 116}, {"Word": "#4", "Confidence": 0.848, "X1": 0.41, "Y1": 0.63633, "X2": 0.425, "Y2": 0.63613, "X3": 0.426, "Y3": 0.65399, "X4": 0.411, "Y4": 0.65399, "page": 0, "Index": 117}, {"Word": "Total", "Confidence": 0.997, "X1": 0.025, "Y1": 0.66214, "X2": 0.052, "Y2": 0.66194, "X3": 0.052, "Y3": 0.67593, "X4": 0.025, "Y4": 0.67593, "page": 0, "Index": 118}, {"Word": "Alkaloids", "Confidence": 0.994, "X1": 0.054, "Y1": 0.66214, "X2": 0.106, "Y2": 0.66194, "X3": 0.106, "Y3": 0.67593, "X4": 0.054, "Y4": 0.67593, "page": 0, "Index": 119}, {"Word": "Total", "Confidence": 0.997, "X1": 0.156, "Y1": 0.66085, "X2": 0.183, "Y2": 0.66065, "X3": 0.183, "Y3": 0.67722, "X4": 0.156, "Y4": 0.67593, "page": 0, "Index": 120}, {"Word": "Calcium", "Confidence": 0.995, "X1": 0.286, "Y1": 0.66214, "X2": 0.324, "Y2": 0.66194, "X3": 0.324, "Y3": 0.67593, "X4": 0.285, "Y4": 0.67464, "page": 0, "Index": 121}, {"Word": "pH", "Confidence": 0.881, "X1": 0.424, "Y1": 0.65955, "X2": 0.437, "Y2": 0.65935, "X3": 0.438, "Y3": 0.67335, "X4": 0.424, "Y4": 0.67464, "page": 0, "Index": 122}, {"Word": "16.", "Confidence": 0.991, "X1": 0.52, "Y1": 0.65439, "X2": 0.537, "Y2": 0.65419, "X3": 0.537, "Y3": 0.67077, "X4": 0.519, "Y4": 0.66948, "page": 0, "Index": 123}, {"Word": "Nitrogen", "Confidence": 0.996, "X1": 0.186, "Y1": 0.66214, "X2": 0.233, "Y2": 0.66194, "X3": 0.233, "Y3": 0.67851, "X4": 0.185, "Y4": 0.67722, "page": 0, "Index": 124}, {"Word": "Reducing", "Confidence": 0.995, "X1": 0.025, "Y1": 0.68278, "X2": 0.076, "Y2": 0.68258, "X3": 0.075, "Y3": 0.69786, "X4": 0.025, "Y4": 0.69657, "page": 0, "Index": 125}, {"Word": "Sugars", "Confidence": 0.997, "X1": 0.078, "Y1": 0.68278, "X2": 0.119, "Y2": 0.68258, "X3": 0.119, "Y3": 0.69786, "X4": 0.078, "Y4": 0.69786, "page": 0, "Index": 126}, {"Word": "Phosphorus", "Confidence": 0.994, "X1": 0.286, "Y1": 0.68278, "X2": 0.351, "Y2": 0.68258, "X3": 0.351, "Y3": 0.69786, "X4": 0.285, "Y4": 0.69657, "page": 0, "Index": 127}, {"Word": "17.", "Confidence": 0.996, "X1": 0.52, "Y1": 0.68665, "X2": 0.538, "Y2": 0.68645, "X3": 0.538, "Y3": 0.70174, "X4": 0.52, "Y4": 0.70045, "page": 0, "Index": 128}, {"Word": "Silicon", "Confidence": 0.823, "X1": 0.286, "Y1": 0.70214, "X2": 0.321, "Y2": 0.70194, "X3": 0.321, "Y3": 0.71722, "X4": 0.285, "Y4": 0.71593, "page": 0, "Index": 129}, {"Word": "Ammonia", "Confidence": 0.971, "X1": 0.025, "Y1": 0.70472, "X2": 0.078, "Y2": 0.70452, "X3": 0.078, "Y3": 0.71851, "X4": 0.024, "Y4": 0.71722, "page": 0, "Index": 130}, {"Word": "Nitrates", "Confidence": 0.995, "X1": 0.025, "Y1": 0.72536, "X2": 0.068, "Y2": 0.72516, "X3": 0.067, "Y3": 0.73786, "X4": 0.025, "Y4": 0.73786, "page": 0, "Index": 131}, {"Word": "Magnesium", "Confidence": 0.994, "X1": 0.286, "Y1": 0.72278, "X2": 0.347, "Y2": 0.72258, "X3": 0.346, "Y3": 0.73786, "X4": 0.285, "Y4": 0.73786, "page": 0, "Index": 132}, {"Word": "18.", "Confidence": 0.976, "X1": 0.522, "Y1": 0.71762, "X2": 0.538, "Y2": 0.71742, "X3": 0.538, "Y3": 0.7327, "X4": 0.522, "Y4": 0.7327, "page": 0, "Index": 133}, {"Word": "Sulfur", "Confidence": 0.993, "X1": 0.287, "Y1": 0.74472, "X2": 0.321, "Y2": 0.74452, "X3": 0.321, "Y3": 0.75851, "X4": 0.286, "Y4": 0.75722, "page": 0, "Index": 134}, {"Word": "19.", "Confidence": 0.991, "X1": 0.522, "Y1": 0.74859, "X2": 0.54, "Y2": 0.74839, "X3": 0.54, "Y3": 0.76238, "X4": 0.522, "Y4": 0.76109, "page": 0, "Index": 135}, {"Word": "Potassium", "Confidence": 0.995, "X1": 0.287, "Y1": 0.76536, "X2": 0.338, "Y2": 0.76516, "X3": 0.338, "Y3": 0.77915, "X4": 0.286, "Y4": 0.77786, "page": 0, "Index": 136}, {"Word": "20.", "Confidence": 0.991, "X1": 0.52, "Y1": 0.77955, "X2": 0.539, "Y2": 0.77935, "X3": 0.539, "Y3": 0.79464, "X4": 0.52, "Y4": 0.79464, "page": 0, "Index": 137}, {"Word": "Chlorides", "Confidence": 0.937, "X1": 0.286, "Y1": 0.78601, "X2": 0.337, "Y2": 0.78581, "X3": 0.337, "Y3": 0.7998, "X4": 0.286, "Y4": 0.7998, "page": 0, "Index": 138}, {"Word": "Ash", "Confidence": 0.998, "X1": 0.285, "Y1": 0.80665, "X2": 0.306, "Y2": 0.80645, "X3": 0.306, "Y3": 0.82045, "X4": 0.285, "Y4": 0.82045, "page": 0, "Index": 139}, {"Word": "21.", "Confidence": 0.996, "X1": 0.521, "Y1": 0.81052, "X2": 0.538, "Y2": 0.81032, "X3": 0.538, "Y3": 0.82561, "X4": 0.521, "Y4": 0.82561, "page": 0, "Index": 140}, {"Word": "For", "Confidence": 0.998, "X1": 0.017, "Y1": 0.83504, "X2": 0.038, "Y2": 0.83484, "X3": 0.038, "Y3": 0.8527, "X4": 0.016, "Y4": 0.85399, "page": 0, "Index": 141}, {"Word": "Q.A.", "Confidence": 0.982, "X1": 0.041, "Y1": 0.83504, "X2": 0.07, "Y2": 0.83484, "X3": 0.07, "Y3": 0.8527, "X4": 0.041, "Y4": 0.8527, "page": 0, "Index": 142}, {"Word": "Use", "Confidence": 0.998, "X1": 0.073, "Y1": 0.83504, "X2": 0.099, "Y2": 0.83484, "X3": 0.098, "Y3": 0.8527, "X4": 0.072, "Y4": 0.8527, "page": 0, "Index": 143}, {"Word": "Only", "Confidence": 0.988, "X1": 0.102, "Y1": 0.83504, "X2": 0.132, "Y2": 0.83484, "X3": 0.132, "Y3": 0.8527, "X4": 0.101, "Y4": 0.8527, "page": 0, "Index": 144}, {"Word": "22.", "Confidence": 0.994, "X1": 0.521, "Y1": 0.84149, "X2": 0.54, "Y2": 0.84129, "X3": 0.54, "Y3": 0.85657, "X4": 0.521, "Y4": 0.85657, "page": 0, "Index": 145}, {"Word": "TO", "Confidence": 0.618, "X1": 0.992, "Y1": 0.86859, "X2": 0.992, "Y2": 0.86839, "X3": 0.999, "Y3": 0.8669, "X4": 0.998, "Y4": 0.89012, "page": 0, "Index": 146}, {"Word": "Date", "Confidence": 0.994, "X1": 0.278, "Y1": 0.8673, "X2": 0.304, "Y2": 0.8671, "X3": 0.304, "Y3": 0.88367, "X4": 0.279, "Y4": 0.88367, "page": 0, "Index": 147}, {"Word": "Recvd", "Confidence": 0.991, "X1": 0.306, "Y1": 0.8673, "X2": 0.339, "Y2": 0.8671, "X3": 0.338, "Y3": 0.88367, "X4": 0.306, "Y4": 0.88367, "page": 0, "Index": 148}, {"Word": ".:", "Confidence": 0.969, "X1": 0.342, "Y1": 0.8673, "X2": 0.35, "Y2": 0.8671, "X3": 0.349, "Y3": 0.88367, "X4": 0.341, "Y4": 0.88367, "page": 0, "Index": 149}, {"Word": "23.", "Confidence": 0.692, "X1": 0.521, "Y1": 0.87246, "X2": 0.538, "Y2": 0.87226, "X3": 0.538, "Y3": 0.88754, "X4": 0.521, "Y4": 0.88754, "page": 0, "Index": 150}, {"Word": "Request", "Confidence": 0.996, "X1": 0.017, "Y1": 0.88923, "X2": 0.061, "Y2": 0.88903, "X3": 0.061, "Y3": 0.90561, "X4": 0.017, "Y4": 0.90561, "page": 0, "Index": 151}, {"Word": "Code:", "Confidence": 0.997, "X1": 0.064, "Y1": 0.88923, "X2": 0.098, "Y2": 0.88903, "X3": 0.097, "Y3": 0.9069, "X4": 0.064, "Y4": 0.90561, "page": 0, "Index": 152}, {"Word": "Date", "Confidence": 0.994, "X1": 0.017, "Y1": 0.90988, "X2": 0.042, "Y2": 0.90968, "X3": 0.042, "Y3": 0.92625, "X4": 0.017, "Y4": 0.92625, "page": 0, "Index": 153}, {"Word": "Logged:", "Confidence": 0.996, "X1": 0.045, "Y1": 0.91117, "X2": 0.092, "Y2": 0.91097, "X3": 0.091, "Y3": 0.92625, "X4": 0.045, "Y4": 0.92625, "page": 0, "Index": 154}, {"Word": "24.", "Confidence": 0.978, "X1": 0.521, "Y1": 0.90472, "X2": 0.538, "Y2": 0.90452, "X3": 0.538, "Y3": 0.91851, "X4": 0.521, "Y4": 0.91851, "page": 0, "Index": 155}, {"Word": "Date", "Confidence": 0.993, "X1": 0.016, "Y1": 0.93052, "X2": 0.042, "Y2": 0.93032, "X3": 0.041, "Y3": 0.9469, "X4": 0.016, "Y4": 0.9469, "page": 0, "Index": 156}, {"Word": "Completed:", "Confidence": 0.955, "X1": 0.044, "Y1": 0.93052, "X2": 0.11, "Y2": 0.93032, "X3": 0.11, "Y3": 0.94819, "X4": 0.044, "Y4": 0.9469, "page": 0, "Index": 157}, {"Word": "25.", "Confidence": 0.981, "X1": 0.521, "Y1": 0.93568, "X2": 0.54, "Y2": 0.93548, "X3": 0.54, "Y3": 0.94948, "X4": 0.521, "Y4": 0.94948, "page": 0, "Index": 158}, {"Word": "#5183", "Confidence": 0.684, "X1": 0.004, "Y1": 0.96407, "X2": 0.03, "Y2": 0.96387, "X3": 0.03, "Y3": 0.97786, "X4": 0.004, "Y4": 0.97786, "page": 0, "Index": 159}, {"Word": "11/88", "Confidence": 0.811, "X1": 0.032, "Y1": 0.96407, "X2": 0.058, "Y2": 0.96387, "X3": 0.058, "Y3": 0.97786, "X4": 0.032, "Y4": 0.97786, "page": 0, "Index": 160}]}	"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"
ffbv0214	0	{"lines_data": [{"Word": "H :. Davis Esq .,", "Confidence": 0.4252, "X1": 0.17921, "Y1": 0.1742, "X2": 0.31737, "Y2": 0.174, "X3": 0.31737, "Y3": 0.1878, "X4": 0.17921, "Y4": 0.1868, "page": 0}, {"Word": "ur. 1.5. : laruis", "Confidence": 0.64825, "X1": 0.58003, "Y1": 0.1732, "X2": 0.71956, "Y2": 0.173, "X3": 0.71956, "Y3": 0.1878, "X4": 0.58003, "Y4": 0.1878, "page": 0}, {"Word": ".: 111543%", "Confidence": 0.2325, "X1": 0.17237, "Y1": 0.2002, "X2": 0.25855, "Y2": 0.2, "X3": 0.25855, "Y3": 0.2148, "X4": 0.17237, "Y4": 0.2148, "page": 0}, {"Word": "23rd August, 199?", "Confidence": 0.34133, "X1": 0.57866, "Y1": 0.2592, "X2": 0.74555, "Y2": 0.259, "X3": 0.74555, "Y3": 0.2738, "X4": 0.57866, "Y4": 0.2748, "page": 0}, {"Word": "CUISTHIS ON CITATION A'LALYSIS", "Confidence": 0.42125, "X1": 0.33105, "Y1": 0.3022, "X2": 0.61423, "Y2": 0.302, "X3": 0.61423, "Y3": 0.3178, "X4": 0.33105, "Y4": 0.3178, "page": 0}, {"Word": "This note contains comments on Citation Analysis requested by Hr. H.", "Confidence": 0.75155, "X1": 0.18468, "Y1": 0.3322, "X2": 0.83858, "Y2": 0.332, "X3": 0.83858, "Y3": 0.3478, "X4": 0.18468, "Y4": 0.3468, "page": 0}, {"Word": "l'avis, head of Production rlanning at Hifilbank, prompted by the attached", "Confidence": 0.64236, "X1": 0.14227, "Y1": 0.3472, "X2": 0.83447, "Y2": 0.347, "X3": 0.83447, "Y3": 0.3628, "X4": 0.14227, "Y4": 0.3608, "page": 0}, {"Word": "leaf let.", "Confidence": 0.984, "X1": 0.13817, "Y1": 0.3602, "X2": 0.22709, "Y2": 0.36, "X3": 0.22709, "Y3": 0.3738, "X4": 0.13817, "Y4": 0.3738, "page": 0}, {"Word": "The aim of a citation analysis is to provide the following inform", "Confidence": 0.75708, "X1": 0.19015, "Y1": 0.3882, "X2": 0.82079, "Y2": 0.388, "X3": 0.82079, "Y3": 0.4048, "X4": 0.19015, "Y4": 0.4048, "page": 0}, {"Word": "Ationt", "Confidence": 0.655, "X1": 0.19152, "Y1": 0.4042, "X2": 0.24897, "Y2": 0.404, "X3": 0.24897, "Y3": 0.4158, "X4": 0.19152, "Y4": 0.4168, "page": 0}, {"Word": "1) what areas of research the company is active in.", "Confidence": 0.6458, "X1": 0.19152, "Y1": 0.4302, "X2": 0.69904, "Y2": 0.43, "X3": 0.69904, "Y3": 0.4468, "X4": 0.19152, "Y4": 0.4458, "page": 0}, {"Word": "2) how these areas have changed In tine.", "Confidence": 0.72513, "X1": 0.19015, "Y1": 0.4582, "X2": 0.59234, "Y2": 0.458, "X3": 0.59234, "Y3": 0.4728, "X4": 0.19015, "Y4": 0.4718, "page": 0}, {"Word": "3) which people and sections are involved.", "Confidence": 0.88314, "X1": 0.19015, "Y1": 0.4852, "X2": 0.61012, "Y2": 0.485, "X3": 0.61012, "Y3": 0.5018, "X4": 0.19015, "Y4": 0.5008, "page": 0}, {"Word": "4) to what degree they are involved.", "Confidence": 0.80257, "X1": 0.19015, "Y1": 0.5152, "X2": 0.55267, "Y2": 0.515, "X3": 0.55267, "Y3": 0.5308, "X4": 0.19015, "Y4": 0.5298, "page": 0}, {"Word": "The Ist approach is to search ( their own) Science Citation Index and", "Confidence": 0.86108, "X1": 0.19015, "Y1": 0.5452, "X2": 0.83858, "Y2": 0.545, "X3": 0.83858, "Y3": 0.5598, "X4": 0.19015, "Y4": 0.5588, "page": 0}, {"Word": "parfor a single-lik cluster analysis (i.e. pick up painel papers).", "Confidence": 0.585, "X1": 0.14227, "Y1": 0.5602, "X2": 0.78933, "Y2": 0.56, "X3": 0.78933, "Y3": 0.5758, "X4": 0.14227, "Y4": 0.5738, "page": 0}, {"Word": "the search covers only published work.", "Confidence": 0.6665, "X1": 0.23529, "Y1": 0.5892, "X2": 0.60055, "Y2": 0.589, "X3": 0.60055, "Y3": 0.6028, "X4": 0.23529, "Y4": 0.6018, "page": 0}, {"Word": "b)", "Confidence": 0.385, "X1": 0.18468, "Y1": 0.6022, "X2": 0.2093, "Y2": 0.602, "X3": 0.21204, "Y3": 0.6198, "X4": 0.18605, "Y4": 0.6198, "page": 0}, {"Word": "authors cand to cite their own and co-workers previous papers.", "Confidence": 0.7303, "X1": 0.23666, "Y1": 0.6042, "X2": 0.82763, "Y2": 0.604, "X3": 0.82763, "Y3": 0.6188, "X4": 0.23666, "Y4": 0.6168, "page": 0}, {"Word": "e)", "Confidence": 0.789, "X1": 0.18878, "Y1": 0.6122, "X2": 0.2093, "Y2": 0.612, "X3": 0.2093, "Y3": 0.6288, "X4": 0.18878, "Y4": 0.6288, "page": 0}, {"Word": "the pair approach is only the first stay in a full cluster", "Confidence": 0.65658, "X1": 0.23666, "Y1": 0.6182, "X2": 0.78933, "Y2": 0.618, "X3": 0.78933, "Y3": 0.6318, "X4": 0.23529, "Y4": 0.6308, "page": 0}, {"Word": "analysis. There may be a single paper quoted hy nost people", "Confidence": 0.78109, "X1": 0.23529, "Y1": 0.6332, "X2": 0.80985, "Y2": 0.633, "X3": 0.80985, "Y3": 0.6468, "X4": 0.23529, "Y4": 0.6458, "page": 0}, {"Word": "Imt without a significant correllation to any other single", "Confidence": 0.65144, "X1": 0.23529, "Y1": 0.6472, "X2": 0.79207, "Y2": 0.647, "X3": 0.79207, "Y3": 0.6608, "X4": 0.23529, "Y4": 0.6598, "page": 0}, {"Word": "paper. An extended cluster analysis night shou groupings larger", "Confidence": 0.56067, "X1": 0.23529, "Y1": 0.6622, "X2": 0.84815, "Y2": 0.662, "X3": 0.84815, "Y3": 0.6768, "X4": 0.23529, "Y4": 0.6748, "page": 0}, {"Word": "than pairs to be significant.", "Confidence": 0.8396, "X1": 0.23666, "Y1": 0.6762, "X2": 0.51163, "Y2": 0.676, "X3": 0.51163, "Y3": 0.6888, "X4": 0.23666, "Y4": 0.6878, "page": 0}, {"Word": "As a means of asanssing Industry wide trends, it is probably the", "Confidence": 0.67492, "X1": 0.18605, "Y1": 0.7052, "X2": 0.80164, "Y2": 0.705, "X3": 0.80164, "Y3": 0.7198, "X4": 0.18605, "Y4": 0.7178, "page": 0}, {"Word": "best available since we do not have access to competitors unpublished", "Confidence": 0.67036, "X1": 0.13953, "Y1": 0.7202, "X2": 0.80027, "Y2": 0.72, "X3": 0.80027, "Y3": 0.7338, "X4": 0.13953, "Y4": 0.7308, "page": 0}, {"Word": "work. For a particular company, it would give as the regiona thot cocpay", "Confidence": 0.60154, "X1": 0.1409, "Y1": 0.7342, "X2": 0.84679, "Y2": 0.734, "X3": 0.84679, "Y3": 0.7478, "X4": 0.1409, "Y4": 0.7448, "page": 0}, {"Word": "io publishing in but this would need to be colurated by a knowledge of", "Confidence": 0.71714, "X1": 0.13953, "Y1": 0.7482, "X2": 0.80985, "Y2": 0.748, "X3": 0.80985, "Y3": 0.7628, "X4": 0.13953, "Y4": 0.7598, "page": 0}, {"Word": "that company's publishing policy.", "Confidence": 0.614, "X1": 0.1409, "Y1": 0.7612, "X2": 0.45554, "Y2": 0.761, "X3": 0.45554, "Y3": 0.7778, "X4": 0.1409, "Y4": 0.7758, "page": 0}, {"Word": "Cont') ...", "Confidence": 0.7305, "X1": 0.1368, "Y1": 0.8322, "X2": 0.23803, "Y2": 0.832, "X3": 0.23803, "Y3": 0.8488, "X4": 0.1368, "Y4": 0.8468, "page": 0}, {"Word": "103510462", "Confidence": 0.995, "X1": 0.92476, "Y1": 0.9952, "X2": 0.92613, "Y2": 0.995, "X3": 0.88235, "Y3": 0.9948, "X4": 0.88098, "Y4": 0.8788, "page": 0}], "words_data": [{"Word": "H", "Confidence": 0.59, "X1": 0.17921, "Y1": 0.1742, "X2": 0.18057, "Y2": 0.174, "X3": 0.18057, "Y3": 0.1868, "X4": 0.17921, "Y4": 0.1868, "page": 0, "Index": 0}, {"Word": ":.", "Confidence": 0.225, "X1": 0.18468, "Y1": 0.1742, "X2": 0.20246, "Y2": 0.174, "X3": 0.20109, "Y3": 0.1878, "X4": 0.18468, "Y4": 0.1868, "page": 0, "Index": 1}, {"Word": "Davis", "Confidence": 0.612, "X1": 0.20657, "Y1": 0.1742, "X2": 0.25718, "Y2": 0.174, "X3": 0.25718, "Y3": 0.1878, "X4": 0.20657, "Y4": 0.1878, "page": 0, "Index": 2}, {"Word": "Esq", "Confidence": 0.182, "X1": 0.26539, "Y1": 0.1742, "X2": 0.29138, "Y2": 0.174, "X3": 0.29138, "Y3": 0.1878, "X4": 0.26402, "Y4": 0.1878, "page": 0, "Index": 3}, {"Word": ".,", "Confidence": 0.517, "X1": 0.29549, "Y1": 0.1752, "X2": 0.31601, "Y2": 0.175, "X3": 0.31601, "Y3": 0.1878, "X4": 0.29549, "Y4": 0.1878, "page": 0, "Index": 4}, {"Word": "ur.", "Confidence": 0.952, "X1": 0.5814, "Y1": 0.1742, "X2": 0.61012, "Y2": 0.174, "X3": 0.61012, "Y3": 0.1878, "X4": 0.58003, "Y4": 0.1878, "page": 0, "Index": 5}, {"Word": "1.5.", "Confidence": 0.364, "X1": 0.61696, "Y1": 0.1742, "X2": 0.65937, "Y2": 0.174, "X3": 0.65937, "Y3": 0.1878, "X4": 0.61696, "Y4": 0.1878, "page": 0, "Index": 6}, {"Word": ":", "Confidence": 0.922, "X1": 0.66484, "Y1": 0.1742, "X2": 0.66758, "Y2": 0.174, "X3": 0.66758, "Y3": 0.1878, "X4": 0.66484, "Y4": 0.1878, "page": 0, "Index": 7}, {"Word": "laruis", "Confidence": 0.355, "X1": 0.67168, "Y1": 0.1742, "X2": 0.71956, "Y2": 0.174, "X3": 0.71956, "Y3": 0.1878, "X4": 0.67168, "Y4": 0.1878, "page": 0, "Index": 8}, {"Word": ".:", "Confidence": 0.303, "X1": 0.17921, "Y1": 0.2012, "X2": 0.18741, "Y2": 0.201, "X3": 0.18605, "Y3": 0.2158, "X4": 0.17647, "Y4": 0.2158, "page": 0, "Index": 9}, {"Word": "111543%", "Confidence": 0.162, "X1": 0.19152, "Y1": 0.2012, "X2": 0.25855, "Y2": 0.201, "X3": 0.25855, "Y3": 0.2148, "X4": 0.19015, "Y4": 0.2158, "page": 0, "Index": 10}, {"Word": "23rd", "Confidence": 0.629, "X1": 0.58003, "Y1": 0.2602, "X2": 0.62107, "Y2": 0.26, "X3": 0.62107, "Y3": 0.2748, "X4": 0.58003, "Y4": 0.2758, "page": 0, "Index": 11}, {"Word": "August,", "Confidence": 0.121, "X1": 0.62517, "Y1": 0.2602, "X2": 0.69904, "Y2": 0.26, "X3": 0.69767, "Y3": 0.2738, "X4": 0.62517, "Y4": 0.2748, "page": 0, "Index": 12}, {"Word": "199?", "Confidence": 0.274, "X1": 0.70451, "Y1": 0.2592, "X2": 0.74555, "Y2": 0.259, "X3": 0.74555, "Y3": 0.2738, "X4": 0.70451, "Y4": 0.2738, "page": 0, "Index": 13}, {"Word": "CUISTHIS", "Confidence": 0.045, "X1": 0.33105, "Y1": 0.3022, "X2": 0.4104, "Y2": 0.302, "X3": 0.4104, "Y3": 0.3178, "X4": 0.33105, "Y4": 0.3178, "page": 0, "Index": 14}, {"Word": "ON", "Confidence": 0.639, "X1": 0.41587, "Y1": 0.3022, "X2": 0.44049, "Y2": 0.302, "X3": 0.44049, "Y3": 0.3178, "X4": 0.4145, "Y4": 0.3178, "page": 0, "Index": 15}, {"Word": "CITATION", "Confidence": 0.663, "X1": 0.44733, "Y1": 0.3022, "X2": 0.52531, "Y2": 0.302, "X3": 0.52394, "Y3": 0.3178, "X4": 0.44596, "Y4": 0.3178, "page": 0, "Index": 16}, {"Word": "A'LALYSIS", "Confidence": 0.338, "X1": 0.53078, "Y1": 0.3032, "X2": 0.61149, "Y2": 0.303, "X3": 0.61012, "Y3": 0.3188, "X4": 0.52941, "Y4": 0.3178, "page": 0, "Index": 17}, {"Word": "This", "Confidence": 0.989, "X1": 0.18878, "Y1": 0.3322, "X2": 0.22982, "Y2": 0.332, "X3": 0.22982, "Y3": 0.3458, "X4": 0.18878, "Y4": 0.3458, "page": 0, "Index": 18}, {"Word": "note", "Confidence": 0.76, "X1": 0.23666, "Y1": 0.3322, "X2": 0.28044, "Y2": 0.332, "X3": 0.27907, "Y3": 0.3468, "X4": 0.23529, "Y4": 0.3458, "page": 0, "Index": 19}, {"Word": "contains", "Confidence": 0.985, "X1": 0.28591, "Y1": 0.3322, "X2": 0.36525, "Y2": 0.332, "X3": 0.36389, "Y3": 0.3468, "X4": 0.28454, "Y4": 0.3468, "page": 0, "Index": 20}, {"Word": "comments", "Confidence": 0.669, "X1": 0.37073, "Y1": 0.3322, "X2": 0.45007, "Y2": 0.332, "X3": 0.45007, "Y3": 0.3478, "X4": 0.37073, "Y4": 0.3468, "page": 0, "Index": 21}, {"Word": "on", "Confidence": 0.97, "X1": 0.45554, "Y1": 0.3322, "X2": 0.47743, "Y2": 0.332, "X3": 0.47743, "Y3": 0.3478, "X4": 0.45554, "Y4": 0.3478, "page": 0, "Index": 22}, {"Word": "Citation", "Confidence": 0.946, "X1": 0.4829, "Y1": 0.3322, "X2": 0.56224, "Y2": 0.332, "X3": 0.56224, "Y3": 0.3478, "X4": 0.4829, "Y4": 0.3478, "page": 0, "Index": 23}, {"Word": "Analysis", "Confidence": 0.613, "X1": 0.56908, "Y1": 0.3322, "X2": 0.64979, "Y2": 0.332, "X3": 0.64979, "Y3": 0.3478, "X4": 0.56908, "Y4": 0.3478, "page": 0, "Index": 24}, {"Word": "requested", "Confidence": 0.682, "X1": 0.6539, "Y1": 0.3322, "X2": 0.74419, "Y2": 0.332, "X3": 0.74419, "Y3": 0.3478, "X4": 0.6539, "Y4": 0.3478, "page": 0, "Index": 25}, {"Word": "by", "Confidence": 0.98, "X1": 0.74966, "Y1": 0.3322, "X2": 0.77018, "Y2": 0.332, "X3": 0.77155, "Y3": 0.3478, "X4": 0.74966, "Y4": 0.3478, "page": 0, "Index": 26}, {"Word": "Hr.", "Confidence": 0.526, "X1": 0.77428, "Y1": 0.3332, "X2": 0.80848, "Y2": 0.333, "X3": 0.80985, "Y3": 0.3478, "X4": 0.77565, "Y4": 0.3478, "page": 0, "Index": 27}, {"Word": "H.", "Confidence": 0.147, "X1": 0.81259, "Y1": 0.3332, "X2": 0.83721, "Y2": 0.333, "X3": 0.83858, "Y3": 0.3478, "X4": 0.81395, "Y4": 0.3478, "page": 0, "Index": 28}, {"Word": "l'avis,", "Confidence": 0.463, "X1": 0.14364, "Y1": 0.3462, "X2": 0.20246, "Y2": 0.346, "X3": 0.20246, "Y3": 0.3598, "X4": 0.14364, "Y4": 0.3588, "page": 0, "Index": 29}, {"Word": "head", "Confidence": 0.614, "X1": 0.20657, "Y1": 0.3472, "X2": 0.24761, "Y2": 0.347, "X3": 0.24761, "Y3": 0.3608, "X4": 0.20657, "Y4": 0.3598, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.956, "X1": 0.25581, "Y1": 0.3472, "X2": 0.2777, "Y2": 0.347, "X3": 0.27633, "Y3": 0.3608, "X4": 0.25445, "Y4": 0.3608, "page": 0, "Index": 31}, {"Word": "Production", "Confidence": 0.261, "X1": 0.28317, "Y1": 0.3472, "X2": 0.38167, "Y2": 0.347, "X3": 0.3803, "Y3": 0.3618, "X4": 0.28181, "Y4": 0.3608, "page": 0, "Index": 32}, {"Word": "rlanning", "Confidence": 0.607, "X1": 0.38851, "Y1": 0.3472, "X2": 0.46785, "Y2": 0.347, "X3": 0.46785, "Y3": 0.3618, "X4": 0.38851, "Y4": 0.3618, "page": 0, "Index": 33}, {"Word": "at", "Confidence": 0.955, "X1": 0.47332, "Y1": 0.3472, "X2": 0.49658, "Y2": 0.347, "X3": 0.49658, "Y3": 0.3618, "X4": 0.47332, "Y4": 0.3618, "page": 0, "Index": 34}, {"Word": "Hifilbank,", "Confidence": 0.23, "X1": 0.50068, "Y1": 0.3472, "X2": 0.59371, "Y2": 0.347, "X3": 0.59234, "Y3": 0.3628, "X4": 0.50068, "Y4": 0.3618, "page": 0, "Index": 35}, {"Word": "prompted", "Confidence": 0.337, "X1": 0.59918, "Y1": 0.3472, "X2": 0.67715, "Y2": 0.347, "X3": 0.67715, "Y3": 0.3628, "X4": 0.59918, "Y4": 0.3628, "page": 0, "Index": 36}, {"Word": "by", "Confidence": 0.847, "X1": 0.68399, "Y1": 0.3472, "X2": 0.70588, "Y2": 0.347, "X3": 0.70588, "Y3": 0.3628, "X4": 0.68399, "Y4": 0.3628, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.998, "X1": 0.71272, "Y1": 0.3472, "X2": 0.74555, "Y2": 0.347, "X3": 0.74555, "Y3": 0.3628, "X4": 0.71272, "Y4": 0.3628, "page": 0, "Index": 38}, {"Word": "attached", "Confidence": 0.798, "X1": 0.75103, "Y1": 0.3472, "X2": 0.83037, "Y2": 0.347, "X3": 0.83037, "Y3": 0.3618, "X4": 0.75103, "Y4": 0.3628, "page": 0, "Index": 39}, {"Word": "leaf", "Confidence": 0.984, "X1": 0.14227, "Y1": 0.3612, "X2": 0.17647, "Y2": 0.361, "X3": 0.17647, "Y3": 0.3738, "X4": 0.14227, "Y4": 0.3748, "page": 0, "Index": 40}, {"Word": "let.", "Confidence": 0.984, "X1": 0.18057, "Y1": 0.3612, "X2": 0.22025, "Y2": 0.361, "X3": 0.22025, "Y3": 0.3738, "X4": 0.18057, "Y4": 0.3738, "page": 0, "Index": 41}, {"Word": "The", "Confidence": 0.999, "X1": 0.19015, "Y1": 0.3892, "X2": 0.22025, "Y2": 0.389, "X3": 0.22025, "Y3": 0.4028, "X4": 0.19152, "Y4": 0.4028, "page": 0, "Index": 42}, {"Word": "aim", "Confidence": 0.702, "X1": 0.22435, "Y1": 0.3892, "X2": 0.25718, "Y2": 0.389, "X3": 0.25855, "Y3": 0.4038, "X4": 0.22435, "Y4": 0.4028, "page": 0, "Index": 43}, {"Word": "of", "Confidence": 0.998, "X1": 0.26402, "Y1": 0.3892, "X2": 0.28591, "Y2": 0.389, "X3": 0.28591, "Y3": 0.4038, "X4": 0.26402, "Y4": 0.4038, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.163, "X1": 0.29138, "Y1": 0.3892, "X2": 0.30506, "Y2": 0.389, "X3": 0.30643, "Y3": 0.4038, "X4": 0.29275, "Y4": 0.4038, "page": 0, "Index": 45}, {"Word": "citation", "Confidence": 0.787, "X1": 0.3119, "Y1": 0.3892, "X2": 0.39124, "Y2": 0.389, "X3": 0.39124, "Y3": 0.4048, "X4": 0.3119, "Y4": 0.4038, "page": 0, "Index": 46}, {"Word": "analysis", "Confidence": 0.634, "X1": 0.39535, "Y1": 0.3892, "X2": 0.4788, "Y2": 0.389, "X3": 0.4788, "Y3": 0.4048, "X4": 0.39672, "Y4": 0.4048, "page": 0, "Index": 47}, {"Word": "is", "Confidence": 0.976, "X1": 0.4829, "Y1": 0.3892, "X2": 0.50752, "Y2": 0.389, "X3": 0.50752, "Y3": 0.4048, "X4": 0.4829, "Y4": 0.4048, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.986, "X1": 0.51163, "Y1": 0.3892, "X2": 0.53488, "Y2": 0.389, "X3": 0.53488, "Y3": 0.4048, "X4": 0.51163, "Y4": 0.4048, "page": 0, "Index": 49}, {"Word": "provide", "Confidence": 0.7, "X1": 0.53899, "Y1": 0.3892, "X2": 0.61149, "Y2": 0.389, "X3": 0.61149, "Y3": 0.4048, "X4": 0.53899, "Y4": 0.4048, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.851, "X1": 0.6156, "Y1": 0.3892, "X2": 0.64979, "Y2": 0.389, "X3": 0.64979, "Y3": 0.4048, "X4": 0.6156, "Y4": 0.4048, "page": 0, "Index": 51}, {"Word": "following", "Confidence": 0.969, "X1": 0.65527, "Y1": 0.3882, "X2": 0.74419, "Y2": 0.388, "X3": 0.74419, "Y3": 0.4038, "X4": 0.6539, "Y4": 0.4048, "page": 0, "Index": 52}, {"Word": "inform", "Confidence": 0.32, "X1": 0.74966, "Y1": 0.3882, "X2": 0.80848, "Y2": 0.388, "X3": 0.80848, "Y3": 0.4028, "X4": 0.74966, "Y4": 0.4038, "page": 0, "Index": 53}, {"Word": "Ationt", "Confidence": 0.655, "X1": 0.19152, "Y1": 0.4052, "X2": 0.24761, "Y2": 0.405, "X3": 0.24761, "Y3": 0.4168, "X4": 0.19152, "Y4": 0.4168, "page": 0, "Index": 54}, {"Word": "1)", "Confidence": 0.766, "X1": 0.19289, "Y1": 0.4302, "X2": 0.21204, "Y2": 0.43, "X3": 0.21204, "Y3": 0.4448, "X4": 0.19289, "Y4": 0.4448, "page": 0, "Index": 55}, {"Word": "what", "Confidence": 0.619, "X1": 0.23529, "Y1": 0.4302, "X2": 0.2777, "Y2": 0.43, "X3": 0.2777, "Y3": 0.4458, "X4": 0.23529, "Y4": 0.4458, "page": 0, "Index": 56}, {"Word": "areas", "Confidence": 0.68, "X1": 0.28317, "Y1": 0.4312, "X2": 0.33516, "Y2": 0.431, "X3": 0.33516, "Y3": 0.4468, "X4": 0.28317, "Y4": 0.4458, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.997, "X1": 0.33926, "Y1": 0.4312, "X2": 0.36252, "Y2": 0.431, "X3": 0.36389, "Y3": 0.4468, "X4": 0.33926, "Y4": 0.4468, "page": 0, "Index": 58}, {"Word": "research", "Confidence": 0.687, "X1": 0.36936, "Y1": 0.4312, "X2": 0.45007, "Y2": 0.431, "X3": 0.45007, "Y3": 0.4468, "X4": 0.36936, "Y4": 0.4468, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.535, "X1": 0.45554, "Y1": 0.4312, "X2": 0.48837, "Y2": 0.431, "X3": 0.48837, "Y3": 0.4468, "X4": 0.45554, "Y4": 0.4468, "page": 0, "Index": 60}, {"Word": "company", "Confidence": 0.664, "X1": 0.49248, "Y1": 0.4312, "X2": 0.56224, "Y2": 0.431, "X3": 0.56361, "Y3": 0.4468, "X4": 0.49248, "Y4": 0.4468, "page": 0, "Index": 61}, {"Word": "is", "Confidence": 0.029, "X1": 0.56908, "Y1": 0.4312, "X2": 0.59097, "Y2": 0.431, "X3": 0.59097, "Y3": 0.4468, "X4": 0.56908, "Y4": 0.4468, "page": 0, "Index": 62}, {"Word": "active", "Confidence": 0.624, "X1": 0.59644, "Y1": 0.4312, "X2": 0.658, "Y2": 0.431, "X3": 0.658, "Y3": 0.4468, "X4": 0.59644, "Y4": 0.4468, "page": 0, "Index": 63}, {"Word": "in.", "Confidence": 0.857, "X1": 0.66347, "Y1": 0.4312, "X2": 0.69767, "Y2": 0.431, "X3": 0.69767, "Y3": 0.4458, "X4": 0.66484, "Y4": 0.4468, "page": 0, "Index": 64}, {"Word": "2)", "Confidence": 0.995, "X1": 0.19152, "Y1": 0.4582, "X2": 0.21067, "Y2": 0.458, "X3": 0.2093, "Y3": 0.4728, "X4": 0.19152, "Y4": 0.4728, "page": 0, "Index": 65}, {"Word": "how", "Confidence": 0.238, "X1": 0.23529, "Y1": 0.4592, "X2": 0.26813, "Y2": 0.459, "X3": 0.26676, "Y3": 0.4728, "X4": 0.23529, "Y4": 0.4728, "page": 0, "Index": 66}, {"Word": "these", "Confidence": 0.865, "X1": 0.27497, "Y1": 0.4592, "X2": 0.32558, "Y2": 0.459, "X3": 0.32421, "Y3": 0.4728, "X4": 0.2736, "Y4": 0.4728, "page": 0, "Index": 67}, {"Word": "areas", "Confidence": 0.888, "X1": 0.33242, "Y1": 0.4592, "X2": 0.38304, "Y2": 0.459, "X3": 0.38167, "Y3": 0.4728, "X4": 0.33105, "Y4": 0.4728, "page": 0, "Index": 68}, {"Word": "have", "Confidence": 0.664, "X1": 0.38851, "Y1": 0.4592, "X2": 0.43092, "Y2": 0.459, "X3": 0.42955, "Y3": 0.4728, "X4": 0.38714, "Y4": 0.4728, "page": 0, "Index": 69}, {"Word": "changed", "Confidence": 0.633, "X1": 0.43639, "Y1": 0.4592, "X2": 0.50616, "Y2": 0.459, "X3": 0.50479, "Y3": 0.4738, "X4": 0.43502, "Y4": 0.4728, "page": 0, "Index": 70}, {"Word": "In", "Confidence": 0.682, "X1": 0.513, "Y1": 0.4592, "X2": 0.53352, "Y2": 0.459, "X3": 0.53215, "Y3": 0.4738, "X4": 0.51163, "Y4": 0.4738, "page": 0, "Index": 71}, {"Word": "tine.", "Confidence": 0.836, "X1": 0.54036, "Y1": 0.4592, "X2": 0.59234, "Y2": 0.459, "X3": 0.59097, "Y3": 0.4738, "X4": 0.53899, "Y4": 0.4738, "page": 0, "Index": 72}, {"Word": "3)", "Confidence": 0.95, "X1": 0.19152, "Y1": 0.4862, "X2": 0.21341, "Y2": 0.486, "X3": 0.21204, "Y3": 0.5008, "X4": 0.19015, "Y4": 0.5008, "page": 0, "Index": 73}, {"Word": "which", "Confidence": 0.992, "X1": 0.23256, "Y1": 0.4872, "X2": 0.28865, "Y2": 0.487, "X3": 0.28728, "Y3": 0.5018, "X4": 0.23256, "Y4": 0.5008, "page": 0, "Index": 74}, {"Word": "people", "Confidence": 0.884, "X1": 0.29412, "Y1": 0.4872, "X2": 0.35431, "Y2": 0.487, "X3": 0.35431, "Y3": 0.5018, "X4": 0.29412, "Y4": 0.5018, "page": 0, "Index": 75}, {"Word": "and", "Confidence": 0.998, "X1": 0.35841, "Y1": 0.4872, "X2": 0.39124, "Y2": 0.487, "X3": 0.39124, "Y3": 0.5018, "X4": 0.35841, "Y4": 0.5018, "page": 0, "Index": 76}, {"Word": "sections", "Confidence": 0.649, "X1": 0.39672, "Y1": 0.4872, "X2": 0.47743, "Y2": 0.487, "X3": 0.47743, "Y3": 0.5028, "X4": 0.39672, "Y4": 0.5018, "page": 0, "Index": 77}, {"Word": "are", "Confidence": 0.986, "X1": 0.48427, "Y1": 0.4872, "X2": 0.51573, "Y2": 0.487, "X3": 0.51573, "Y3": 0.5028, "X4": 0.4829, "Y4": 0.5028, "page": 0, "Index": 78}, {"Word": "involved.", "Confidence": 0.723, "X1": 0.51984, "Y1": 0.4862, "X2": 0.60876, "Y2": 0.486, "X3": 0.60876, "Y3": 0.5028, "X4": 0.51984, "Y4": 0.5028, "page": 0, "Index": 79}, {"Word": "4)", "Confidence": 0.952, "X1": 0.19015, "Y1": 0.5142, "X2": 0.21067, "Y2": 0.514, "X3": 0.21204, "Y3": 0.5308, "X4": 0.19152, "Y4": 0.5298, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.683, "X1": 0.23529, "Y1": 0.5152, "X2": 0.25718, "Y2": 0.515, "X3": 0.25855, "Y3": 0.5308, "X4": 0.23666, "Y4": 0.5308, "page": 0, "Index": 81}, {"Word": "what", "Confidence": 0.97, "X1": 0.26265, "Y1": 0.5162, "X2": 0.30506, "Y2": 0.516, "X3": 0.30506, "Y3": 0.5308, "X4": 0.26265, "Y4": 0.5308, "page": 0, "Index": 82}, {"Word": "degree", "Confidence": 0.923, "X1": 0.31053, "Y1": 0.5162, "X2": 0.37209, "Y2": 0.516, "X3": 0.37209, "Y3": 0.5308, "X4": 0.3119, "Y4": 0.5308, "page": 0, "Index": 83}, {"Word": "they", "Confidence": 0.206, "X1": 0.37756, "Y1": 0.5162, "X2": 0.41997, "Y2": 0.516, "X3": 0.41997, "Y3": 0.5308, "X4": 0.37756, "Y4": 0.5308, "page": 0, "Index": 84}, {"Word": "are", "Confidence": 0.997, "X1": 0.42681, "Y1": 0.5162, "X2": 0.45828, "Y2": 0.516, "X3": 0.45828, "Y3": 0.5308, "X4": 0.42681, "Y4": 0.5308, "page": 0, "Index": 85}, {"Word": "involved.", "Confidence": 0.887, "X1": 0.46375, "Y1": 0.5162, "X2": 0.55267, "Y2": 0.516, "X3": 0.55267, "Y3": 0.5318, "X4": 0.46375, "Y4": 0.5308, "page": 0, "Index": 86}, {"Word": "The", "Confidence": 0.998, "X1": 0.19015, "Y1": 0.5442, "X2": 0.22025, "Y2": 0.544, "X3": 0.22025, "Y3": 0.5588, "X4": 0.19015, "Y4": 0.5588, "page": 0, "Index": 87}, {"Word": "Ist", "Confidence": 0.744, "X1": 0.22709, "Y1": 0.5442, "X2": 0.25855, "Y2": 0.544, "X3": 0.25855, "Y3": 0.5588, "X4": 0.22709, "Y4": 0.5588, "page": 0, "Index": 88}, {"Word": "approach", "Confidence": 0.679, "X1": 0.26265, "Y1": 0.5442, "X2": 0.34337, "Y2": 0.544, "X3": 0.34337, "Y3": 0.5598, "X4": 0.26265, "Y4": 0.5588, "page": 0, "Index": 89}, {"Word": "is", "Confidence": 0.978, "X1": 0.34884, "Y1": 0.5442, "X2": 0.37346, "Y2": 0.544, "X3": 0.37346, "Y3": 0.5598, "X4": 0.34884, "Y4": 0.5598, "page": 0, "Index": 90}, {"Word": "to", "Confidence": 0.995, "X1": 0.37893, "Y1": 0.5452, "X2": 0.40219, "Y2": 0.545, "X3": 0.40219, "Y3": 0.5598, "X4": 0.37893, "Y4": 0.5598, "page": 0, "Index": 91}, {"Word": "search", "Confidence": 0.77, "X1": 0.40629, "Y1": 0.5452, "X2": 0.46648, "Y2": 0.545, "X3": 0.46648, "Y3": 0.5598, "X4": 0.40629, "Y4": 0.5598, "page": 0, "Index": 92}, {"Word": "(", "Confidence": 0.98, "X1": 0.47196, "Y1": 0.5452, "X2": 0.4788, "Y2": 0.545, "X3": 0.4788, "Y3": 0.5598, "X4": 0.47196, "Y4": 0.5598, "page": 0, "Index": 93}, {"Word": "their", "Confidence": 0.983, "X1": 0.4829, "Y1": 0.5452, "X2": 0.53352, "Y2": 0.545, "X3": 0.53352, "Y3": 0.5598, "X4": 0.4829, "Y4": 0.5598, "page": 0, "Index": 94}, {"Word": "own)", "Confidence": 0.717, "X1": 0.53762, "Y1": 0.5452, "X2": 0.58276, "Y2": 0.545, "X3": 0.58276, "Y3": 0.5598, "X4": 0.53762, "Y4": 0.5598, "page": 0, "Index": 95}, {"Word": "Science", "Confidence": 0.743, "X1": 0.58687, "Y1": 0.5452, "X2": 0.658, "Y2": 0.545, "X3": 0.65663, "Y3": 0.5598, "X4": 0.58687, "Y4": 0.5598, "page": 0, "Index": 96}, {"Word": "Citation", "Confidence": 0.826, "X1": 0.66621, "Y1": 0.5452, "X2": 0.74555, "Y2": 0.545, "X3": 0.74419, "Y3": 0.5598, "X4": 0.66621, "Y4": 0.5598, "page": 0, "Index": 97}, {"Word": "Index", "Confidence": 0.793, "X1": 0.75103, "Y1": 0.5452, "X2": 0.80164, "Y2": 0.545, "X3": 0.80027, "Y3": 0.5598, "X4": 0.75103, "Y4": 0.5598, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.988, "X1": 0.80575, "Y1": 0.5462, "X2": 0.83721, "Y2": 0.546, "X3": 0.83721, "Y3": 0.5598, "X4": 0.80438, "Y4": 0.5598, "page": 0, "Index": 99}, {"Word": "parfor", "Confidence": 0.621, "X1": 0.14227, "Y1": 0.5592, "X2": 0.20109, "Y2": 0.559, "X3": 0.20109, "Y3": 0.5738, "X4": 0.14227, "Y4": 0.5738, "page": 0, "Index": 100}, {"Word": "a", "Confidence": 0.677, "X1": 0.21614, "Y1": 0.5592, "X2": 0.22845, "Y2": 0.559, "X3": 0.22845, "Y3": 0.5738, "X4": 0.21614, "Y4": 0.5738, "page": 0, "Index": 101}, {"Word": "single-lik", "Confidence": 0.61, "X1": 0.23529, "Y1": 0.5602, "X2": 0.34337, "Y2": 0.56, "X3": 0.34337, "Y3": 0.5748, "X4": 0.23529, "Y4": 0.5738, "page": 0, "Index": 102}, {"Word": "cluster", "Confidence": 0.67, "X1": 0.34884, "Y1": 0.5602, "X2": 0.41997, "Y2": 0.56, "X3": 0.41997, "Y3": 0.5748, "X4": 0.34884, "Y4": 0.5748, "page": 0, "Index": 103}, {"Word": "analysis", "Confidence": 0.638, "X1": 0.42544, "Y1": 0.5602, "X2": 0.50479, "Y2": 0.56, "X3": 0.50479, "Y3": 0.5758, "X4": 0.42544, "Y4": 0.5748, "page": 0, "Index": 104}, {"Word": "(i.e.", "Confidence": 0.616, "X1": 0.51163, "Y1": 0.5602, "X2": 0.56224, "Y2": 0.56, "X3": 0.56224, "Y3": 0.5758, "X4": 0.51163, "Y4": 0.5758, "page": 0, "Index": 105}, {"Word": "pick", "Confidence": 0.765, "X1": 0.56772, "Y1": 0.5602, "X2": 0.60876, "Y2": 0.56, "X3": 0.60876, "Y3": 0.5758, "X4": 0.56772, "Y4": 0.5758, "page": 0, "Index": 106}, {"Word": "up", "Confidence": 0.285, "X1": 0.6156, "Y1": 0.5602, "X2": 0.63748, "Y2": 0.56, "X3": 0.63748, "Y3": 0.5758, "X4": 0.6156, "Y4": 0.5758, "page": 0, "Index": 107}, {"Word": "painel", "Confidence": 0.654, "X1": 0.64432, "Y1": 0.5612, "X2": 0.70725, "Y2": 0.561, "X3": 0.70725, "Y3": 0.5758, "X4": 0.64432, "Y4": 0.5758, "page": 0, "Index": 108}, {"Word": "papers).", "Confidence": 0.314, "X1": 0.71135, "Y1": 0.5612, "X2": 0.78933, "Y2": 0.561, "X3": 0.78933, "Y3": 0.5758, "X4": 0.71135, "Y4": 0.5758, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.792, "X1": 0.23803, "Y1": 0.5892, "X2": 0.26676, "Y2": 0.589, "X3": 0.26539, "Y3": 0.6018, "X4": 0.23666, "Y4": 0.6018, "page": 0, "Index": 110}, {"Word": "search", "Confidence": 0.394, "X1": 0.2736, "Y1": 0.5892, "X2": 0.33379, "Y2": 0.589, "X3": 0.33242, "Y3": 0.6028, "X4": 0.27223, "Y4": 0.6018, "page": 0, "Index": 111}, {"Word": "covers", "Confidence": 0.683, "X1": 0.33926, "Y1": 0.5892, "X2": 0.39945, "Y2": 0.589, "X3": 0.39945, "Y3": 0.6028, "X4": 0.33926, "Y4": 0.6028, "page": 0, "Index": 112}, {"Word": "only", "Confidence": 0.648, "X1": 0.40766, "Y1": 0.5892, "X2": 0.44733, "Y2": 0.589, "X3": 0.44733, "Y3": 0.6028, "X4": 0.40766, "Y4": 0.6028, "page": 0, "Index": 113}, {"Word": "published", "Confidence": 0.631, "X1": 0.45417, "Y1": 0.5892, "X2": 0.54036, "Y2": 0.589, "X3": 0.54172, "Y3": 0.6028, "X4": 0.4528, "Y4": 0.6028, "page": 0, "Index": 114}, {"Word": "work.", "Confidence": 0.851, "X1": 0.5472, "Y1": 0.5892, "X2": 0.59918, "Y2": 0.589, "X3": 0.60055, "Y3": 0.6028, "X4": 0.5472, "Y4": 0.6028, "page": 0, "Index": 115}, {"Word": "authors", "Confidence": 0.672, "X1": 0.23666, "Y1": 0.6042, "X2": 0.30369, "Y2": 0.604, "X3": 0.30233, "Y3": 0.6178, "X4": 0.23666, "Y4": 0.6178, "page": 0, "Index": 116}, {"Word": "cand", "Confidence": 0.608, "X1": 0.3119, "Y1": 0.6042, "X2": 0.35157, "Y2": 0.604, "X3": 0.35157, "Y3": 0.6168, "X4": 0.3119, "Y4": 0.6178, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.959, "X1": 0.35978, "Y1": 0.6042, "X2": 0.3803, "Y2": 0.604, "X3": 0.37893, "Y3": 0.6168, "X4": 0.35841, "Y4": 0.6168, "page": 0, "Index": 118}, {"Word": "cite", "Confidence": 0.955, "X1": 0.38714, "Y1": 0.6042, "X2": 0.42818, "Y2": 0.604, "X3": 0.42818, "Y3": 0.6168, "X4": 0.38714, "Y4": 0.6168, "page": 0, "Index": 119}, {"Word": "their", "Confidence": 0.617, "X1": 0.43639, "Y1": 0.6042, "X2": 0.48564, "Y2": 0.604, "X3": 0.48427, "Y3": 0.6168, "X4": 0.43639, "Y4": 0.6168, "page": 0, "Index": 120}, {"Word": "own", "Confidence": 0.893, "X1": 0.49248, "Y1": 0.6042, "X2": 0.52394, "Y2": 0.604, "X3": 0.52257, "Y3": 0.6168, "X4": 0.49248, "Y4": 0.6168, "page": 0, "Index": 121}, {"Word": "and", "Confidence": 0.98, "X1": 0.52941, "Y1": 0.6042, "X2": 0.56088, "Y2": 0.604, "X3": 0.55951, "Y3": 0.6178, "X4": 0.52804, "Y4": 0.6168, "page": 0, "Index": 122}, {"Word": "co-workers", "Confidence": 0.283, "X1": 0.56772, "Y1": 0.6052, "X2": 0.66621, "Y2": 0.605, "X3": 0.66484, "Y3": 0.6178, "X4": 0.56772, "Y4": 0.6178, "page": 0, "Index": 123}, {"Word": "b)", "Confidence": 0.385, "X1": 0.18468, "Y1": 0.6022, "X2": 0.21067, "Y2": 0.602, "X3": 0.21067, "Y3": 0.6188, "X4": 0.18468, "Y4": 0.6198, "page": 0, "Index": 124}, {"Word": "previous", "Confidence": 0.453, "X1": 0.67305, "Y1": 0.6052, "X2": 0.75239, "Y2": 0.605, "X3": 0.75239, "Y3": 0.6188, "X4": 0.67305, "Y4": 0.6178, "page": 0, "Index": 125}, {"Word": "papers.", "Confidence": 0.883, "X1": 0.75923, "Y1": 0.6062, "X2": 0.82763, "Y2": 0.606, "X3": 0.82763, "Y3": 0.6188, "X4": 0.75787, "Y4": 0.6188, "page": 0, "Index": 126}, {"Word": "e)", "Confidence": 0.789, "X1": 0.18878, "Y1": 0.6122, "X2": 0.20793, "Y2": 0.612, "X3": 0.20793, "Y3": 0.6288, "X4": 0.18878, "Y4": 0.6288, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.779, "X1": 0.23666, "Y1": 0.6192, "X2": 0.26539, "Y2": 0.619, "X3": 0.26539, "Y3": 0.6318, "X4": 0.23666, "Y4": 0.6318, "page": 0, "Index": 128}, {"Word": "pair", "Confidence": 0.906, "X1": 0.2736, "Y1": 0.6182, "X2": 0.3119, "Y2": 0.618, "X3": 0.3119, "Y3": 0.6318, "X4": 0.2736, "Y4": 0.6318, "page": 0, "Index": 129}, {"Word": "approach", "Confidence": 0.796, "X1": 0.32148, "Y1": 0.6182, "X2": 0.39808, "Y2": 0.618, "X3": 0.39808, "Y3": 0.6318, "X4": 0.32148, "Y4": 0.6318, "page": 0, "Index": 130}, {"Word": "is", "Confidence": 0.636, "X1": 0.40766, "Y1": 0.6182, "X2": 0.42818, "Y2": 0.618, "X3": 0.42681, "Y3": 0.6318, "X4": 0.40629, "Y4": 0.6318, "page": 0, "Index": 131}, {"Word": "only", "Confidence": 0.699, "X1": 0.43365, "Y1": 0.6182, "X2": 0.47606, "Y2": 0.618, "X3": 0.47469, "Y3": 0.6318, "X4": 0.43365, "Y4": 0.6318, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.846, "X1": 0.4829, "Y1": 0.6182, "X2": 0.513, "Y2": 0.618, "X3": 0.513, "Y3": 0.6318, "X4": 0.4829, "Y4": 0.6318, "page": 0, "Index": 133}, {"Word": "first", "Confidence": 0.615, "X1": 0.5212, "Y1": 0.6182, "X2": 0.57045, "Y2": 0.618, "X3": 0.56908, "Y3": 0.6318, "X4": 0.5212, "Y4": 0.6318, "page": 0, "Index": 134}, {"Word": "stay", "Confidence": 0.551, "X1": 0.57729, "Y1": 0.6192, "X2": 0.61833, "Y2": 0.619, "X3": 0.61696, "Y3": 0.6318, "X4": 0.57729, "Y4": 0.6318, "page": 0, "Index": 135}, {"Word": "in", "Confidence": 0.93, "X1": 0.62517, "Y1": 0.6192, "X2": 0.64569, "Y2": 0.619, "X3": 0.64569, "Y3": 0.6318, "X4": 0.62517, "Y4": 0.6318, "page": 0, "Index": 136}, {"Word": "a", "Confidence": 0.083, "X1": 0.6539, "Y1": 0.6192, "X2": 0.66484, "Y2": 0.619, "X3": 0.66347, "Y3": 0.6318, "X4": 0.65253, "Y4": 0.6318, "page": 0, "Index": 137}, {"Word": "full", "Confidence": 0.211, "X1": 0.67442, "Y1": 0.6192, "X2": 0.71409, "Y2": 0.619, "X3": 0.71272, "Y3": 0.6318, "X4": 0.67442, "Y4": 0.6318, "page": 0, "Index": 138}, {"Word": "cluster", "Confidence": 0.827, "X1": 0.72093, "Y1": 0.6202, "X2": 0.78933, "Y2": 0.62, "X3": 0.78933, "Y3": 0.6318, "X4": 0.72093, "Y4": 0.6318, "page": 0, "Index": 139}, {"Word": "analysis.", "Confidence": 0.614, "X1": 0.23529, "Y1": 0.6332, "X2": 0.32285, "Y2": 0.633, "X3": 0.32285, "Y3": 0.6458, "X4": 0.23529, "Y4": 0.6458, "page": 0, "Index": 140}, {"Word": "There", "Confidence": 0.885, "X1": 0.33926, "Y1": 0.6332, "X2": 0.38988, "Y2": 0.633, "X3": 0.38851, "Y3": 0.6468, "X4": 0.33926, "Y4": 0.6458, "page": 0, "Index": 141}, {"Word": "may", "Confidence": 0.633, "X1": 0.39535, "Y1": 0.6332, "X2": 0.42818, "Y2": 0.633, "X3": 0.42818, "Y3": 0.6468, "X4": 0.39535, "Y4": 0.6468, "page": 0, "Index": 142}, {"Word": "be", "Confidence": 0.998, "X1": 0.43502, "Y1": 0.6332, "X2": 0.45554, "Y2": 0.633, "X3": 0.45554, "Y3": 0.6468, "X4": 0.43502, "Y4": 0.6468, "page": 0, "Index": 143}, {"Word": "a", "Confidence": 0.996, "X1": 0.46375, "Y1": 0.6332, "X2": 0.47469, "Y2": 0.633, "X3": 0.47332, "Y3": 0.6468, "X4": 0.46375, "Y4": 0.6468, "page": 0, "Index": 144}, {"Word": "single", "Confidence": 0.675, "X1": 0.48153, "Y1": 0.6332, "X2": 0.54036, "Y2": 0.633, "X3": 0.54036, "Y3": 0.6468, "X4": 0.48153, "Y4": 0.6468, "page": 0, "Index": 145}, {"Word": "paper", "Confidence": 0.659, "X1": 0.54856, "Y1": 0.6332, "X2": 0.59781, "Y2": 0.633, "X3": 0.59781, "Y3": 0.6468, "X4": 0.54856, "Y4": 0.6468, "page": 0, "Index": 146}, {"Word": "quoted", "Confidence": 0.612, "X1": 0.60602, "Y1": 0.6342, "X2": 0.66621, "Y2": 0.634, "X3": 0.66484, "Y3": 0.6468, "X4": 0.60465, "Y4": 0.6468, "page": 0, "Index": 147}, {"Word": "hy", "Confidence": 0.944, "X1": 0.67305, "Y1": 0.6342, "X2": 0.69357, "Y2": 0.634, "X3": 0.69357, "Y3": 0.6468, "X4": 0.67305, "Y4": 0.6468, "page": 0, "Index": 148}, {"Word": "nost", "Confidence": 0.917, "X1": 0.70041, "Y1": 0.6342, "X2": 0.74145, "Y2": 0.634, "X3": 0.74008, "Y3": 0.6468, "X4": 0.69904, "Y4": 0.6468, "page": 0, "Index": 149}, {"Word": "people", "Confidence": 0.659, "X1": 0.74966, "Y1": 0.6342, "X2": 0.80848, "Y2": 0.634, "X3": 0.80711, "Y3": 0.6468, "X4": 0.74966, "Y4": 0.6468, "page": 0, "Index": 150}, {"Word": "Imt", "Confidence": 0.628, "X1": 0.23666, "Y1": 0.6462, "X2": 0.26539, "Y2": 0.646, "X3": 0.26539, "Y3": 0.6598, "X4": 0.23529, "Y4": 0.6588, "page": 0, "Index": 151}, {"Word": "without", "Confidence": 0.632, "X1": 0.27223, "Y1": 0.6472, "X2": 0.34337, "Y2": 0.647, "X3": 0.342, "Y3": 0.6598, "X4": 0.27223, "Y4": 0.6598, "page": 0, "Index": 152}, {"Word": "a", "Confidence": 0.07, "X1": 0.35021, "Y1": 0.6472, "X2": 0.36115, "Y2": 0.647, "X3": 0.35978, "Y3": 0.6608, "X4": 0.35021, "Y4": 0.6608, "page": 0, "Index": 153}, {"Word": "significant", "Confidence": 0.643, "X1": 0.36799, "Y1": 0.6482, "X2": 0.47606, "Y2": 0.648, "X3": 0.47606, "Y3": 0.6608, "X4": 0.36799, "Y4": 0.6608, "page": 0, "Index": 154}, {"Word": "correllation", "Confidence": 0.564, "X1": 0.4829, "Y1": 0.6482, "X2": 0.59781, "Y2": 0.648, "X3": 0.59781, "Y3": 0.6618, "X4": 0.4829, "Y4": 0.6608, "page": 0, "Index": 155}, {"Word": "to", "Confidence": 0.997, "X1": 0.60739, "Y1": 0.6482, "X2": 0.62654, "Y2": 0.648, "X3": 0.62654, "Y3": 0.6618, "X4": 0.60602, "Y4": 0.6618, "page": 0, "Index": 156}, {"Word": "any", "Confidence": 0.886, "X1": 0.63475, "Y1": 0.6482, "X2": 0.66621, "Y2": 0.648, "X3": 0.66621, "Y3": 0.6608, "X4": 0.63338, "Y4": 0.6618, "page": 0, "Index": 157}, {"Word": "other", "Confidence": 0.787, "X1": 0.67305, "Y1": 0.6482, "X2": 0.7223, "Y2": 0.648, "X3": 0.72093, "Y3": 0.6608, "X4": 0.67168, "Y4": 0.6608, "page": 0, "Index": 158}, {"Word": "single", "Confidence": 0.656, "X1": 0.73051, "Y1": 0.6482, "X2": 0.78796, "Y2": 0.648, "X3": 0.78796, "Y3": 0.6608, "X4": 0.73051, "Y4": 0.6608, "page": 0, "Index": 159}, {"Word": "paper.", "Confidence": 0.626, "X1": 0.23529, "Y1": 0.6622, "X2": 0.29412, "Y2": 0.662, "X3": 0.29412, "Y3": 0.6738, "X4": 0.23666, "Y4": 0.6738, "page": 0, "Index": 160}, {"Word": "An", "Confidence": 0.955, "X1": 0.31053, "Y1": 0.6622, "X2": 0.33379, "Y2": 0.662, "X3": 0.33379, "Y3": 0.6748, "X4": 0.31053, "Y4": 0.6738, "page": 0, "Index": 161}, {"Word": "extended", "Confidence": 0.683, "X1": 0.33926, "Y1": 0.6612, "X2": 0.41724, "Y2": 0.661, "X3": 0.41724, "Y3": 0.6748, "X4": 0.33926, "Y4": 0.6748, "page": 0, "Index": 162}, {"Word": "cluster", "Confidence": 0.668, "X1": 0.42408, "Y1": 0.6612, "X2": 0.49521, "Y2": 0.661, "X3": 0.49384, "Y3": 0.6758, "X4": 0.42408, "Y4": 0.6758, "page": 0, "Index": 163}, {"Word": "analysis", "Confidence": 0.389, "X1": 0.50068, "Y1": 0.6612, "X2": 0.57866, "Y2": 0.661, "X3": 0.57866, "Y3": 0.6758, "X4": 0.50068, "Y4": 0.6758, "page": 0, "Index": 164}, {"Word": "night", "Confidence": 0.1, "X1": 0.5855, "Y1": 0.6622, "X2": 0.63748, "Y2": 0.662, "X3": 0.63748, "Y3": 0.6768, "X4": 0.5855, "Y4": 0.6768, "page": 0, "Index": 165}, {"Word": "shou", "Confidence": 0.647, "X1": 0.64432, "Y1": 0.6622, "X2": 0.68536, "Y2": 0.662, "X3": 0.68399, "Y3": 0.6768, "X4": 0.64432, "Y4": 0.6768, "page": 0, "Index": 166}, {"Word": "groupings", "Confidence": 0.609, "X1": 0.69083, "Y1": 0.6622, "X2": 0.77975, "Y2": 0.662, "X3": 0.77839, "Y3": 0.6768, "X4": 0.69083, "Y4": 0.6768, "page": 0, "Index": 167}, {"Word": "larger", "Confidence": 0.369, "X1": 0.78659, "Y1": 0.6632, "X2": 0.84542, "Y2": 0.663, "X3": 0.84542, "Y3": 0.6768, "X4": 0.78659, "Y4": 0.6768, "page": 0, "Index": 168}, {"Word": "than", "Confidence": 0.714, "X1": 0.23803, "Y1": 0.6752, "X2": 0.27497, "Y2": 0.675, "X3": 0.27497, "Y3": 0.6878, "X4": 0.23803, "Y4": 0.6878, "page": 0, "Index": 169}, {"Word": "pairs", "Confidence": 0.849, "X1": 0.28181, "Y1": 0.6752, "X2": 0.33105, "Y2": 0.675, "X3": 0.33105, "Y3": 0.6888, "X4": 0.28181, "Y4": 0.6878, "page": 0, "Index": 170}, {"Word": "to", "Confidence": 0.998, "X1": 0.33926, "Y1": 0.6752, "X2": 0.36115, "Y2": 0.675, "X3": 0.36115, "Y3": 0.6888, "X4": 0.33926, "Y4": 0.6888, "page": 0, "Index": 171}, {"Word": "be", "Confidence": 0.955, "X1": 0.36799, "Y1": 0.6752, "X2": 0.38851, "Y2": 0.675, "X3": 0.38851, "Y3": 0.6888, "X4": 0.36799, "Y4": 0.6888, "page": 0, "Index": 172}, {"Word": "significant.", "Confidence": 0.682, "X1": 0.39672, "Y1": 0.6762, "X2": 0.51163, "Y2": 0.676, "X3": 0.51163, "Y3": 0.6898, "X4": 0.39672, "Y4": 0.6888, "page": 0, "Index": 173}, {"Word": "As", "Confidence": 0.955, "X1": 0.18741, "Y1": 0.7042, "X2": 0.2093, "Y2": 0.704, "X3": 0.2093, "Y3": 0.7178, "X4": 0.18741, "Y4": 0.7178, "page": 0, "Index": 174}, {"Word": "a", "Confidence": 0.13, "X1": 0.21614, "Y1": 0.7042, "X2": 0.22709, "Y2": 0.704, "X3": 0.22709, "Y3": 0.7178, "X4": 0.21614, "Y4": 0.7178, "page": 0, "Index": 175}, {"Word": "means", "Confidence": 0.603, "X1": 0.23393, "Y1": 0.7052, "X2": 0.28591, "Y2": 0.705, "X3": 0.28454, "Y3": 0.7178, "X4": 0.23393, "Y4": 0.7178, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.998, "X1": 0.29138, "Y1": 0.7052, "X2": 0.31327, "Y2": 0.705, "X3": 0.31327, "Y3": 0.7178, "X4": 0.29138, "Y4": 0.7178, "page": 0, "Index": 177}, {"Word": "asanssing", "Confidence": 0.28, "X1": 0.32011, "Y1": 0.7052, "X2": 0.40903, "Y2": 0.705, "X3": 0.40903, "Y3": 0.7188, "X4": 0.32011, "Y4": 0.7178, "page": 0, "Index": 178}, {"Word": "Industry", "Confidence": 0.511, "X1": 0.41587, "Y1": 0.7052, "X2": 0.49384, "Y2": 0.705, "X3": 0.49384, "Y3": 0.7188, "X4": 0.41587, "Y4": 0.7188, "page": 0, "Index": 179}, {"Word": "wide", "Confidence": 0.97, "X1": 0.50068, "Y1": 0.7052, "X2": 0.54036, "Y2": 0.705, "X3": 0.54036, "Y3": 0.7188, "X4": 0.49932, "Y4": 0.7188, "page": 0, "Index": 180}, {"Word": "trends,", "Confidence": 0.635, "X1": 0.54856, "Y1": 0.7052, "X2": 0.6197, "Y2": 0.705, "X3": 0.6197, "Y3": 0.7198, "X4": 0.54856, "Y4": 0.7188, "page": 0, "Index": 181}, {"Word": "it", "Confidence": 0.997, "X1": 0.62654, "Y1": 0.7052, "X2": 0.64706, "Y2": 0.705, "X3": 0.64706, "Y3": 0.7198, "X4": 0.62517, "Y4": 0.7198, "page": 0, "Index": 182}, {"Word": "is", "Confidence": 0.298, "X1": 0.6539, "Y1": 0.7052, "X2": 0.67579, "Y2": 0.705, "X3": 0.67579, "Y3": 0.7198, "X4": 0.6539, "Y4": 0.7198, "page": 0, "Index": 183}, {"Word": "probably", "Confidence": 0.911, "X1": 0.68126, "Y1": 0.7052, "X2": 0.7606, "Y2": 0.705, "X3": 0.7606, "Y3": 0.7198, "X4": 0.68126, "Y4": 0.7198, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.811, "X1": 0.76881, "Y1": 0.7052, "X2": 0.79891, "Y2": 0.705, "X3": 0.79891, "Y3": 0.7198, "X4": 0.76881, "Y4": 0.7198, "page": 0, "Index": 185}, {"Word": "best", "Confidence": 0.671, "X1": 0.1409, "Y1": 0.7172, "X2": 0.18194, "Y2": 0.717, "X3": 0.18057, "Y3": 0.7308, "X4": 0.13953, "Y4": 0.7308, "page": 0, "Index": 186}, {"Word": "available", "Confidence": 0.634, "X1": 0.18878, "Y1": 0.7182, "X2": 0.27497, "Y2": 0.718, "X3": 0.27497, "Y3": 0.7318, "X4": 0.18878, "Y4": 0.7308, "page": 0, "Index": 187}, {"Word": "since", "Confidence": 0.66, "X1": 0.28317, "Y1": 0.7192, "X2": 0.33242, "Y2": 0.719, "X3": 0.33105, "Y3": 0.7318, "X4": 0.28181, "Y4": 0.7318, "page": 0, "Index": 188}, {"Word": "we", "Confidence": 0.15, "X1": 0.33789, "Y1": 0.7192, "X2": 0.36115, "Y2": 0.719, "X3": 0.35978, "Y3": 0.7328, "X4": 0.33653, "Y4": 0.7318, "page": 0, "Index": 189}, {"Word": "do", "Confidence": 0.998, "X1": 0.36662, "Y1": 0.7192, "X2": 0.38988, "Y2": 0.719, "X3": 0.38851, "Y3": 0.7328, "X4": 0.36662, "Y4": 0.7328, "page": 0, "Index": 190}, {"Word": "not", "Confidence": 0.805, "X1": 0.39535, "Y1": 0.7192, "X2": 0.42818, "Y2": 0.719, "X3": 0.42681, "Y3": 0.7328, "X4": 0.39535, "Y4": 0.7328, "page": 0, "Index": 191}, {"Word": "have", "Confidence": 0.981, "X1": 0.43365, "Y1": 0.7202, "X2": 0.47469, "Y2": 0.72, "X3": 0.47332, "Y3": 0.7328, "X4": 0.43365, "Y4": 0.7328, "page": 0, "Index": 192}, {"Word": "access", "Confidence": 0.308, "X1": 0.4829, "Y1": 0.7202, "X2": 0.54036, "Y2": 0.72, "X3": 0.53899, "Y3": 0.7338, "X4": 0.48153, "Y4": 0.7328, "page": 0, "Index": 193}, {"Word": "to", "Confidence": 0.997, "X1": 0.54856, "Y1": 0.7202, "X2": 0.56908, "Y2": 0.72, "X3": 0.56772, "Y3": 0.7338, "X4": 0.5472, "Y4": 0.7338, "page": 0, "Index": 194}, {"Word": "competitors", "Confidence": 0.322, "X1": 0.57592, "Y1": 0.7202, "X2": 0.68399, "Y2": 0.72, "X3": 0.68263, "Y3": 0.7338, "X4": 0.57592, "Y4": 0.7338, "page": 0, "Index": 195}, {"Word": "unpublished", "Confidence": 0.848, "X1": 0.6922, "Y1": 0.7202, "X2": 0.79754, "Y2": 0.72, "X3": 0.79617, "Y3": 0.7338, "X4": 0.69083, "Y4": 0.7338, "page": 0, "Index": 196}, {"Word": "work.", "Confidence": 0.61, "X1": 0.14227, "Y1": 0.7322, "X2": 0.19015, "Y2": 0.732, "X3": 0.19015, "Y3": 0.7458, "X4": 0.1409, "Y4": 0.7458, "page": 0, "Index": 197}, {"Word": "For", "Confidence": 0.812, "X1": 0.2052, "Y1": 0.7322, "X2": 0.23666, "Y2": 0.732, "X3": 0.23666, "Y3": 0.7458, "X4": 0.2052, "Y4": 0.7458, "page": 0, "Index": 198}, {"Word": "a", "Confidence": 0.009, "X1": 0.24487, "Y1": 0.7322, "X2": 0.25581, "Y2": 0.732, "X3": 0.25445, "Y3": 0.7458, "X4": 0.2435, "Y4": 0.7458, "page": 0, "Index": 199}, {"Word": "particular", "Confidence": 0.96, "X1": 0.26265, "Y1": 0.7322, "X2": 0.35978, "Y2": 0.732, "X3": 0.35978, "Y3": 0.7458, "X4": 0.26265, "Y4": 0.7458, "page": 0, "Index": 200}, {"Word": "company,", "Confidence": 0.703, "X1": 0.36799, "Y1": 0.7322, "X2": 0.44733, "Y2": 0.732, "X3": 0.44596, "Y3": 0.7458, "X4": 0.36662, "Y4": 0.7458, "page": 0, "Index": 201}, {"Word": "it", "Confidence": 0.942, "X1": 0.45417, "Y1": 0.7332, "X2": 0.47469, "Y2": 0.733, "X3": 0.47469, "Y3": 0.7468, "X4": 0.45417, "Y4": 0.7458, "page": 0, "Index": 202}, {"Word": "would", "Confidence": 0.955, "X1": 0.48153, "Y1": 0.7332, "X2": 0.53215, "Y2": 0.733, "X3": 0.53078, "Y3": 0.7468, "X4": 0.48153, "Y4": 0.7468, "page": 0, "Index": 203}, {"Word": "give", "Confidence": 0.367, "X1": 0.53762, "Y1": 0.7332, "X2": 0.57866, "Y2": 0.733, "X3": 0.57729, "Y3": 0.7468, "X4": 0.53762, "Y4": 0.7468, "page": 0, "Index": 204}, {"Word": "as", "Confidence": 0.018, "X1": 0.5855, "Y1": 0.7332, "X2": 0.60739, "Y2": 0.733, "X3": 0.60739, "Y3": 0.7468, "X4": 0.5855, "Y4": 0.7468, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.6156, "Y1": 0.7342, "X2": 0.64706, "Y2": 0.734, "X3": 0.64706, "Y3": 0.7468, "X4": 0.6156, "Y4": 0.7468, "page": 0, "Index": 206}, {"Word": "regiona", "Confidence": 0.166, "X1": 0.6539, "Y1": 0.7342, "X2": 0.72367, "Y2": 0.734, "X3": 0.7223, "Y3": 0.7468, "X4": 0.65253, "Y4": 0.7468, "page": 0, "Index": 207}, {"Word": "thot", "Confidence": 0.67, "X1": 0.73051, "Y1": 0.7352, "X2": 0.77018, "Y2": 0.735, "X3": 0.76881, "Y3": 0.7478, "X4": 0.73051, "Y4": 0.7468, "page": 0, "Index": 208}, {"Word": "cocpay", "Confidence": 0.61, "X1": 0.77565, "Y1": 0.7352, "X2": 0.84542, "Y2": 0.735, "X3": 0.84542, "Y3": 0.7478, "X4": 0.77565, "Y4": 0.7478, "page": 0, "Index": 209}, {"Word": "io", "Confidence": 0.101, "X1": 0.1409, "Y1": 0.7462, "X2": 0.16279, "Y2": 0.746, "X3": 0.16279, "Y3": 0.7608, "X4": 0.1409, "Y4": 0.7608, "page": 0, "Index": 210}, {"Word": "publishing", "Confidence": 0.919, "X1": 0.16689, "Y1": 0.7462, "X2": 0.26676, "Y2": 0.746, "X3": 0.26676, "Y3": 0.7608, "X4": 0.16689, "Y4": 0.7608, "page": 0, "Index": 211}, {"Word": "in", "Confidence": 0.995, "X1": 0.27223, "Y1": 0.7462, "X2": 0.29549, "Y2": 0.746, "X3": 0.29549, "Y3": 0.7608, "X4": 0.27223, "Y4": 0.7608, "page": 0, "Index": 212}, {"Word": "but", "Confidence": 0.997, "X1": 0.30096, "Y1": 0.7462, "X2": 0.33379, "Y2": 0.746, "X3": 0.33379, "Y3": 0.7608, "X4": 0.30096, "Y4": 0.7608, "page": 0, "Index": 213}, {"Word": "this", "Confidence": 0.66, "X1": 0.33926, "Y1": 0.7462, "X2": 0.3803, "Y2": 0.746, "X3": 0.3803, "Y3": 0.7608, "X4": 0.33926, "Y4": 0.7608, "page": 0, "Index": 214}, {"Word": "would", "Confidence": 0.824, "X1": 0.38577, "Y1": 0.7472, "X2": 0.44049, "Y2": 0.747, "X3": 0.43912, "Y3": 0.7608, "X4": 0.38577, "Y4": 0.7608, "page": 0, "Index": 215}, {"Word": "need", "Confidence": 0.876, "X1": 0.44596, "Y1": 0.7472, "X2": 0.48564, "Y2": 0.747, "X3": 0.48564, "Y3": 0.7608, "X4": 0.4446, "Y4": 0.7608, "page": 0, "Index": 216}, {"Word": "to", "Confidence": 0.997, "X1": 0.49111, "Y1": 0.7472, "X2": 0.51436, "Y2": 0.747, "X3": 0.513, "Y3": 0.7608, "X4": 0.49111, "Y4": 0.7608, "page": 0, "Index": 217}, {"Word": "be", "Confidence": 0.448, "X1": 0.5171, "Y1": 0.7472, "X2": 0.54036, "Y2": 0.747, "X3": 0.53899, "Y3": 0.7608, "X4": 0.5171, "Y4": 0.7608, "page": 0, "Index": 218}, {"Word": "colurated", "Confidence": 0.536, "X1": 0.54583, "Y1": 0.7482, "X2": 0.63885, "Y2": 0.748, "X3": 0.63748, "Y3": 0.7618, "X4": 0.54446, "Y4": 0.7608, "page": 0, "Index": 219}, {"Word": "by", "Confidence": 0.757, "X1": 0.64432, "Y1": 0.7482, "X2": 0.66621, "Y2": 0.748, "X3": 0.66621, "Y3": 0.7618, "X4": 0.64295, "Y4": 0.7618, "page": 0, "Index": 220}, {"Word": "a", "Confidence": 0.796, "X1": 0.67168, "Y1": 0.7482, "X2": 0.68536, "Y2": 0.748, "X3": 0.68399, "Y3": 0.7618, "X4": 0.67168, "Y4": 0.7618, "page": 0, "Index": 221}, {"Word": "knowledge", "Confidence": 0.136, "X1": 0.69083, "Y1": 0.7492, "X2": 0.77975, "Y2": 0.749, "X3": 0.77839, "Y3": 0.7628, "X4": 0.68947, "Y4": 0.7618, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.998, "X1": 0.78796, "Y1": 0.7492, "X2": 0.80848, "Y2": 0.749, "X3": 0.80711, "Y3": 0.7628, "X4": 0.78659, "Y4": 0.7628, "page": 0, "Index": 223}, {"Word": "that", "Confidence": 0.986, "X1": 0.1409, "Y1": 0.7602, "X2": 0.18057, "Y2": 0.76, "X3": 0.18057, "Y3": 0.7758, "X4": 0.1409, "Y4": 0.7758, "page": 0, "Index": 224}, {"Word": "company's", "Confidence": 0.306, "X1": 0.18605, "Y1": 0.7602, "X2": 0.27633, "Y2": 0.76, "X3": 0.27633, "Y3": 0.7758, "X4": 0.18605, "Y4": 0.7758, "page": 0, "Index": 225}, {"Word": "publishing", "Confidence": 0.555, "X1": 0.28181, "Y1": 0.7612, "X2": 0.38167, "Y2": 0.761, "X3": 0.38167, "Y3": 0.7768, "X4": 0.28044, "Y4": 0.7758, "page": 0, "Index": 226}, {"Word": "policy.", "Confidence": 0.609, "X1": 0.38577, "Y1": 0.7622, "X2": 0.45554, "Y2": 0.762, "X3": 0.45554, "Y3": 0.7778, "X4": 0.38577, "Y4": 0.7768, "page": 0, "Index": 227}, {"Word": "Cont')", "Confidence": 0.615, "X1": 0.13953, "Y1": 0.8322, "X2": 0.20246, "Y2": 0.832, "X3": 0.20109, "Y3": 0.8488, "X4": 0.13817, "Y4": 0.8478, "page": 0, "Index": 228}, {"Word": "...", "Confidence": 0.846, "X1": 0.20657, "Y1": 0.8332, "X2": 0.23803, "Y2": 0.833, "X3": 0.23803, "Y3": 0.8488, "X4": 0.2052, "Y4": 0.8488, "page": 0, "Index": 229}, {"Word": "103510462", "Confidence": 0.995, "X1": 0.92476, "Y1": 0.9952, "X2": 0.92476, "Y2": 0.995, "X3": 0.88235, "Y3": 0.9948, "X4": 0.88098, "Y4": 0.8798, "page": 0, "Index": 230}]}	"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"
ffbv0214	1	{"lines_data": [{"Word": "- 2 -", "Confidence": 0.87733, "X1": 0.44323, "Y1": 0.1562, "X2": 0.50342, "Y2": 0.156, "X3": 0.50342, "Y3": 0.1678, "X4": 0.44323, "Y4": 0.1668, "page": 0}, {"Word": "Analysis of BAT would be based on, at most, a dozen publications a", "Confidence": 0.608, "X1": 0.16963, "Y1": 0.1982, "X2": 0.80711, "Y2": 0.198, "X3": 0.80711, "Y3": 0.2128, "X4": 0.16963, "Y4": 0.2148, "page": 0}, {"Word": "your - it is reasonable to assume our competitors publication policy is", "Confidence": 0.69975, "X1": 0.12449, "Y1": 0.2112, "X2": 0.80848, "Y2": 0.211, "X3": 0.80848, "Y3": 0.2258, "X4": 0.12449, "Y4": 0.2278, "page": 0}, {"Word": "minilarly selective. Such an analysis would therefore not be useful. In", "Confidence": 0.76364, "X1": 0.12449, "Y1": 0.2252, "X2": 0.82627, "Y2": 0.225, "X3": 0.82627, "Y3": 0.2398, "X4": 0.12449, "Y4": 0.2418, "page": 0}, {"Word": "wims of the cont of $50,000 for each field or company analysed, I cannot", "Confidence": 0.85943, "X1": 0.12449, "Y1": 0.2412, "X2": 0.81669, "Y2": 0.241, "X3": 0.81669, "Y3": 0.2558, "X4": 0.12449, "Y4": 0.2568, "page": 0}, {"Word": "recusand the technique.", "Confidence": 0.69333, "X1": 0.12312, "Y1": 0.2562, "X2": 0.35705, "Y2": 0.256, "X3": 0.35705, "Y3": 0.2708, "X4": 0.12312, "Y4": 0.2708, "page": 0}, {"Word": "Frank Mark", "Confidence": 0.416, "X1": 0.58824, "Y1": 0.2922, "X2": 0.78386, "Y2": 0.292, "X3": 0.78659, "Y3": 0.3278, "X4": 0.58824, "Y4": 0.3338, "page": 0}, {"Word": "Enel.", "Confidence": 0.605, "X1": 0.12312, "Y1": 0.3842, "X2": 0.17647, "Y2": 0.384, "X3": 0.17647, "Y3": 0.3968, "X4": 0.12312, "Y4": 0.3968, "page": 0}, {"Word": "cc.", "Confidence": 0.872, "X1": 0.12449, "Y1": 0.4702, "X2": 0.16826, "Y2": 0.47, "X3": 0.16826, "Y3": 0.4818, "X4": 0.12449, "Y4": 0.4808, "page": 0}, {"Word": "Dr. R. Binna", "Confidence": 0.74733, "X1": 0.16963, "Y1": 0.4692, "X2": 0.29412, "Y2": 0.469, "X3": 0.29412, "Y3": 0.4818, "X4": 0.16963, "Y4": 0.4818, "page": 0}, {"Word": "Hr. Dalle Hughes", "Confidence": 0.426, "X1": 0.16826, "Y1": 0.4822, "X2": 0.32011, "Y2": 0.482, "X3": 0.31874, "Y3": 0.4958, "X4": 0.16826, "Y4": 0.4948, "page": 0}, {"Word": "File 1016", "Confidence": 0.446, "X1": 0.17237, "Y1": 0.4972, "X2": 0.25581, "Y2": 0.497, "X3": 0.25581, "Y3": 0.5088, "X4": 0.17237, "Y4": 0.5098, "page": 0}, {"Word": "103510463", "Confidence": 0.993, "X1": 0.90698, "Y1": 0.9882, "X2": 0.91518, "Y2": 0.988, "X3": 0.88098, "Y3": 0.9888, "X4": 0.87415, "Y4": 0.8738, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.994, "X1": 0.44596, "Y1": 0.1562, "X2": 0.45554, "Y2": 0.156, "X3": 0.45554, "Y3": 0.1678, "X4": 0.44596, "Y4": 0.1668, "page": 0, "Index": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.46785, "Y1": 0.1562, "X2": 0.47606, "Y2": 0.156, "X3": 0.47606, "Y3": 0.1678, "X4": 0.46785, "Y4": 0.1678, "page": 0, "Index": 1}, {"Word": "-", "Confidence": 0.643, "X1": 0.48427, "Y1": 0.1572, "X2": 0.49384, "Y2": 0.157, "X3": 0.49384, "Y3": 0.1678, "X4": 0.48427, "Y4": 0.1678, "page": 0, "Index": 2}, {"Word": "Analysis", "Confidence": 0.269, "X1": 0.171, "Y1": 0.2002, "X2": 0.25034, "Y2": 0.2, "X3": 0.24897, "Y3": 0.2148, "X4": 0.171, "Y4": 0.2148, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.794, "X1": 0.25718, "Y1": 0.2002, "X2": 0.2777, "Y2": 0.2, "X3": 0.2777, "Y3": 0.2148, "X4": 0.25581, "Y4": 0.2148, "page": 0, "Index": 4}, {"Word": "BAT", "Confidence": 0.765, "X1": 0.28454, "Y1": 0.2002, "X2": 0.31737, "Y2": 0.2, "X3": 0.31737, "Y3": 0.2138, "X4": 0.28454, "Y4": 0.2148, "page": 0, "Index": 5}, {"Word": "would", "Confidence": 0.993, "X1": 0.32285, "Y1": 0.2002, "X2": 0.37483, "Y2": 0.2, "X3": 0.37346, "Y3": 0.2138, "X4": 0.32285, "Y4": 0.2138, "page": 0, "Index": 6}, {"Word": "be", "Confidence": 0.991, "X1": 0.38167, "Y1": 0.2002, "X2": 0.40356, "Y2": 0.2, "X3": 0.40219, "Y3": 0.2138, "X4": 0.3803, "Y4": 0.2138, "page": 0, "Index": 7}, {"Word": "based", "Confidence": 0.261, "X1": 0.4104, "Y1": 0.2002, "X2": 0.46101, "Y2": 0.2, "X3": 0.45964, "Y3": 0.2138, "X4": 0.40903, "Y4": 0.2138, "page": 0, "Index": 8}, {"Word": "on,", "Confidence": 0.668, "X1": 0.46648, "Y1": 0.2002, "X2": 0.49932, "Y2": 0.2, "X3": 0.49932, "Y3": 0.2138, "X4": 0.46512, "Y4": 0.2138, "page": 0, "Index": 9}, {"Word": "at", "Confidence": 0.783, "X1": 0.50479, "Y1": 0.2002, "X2": 0.52668, "Y2": 0.2, "X3": 0.52668, "Y3": 0.2138, "X4": 0.50479, "Y4": 0.2138, "page": 0, "Index": 10}, {"Word": "most,", "Confidence": 0.816, "X1": 0.53352, "Y1": 0.1992, "X2": 0.5855, "Y2": 0.199, "X3": 0.58413, "Y3": 0.2138, "X4": 0.53352, "Y4": 0.2138, "page": 0, "Index": 11}, {"Word": "a", "Confidence": 0.181, "X1": 0.59097, "Y1": 0.1992, "X2": 0.60328, "Y2": 0.199, "X3": 0.60192, "Y3": 0.2138, "X4": 0.5896, "Y4": 0.2138, "page": 0, "Index": 12}, {"Word": "dozen", "Confidence": 0.627, "X1": 0.61149, "Y1": 0.1992, "X2": 0.66074, "Y2": 0.199, "X3": 0.66074, "Y3": 0.2138, "X4": 0.61012, "Y4": 0.2138, "page": 0, "Index": 13}, {"Word": "publications", "Confidence": 0.669, "X1": 0.66758, "Y1": 0.1992, "X2": 0.78796, "Y2": 0.199, "X3": 0.78659, "Y3": 0.2138, "X4": 0.66758, "Y4": 0.2138, "page": 0, "Index": 14}, {"Word": "a", "Confidence": 0.087, "X1": 0.79343, "Y1": 0.1992, "X2": 0.80438, "Y2": 0.199, "X3": 0.80301, "Y3": 0.2138, "X4": 0.79207, "Y4": 0.2138, "page": 0, "Index": 15}, {"Word": "your", "Confidence": 0.398, "X1": 0.12585, "Y1": 0.2142, "X2": 0.16416, "Y2": 0.214, "X3": 0.16416, "Y3": 0.2278, "X4": 0.12585, "Y4": 0.2278, "page": 0, "Index": 16}, {"Word": "-", "Confidence": 0.847, "X1": 0.171, "Y1": 0.2142, "X2": 0.18194, "Y2": 0.214, "X3": 0.18331, "Y3": 0.2278, "X4": 0.17237, "Y4": 0.2278, "page": 0, "Index": 17}, {"Word": "it", "Confidence": 0.766, "X1": 0.19015, "Y1": 0.2142, "X2": 0.21067, "Y2": 0.214, "X3": 0.21204, "Y3": 0.2278, "X4": 0.19015, "Y4": 0.2278, "page": 0, "Index": 18}, {"Word": "is", "Confidence": 0.751, "X1": 0.21888, "Y1": 0.2142, "X2": 0.2394, "Y2": 0.214, "X3": 0.2394, "Y3": 0.2278, "X4": 0.21888, "Y4": 0.2278, "page": 0, "Index": 19}, {"Word": "reasonable", "Confidence": 0.373, "X1": 0.24624, "Y1": 0.2152, "X2": 0.34473, "Y2": 0.215, "X3": 0.34473, "Y3": 0.2278, "X4": 0.24761, "Y4": 0.2278, "page": 0, "Index": 20}, {"Word": "to", "Confidence": 0.993, "X1": 0.35294, "Y1": 0.2152, "X2": 0.37346, "Y2": 0.215, "X3": 0.37346, "Y3": 0.2278, "X4": 0.35294, "Y4": 0.2278, "page": 0, "Index": 21}, {"Word": "assume", "Confidence": 0.611, "X1": 0.3803, "Y1": 0.2142, "X2": 0.44186, "Y2": 0.214, "X3": 0.44186, "Y3": 0.2278, "X4": 0.38167, "Y4": 0.2278, "page": 0, "Index": 22}, {"Word": "our", "Confidence": 0.958, "X1": 0.44733, "Y1": 0.2142, "X2": 0.4788, "Y2": 0.214, "X3": 0.4788, "Y3": 0.2278, "X4": 0.44733, "Y4": 0.2278, "page": 0, "Index": 23}, {"Word": "competitors", "Confidence": 0.661, "X1": 0.48564, "Y1": 0.2142, "X2": 0.59234, "Y2": 0.214, "X3": 0.59234, "Y3": 0.2278, "X4": 0.487, "Y4": 0.2278, "page": 0, "Index": 24}, {"Word": "publication", "Confidence": 0.869, "X1": 0.60055, "Y1": 0.2132, "X2": 0.70725, "Y2": 0.213, "X3": 0.70725, "Y3": 0.2268, "X4": 0.60055, "Y4": 0.2268, "page": 0, "Index": 25}, {"Word": "policy", "Confidence": 0.994, "X1": 0.71409, "Y1": 0.2122, "X2": 0.77428, "Y2": 0.212, "X3": 0.77428, "Y3": 0.2268, "X4": 0.71409, "Y4": 0.2268, "page": 0, "Index": 26}, {"Word": "is", "Confidence": 0.176, "X1": 0.78249, "Y1": 0.2122, "X2": 0.80301, "Y2": 0.212, "X3": 0.80301, "Y3": 0.2268, "X4": 0.78249, "Y4": 0.2268, "page": 0, "Index": 27}, {"Word": "minilarly", "Confidence": 0.35, "X1": 0.12449, "Y1": 0.2282, "X2": 0.21067, "Y2": 0.228, "X3": 0.21067, "Y3": 0.2418, "X4": 0.12449, "Y4": 0.2428, "page": 0, "Index": 28}, {"Word": "selective.", "Confidence": 0.655, "X1": 0.21751, "Y1": 0.2282, "X2": 0.31601, "Y2": 0.228, "X3": 0.31737, "Y3": 0.2418, "X4": 0.21751, "Y4": 0.2418, "page": 0, "Index": 29}, {"Word": "Such", "Confidence": 0.988, "X1": 0.33242, "Y1": 0.2282, "X2": 0.37346, "Y2": 0.228, "X3": 0.37346, "Y3": 0.2418, "X4": 0.33242, "Y4": 0.2418, "page": 0, "Index": 30}, {"Word": "an", "Confidence": 0.948, "X1": 0.3803, "Y1": 0.2282, "X2": 0.40219, "Y2": 0.228, "X3": 0.40219, "Y3": 0.2418, "X4": 0.3803, "Y4": 0.2418, "page": 0, "Index": 31}, {"Word": "analysis", "Confidence": 0.656, "X1": 0.40903, "Y1": 0.2282, "X2": 0.48837, "Y2": 0.228, "X3": 0.48837, "Y3": 0.2418, "X4": 0.40903, "Y4": 0.2418, "page": 0, "Index": 32}, {"Word": "would", "Confidence": 0.965, "X1": 0.49521, "Y1": 0.2272, "X2": 0.54583, "Y2": 0.227, "X3": 0.54583, "Y3": 0.2418, "X4": 0.49521, "Y4": 0.2418, "page": 0, "Index": 33}, {"Word": "therefore", "Confidence": 0.643, "X1": 0.55404, "Y1": 0.2272, "X2": 0.64022, "Y2": 0.227, "X3": 0.64022, "Y3": 0.2418, "X4": 0.55404, "Y4": 0.2418, "page": 0, "Index": 34}, {"Word": "not", "Confidence": 0.991, "X1": 0.64706, "Y1": 0.2272, "X2": 0.67989, "Y2": 0.227, "X3": 0.67989, "Y3": 0.2408, "X4": 0.64706, "Y4": 0.2418, "page": 0, "Index": 35}, {"Word": "be", "Confidence": 0.673, "X1": 0.68673, "Y1": 0.2272, "X2": 0.70862, "Y2": 0.227, "X3": 0.70862, "Y3": 0.2408, "X4": 0.68673, "Y4": 0.2408, "page": 0, "Index": 36}, {"Word": "useful.", "Confidence": 0.849, "X1": 0.71409, "Y1": 0.2262, "X2": 0.78523, "Y2": 0.226, "X3": 0.78523, "Y3": 0.2408, "X4": 0.71409, "Y4": 0.2408, "page": 0, "Index": 37}, {"Word": "In", "Confidence": 0.682, "X1": 0.80164, "Y1": 0.2262, "X2": 0.82216, "Y2": 0.226, "X3": 0.82353, "Y3": 0.2408, "X4": 0.80301, "Y4": 0.2408, "page": 0, "Index": 38}, {"Word": "wims", "Confidence": 0.622, "X1": 0.12585, "Y1": 0.2432, "X2": 0.16689, "Y2": 0.243, "X3": 0.16553, "Y3": 0.2558, "X4": 0.12449, "Y4": 0.2558, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.93, "X1": 0.171, "Y1": 0.2432, "X2": 0.19425, "Y2": 0.243, "X3": 0.19289, "Y3": 0.2558, "X4": 0.16963, "Y4": 0.2558, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.818, "X1": 0.19973, "Y1": 0.2422, "X2": 0.23393, "Y2": 0.242, "X3": 0.23256, "Y3": 0.2568, "X4": 0.19973, "Y4": 0.2558, "page": 0, "Index": 41}, {"Word": "cont", "Confidence": 0.916, "X1": 0.2394, "Y1": 0.2422, "X2": 0.28181, "Y2": 0.242, "X3": 0.28044, "Y3": 0.2568, "X4": 0.23803, "Y4": 0.2568, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.998, "X1": 0.28728, "Y1": 0.2422, "X2": 0.3078, "Y2": 0.242, "X3": 0.30643, "Y3": 0.2568, "X4": 0.28591, "Y4": 0.2568, "page": 0, "Index": 43}, {"Word": "$50,000", "Confidence": 0.954, "X1": 0.31327, "Y1": 0.2422, "X2": 0.38714, "Y2": 0.242, "X3": 0.38577, "Y3": 0.2568, "X4": 0.31327, "Y4": 0.2568, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.999, "X1": 0.39261, "Y1": 0.2422, "X2": 0.42408, "Y2": 0.242, "X3": 0.42408, "Y3": 0.2568, "X4": 0.39261, "Y4": 0.2568, "page": 0, "Index": 45}, {"Word": "each", "Confidence": 0.751, "X1": 0.42955, "Y1": 0.2422, "X2": 0.47059, "Y2": 0.242, "X3": 0.47059, "Y3": 0.2568, "X4": 0.42955, "Y4": 0.2568, "page": 0, "Index": 46}, {"Word": "field", "Confidence": 0.753, "X1": 0.47743, "Y1": 0.2412, "X2": 0.52941, "Y2": 0.241, "X3": 0.52941, "Y3": 0.2568, "X4": 0.47606, "Y4": 0.2568, "page": 0, "Index": 47}, {"Word": "or", "Confidence": 0.98, "X1": 0.53488, "Y1": 0.2412, "X2": 0.55814, "Y2": 0.241, "X3": 0.55814, "Y3": 0.2568, "X4": 0.53488, "Y4": 0.2568, "page": 0, "Index": 48}, {"Word": "company", "Confidence": 0.669, "X1": 0.56361, "Y1": 0.2412, "X2": 0.63475, "Y2": 0.241, "X3": 0.63475, "Y3": 0.2568, "X4": 0.56361, "Y4": 0.2568, "page": 0, "Index": 49}, {"Word": "analysed,", "Confidence": 0.831, "X1": 0.64022, "Y1": 0.2412, "X2": 0.73187, "Y2": 0.241, "X3": 0.73324, "Y3": 0.2558, "X4": 0.64022, "Y4": 0.2568, "page": 0, "Index": 50}, {"Word": "I", "Confidence": 0.927, "X1": 0.73735, "Y1": 0.2412, "X2": 0.75103, "Y2": 0.241, "X3": 0.75103, "Y3": 0.2558, "X4": 0.73871, "Y4": 0.2558, "page": 0, "Index": 51}, {"Word": "cannot", "Confidence": 0.884, "X1": 0.7565, "Y1": 0.2412, "X2": 0.81669, "Y2": 0.241, "X3": 0.81669, "Y3": 0.2558, "X4": 0.7565, "Y4": 0.2558, "page": 0, "Index": 52}, {"Word": "recusand", "Confidence": 0.386, "X1": 0.12449, "Y1": 0.2562, "X2": 0.21477, "Y2": 0.256, "X3": 0.21341, "Y3": 0.2708, "X4": 0.12449, "Y4": 0.2708, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.941, "X1": 0.21888, "Y1": 0.2562, "X2": 0.25034, "Y2": 0.256, "X3": 0.25034, "Y3": 0.2708, "X4": 0.21888, "Y4": 0.2708, "page": 0, "Index": 54}, {"Word": "technique.", "Confidence": 0.753, "X1": 0.25718, "Y1": 0.2572, "X2": 0.35568, "Y2": 0.257, "X3": 0.35568, "Y3": 0.2718, "X4": 0.25718, "Y4": 0.2708, "page": 0, "Index": 55}, {"Word": "Mark", "Confidence": 0.34, "X1": 0.68263, "Y1": 0.2922, "X2": 0.78112, "Y2": 0.292, "X3": 0.78386, "Y3": 0.3278, "X4": 0.68399, "Y4": 0.3318, "page": 0, "Index": 56}, {"Word": "Frank", "Confidence": 0.492, "X1": 0.58824, "Y1": 0.2952, "X2": 0.67305, "Y2": 0.295, "X3": 0.67442, "Y3": 0.3318, "X4": 0.5896, "Y4": 0.3348, "page": 0, "Index": 57}, {"Word": "Enel.", "Confidence": 0.605, "X1": 0.12449, "Y1": 0.3842, "X2": 0.17373, "Y2": 0.384, "X3": 0.17373, "Y3": 0.3978, "X4": 0.12449, "Y4": 0.3968, "page": 0, "Index": 58}, {"Word": "cc.", "Confidence": 0.872, "X1": 0.12585, "Y1": 0.4702, "X2": 0.15595, "Y2": 0.47, "X3": 0.15595, "Y3": 0.4818, "X4": 0.12449, "Y4": 0.4808, "page": 0, "Index": 59}, {"Word": "Dr.", "Confidence": 0.641, "X1": 0.17237, "Y1": 0.4702, "X2": 0.20246, "Y2": 0.47, "X3": 0.20109, "Y3": 0.4818, "X4": 0.171, "Y4": 0.4818, "page": 0, "Index": 60}, {"Word": "R.", "Confidence": 0.995, "X1": 0.21067, "Y1": 0.4692, "X2": 0.23119, "Y2": 0.469, "X3": 0.22982, "Y3": 0.4818, "X4": 0.2093, "Y4": 0.4808, "page": 0, "Index": 61}, {"Word": "Binna", "Confidence": 0.606, "X1": 0.2394, "Y1": 0.4702, "X2": 0.28728, "Y2": 0.47, "X3": 0.28728, "Y3": 0.4828, "X4": 0.23803, "Y4": 0.4818, "page": 0, "Index": 62}, {"Word": "Hr.", "Confidence": 0.919, "X1": 0.171, "Y1": 0.4832, "X2": 0.20246, "Y2": 0.483, "X3": 0.20246, "Y3": 0.4948, "X4": 0.16963, "Y4": 0.4948, "page": 0, "Index": 63}, {"Word": "Dalle", "Confidence": 0.141, "X1": 0.2093, "Y1": 0.4842, "X2": 0.25171, "Y2": 0.484, "X3": 0.25171, "Y3": 0.4958, "X4": 0.2093, "Y4": 0.4948, "page": 0, "Index": 64}, {"Word": "Hughes", "Confidence": 0.218, "X1": 0.25855, "Y1": 0.4832, "X2": 0.31737, "Y2": 0.483, "X3": 0.31737, "Y3": 0.4958, "X4": 0.25718, "Y4": 0.4958, "page": 0, "Index": 65}, {"Word": "File", "Confidence": 0.446, "X1": 0.17237, "Y1": 0.4982, "X2": 0.21204, "Y2": 0.498, "X3": 0.21204, "Y3": 0.5098, "X4": 0.17237, "Y4": 0.5108, "page": 0, "Index": 66}, {"Word": "1016", "Confidence": 0.446, "X1": 0.22161, "Y1": 0.4982, "X2": 0.25034, "Y2": 0.498, "X3": 0.24897, "Y3": 0.5098, "X4": 0.22025, "Y4": 0.5098, "page": 0, "Index": 67}, {"Word": "103510463", "Confidence": 0.993, "X1": 0.90834, "Y1": 0.9872, "X2": 0.91518, "Y2": 0.987, "X3": 0.88235, "Y3": 0.9868, "X4": 0.87415, "Y4": 0.8748, "page": 0, "Index": 68}]}	"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"
fflg0011	3	{"lines_data": [{"Word": "DRAFT - 11/30/99", "Confidence": 0.994, "X1": 0.12264, "Y1": 0.0252, "X2": 0.28976, "Y2": 0.025, "X3": 0.28976, "Y3": 0.0408, "X4": 0.12264, "Y4": 0.0418, "page": 0}, {"Word": "Reynolds Tobacco hopes that the results of these and other studies will confirm", "Confidence": 0.98515, "X1": 0.12534, "Y1": 0.0742, "X2": 0.84636, "Y2": 0.074, "X3": 0.84636, "Y3": 0.0918, "X4": 0.12534, "Y4": 0.0898, "page": 0}, {"Word": "the potential therapeutic value of these new compounds and lead to new and", "Confidence": 0.99562, "X1": 0.12399, "Y1": 0.0922, "X2": 0.8221, "Y2": 0.092, "X3": 0.8221, "Y3": 0.1108, "X4": 0.12399, "Y4": 0.1088, "page": 0}, {"Word": "more effective drugs that treat the symptoms and possibly slow or halt the", "Confidence": 0.99392, "X1": 0.12534, "Y1": 0.1112, "X2": 0.79245, "Y2": 0.111, "X3": 0.79111, "Y3": 0.1298, "X4": 0.12534, "Y4": 0.1268, "page": 0}, {"Word": "progression of some of a variety of diseases. Through our Targacept, Inc.", "Confidence": 0.98608, "X1": 0.12399, "Y1": 0.1292, "X2": 0.79245, "Y2": 0.129, "X3": 0.79245, "Y3": 0.1478, "X4": 0.12399, "Y4": 0.1458, "page": 0}, {"Word": "subsidiary, we intend to work with pharmaceutical companies toward the", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.1462, "X2": 0.78032, "Y2": 0.146, "X3": 0.78032, "Y3": 0.1648, "X4": 0.12399, "Y4": 0.1638, "page": 0}, {"Word": "development and commercialization of nicotinic compounds for therapeutic", "Confidence": 0.99463, "X1": 0.12534, "Y1": 0.1642, "X2": 0.80593, "Y2": 0.164, "X3": 0.80593, "Y3": 0.1838, "X4": 0.12534, "Y4": 0.1818, "page": 0}, {"Word": "purposes.", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.1842, "X2": 0.21698, "Y2": 0.184, "X3": 0.21833, "Y3": 0.2008, "X4": 0.12399, "Y4": 0.2018, "page": 0}, {"Word": "###", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.2112, "X2": 0.51213, "Y2": 0.211, "X3": 0.51213, "Y3": 0.2248, "X4": 0.47574, "Y4": 0.2248, "page": 0}, {"Word": "53192 4569", "Confidence": 0.9925, "X1": 0.96765, "Y1": 0.9822, "X2": 0.97035, "Y2": 0.982, "X3": 0.94609, "Y3": 0.9818, "X4": 0.94474, "Y4": 0.8818, "page": 0}, {"Word": "IR0000001363015303", "Confidence": 0.237, "X1": 0.00135, "Y1": 0.9832, "X2": 0.2035, "Y2": 0.983, "X3": 0.2035, "Y3": 0.9978, "X4": 0.00135, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "DRAFT", "Confidence": 0.994, "X1": 0.12264, "Y1": 0.0272, "X2": 0.19137, "Y2": 0.027, "X3": 0.19137, "Y3": 0.0418, "X4": 0.12399, "Y4": 0.0418, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.993, "X1": 0.19542, "Y1": 0.0262, "X2": 0.20755, "Y2": 0.026, "X3": 0.20755, "Y3": 0.0418, "X4": 0.19542, "Y4": 0.0418, "page": 0, "Index": 1}, {"Word": "11/30/99", "Confidence": 0.995, "X1": 0.21294, "Y1": 0.0262, "X2": 0.28706, "Y2": 0.026, "X3": 0.28706, "Y3": 0.0418, "X4": 0.21429, "Y4": 0.0418, "page": 0, "Index": 2}, {"Word": "Reynolds", "Confidence": 0.906, "X1": 0.12668, "Y1": 0.0722, "X2": 0.21294, "Y2": 0.072, "X3": 0.21159, "Y3": 0.0908, "X4": 0.12668, "Y4": 0.0898, "page": 0, "Index": 3}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.21698, "Y1": 0.0722, "X2": 0.29515, "Y2": 0.072, "X3": 0.29515, "Y3": 0.0908, "X4": 0.21698, "Y4": 0.0908, "page": 0, "Index": 4}, {"Word": "hopes", "Confidence": 0.991, "X1": 0.30054, "Y1": 0.0732, "X2": 0.35714, "Y2": 0.073, "X3": 0.3558, "Y3": 0.0908, "X4": 0.29919, "Y4": 0.0908, "page": 0, "Index": 5}, {"Word": "that", "Confidence": 0.991, "X1": 0.36119, "Y1": 0.0732, "X2": 0.39623, "Y2": 0.073, "X3": 0.39488, "Y3": 0.0918, "X4": 0.36119, "Y4": 0.0908, "page": 0, "Index": 6}, {"Word": "the", "Confidence": 0.998, "X1": 0.40027, "Y1": 0.0732, "X2": 0.42992, "Y2": 0.073, "X3": 0.42992, "Y3": 0.0918, "X4": 0.40027, "Y4": 0.0918, "page": 0, "Index": 7}, {"Word": "results", "Confidence": 0.995, "X1": 0.43396, "Y1": 0.0732, "X2": 0.49461, "Y2": 0.073, "X3": 0.49461, "Y3": 0.0918, "X4": 0.43396, "Y4": 0.0918, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.995, "X1": 0.5, "Y1": 0.0732, "X2": 0.51752, "Y2": 0.073, "X3": 0.51752, "Y3": 0.0918, "X4": 0.49865, "Y4": 0.0918, "page": 0, "Index": 9}, {"Word": "these", "Confidence": 0.997, "X1": 0.52156, "Y1": 0.0742, "X2": 0.57412, "Y2": 0.074, "X3": 0.57412, "Y3": 0.0918, "X4": 0.52156, "Y4": 0.0918, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.0742, "X2": 0.61456, "Y2": 0.074, "X3": 0.61456, "Y3": 0.0918, "X4": 0.57817, "Y4": 0.0918, "page": 0, "Index": 11}, {"Word": "other", "Confidence": 0.997, "X1": 0.61995, "Y1": 0.0742, "X2": 0.66712, "Y2": 0.074, "X3": 0.66577, "Y3": 0.0918, "X4": 0.6186, "Y4": 0.0918, "page": 0, "Index": 12}, {"Word": "studies", "Confidence": 0.995, "X1": 0.67116, "Y1": 0.0742, "X2": 0.73585, "Y2": 0.074, "X3": 0.73585, "Y3": 0.0918, "X4": 0.67116, "Y4": 0.0918, "page": 0, "Index": 13}, {"Word": "will", "Confidence": 0.991, "X1": 0.74124, "Y1": 0.0742, "X2": 0.77089, "Y2": 0.074, "X3": 0.76954, "Y3": 0.0918, "X4": 0.74124, "Y4": 0.0918, "page": 0, "Index": 14}, {"Word": "confirm", "Confidence": 0.958, "X1": 0.77493, "Y1": 0.0752, "X2": 0.83962, "Y2": 0.075, "X3": 0.83962, "Y3": 0.0918, "X4": 0.77493, "Y4": 0.0918, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.996, "X1": 0.12534, "Y1": 0.0912, "X2": 0.15364, "Y2": 0.091, "X3": 0.15229, "Y3": 0.1088, "X4": 0.12399, "Y4": 0.1088, "page": 0, "Index": 16}, {"Word": "potential", "Confidence": 0.994, "X1": 0.15768, "Y1": 0.0912, "X2": 0.2372, "Y2": 0.091, "X3": 0.2372, "Y3": 0.1098, "X4": 0.15768, "Y4": 0.1088, "page": 0, "Index": 17}, {"Word": "therapeutic", "Confidence": 0.991, "X1": 0.24259, "Y1": 0.0912, "X2": 0.34501, "Y2": 0.091, "X3": 0.34367, "Y3": 0.1098, "X4": 0.24124, "Y4": 0.1098, "page": 0, "Index": 18}, {"Word": "value", "Confidence": 0.997, "X1": 0.34906, "Y1": 0.0922, "X2": 0.39757, "Y2": 0.092, "X3": 0.39757, "Y3": 0.1108, "X4": 0.34906, "Y4": 0.1098, "page": 0, "Index": 19}, {"Word": "of", "Confidence": 0.998, "X1": 0.40296, "Y1": 0.0922, "X2": 0.42049, "Y2": 0.092, "X3": 0.42049, "Y3": 0.1108, "X4": 0.40162, "Y4": 0.1108, "page": 0, "Index": 20}, {"Word": "these", "Confidence": 0.997, "X1": 0.42588, "Y1": 0.0922, "X2": 0.47439, "Y2": 0.092, "X3": 0.47439, "Y3": 0.1108, "X4": 0.42453, "Y4": 0.1108, "page": 0, "Index": 21}, {"Word": "new", "Confidence": 0.998, "X1": 0.47978, "Y1": 0.0922, "X2": 0.51752, "Y2": 0.092, "X3": 0.51752, "Y3": 0.1108, "X4": 0.47978, "Y4": 0.1108, "page": 0, "Index": 22}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.52291, "Y1": 0.0922, "X2": 0.63073, "Y2": 0.092, "X3": 0.63073, "Y3": 0.1108, "X4": 0.52291, "Y4": 0.1108, "page": 0, "Index": 23}, {"Word": "and", "Confidence": 0.998, "X1": 0.63477, "Y1": 0.0932, "X2": 0.66981, "Y2": 0.093, "X3": 0.66981, "Y3": 0.1108, "X4": 0.63477, "Y4": 0.1108, "page": 0, "Index": 24}, {"Word": "lead", "Confidence": 0.987, "X1": 0.6752, "Y1": 0.0932, "X2": 0.71429, "Y2": 0.093, "X3": 0.71429, "Y3": 0.1108, "X4": 0.6752, "Y4": 0.1108, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.997, "X1": 0.71968, "Y1": 0.0932, "X2": 0.7372, "Y2": 0.093, "X3": 0.7372, "Y3": 0.1108, "X4": 0.71968, "Y4": 0.1108, "page": 0, "Index": 26}, {"Word": "new", "Confidence": 0.998, "X1": 0.74259, "Y1": 0.0932, "X2": 0.78032, "Y2": 0.093, "X3": 0.78032, "Y3": 0.1108, "X4": 0.74259, "Y4": 0.1108, "page": 0, "Index": 27}, {"Word": "and", "Confidence": 0.998, "X1": 0.78571, "Y1": 0.0932, "X2": 0.82075, "Y2": 0.093, "X3": 0.8221, "Y3": 0.1108, "X4": 0.78571, "Y4": 0.1108, "page": 0, "Index": 28}, {"Word": "more", "Confidence": 0.997, "X1": 0.12534, "Y1": 0.1092, "X2": 0.17251, "Y2": 0.109, "X3": 0.17251, "Y3": 0.1268, "X4": 0.12534, "Y4": 0.1258, "page": 0, "Index": 29}, {"Word": "effective", "Confidence": 0.994, "X1": 0.17655, "Y1": 0.1092, "X2": 0.25337, "Y2": 0.109, "X3": 0.25337, "Y3": 0.1278, "X4": 0.17655, "Y4": 0.1268, "page": 0, "Index": 30}, {"Word": "drugs", "Confidence": 0.996, "X1": 0.25876, "Y1": 0.1102, "X2": 0.30997, "Y2": 0.11, "X3": 0.30997, "Y3": 0.1278, "X4": 0.25876, "Y4": 0.1278, "page": 0, "Index": 31}, {"Word": "that", "Confidence": 0.988, "X1": 0.31536, "Y1": 0.1102, "X2": 0.3504, "Y2": 0.11, "X3": 0.3504, "Y3": 0.1288, "X4": 0.31536, "Y4": 0.1278, "page": 0, "Index": 32}, {"Word": "treat", "Confidence": 0.993, "X1": 0.3558, "Y1": 0.1102, "X2": 0.39623, "Y2": 0.11, "X3": 0.39623, "Y3": 0.1288, "X4": 0.3558, "Y4": 0.1288, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.40162, "Y1": 0.1102, "X2": 0.42992, "Y2": 0.11, "X3": 0.42992, "Y3": 0.1288, "X4": 0.40162, "Y4": 0.1288, "page": 0, "Index": 34}, {"Word": "symptoms", "Confidence": 0.991, "X1": 0.43531, "Y1": 0.1102, "X2": 0.52965, "Y2": 0.11, "X3": 0.52965, "Y3": 0.1288, "X4": 0.43531, "Y4": 0.1288, "page": 0, "Index": 35}, {"Word": "and", "Confidence": 0.998, "X1": 0.53369, "Y1": 0.1102, "X2": 0.56873, "Y2": 0.11, "X3": 0.56873, "Y3": 0.1298, "X4": 0.53369, "Y4": 0.1288, "page": 0, "Index": 36}, {"Word": "possibly", "Confidence": 0.995, "X1": 0.57278, "Y1": 0.1112, "X2": 0.64825, "Y2": 0.111, "X3": 0.64825, "Y3": 0.1288, "X4": 0.57278, "Y4": 0.1298, "page": 0, "Index": 37}, {"Word": "slow", "Confidence": 0.987, "X1": 0.65229, "Y1": 0.1112, "X2": 0.69272, "Y2": 0.111, "X3": 0.69272, "Y3": 0.1288, "X4": 0.65229, "Y4": 0.1288, "page": 0, "Index": 38}, {"Word": "or", "Confidence": 0.995, "X1": 0.69811, "Y1": 0.1112, "X2": 0.71698, "Y2": 0.111, "X3": 0.71833, "Y3": 0.1288, "X4": 0.69811, "Y4": 0.1288, "page": 0, "Index": 39}, {"Word": "halt", "Confidence": 0.991, "X1": 0.72237, "Y1": 0.1112, "X2": 0.75606, "Y2": 0.111, "X3": 0.75741, "Y3": 0.1288, "X4": 0.72237, "Y4": 0.1288, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.1122, "X2": 0.79111, "Y2": 0.112, "X3": 0.79111, "Y3": 0.1288, "X4": 0.76146, "Y4": 0.1288, "page": 0, "Index": 41}, {"Word": "progression", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.1292, "X2": 0.2345, "Y2": 0.129, "X3": 0.2345, "Y3": 0.1458, "X4": 0.12399, "Y4": 0.1458, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.995, "X1": 0.23854, "Y1": 0.1292, "X2": 0.25606, "Y2": 0.129, "X3": 0.25606, "Y3": 0.1458, "X4": 0.23854, "Y4": 0.1458, "page": 0, "Index": 43}, {"Word": "some", "Confidence": 0.988, "X1": 0.26011, "Y1": 0.1282, "X2": 0.31132, "Y2": 0.128, "X3": 0.31132, "Y3": 0.1458, "X4": 0.26011, "Y4": 0.1458, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.31671, "Y1": 0.1282, "X2": 0.33288, "Y2": 0.128, "X3": 0.33288, "Y3": 0.1458, "X4": 0.31671, "Y4": 0.1458, "page": 0, "Index": 45}, {"Word": "a", "Confidence": 0.991, "X1": 0.33827, "Y1": 0.1282, "X2": 0.3504, "Y2": 0.128, "X3": 0.3504, "Y3": 0.1458, "X4": 0.33827, "Y4": 0.1458, "page": 0, "Index": 46}, {"Word": "variety", "Confidence": 0.995, "X1": 0.35445, "Y1": 0.1282, "X2": 0.41509, "Y2": 0.128, "X3": 0.41644, "Y3": 0.1458, "X4": 0.3558, "Y4": 0.1458, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.995, "X1": 0.42049, "Y1": 0.1282, "X2": 0.43935, "Y2": 0.128, "X3": 0.43935, "Y3": 0.1458, "X4": 0.42049, "Y4": 0.1458, "page": 0, "Index": 48}, {"Word": "diseases.", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.1292, "X2": 0.53235, "Y2": 0.129, "X3": 0.53235, "Y3": 0.1468, "X4": 0.4434, "Y4": 0.1458, "page": 0, "Index": 49}, {"Word": "Through", "Confidence": 0.996, "X1": 0.53639, "Y1": 0.1292, "X2": 0.61321, "Y2": 0.129, "X3": 0.61321, "Y3": 0.1468, "X4": 0.53639, "Y4": 0.1468, "page": 0, "Index": 50}, {"Word": "our", "Confidence": 0.998, "X1": 0.61725, "Y1": 0.1292, "X2": 0.6496, "Y2": 0.129, "X3": 0.6496, "Y3": 0.1468, "X4": 0.61725, "Y4": 0.1468, "page": 0, "Index": 51}, {"Word": "Targacept,", "Confidence": 0.991, "X1": 0.65499, "Y1": 0.1302, "X2": 0.75067, "Y2": 0.13, "X3": 0.75067, "Y3": 0.1478, "X4": 0.65499, "Y4": 0.1468, "page": 0, "Index": 52}, {"Word": "Inc.", "Confidence": 0.904, "X1": 0.75472, "Y1": 0.1312, "X2": 0.79245, "Y2": 0.131, "X3": 0.7938, "Y3": 0.1488, "X4": 0.75606, "Y4": 0.1478, "page": 0, "Index": 53}, {"Word": "subsidiary,", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.1472, "X2": 0.22372, "Y2": 0.147, "X3": 0.22372, "Y3": 0.1638, "X4": 0.12534, "Y4": 0.1628, "page": 0, "Index": 54}, {"Word": "we", "Confidence": 0.998, "X1": 0.22911, "Y1": 0.1472, "X2": 0.25472, "Y2": 0.147, "X3": 0.25472, "Y3": 0.1638, "X4": 0.22911, "Y4": 0.1638, "page": 0, "Index": 55}, {"Word": "intend", "Confidence": 0.997, "X1": 0.25876, "Y1": 0.1462, "X2": 0.31671, "Y2": 0.146, "X3": 0.31671, "Y3": 0.1638, "X4": 0.25876, "Y4": 0.1638, "page": 0, "Index": 56}, {"Word": "to", "Confidence": 0.996, "X1": 0.3221, "Y1": 0.1462, "X2": 0.33962, "Y2": 0.146, "X3": 0.33962, "Y3": 0.1638, "X4": 0.3221, "Y4": 0.1638, "page": 0, "Index": 57}, {"Word": "work", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.1462, "X2": 0.38679, "Y2": 0.146, "X3": 0.38679, "Y3": 0.1648, "X4": 0.34367, "Y4": 0.1638, "page": 0, "Index": 58}, {"Word": "with", "Confidence": 0.987, "X1": 0.39218, "Y1": 0.1462, "X2": 0.42992, "Y2": 0.146, "X3": 0.42992, "Y3": 0.1648, "X4": 0.39218, "Y4": 0.1648, "page": 0, "Index": 59}, {"Word": "pharmaceutical", "Confidence": 0.991, "X1": 0.43531, "Y1": 0.1462, "X2": 0.57412, "Y2": 0.146, "X3": 0.57412, "Y3": 0.1648, "X4": 0.43531, "Y4": 0.1648, "page": 0, "Index": 60}, {"Word": "companies", "Confidence": 0.995, "X1": 0.57951, "Y1": 0.1472, "X2": 0.6779, "Y2": 0.147, "X3": 0.6779, "Y3": 0.1658, "X4": 0.57817, "Y4": 0.1648, "page": 0, "Index": 61}, {"Word": "toward", "Confidence": 0.996, "X1": 0.68329, "Y1": 0.1472, "X2": 0.74528, "Y2": 0.147, "X3": 0.74528, "Y3": 0.1658, "X4": 0.68194, "Y4": 0.1658, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.75067, "Y1": 0.1472, "X2": 0.78167, "Y2": 0.147, "X3": 0.78032, "Y3": 0.1658, "X4": 0.74933, "Y4": 0.1658, "page": 0, "Index": 63}, {"Word": "development", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.1652, "X2": 0.24259, "Y2": 0.165, "X3": 0.24259, "Y3": 0.1818, "X4": 0.12534, "Y4": 0.1818, "page": 0, "Index": 64}, {"Word": "and", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.1652, "X2": 0.28167, "Y2": 0.165, "X3": 0.28167, "Y3": 0.1828, "X4": 0.24798, "Y4": 0.1818, "page": 0, "Index": 65}, {"Word": "commercialization", "Confidence": 0.991, "X1": 0.28706, "Y1": 0.1652, "X2": 0.45148, "Y2": 0.165, "X3": 0.45148, "Y3": 0.1838, "X4": 0.28706, "Y4": 0.1828, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.998, "X1": 0.45687, "Y1": 0.1652, "X2": 0.47305, "Y2": 0.165, "X3": 0.4717, "Y3": 0.1838, "X4": 0.45553, "Y4": 0.1838, "page": 0, "Index": 67}, {"Word": "nicotinic", "Confidence": 0.993, "X1": 0.47709, "Y1": 0.1652, "X2": 0.55256, "Y2": 0.165, "X3": 0.55256, "Y3": 0.1838, "X4": 0.47709, "Y4": 0.1838, "page": 0, "Index": 68}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.55795, "Y1": 0.1652, "X2": 0.66307, "Y2": 0.165, "X3": 0.66307, "Y3": 0.1838, "X4": 0.5566, "Y4": 0.1838, "page": 0, "Index": 69}, {"Word": "for", "Confidence": 0.998, "X1": 0.66846, "Y1": 0.1652, "X2": 0.69272, "Y2": 0.165, "X3": 0.69137, "Y3": 0.1838, "X4": 0.66712, "Y4": 0.1838, "page": 0, "Index": 70}, {"Word": "therapeutic", "Confidence": 0.993, "X1": 0.69811, "Y1": 0.1652, "X2": 0.80458, "Y2": 0.165, "X3": 0.80458, "Y3": 0.1848, "X4": 0.69677, "Y4": 0.1838, "page": 0, "Index": 71}, {"Word": "purposes.", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.1842, "X2": 0.21698, "Y2": 0.184, "X3": 0.21698, "Y3": 0.2008, "X4": 0.12534, "Y4": 0.2028, "page": 0, "Index": 72}, {"Word": "###", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.2112, "X2": 0.51078, "Y2": 0.211, "X3": 0.51078, "Y3": 0.2248, "X4": 0.47574, "Y4": 0.2248, "page": 0, "Index": 73}, {"Word": "53192", "Confidence": 0.996, "X1": 0.969, "Y1": 0.9312, "X2": 0.969, "Y2": 0.931, "X3": 0.94609, "Y3": 0.9318, "X4": 0.94474, "Y4": 0.8828, "page": 0, "Index": 74}, {"Word": "4569", "Confidence": 0.989, "X1": 0.969, "Y1": 0.9782, "X2": 0.97035, "Y2": 0.978, "X3": 0.94744, "Y3": 0.9798, "X4": 0.94609, "Y4": 0.9398, "page": 0, "Index": 75}, {"Word": "IR0000001363015303", "Confidence": 0.237, "X1": 0.00135, "Y1": 0.9842, "X2": 0.20081, "Y2": 0.984, "X3": 0.20081, "Y3": 0.9988, "X4": 0.00135, "Y4": 0.9978, "page": 0, "Index": 76}]}	"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"
fflg0011	0	{"lines_data": [{"Word": "DRAFT - 11/30/99", "Confidence": 0.99, "X1": 0.12264, "Y1": 0.0242, "X2": 0.28841, "Y2": 0.024, "X3": 0.28841, "Y3": 0.0398, "X4": 0.12264, "Y4": 0.0398, "page": 0}, {"Word": "TARGACEPT, INC.", "Confidence": 0.9925, "X1": 0.38814, "Y1": 0.0712, "X2": 0.59838, "Y2": 0.071, "X3": 0.59838, "Y3": 0.0918, "X4": 0.38814, "Y4": 0.0918, "page": 0}, {"Word": "A wholly owned subsidiary of R. J. Reynolds Tobacco Company", "Confidence": 0.9954, "X1": 0.12938, "Y1": 0.1022, "X2": 0.85714, "Y2": 0.102, "X3": 0.85714, "Y3": 0.1248, "X4": 0.12938, "Y4": 0.1218, "page": 0}, {"Word": "formed in 1997 to rapidly commercialize the company's nicotinic", "Confidence": 0.99211, "X1": 0.12534, "Y1": 0.1242, "X2": 0.86119, "Y2": 0.124, "X3": 0.86119, "Y3": 0.1458, "X4": 0.12534, "Y4": 0.1428, "page": 0}, {"Word": "pharmacological technologies.", "Confidence": 0.8935, "X1": 0.31671, "Y1": 0.1442, "X2": 0.66981, "Y2": 0.144, "X3": 0.66981, "Y3": 0.1658, "X4": 0.31671, "Y4": 0.1658, "page": 0}, {"Word": "BACKGROUND", "Confidence": 0.993, "X1": 0.41509, "Y1": 0.1992, "X2": 0.57143, "Y2": 0.199, "X3": 0.57143, "Y3": 0.2158, "X4": 0.41644, "Y4": 0.2168, "page": 0}, {"Word": "For many years, R.J. Reynolds Tobacco Company has investigated the", "Confidence": 0.9911, "X1": 0.12534, "Y1": 0.2272, "X2": 0.77358, "Y2": 0.227, "X3": 0.77358, "Y3": 0.2448, "X4": 0.12534, "Y4": 0.2438, "page": 0}, {"Word": "chemistry and biology of nicotine to gain a better understanding of its tobacco", "Confidence": 0.987, "X1": 0.12264, "Y1": 0.2452, "X2": 0.82749, "Y2": 0.245, "X3": 0.82749, "Y3": 0.2628, "X4": 0.12264, "Y4": 0.2618, "page": 0}, {"Word": "products. The company's research has resulted in hundreds of scientific papers", "Confidence": 0.99218, "X1": 0.12534, "Y1": 0.2632, "X2": 0.84367, "Y2": 0.263, "X3": 0.84367, "Y3": 0.2818, "X4": 0.12534, "Y4": 0.2798, "page": 0}, {"Word": "and abstracts. This knowledge base, in conjunction with numerous investigations", "Confidence": 0.9929, "X1": 0.12534, "Y1": 0.2822, "X2": 0.8558, "Y2": 0.282, "X3": 0.8558, "Y3": 0.3008, "X4": 0.12534, "Y4": 0.2978, "page": 0}, {"Word": "in the scientific literature into the biological effects of nicotine, has added", "Confidence": 0.95992, "X1": 0.12399, "Y1": 0.2992, "X2": 0.78167, "Y2": 0.299, "X3": 0.78167, "Y3": 0.3178, "X4": 0.12399, "Y4": 0.3148, "page": 0}, {"Word": "significantly to our understanding of this widely consumed natural product.", "Confidence": 0.9944, "X1": 0.12399, "Y1": 0.3172, "X2": 0.7938, "Y2": 0.317, "X3": 0.7938, "Y3": 0.3358, "X4": 0.12399, "Y4": 0.3348, "page": 0}, {"Word": "At the same time, RJR has a rich history of leveraging its scientific and", "Confidence": 0.99121, "X1": 0.12668, "Y1": 0.3432, "X2": 0.7655, "Y2": 0.343, "X3": 0.7655, "Y3": 0.3628, "X4": 0.12668, "Y4": 0.3608, "page": 0}, {"Word": "technological expertise to foster progress in areas unrelated to the manufacture", "Confidence": 0.99509, "X1": 0.12534, "Y1": 0.3622, "X2": 0.84501, "Y2": 0.362, "X3": 0.84501, "Y3": 0.3798, "X4": 0.12534, "Y4": 0.3788, "page": 0}, {"Word": "and sale of cigarettes. For example, since the 1970s, Reynolds Tobacco has", "Confidence": 0.995, "X1": 0.12399, "Y1": 0.3812, "X2": 0.82749, "Y2": 0.381, "X3": 0.82749, "Y3": 0.3988, "X4": 0.12399, "Y4": 0.3968, "page": 0}, {"Word": "operated Avoca, a research farm located in eastern North Carolina, that has", "Confidence": 0.9945, "X1": 0.12399, "Y1": 0.3992, "X2": 0.81671, "Y2": 0.399, "X3": 0.81536, "Y3": 0.4168, "X4": 0.12399, "Y4": 0.4148, "page": 0}, {"Word": "developed and produces a number of natural products (such as perfume bases)", "Confidence": 0.995, "X1": 0.12399, "Y1": 0.4192, "X2": 0.84771, "Y2": 0.419, "X3": 0.84771, "Y3": 0.4368, "X4": 0.12399, "Y4": 0.4338, "page": 0}, {"Word": "for commercial use.", "Confidence": 0.995, "X1": 0.12534, "Y1": 0.4352, "X2": 0.30458, "Y2": 0.435, "X3": 0.30323, "Y3": 0.4518, "X4": 0.12534, "Y4": 0.4508, "page": 0}, {"Word": "The creation of Targacept, Inc ., a wholly owned subsidiary of RJR, is the direct", "Confidence": 0.98907, "X1": 0.12534, "Y1": 0.4622, "X2": 0.83962, "Y2": 0.462, "X3": 0.83962, "Y3": 0.4808, "X4": 0.12534, "Y4": 0.4788, "page": 0}, {"Word": "result of four important factors converging in the early 1990s:", "Confidence": 0.9891, "X1": 0.12399, "Y1": 0.4802, "X2": 0.68059, "Y2": 0.48, "X3": 0.68059, "Y3": 0.4988, "X4": 0.12399, "Y4": 0.4978, "page": 0}, {"Word": "The discovery in the 1980s that nicotine interacts with several different types", "Confidence": 0.99433, "X1": 0.15364, "Y1": 0.5082, "X2": 0.84771, "Y2": 0.508, "X3": 0.84771, "Y3": 0.5258, "X4": 0.15364, "Y4": 0.5228, "page": 0}, {"Word": "of receptors (sites in the body that process chemical information).", "Confidence": 0.9943, "X1": 0.15229, "Y1": 0.5252, "X2": 0.74663, "Y2": 0.525, "X3": 0.74663, "Y3": 0.5438, "X4": 0.15229, "Y4": 0.5428, "page": 0}, {"Word": "The biological effects of nicotine could be better understood by developing in", "Confidence": 0.98317, "X1": 0.14555, "Y1": 0.5522, "X2": 0.8504, "Y2": 0.552, "X3": 0.8504, "Y3": 0.5708, "X4": 0.14555, "Y4": 0.5688, "page": 0}, {"Word": "the laboratory nicotinic compounds that would interact selectively with some,", "Confidence": 0.9887, "X1": 0.15364, "Y1": 0.5712, "X2": 0.84771, "Y2": 0.571, "X3": 0.84771, "Y3": 0.5888, "X4": 0.15229, "Y4": 0.5868, "page": 0}, {"Word": "but not all, types of nicotinic receptors.", "Confidence": 0.99486, "X1": 0.15499, "Y1": 0.5892, "X2": 0.50404, "Y2": 0.589, "X3": 0.50404, "Y3": 0.6068, "X4": 0.15499, "Y4": 0.6048, "page": 0}, {"Word": "The discovery that a number of chronic, debilitating diseases (such as", "Confidence": 0.99455, "X1": 0.16038, "Y1": 0.6162, "X2": 0.7965, "Y2": 0.616, "X3": 0.7965, "Y3": 0.6338, "X4": 0.15903, "Y4": 0.6318, "page": 0}, {"Word": "Alzheimer's and Parkinson's) are associated with deficiencies in nicotinic", "Confidence": 0.99, "X1": 0.15499, "Y1": 0.6342, "X2": 0.81536, "Y2": 0.634, "X3": 0.81536, "Y3": 0.6518, "X4": 0.15364, "Y4": 0.6508, "page": 0}, {"Word": "receptors.", "Confidence": 0.955, "X1": 0.15633, "Y1": 0.6532, "X2": 0.24663, "Y2": 0.653, "X3": 0.24663, "Y3": 0.6688, "X4": 0.15633, "Y4": 0.6688, "page": 0}, {"Word": "Evidence that these diseases could be treated with nicotine and nicotine-like", "Confidence": 0.99355, "X1": 0.15364, "Y1": 0.6802, "X2": 0.84771, "Y2": 0.68, "X3": 0.84771, "Y3": 0.6968, "X4": 0.15364, "Y4": 0.6958, "page": 0}, {"Word": "compounds that target the specific receptor sites associated with these", "Confidence": 0.9858, "X1": 0.15499, "Y1": 0.6982, "X2": 0.79919, "Y2": 0.698, "X3": 0.79919, "Y3": 0.7158, "X4": 0.15499, "Y4": 0.7158, "page": 0}, {"Word": "diseases.", "Confidence": 0.992, "X1": 0.15364, "Y1": 0.7162, "X2": 0.24259, "Y2": 0.716, "X3": 0.24124, "Y3": 0.7318, "X4": 0.15364, "Y4": 0.7308, "page": 0}, {"Word": "These factors led Reynolds Tobacco to believe that it could apply its nicotine", "Confidence": 0.99585, "X1": 0.12399, "Y1": 0.7422, "X2": 0.82075, "Y2": 0.742, "X3": 0.82075, "Y3": 0.7608, "X4": 0.12399, "Y4": 0.7578, "page": 0}, {"Word": "expertise to investigate whether unique new therapeutic compounds could be", "Confidence": 0.9944, "X1": 0.12534, "Y1": 0.7602, "X2": 0.82615, "Y2": 0.76, "X3": 0.82615, "Y3": 0.7788, "X4": 0.12534, "Y4": 0.7778, "page": 0}, {"Word": "created to treat these and other diseases.", "Confidence": 0.99614, "X1": 0.12264, "Y1": 0.7792, "X2": 0.50404, "Y2": 0.779, "X3": 0.50404, "Y3": 0.7958, "X4": 0.12264, "Y4": 0.7958, "page": 0}, {"Word": "HOW NICOTINE WORKS", "Confidence": 0.996, "X1": 0.37332, "Y1": 0.8302, "X2": 0.6159, "Y2": 0.83, "X3": 0.6159, "Y3": 0.8478, "X4": 0.37197, "Y4": 0.8468, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.48787, "Y1": 0.9612, "X2": 0.49865, "Y2": 0.961, "X3": 0.49865, "Y3": 0.9758, "X4": 0.48652, "Y4": 0.9758, "page": 0}, {"Word": "53192 4566", "Confidence": 0.994, "X1": 0.95148, "Y1": 0.9732, "X2": 0.95687, "Y2": 0.973, "X3": 0.93261, "Y3": 0.9728, "X4": 0.92857, "Y4": 0.8748, "page": 0}, {"Word": "JR0000001363015303", "Confidence": 0.888, "X1": 0.0, "Y1": 0.9832, "X2": 0.2035, "Y2": 0.983, "X3": 0.2035, "Y3": 0.9978, "X4": 0.0, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "DRAFT", "Confidence": 0.994, "X1": 0.12264, "Y1": 0.0252, "X2": 0.19003, "Y2": 0.025, "X3": 0.19003, "Y3": 0.0408, "X4": 0.12264, "Y4": 0.0408, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.981, "X1": 0.19542, "Y1": 0.0252, "X2": 0.20755, "Y2": 0.025, "X3": 0.20755, "Y3": 0.0408, "X4": 0.19407, "Y4": 0.0408, "page": 0, "Index": 1}, {"Word": "11/30/99", "Confidence": 0.995, "X1": 0.21159, "Y1": 0.0252, "X2": 0.28706, "Y2": 0.025, "X3": 0.28571, "Y3": 0.0398, "X4": 0.21159, "Y4": 0.0408, "page": 0, "Index": 2}, {"Word": "TARGACEPT,", "Confidence": 0.994, "X1": 0.38949, "Y1": 0.0722, "X2": 0.54178, "Y2": 0.072, "X3": 0.54178, "Y3": 0.0928, "X4": 0.38949, "Y4": 0.0908, "page": 0, "Index": 3}, {"Word": "INC.", "Confidence": 0.991, "X1": 0.54717, "Y1": 0.0712, "X2": 0.59704, "Y2": 0.071, "X3": 0.59838, "Y3": 0.0928, "X4": 0.54852, "Y4": 0.0928, "page": 0, "Index": 4}, {"Word": "A", "Confidence": 0.994, "X1": 0.13073, "Y1": 0.1012, "X2": 0.14286, "Y2": 0.101, "X3": 0.1442, "Y3": 0.1218, "X4": 0.13073, "Y4": 0.1218, "page": 0, "Index": 5}, {"Word": "wholly", "Confidence": 0.995, "X1": 0.1496, "Y1": 0.1012, "X2": 0.22642, "Y2": 0.101, "X3": 0.22642, "Y3": 0.1218, "X4": 0.1496, "Y4": 0.1218, "page": 0, "Index": 6}, {"Word": "owned", "Confidence": 0.997, "X1": 0.23181, "Y1": 0.1002, "X2": 0.30997, "Y2": 0.1, "X3": 0.30997, "Y3": 0.1218, "X4": 0.23315, "Y4": 0.1218, "page": 0, "Index": 7}, {"Word": "subsidiary", "Confidence": 0.994, "X1": 0.31536, "Y1": 0.1002, "X2": 0.43396, "Y2": 0.1, "X3": 0.43396, "Y3": 0.1218, "X4": 0.31536, "Y4": 0.1218, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.998, "X1": 0.43935, "Y1": 0.1012, "X2": 0.46226, "Y2": 0.101, "X3": 0.46226, "Y3": 0.1228, "X4": 0.43935, "Y4": 0.1218, "page": 0, "Index": 9}, {"Word": "R.", "Confidence": 0.994, "X1": 0.469, "Y1": 0.1012, "X2": 0.49326, "Y2": 0.101, "X3": 0.49326, "Y3": 0.1228, "X4": 0.469, "Y4": 0.1228, "page": 0, "Index": 10}, {"Word": "J.", "Confidence": 0.997, "X1": 0.49865, "Y1": 0.1012, "X2": 0.52022, "Y2": 0.101, "X3": 0.52022, "Y3": 0.1228, "X4": 0.49865, "Y4": 0.1228, "page": 0, "Index": 11}, {"Word": "Reynolds", "Confidence": 0.993, "X1": 0.52695, "Y1": 0.1012, "X2": 0.63612, "Y2": 0.101, "X3": 0.63612, "Y3": 0.1238, "X4": 0.52695, "Y4": 0.1228, "page": 0, "Index": 12}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.64286, "Y1": 0.1022, "X2": 0.73854, "Y2": 0.102, "X3": 0.73854, "Y3": 0.1248, "X4": 0.64286, "Y4": 0.1238, "page": 0, "Index": 13}, {"Word": "Company", "Confidence": 0.997, "X1": 0.74528, "Y1": 0.1042, "X2": 0.85714, "Y2": 0.104, "X3": 0.85714, "Y3": 0.1258, "X4": 0.74528, "Y4": 0.1248, "page": 0, "Index": 14}, {"Word": "formed", "Confidence": 0.994, "X1": 0.12668, "Y1": 0.1222, "X2": 0.2062, "Y2": 0.122, "X3": 0.2062, "Y3": 0.1428, "X4": 0.12534, "Y4": 0.1428, "page": 0, "Index": 15}, {"Word": "in", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.1222, "X2": 0.23585, "Y2": 0.122, "X3": 0.2345, "Y3": 0.1438, "X4": 0.21159, "Y4": 0.1438, "page": 0, "Index": 16}, {"Word": "1997", "Confidence": 0.979, "X1": 0.24124, "Y1": 0.1222, "X2": 0.2938, "Y2": 0.122, "X3": 0.2938, "Y3": 0.1438, "X4": 0.24124, "Y4": 0.1438, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.998, "X1": 0.29919, "Y1": 0.1222, "X2": 0.32075, "Y2": 0.122, "X3": 0.32075, "Y3": 0.1438, "X4": 0.29919, "Y4": 0.1438, "page": 0, "Index": 18}, {"Word": "rapidly", "Confidence": 0.982, "X1": 0.32749, "Y1": 0.1232, "X2": 0.40701, "Y2": 0.123, "X3": 0.40701, "Y3": 0.1448, "X4": 0.32749, "Y4": 0.1438, "page": 0, "Index": 19}, {"Word": "commercialize", "Confidence": 0.991, "X1": 0.4124, "Y1": 0.1232, "X2": 0.57817, "Y2": 0.123, "X3": 0.57951, "Y3": 0.1458, "X4": 0.4124, "Y4": 0.1448, "page": 0, "Index": 20}, {"Word": "the", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.1242, "X2": 0.61995, "Y2": 0.124, "X3": 0.61995, "Y3": 0.1458, "X4": 0.58491, "Y4": 0.1458, "page": 0, "Index": 21}, {"Word": "company's", "Confidence": 0.995, "X1": 0.62534, "Y1": 0.1242, "X2": 0.75202, "Y2": 0.124, "X3": 0.75337, "Y3": 0.1458, "X4": 0.62668, "Y4": 0.1458, "page": 0, "Index": 22}, {"Word": "nicotinic", "Confidence": 0.994, "X1": 0.75741, "Y1": 0.1252, "X2": 0.85849, "Y2": 0.125, "X3": 0.85984, "Y3": 0.1458, "X4": 0.75876, "Y4": 0.1458, "page": 0, "Index": 23}, {"Word": "pharmacological", "Confidence": 0.991, "X1": 0.31671, "Y1": 0.1452, "X2": 0.50674, "Y2": 0.145, "X3": 0.50539, "Y3": 0.1668, "X4": 0.31671, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "technologies.", "Confidence": 0.796, "X1": 0.51213, "Y1": 0.1452, "X2": 0.67116, "Y2": 0.145, "X3": 0.66981, "Y3": 0.1668, "X4": 0.51078, "Y4": 0.1668, "page": 0, "Index": 25}, {"Word": "BACKGROUND", "Confidence": 0.993, "X1": 0.41644, "Y1": 0.1992, "X2": 0.56604, "Y2": 0.199, "X3": 0.56604, "Y3": 0.2168, "X4": 0.41644, "Y4": 0.2168, "page": 0, "Index": 26}, {"Word": "For", "Confidence": 0.991, "X1": 0.12668, "Y1": 0.2272, "X2": 0.15633, "Y2": 0.227, "X3": 0.15499, "Y3": 0.2438, "X4": 0.12534, "Y4": 0.2438, "page": 0, "Index": 27}, {"Word": "many", "Confidence": 0.989, "X1": 0.16173, "Y1": 0.2272, "X2": 0.21024, "Y2": 0.227, "X3": 0.21024, "Y3": 0.2438, "X4": 0.16038, "Y4": 0.2438, "page": 0, "Index": 28}, {"Word": "years,", "Confidence": 0.995, "X1": 0.21563, "Y1": 0.2262, "X2": 0.27224, "Y2": 0.226, "X3": 0.27224, "Y3": 0.2438, "X4": 0.21429, "Y4": 0.2438, "page": 0, "Index": 29}, {"Word": "R.J.", "Confidence": 0.986, "X1": 0.27763, "Y1": 0.2262, "X2": 0.31402, "Y2": 0.226, "X3": 0.31402, "Y3": 0.2438, "X4": 0.27763, "Y4": 0.2438, "page": 0, "Index": 30}, {"Word": "Reynolds", "Confidence": 0.97, "X1": 0.31941, "Y1": 0.2262, "X2": 0.40701, "Y2": 0.226, "X3": 0.40701, "Y3": 0.2448, "X4": 0.31806, "Y4": 0.2438, "page": 0, "Index": 31}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.41105, "Y1": 0.2262, "X2": 0.48787, "Y2": 0.226, "X3": 0.48787, "Y3": 0.2448, "X4": 0.41105, "Y4": 0.2448, "page": 0, "Index": 32}, {"Word": "Company", "Confidence": 0.997, "X1": 0.49326, "Y1": 0.2272, "X2": 0.58221, "Y2": 0.227, "X3": 0.58221, "Y3": 0.2448, "X4": 0.49326, "Y4": 0.2448, "page": 0, "Index": 33}, {"Word": "has", "Confidence": 0.998, "X1": 0.5876, "Y1": 0.2272, "X2": 0.61995, "Y2": 0.227, "X3": 0.62129, "Y3": 0.2448, "X4": 0.5876, "Y4": 0.2448, "page": 0, "Index": 34}, {"Word": "investigated", "Confidence": 0.992, "X1": 0.62534, "Y1": 0.2282, "X2": 0.73585, "Y2": 0.228, "X3": 0.73585, "Y3": 0.2458, "X4": 0.62534, "Y4": 0.2448, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.73989, "Y1": 0.2282, "X2": 0.77358, "Y2": 0.228, "X3": 0.77358, "Y3": 0.2458, "X4": 0.74124, "Y4": 0.2458, "page": 0, "Index": 36}, {"Word": "chemistry", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.2452, "X2": 0.21294, "Y2": 0.245, "X3": 0.21294, "Y3": 0.2618, "X4": 0.12399, "Y4": 0.2618, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.21698, "Y1": 0.2452, "X2": 0.25202, "Y2": 0.245, "X3": 0.25202, "Y3": 0.2618, "X4": 0.21698, "Y4": 0.2618, "page": 0, "Index": 38}, {"Word": "biology", "Confidence": 0.996, "X1": 0.25606, "Y1": 0.2452, "X2": 0.3221, "Y2": 0.245, "X3": 0.3221, "Y3": 0.2628, "X4": 0.25606, "Y4": 0.2618, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.32749, "Y1": 0.2452, "X2": 0.34501, "Y2": 0.245, "X3": 0.34501, "Y3": 0.2628, "X4": 0.32615, "Y4": 0.2628, "page": 0, "Index": 40}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.3504, "Y1": 0.2452, "X2": 0.42049, "Y2": 0.245, "X3": 0.42049, "Y3": 0.2628, "X4": 0.3504, "Y4": 0.2628, "page": 0, "Index": 41}, {"Word": "to", "Confidence": 0.998, "X1": 0.42588, "Y1": 0.2452, "X2": 0.4434, "Y2": 0.245, "X3": 0.4434, "Y3": 0.2628, "X4": 0.42453, "Y4": 0.2628, "page": 0, "Index": 42}, {"Word": "gain", "Confidence": 0.988, "X1": 0.44879, "Y1": 0.2452, "X2": 0.48787, "Y2": 0.245, "X3": 0.48787, "Y3": 0.2628, "X4": 0.44879, "Y4": 0.2628, "page": 0, "Index": 43}, {"Word": "a", "Confidence": 0.995, "X1": 0.49191, "Y1": 0.2452, "X2": 0.5027, "Y2": 0.245, "X3": 0.5027, "Y3": 0.2628, "X4": 0.49191, "Y4": 0.2628, "page": 0, "Index": 44}, {"Word": "better", "Confidence": 0.886, "X1": 0.50809, "Y1": 0.2452, "X2": 0.56199, "Y2": 0.245, "X3": 0.56334, "Y3": 0.2628, "X4": 0.50809, "Y4": 0.2628, "page": 0, "Index": 45}, {"Word": "understanding", "Confidence": 0.992, "X1": 0.56739, "Y1": 0.2462, "X2": 0.69811, "Y2": 0.246, "X3": 0.69811, "Y3": 0.2628, "X4": 0.56739, "Y4": 0.2628, "page": 0, "Index": 46}, {"Word": "of", "Confidence": 0.998, "X1": 0.7035, "Y1": 0.2462, "X2": 0.72237, "Y2": 0.246, "X3": 0.72237, "Y3": 0.2628, "X4": 0.7035, "Y4": 0.2628, "page": 0, "Index": 47}, {"Word": "its", "Confidence": 0.998, "X1": 0.72642, "Y1": 0.2462, "X2": 0.74663, "Y2": 0.246, "X3": 0.74663, "Y3": 0.2628, "X4": 0.72642, "Y4": 0.2628, "page": 0, "Index": 48}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.75202, "Y1": 0.2462, "X2": 0.82615, "Y2": 0.246, "X3": 0.82615, "Y3": 0.2628, "X4": 0.75202, "Y4": 0.2628, "page": 0, "Index": 49}, {"Word": "products.", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.2632, "X2": 0.21024, "Y2": 0.263, "X3": 0.21024, "Y3": 0.2798, "X4": 0.12534, "Y4": 0.2798, "page": 0, "Index": 50}, {"Word": "The", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.2632, "X2": 0.24933, "Y2": 0.263, "X3": 0.24933, "Y3": 0.2798, "X4": 0.21563, "Y4": 0.2798, "page": 0, "Index": 51}, {"Word": "company's", "Confidence": 0.969, "X1": 0.25337, "Y1": 0.2642, "X2": 0.3531, "Y2": 0.264, "X3": 0.3531, "Y3": 0.2798, "X4": 0.25337, "Y4": 0.2798, "page": 0, "Index": 52}, {"Word": "research", "Confidence": 0.995, "X1": 0.35849, "Y1": 0.2642, "X2": 0.43801, "Y2": 0.264, "X3": 0.43801, "Y3": 0.2808, "X4": 0.35714, "Y4": 0.2808, "page": 0, "Index": 53}, {"Word": "has", "Confidence": 0.998, "X1": 0.4434, "Y1": 0.2642, "X2": 0.47574, "Y2": 0.264, "X3": 0.47574, "Y3": 0.2808, "X4": 0.4434, "Y4": 0.2808, "page": 0, "Index": 54}, {"Word": "resulted", "Confidence": 0.994, "X1": 0.48113, "Y1": 0.2642, "X2": 0.55391, "Y2": 0.264, "X3": 0.55256, "Y3": 0.2808, "X4": 0.47978, "Y4": 0.2808, "page": 0, "Index": 55}, {"Word": "in", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.2642, "X2": 0.57682, "Y2": 0.264, "X3": 0.57682, "Y3": 0.2808, "X4": 0.55795, "Y4": 0.2808, "page": 0, "Index": 56}, {"Word": "hundreds", "Confidence": 0.993, "X1": 0.58086, "Y1": 0.2642, "X2": 0.66846, "Y2": 0.264, "X3": 0.66846, "Y3": 0.2818, "X4": 0.58086, "Y4": 0.2808, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.2642, "X2": 0.69137, "Y2": 0.264, "X3": 0.69137, "Y3": 0.2818, "X4": 0.67251, "Y4": 0.2818, "page": 0, "Index": 58}, {"Word": "scientific", "Confidence": 0.983, "X1": 0.69677, "Y1": 0.2642, "X2": 0.77358, "Y2": 0.264, "X3": 0.77358, "Y3": 0.2818, "X4": 0.69542, "Y4": 0.2818, "page": 0, "Index": 59}, {"Word": "papers", "Confidence": 0.997, "X1": 0.77898, "Y1": 0.2632, "X2": 0.84367, "Y2": 0.263, "X3": 0.84367, "Y3": 0.2818, "X4": 0.77763, "Y4": 0.2818, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.998, "X1": 0.12668, "Y1": 0.2812, "X2": 0.15903, "Y2": 0.281, "X3": 0.15903, "Y3": 0.2978, "X4": 0.12534, "Y4": 0.2978, "page": 0, "Index": 61}, {"Word": "abstracts.", "Confidence": 0.991, "X1": 0.16442, "Y1": 0.2812, "X2": 0.25472, "Y2": 0.281, "X3": 0.25472, "Y3": 0.2988, "X4": 0.16307, "Y4": 0.2978, "page": 0, "Index": 62}, {"Word": "This", "Confidence": 0.988, "X1": 0.26011, "Y1": 0.2812, "X2": 0.29784, "Y2": 0.281, "X3": 0.29784, "Y3": 0.2988, "X4": 0.25876, "Y4": 0.2988, "page": 0, "Index": 63}, {"Word": "knowledge", "Confidence": 0.994, "X1": 0.30189, "Y1": 0.2812, "X2": 0.39892, "Y2": 0.281, "X3": 0.39892, "Y3": 0.2998, "X4": 0.30189, "Y4": 0.2988, "page": 0, "Index": 64}, {"Word": "base,", "Confidence": 0.994, "X1": 0.40431, "Y1": 0.2812, "X2": 0.45553, "Y2": 0.281, "X3": 0.45553, "Y3": 0.2998, "X4": 0.40431, "Y4": 0.2998, "page": 0, "Index": 65}, {"Word": "in", "Confidence": 0.998, "X1": 0.45957, "Y1": 0.2812, "X2": 0.47709, "Y2": 0.281, "X3": 0.47709, "Y3": 0.2998, "X4": 0.45957, "Y4": 0.2998, "page": 0, "Index": 66}, {"Word": "conjunction", "Confidence": 0.991, "X1": 0.48248, "Y1": 0.2822, "X2": 0.5876, "Y2": 0.282, "X3": 0.5876, "Y3": 0.2998, "X4": 0.48248, "Y4": 0.2998, "page": 0, "Index": 67}, {"Word": "with", "Confidence": 0.987, "X1": 0.59164, "Y1": 0.2822, "X2": 0.62803, "Y2": 0.282, "X3": 0.62803, "Y3": 0.2998, "X4": 0.59164, "Y4": 0.2998, "page": 0, "Index": 68}, {"Word": "numerous", "Confidence": 0.995, "X1": 0.63342, "Y1": 0.2822, "X2": 0.72507, "Y2": 0.282, "X3": 0.72507, "Y3": 0.2998, "X4": 0.63342, "Y4": 0.2998, "page": 0, "Index": 69}, {"Word": "investigations", "Confidence": 0.993, "X1": 0.73046, "Y1": 0.2832, "X2": 0.85714, "Y2": 0.283, "X3": 0.85714, "Y3": 0.2998, "X4": 0.73046, "Y4": 0.2998, "page": 0, "Index": 70}, {"Word": "in", "Confidence": 0.998, "X1": 0.12399, "Y1": 0.2992, "X2": 0.13881, "Y2": 0.299, "X3": 0.13881, "Y3": 0.3148, "X4": 0.12399, "Y4": 0.3148, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.994, "X1": 0.1442, "Y1": 0.2992, "X2": 0.17385, "Y2": 0.299, "X3": 0.17385, "Y3": 0.3158, "X4": 0.1442, "Y4": 0.3148, "page": 0, "Index": 72}, {"Word": "scientific", "Confidence": 0.994, "X1": 0.1779, "Y1": 0.2992, "X2": 0.26011, "Y2": 0.299, "X3": 0.25876, "Y3": 0.3158, "X4": 0.1779, "Y4": 0.3158, "page": 0, "Index": 73}, {"Word": "literature", "Confidence": 0.994, "X1": 0.26415, "Y1": 0.2992, "X2": 0.34367, "Y2": 0.299, "X3": 0.34367, "Y3": 0.3168, "X4": 0.26415, "Y4": 0.3158, "page": 0, "Index": 74}, {"Word": "into", "Confidence": 0.989, "X1": 0.34906, "Y1": 0.2992, "X2": 0.3814, "Y2": 0.299, "X3": 0.3814, "Y3": 0.3168, "X4": 0.34771, "Y4": 0.3168, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.38544, "Y1": 0.2992, "X2": 0.41509, "Y2": 0.299, "X3": 0.41509, "Y3": 0.3168, "X4": 0.38544, "Y4": 0.3168, "page": 0, "Index": 76}, {"Word": "biological", "Confidence": 0.579, "X1": 0.42049, "Y1": 0.2992, "X2": 0.50809, "Y2": 0.299, "X3": 0.50674, "Y3": 0.3168, "X4": 0.41914, "Y4": 0.3168, "page": 0, "Index": 77}, {"Word": "effects", "Confidence": 0.991, "X1": 0.51213, "Y1": 0.2992, "X2": 0.57278, "Y2": 0.299, "X3": 0.57278, "Y3": 0.3178, "X4": 0.51213, "Y4": 0.3178, "page": 0, "Index": 78}, {"Word": "of", "Confidence": 0.993, "X1": 0.57817, "Y1": 0.3002, "X2": 0.59704, "Y2": 0.3, "X3": 0.59569, "Y3": 0.3178, "X4": 0.57682, "Y4": 0.3178, "page": 0, "Index": 79}, {"Word": "nicotine,", "Confidence": 0.994, "X1": 0.60108, "Y1": 0.3002, "X2": 0.67925, "Y2": 0.3, "X3": 0.6779, "Y3": 0.3178, "X4": 0.60108, "Y4": 0.3178, "page": 0, "Index": 80}, {"Word": "has", "Confidence": 0.998, "X1": 0.68464, "Y1": 0.3012, "X2": 0.71698, "Y2": 0.301, "X3": 0.71563, "Y3": 0.3178, "X4": 0.68329, "Y4": 0.3178, "page": 0, "Index": 81}, {"Word": "added", "Confidence": 0.997, "X1": 0.72102, "Y1": 0.3012, "X2": 0.78032, "Y2": 0.301, "X3": 0.77898, "Y3": 0.3178, "X4": 0.72102, "Y4": 0.3178, "page": 0, "Index": 82}, {"Word": "significantly", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.3172, "X2": 0.22911, "Y2": 0.317, "X3": 0.22911, "Y3": 0.3358, "X4": 0.12534, "Y4": 0.3348, "page": 0, "Index": 83}, {"Word": "to", "Confidence": 0.997, "X1": 0.2345, "Y1": 0.3172, "X2": 0.25202, "Y2": 0.317, "X3": 0.25202, "Y3": 0.3358, "X4": 0.23315, "Y4": 0.3358, "page": 0, "Index": 84}, {"Word": "our", "Confidence": 0.998, "X1": 0.25741, "Y1": 0.3172, "X2": 0.28706, "Y2": 0.317, "X3": 0.28706, "Y3": 0.3358, "X4": 0.25606, "Y4": 0.3358, "page": 0, "Index": 85}, {"Word": "understanding", "Confidence": 0.992, "X1": 0.29111, "Y1": 0.3172, "X2": 0.42183, "Y2": 0.317, "X3": 0.42183, "Y3": 0.3358, "X4": 0.29111, "Y4": 0.3358, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.998, "X1": 0.42722, "Y1": 0.3172, "X2": 0.44474, "Y2": 0.317, "X3": 0.44474, "Y3": 0.3358, "X4": 0.42722, "Y4": 0.3358, "page": 0, "Index": 87}, {"Word": "this", "Confidence": 0.987, "X1": 0.45013, "Y1": 0.3172, "X2": 0.48113, "Y2": 0.317, "X3": 0.48113, "Y3": 0.3358, "X4": 0.45013, "Y4": 0.3358, "page": 0, "Index": 88}, {"Word": "widely", "Confidence": 0.996, "X1": 0.48652, "Y1": 0.3172, "X2": 0.54447, "Y2": 0.317, "X3": 0.54447, "Y3": 0.3358, "X4": 0.48652, "Y4": 0.3358, "page": 0, "Index": 89}, {"Word": "consumed", "Confidence": 0.995, "X1": 0.54852, "Y1": 0.3182, "X2": 0.64555, "Y2": 0.318, "X3": 0.6442, "Y3": 0.3358, "X4": 0.54852, "Y4": 0.3358, "page": 0, "Index": 90}, {"Word": "natural", "Confidence": 0.996, "X1": 0.6496, "Y1": 0.3182, "X2": 0.71294, "Y2": 0.318, "X3": 0.71294, "Y3": 0.3368, "X4": 0.6496, "Y4": 0.3358, "page": 0, "Index": 91}, {"Word": "product.", "Confidence": 0.994, "X1": 0.71698, "Y1": 0.3182, "X2": 0.7938, "Y2": 0.318, "X3": 0.7938, "Y3": 0.3368, "X4": 0.71698, "Y4": 0.3368, "page": 0, "Index": 92}, {"Word": "At", "Confidence": 0.998, "X1": 0.12668, "Y1": 0.3432, "X2": 0.14286, "Y2": 0.343, "X3": 0.14286, "Y3": 0.3608, "X4": 0.12668, "Y4": 0.3598, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.993, "X1": 0.14825, "Y1": 0.3432, "X2": 0.1779, "Y2": 0.343, "X3": 0.1779, "Y3": 0.3608, "X4": 0.14825, "Y4": 0.3608, "page": 0, "Index": 94}, {"Word": "same", "Confidence": 0.988, "X1": 0.18329, "Y1": 0.3432, "X2": 0.23181, "Y2": 0.343, "X3": 0.23181, "Y3": 0.3608, "X4": 0.18329, "Y4": 0.3608, "page": 0, "Index": 95}, {"Word": "time,", "Confidence": 0.994, "X1": 0.2372, "Y1": 0.3432, "X2": 0.28302, "Y2": 0.343, "X3": 0.28302, "Y3": 0.3618, "X4": 0.2372, "Y4": 0.3608, "page": 0, "Index": 96}, {"Word": "RJR", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.3432, "X2": 0.32749, "Y2": 0.343, "X3": 0.32749, "Y3": 0.3618, "X4": 0.28706, "Y4": 0.3618, "page": 0, "Index": 97}, {"Word": "has", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.3432, "X2": 0.36658, "Y2": 0.343, "X3": 0.36658, "Y3": 0.3618, "X4": 0.33154, "Y4": 0.3618, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.995, "X1": 0.37197, "Y1": 0.3432, "X2": 0.38544, "Y2": 0.343, "X3": 0.3841, "Y3": 0.3618, "X4": 0.37197, "Y4": 0.3618, "page": 0, "Index": 99}, {"Word": "rich", "Confidence": 0.98, "X1": 0.38949, "Y1": 0.3432, "X2": 0.42318, "Y2": 0.343, "X3": 0.42183, "Y3": 0.3618, "X4": 0.38949, "Y4": 0.3618, "page": 0, "Index": 100}, {"Word": "history", "Confidence": 0.994, "X1": 0.42722, "Y1": 0.3432, "X2": 0.48787, "Y2": 0.343, "X3": 0.48787, "Y3": 0.3628, "X4": 0.42722, "Y4": 0.3618, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.49326, "Y1": 0.3432, "X2": 0.51078, "Y2": 0.343, "X3": 0.51078, "Y3": 0.3628, "X4": 0.49326, "Y4": 0.3628, "page": 0, "Index": 102}, {"Word": "leveraging", "Confidence": 0.994, "X1": 0.51617, "Y1": 0.3442, "X2": 0.61186, "Y2": 0.344, "X3": 0.61051, "Y3": 0.3628, "X4": 0.51617, "Y4": 0.3628, "page": 0, "Index": 103}, {"Word": "its", "Confidence": 0.997, "X1": 0.61725, "Y1": 0.3442, "X2": 0.63747, "Y2": 0.344, "X3": 0.63747, "Y3": 0.3628, "X4": 0.6159, "Y4": 0.3628, "page": 0, "Index": 104}, {"Word": "scientific", "Confidence": 0.952, "X1": 0.64286, "Y1": 0.3452, "X2": 0.72237, "Y2": 0.345, "X3": 0.72102, "Y3": 0.3628, "X4": 0.64151, "Y4": 0.3628, "page": 0, "Index": 105}, {"Word": "and", "Confidence": 0.998, "X1": 0.72642, "Y1": 0.3452, "X2": 0.76415, "Y2": 0.345, "X3": 0.7628, "Y3": 0.3628, "X4": 0.72642, "Y4": 0.3628, "page": 0, "Index": 106}, {"Word": "technological", "Confidence": 0.991, "X1": 0.12668, "Y1": 0.3622, "X2": 0.24394, "Y2": 0.362, "X3": 0.24394, "Y3": 0.3798, "X4": 0.12668, "Y4": 0.3788, "page": 0, "Index": 107}, {"Word": "expertise", "Confidence": 0.994, "X1": 0.24933, "Y1": 0.3622, "X2": 0.33154, "Y2": 0.362, "X3": 0.33154, "Y3": 0.3798, "X4": 0.24933, "Y4": 0.3798, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.997, "X1": 0.33693, "Y1": 0.3622, "X2": 0.35445, "Y2": 0.362, "X3": 0.3531, "Y3": 0.3798, "X4": 0.33693, "Y4": 0.3798, "page": 0, "Index": 109}, {"Word": "foster", "Confidence": 0.996, "X1": 0.35849, "Y1": 0.3622, "X2": 0.41105, "Y2": 0.362, "X3": 0.41105, "Y3": 0.3798, "X4": 0.35849, "Y4": 0.3798, "page": 0, "Index": 110}, {"Word": "progress", "Confidence": 0.992, "X1": 0.41644, "Y1": 0.3622, "X2": 0.49596, "Y2": 0.362, "X3": 0.49596, "Y3": 0.3798, "X4": 0.41644, "Y4": 0.3798, "page": 0, "Index": 111}, {"Word": "in", "Confidence": 0.998, "X1": 0.5, "Y1": 0.3622, "X2": 0.51887, "Y2": 0.362, "X3": 0.51887, "Y3": 0.3808, "X4": 0.5, "Y4": 0.3798, "page": 0, "Index": 112}, {"Word": "areas", "Confidence": 0.997, "X1": 0.52426, "Y1": 0.3622, "X2": 0.57547, "Y2": 0.362, "X3": 0.57547, "Y3": 0.3798, "X4": 0.52291, "Y4": 0.3808, "page": 0, "Index": 113}, {"Word": "unrelated", "Confidence": 0.992, "X1": 0.58086, "Y1": 0.3632, "X2": 0.66577, "Y2": 0.363, "X3": 0.66577, "Y3": 0.3798, "X4": 0.57951, "Y4": 0.3798, "page": 0, "Index": 114}, {"Word": "to", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.3632, "X2": 0.69003, "Y2": 0.363, "X3": 0.68868, "Y3": 0.3798, "X4": 0.66981, "Y4": 0.3798, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.998, "X1": 0.69407, "Y1": 0.3632, "X2": 0.72372, "Y2": 0.363, "X3": 0.72372, "Y3": 0.3798, "X4": 0.69407, "Y4": 0.3798, "page": 0, "Index": 116}, {"Word": "manufacture", "Confidence": 0.993, "X1": 0.72911, "Y1": 0.3632, "X2": 0.84501, "Y2": 0.363, "X3": 0.84367, "Y3": 0.3798, "X4": 0.72776, "Y4": 0.3798, "page": 0, "Index": 117}, {"Word": "and", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.3812, "X2": 0.15903, "Y2": 0.381, "X3": 0.15768, "Y3": 0.3978, "X4": 0.12534, "Y4": 0.3978, "page": 0, "Index": 118}, {"Word": "sale", "Confidence": 0.991, "X1": 0.16307, "Y1": 0.3812, "X2": 0.20081, "Y2": 0.381, "X3": 0.20081, "Y3": 0.3978, "X4": 0.16307, "Y4": 0.3978, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.2062, "Y1": 0.3812, "X2": 0.22507, "Y2": 0.381, "X3": 0.22372, "Y3": 0.3978, "X4": 0.20485, "Y4": 0.3978, "page": 0, "Index": 120}, {"Word": "cigarettes.", "Confidence": 0.991, "X1": 0.22911, "Y1": 0.3812, "X2": 0.33019, "Y2": 0.381, "X3": 0.32884, "Y3": 0.3978, "X4": 0.22911, "Y4": 0.3978, "page": 0, "Index": 121}, {"Word": "For", "Confidence": 0.998, "X1": 0.33423, "Y1": 0.3812, "X2": 0.36523, "Y2": 0.381, "X3": 0.36523, "Y3": 0.3988, "X4": 0.33423, "Y4": 0.3978, "page": 0, "Index": 122}, {"Word": "example,", "Confidence": 0.994, "X1": 0.37062, "Y1": 0.3812, "X2": 0.45553, "Y2": 0.381, "X3": 0.45418, "Y3": 0.3988, "X4": 0.36927, "Y4": 0.3988, "page": 0, "Index": 123}, {"Word": "since", "Confidence": 0.997, "X1": 0.45957, "Y1": 0.3812, "X2": 0.50674, "Y2": 0.381, "X3": 0.50674, "Y3": 0.3988, "X4": 0.45957, "Y4": 0.3988, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.998, "X1": 0.51213, "Y1": 0.3812, "X2": 0.54313, "Y2": 0.381, "X3": 0.54178, "Y3": 0.3988, "X4": 0.51078, "Y4": 0.3988, "page": 0, "Index": 125}, {"Word": "1970s,", "Confidence": 0.991, "X1": 0.54717, "Y1": 0.3812, "X2": 0.60916, "Y2": 0.381, "X3": 0.60782, "Y3": 0.3988, "X4": 0.54717, "Y4": 0.3988, "page": 0, "Index": 126}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.3812, "X2": 0.70081, "Y2": 0.381, "X3": 0.70081, "Y3": 0.3988, "X4": 0.61321, "Y4": 0.3988, "page": 0, "Index": 127}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.7062, "Y1": 0.3812, "X2": 0.78302, "Y2": 0.381, "X3": 0.78302, "Y3": 0.3988, "X4": 0.7062, "Y4": 0.3988, "page": 0, "Index": 128}, {"Word": "has", "Confidence": 0.998, "X1": 0.78706, "Y1": 0.3812, "X2": 0.8248, "Y2": 0.381, "X3": 0.8248, "Y3": 0.3988, "X4": 0.78706, "Y4": 0.3988, "page": 0, "Index": 129}, {"Word": "operated", "Confidence": 0.995, "X1": 0.12534, "Y1": 0.3992, "X2": 0.2062, "Y2": 0.399, "X3": 0.2062, "Y3": 0.4158, "X4": 0.12399, "Y4": 0.4148, "page": 0, "Index": 130}, {"Word": "Avoca,", "Confidence": 0.995, "X1": 0.21159, "Y1": 0.3992, "X2": 0.27358, "Y2": 0.399, "X3": 0.27358, "Y3": 0.4158, "X4": 0.21024, "Y4": 0.4158, "page": 0, "Index": 131}, {"Word": "a", "Confidence": 0.998, "X1": 0.27898, "Y1": 0.3992, "X2": 0.28976, "Y2": 0.399, "X3": 0.28841, "Y3": 0.4158, "X4": 0.27763, "Y4": 0.4158, "page": 0, "Index": 132}, {"Word": "research", "Confidence": 0.995, "X1": 0.2938, "Y1": 0.3992, "X2": 0.37601, "Y2": 0.399, "X3": 0.37466, "Y3": 0.4168, "X4": 0.2938, "Y4": 0.4158, "page": 0, "Index": 133}, {"Word": "farm", "Confidence": 0.987, "X1": 0.38005, "Y1": 0.3992, "X2": 0.41779, "Y2": 0.399, "X3": 0.41779, "Y3": 0.4168, "X4": 0.38005, "Y4": 0.4168, "page": 0, "Index": 134}, {"Word": "located", "Confidence": 0.995, "X1": 0.42588, "Y1": 0.3992, "X2": 0.49191, "Y2": 0.399, "X3": 0.49191, "Y3": 0.4168, "X4": 0.42588, "Y4": 0.4168, "page": 0, "Index": 135}, {"Word": "in", "Confidence": 0.998, "X1": 0.4973, "Y1": 0.3992, "X2": 0.51348, "Y2": 0.399, "X3": 0.51348, "Y3": 0.4168, "X4": 0.4973, "Y4": 0.4168, "page": 0, "Index": 136}, {"Word": "eastern", "Confidence": 0.992, "X1": 0.51887, "Y1": 0.3992, "X2": 0.5876, "Y2": 0.399, "X3": 0.5876, "Y3": 0.4168, "X4": 0.51887, "Y4": 0.4168, "page": 0, "Index": 137}, {"Word": "North", "Confidence": 0.996, "X1": 0.59299, "Y1": 0.3992, "X2": 0.6442, "Y2": 0.399, "X3": 0.64555, "Y3": 0.4168, "X4": 0.59299, "Y4": 0.4168, "page": 0, "Index": 138}, {"Word": "Carolina,", "Confidence": 0.994, "X1": 0.6496, "Y1": 0.4002, "X2": 0.73046, "Y2": 0.4, "X3": 0.73181, "Y3": 0.4168, "X4": 0.6496, "Y4": 0.4168, "page": 0, "Index": 139}, {"Word": "that", "Confidence": 0.991, "X1": 0.73585, "Y1": 0.4002, "X2": 0.77089, "Y2": 0.4, "X3": 0.77089, "Y3": 0.4168, "X4": 0.73585, "Y4": 0.4168, "page": 0, "Index": 140}, {"Word": "has", "Confidence": 0.998, "X1": 0.77493, "Y1": 0.4002, "X2": 0.81132, "Y2": 0.4, "X3": 0.81267, "Y3": 0.4168, "X4": 0.77628, "Y4": 0.4168, "page": 0, "Index": 141}, {"Word": "developed", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.4172, "X2": 0.21968, "Y2": 0.417, "X3": 0.21833, "Y3": 0.4338, "X4": 0.12399, "Y4": 0.4328, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.22372, "Y1": 0.4172, "X2": 0.25876, "Y2": 0.417, "X3": 0.25876, "Y3": 0.4348, "X4": 0.22372, "Y4": 0.4338, "page": 0, "Index": 143}, {"Word": "produces", "Confidence": 0.995, "X1": 0.26415, "Y1": 0.4172, "X2": 0.34906, "Y2": 0.417, "X3": 0.34906, "Y3": 0.4358, "X4": 0.26415, "Y4": 0.4348, "page": 0, "Index": 144}, {"Word": "a", "Confidence": 0.989, "X1": 0.3531, "Y1": 0.4172, "X2": 0.36523, "Y2": 0.417, "X3": 0.36523, "Y3": 0.4358, "X4": 0.3531, "Y4": 0.4358, "page": 0, "Index": 145}, {"Word": "number", "Confidence": 0.996, "X1": 0.36927, "Y1": 0.4172, "X2": 0.43801, "Y2": 0.417, "X3": 0.43801, "Y3": 0.4368, "X4": 0.36927, "Y4": 0.4358, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.998, "X1": 0.4434, "Y1": 0.4172, "X2": 0.46092, "Y2": 0.417, "X3": 0.46092, "Y3": 0.4368, "X4": 0.4434, "Y4": 0.4368, "page": 0, "Index": 147}, {"Word": "natural", "Confidence": 0.995, "X1": 0.46631, "Y1": 0.4182, "X2": 0.52965, "Y2": 0.418, "X3": 0.52965, "Y3": 0.4368, "X4": 0.46496, "Y4": 0.4368, "page": 0, "Index": 148}, {"Word": "products", "Confidence": 0.993, "X1": 0.53504, "Y1": 0.4182, "X2": 0.61456, "Y2": 0.418, "X3": 0.61456, "Y3": 0.4368, "X4": 0.53504, "Y4": 0.4368, "page": 0, "Index": 149}, {"Word": "(such", "Confidence": 0.994, "X1": 0.61995, "Y1": 0.4182, "X2": 0.67116, "Y2": 0.418, "X3": 0.67116, "Y3": 0.4368, "X4": 0.61995, "Y4": 0.4368, "page": 0, "Index": 150}, {"Word": "as", "Confidence": 0.997, "X1": 0.6752, "Y1": 0.4192, "X2": 0.69811, "Y2": 0.419, "X3": 0.69811, "Y3": 0.4368, "X4": 0.6752, "Y4": 0.4368, "page": 0, "Index": 151}, {"Word": "perfume", "Confidence": 0.996, "X1": 0.7035, "Y1": 0.4192, "X2": 0.77628, "Y2": 0.419, "X3": 0.77628, "Y3": 0.4368, "X4": 0.7035, "Y4": 0.4368, "page": 0, "Index": 152}, {"Word": "bases)", "Confidence": 0.997, "X1": 0.78167, "Y1": 0.4192, "X2": 0.84771, "Y2": 0.419, "X3": 0.84771, "Y3": 0.4368, "X4": 0.78167, "Y4": 0.4368, "page": 0, "Index": 153}, {"Word": "for", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.4352, "X2": 0.14825, "Y2": 0.435, "X3": 0.1469, "Y3": 0.4518, "X4": 0.12534, "Y4": 0.4518, "page": 0, "Index": 154}, {"Word": "commercial", "Confidence": 0.995, "X1": 0.15229, "Y1": 0.4362, "X2": 0.25876, "Y2": 0.436, "X3": 0.25741, "Y3": 0.4528, "X4": 0.15094, "Y4": 0.4518, "page": 0, "Index": 155}, {"Word": "use.", "Confidence": 0.992, "X1": 0.2628, "Y1": 0.4362, "X2": 0.30323, "Y2": 0.436, "X3": 0.30323, "Y3": 0.4528, "X4": 0.2628, "Y4": 0.4528, "page": 0, "Index": 156}, {"Word": "The", "Confidence": 0.998, "X1": 0.12668, "Y1": 0.4612, "X2": 0.15768, "Y2": 0.461, "X3": 0.15768, "Y3": 0.4778, "X4": 0.12668, "Y4": 0.4778, "page": 0, "Index": 157}, {"Word": "creation", "Confidence": 0.996, "X1": 0.16307, "Y1": 0.4612, "X2": 0.2372, "Y2": 0.461, "X3": 0.2372, "Y3": 0.4788, "X4": 0.16307, "Y4": 0.4778, "page": 0, "Index": 158}, {"Word": "of", "Confidence": 0.998, "X1": 0.24259, "Y1": 0.4612, "X2": 0.26146, "Y2": 0.461, "X3": 0.26146, "Y3": 0.4788, "X4": 0.24259, "Y4": 0.4788, "page": 0, "Index": 159}, {"Word": "Targacept,", "Confidence": 0.991, "X1": 0.26685, "Y1": 0.4612, "X2": 0.36388, "Y2": 0.461, "X3": 0.36388, "Y3": 0.4798, "X4": 0.26685, "Y4": 0.4788, "page": 0, "Index": 160}, {"Word": "Inc", "Confidence": 0.955, "X1": 0.36927, "Y1": 0.4612, "X2": 0.39218, "Y2": 0.461, "X3": 0.39218, "Y3": 0.4798, "X4": 0.36927, "Y4": 0.4798, "page": 0, "Index": 161}, {"Word": ".,", "Confidence": 0.97, "X1": 0.39757, "Y1": 0.4612, "X2": 0.40836, "Y2": 0.461, "X3": 0.40836, "Y3": 0.4798, "X4": 0.39757, "Y4": 0.4798, "page": 0, "Index": 162}, {"Word": "a", "Confidence": 0.995, "X1": 0.41375, "Y1": 0.4612, "X2": 0.42318, "Y2": 0.461, "X3": 0.42318, "Y3": 0.4798, "X4": 0.41375, "Y4": 0.4798, "page": 0, "Index": 163}, {"Word": "wholly", "Confidence": 0.997, "X1": 0.42857, "Y1": 0.4612, "X2": 0.48652, "Y2": 0.461, "X3": 0.48652, "Y3": 0.4808, "X4": 0.42857, "Y4": 0.4798, "page": 0, "Index": 164}, {"Word": "owned", "Confidence": 0.997, "X1": 0.49191, "Y1": 0.4612, "X2": 0.55256, "Y2": 0.461, "X3": 0.55256, "Y3": 0.4808, "X4": 0.49057, "Y4": 0.4808, "page": 0, "Index": 165}, {"Word": "subsidiary", "Confidence": 0.968, "X1": 0.55795, "Y1": 0.4612, "X2": 0.65094, "Y2": 0.461, "X3": 0.65094, "Y3": 0.4808, "X4": 0.5566, "Y4": 0.4808, "page": 0, "Index": 166}, {"Word": "of", "Confidence": 0.998, "X1": 0.65633, "Y1": 0.4622, "X2": 0.6752, "Y2": 0.462, "X3": 0.67385, "Y3": 0.4808, "X4": 0.65633, "Y4": 0.4808, "page": 0, "Index": 167}, {"Word": "RJR,", "Confidence": 0.982, "X1": 0.67925, "Y1": 0.4622, "X2": 0.72642, "Y2": 0.462, "X3": 0.72507, "Y3": 0.4808, "X4": 0.67925, "Y4": 0.4808, "page": 0, "Index": 168}, {"Word": "is", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.4622, "X2": 0.74394, "Y2": 0.462, "X3": 0.74259, "Y3": 0.4808, "X4": 0.73046, "Y4": 0.4808, "page": 0, "Index": 169}, {"Word": "the", "Confidence": 0.998, "X1": 0.74933, "Y1": 0.4622, "X2": 0.77898, "Y2": 0.462, "X3": 0.77763, "Y3": 0.4808, "X4": 0.74798, "Y4": 0.4808, "page": 0, "Index": 170}, {"Word": "direct", "Confidence": 0.995, "X1": 0.78302, "Y1": 0.4622, "X2": 0.83962, "Y2": 0.462, "X3": 0.83962, "Y3": 0.4808, "X4": 0.78302, "Y4": 0.4808, "page": 0, "Index": 171}, {"Word": "result", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.4802, "X2": 0.17385, "Y2": 0.48, "X3": 0.17385, "Y3": 0.4968, "X4": 0.12534, "Y4": 0.4958, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.4802, "X2": 0.19542, "Y2": 0.48, "X3": 0.19677, "Y3": 0.4968, "X4": 0.17925, "Y4": 0.4968, "page": 0, "Index": 173}, {"Word": "four", "Confidence": 0.987, "X1": 0.20081, "Y1": 0.4802, "X2": 0.2372, "Y2": 0.48, "X3": 0.2372, "Y3": 0.4978, "X4": 0.20081, "Y4": 0.4968, "page": 0, "Index": 174}, {"Word": "1990s:", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.4812, "X2": 0.68059, "Y2": 0.481, "X3": 0.68059, "Y3": 0.4978, "X4": 0.61321, "Y4": 0.4988, "page": 0, "Index": 175}, {"Word": "important", "Confidence": 0.941, "X1": 0.24259, "Y1": 0.4802, "X2": 0.32884, "Y2": 0.48, "X3": 0.32884, "Y3": 0.4988, "X4": 0.24259, "Y4": 0.4978, "page": 0, "Index": 176}, {"Word": "factors", "Confidence": 0.995, "X1": 0.33288, "Y1": 0.4802, "X2": 0.39488, "Y2": 0.48, "X3": 0.39488, "Y3": 0.4988, "X4": 0.33288, "Y4": 0.4988, "page": 0, "Index": 177}, {"Word": "converging", "Confidence": 0.994, "X1": 0.40027, "Y1": 0.4802, "X2": 0.5, "Y2": 0.48, "X3": 0.5, "Y3": 0.4988, "X4": 0.40027, "Y4": 0.4988, "page": 0, "Index": 178}, {"Word": "in", "Confidence": 0.998, "X1": 0.50539, "Y1": 0.4802, "X2": 0.52156, "Y2": 0.48, "X3": 0.52022, "Y3": 0.4988, "X4": 0.50539, "Y4": 0.4988, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.998, "X1": 0.52561, "Y1": 0.4802, "X2": 0.5566, "Y2": 0.48, "X3": 0.55526, "Y3": 0.4988, "X4": 0.52561, "Y4": 0.4988, "page": 0, "Index": 180}, {"Word": "early", "Confidence": 0.995, "X1": 0.56065, "Y1": 0.4812, "X2": 0.60916, "Y2": 0.481, "X3": 0.60782, "Y3": 0.4988, "X4": 0.56065, "Y4": 0.4988, "page": 0, "Index": 181}, {"Word": "The", "Confidence": 0.995, "X1": 0.15499, "Y1": 0.5072, "X2": 0.19003, "Y2": 0.507, "X3": 0.19003, "Y3": 0.5238, "X4": 0.15499, "Y4": 0.5238, "page": 0, "Index": 182}, {"Word": "discovery", "Confidence": 0.995, "X1": 0.19407, "Y1": 0.5072, "X2": 0.28167, "Y2": 0.507, "X3": 0.28167, "Y3": 0.5238, "X4": 0.19407, "Y4": 0.5238, "page": 0, "Index": 183}, {"Word": "in", "Confidence": 0.998, "X1": 0.28571, "Y1": 0.5072, "X2": 0.30323, "Y2": 0.507, "X3": 0.30323, "Y3": 0.5238, "X4": 0.28571, "Y4": 0.5238, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.30863, "Y1": 0.5072, "X2": 0.33962, "Y2": 0.507, "X3": 0.33962, "Y3": 0.5238, "X4": 0.30863, "Y4": 0.5238, "page": 0, "Index": 185}, {"Word": "1980s", "Confidence": 0.994, "X1": 0.34367, "Y1": 0.5072, "X2": 0.39757, "Y2": 0.507, "X3": 0.39623, "Y3": 0.5248, "X4": 0.34367, "Y4": 0.5238, "page": 0, "Index": 186}, {"Word": "that", "Confidence": 0.993, "X1": 0.40162, "Y1": 0.5072, "X2": 0.43801, "Y2": 0.507, "X3": 0.43801, "Y3": 0.5248, "X4": 0.40162, "Y4": 0.5248, "page": 0, "Index": 187}, {"Word": "nicotine", "Confidence": 0.993, "X1": 0.44205, "Y1": 0.5072, "X2": 0.51482, "Y2": 0.507, "X3": 0.51348, "Y3": 0.5248, "X4": 0.44205, "Y4": 0.5248, "page": 0, "Index": 188}, {"Word": "interacts", "Confidence": 0.993, "X1": 0.51887, "Y1": 0.5072, "X2": 0.59838, "Y2": 0.507, "X3": 0.59838, "Y3": 0.5248, "X4": 0.51887, "Y4": 0.5248, "page": 0, "Index": 189}, {"Word": "with", "Confidence": 0.987, "X1": 0.60377, "Y1": 0.5072, "X2": 0.64016, "Y2": 0.507, "X3": 0.64016, "Y3": 0.5248, "X4": 0.60243, "Y4": 0.5248, "page": 0, "Index": 190}, {"Word": "several", "Confidence": 0.995, "X1": 0.64555, "Y1": 0.5082, "X2": 0.71294, "Y2": 0.508, "X3": 0.71159, "Y3": 0.5258, "X4": 0.6442, "Y4": 0.5248, "page": 0, "Index": 191}, {"Word": "different", "Confidence": 0.994, "X1": 0.71698, "Y1": 0.5092, "X2": 0.79111, "Y2": 0.509, "X3": 0.78976, "Y3": 0.5258, "X4": 0.71698, "Y4": 0.5258, "page": 0, "Index": 192}, {"Word": "types", "Confidence": 0.997, "X1": 0.79515, "Y1": 0.5092, "X2": 0.84771, "Y2": 0.509, "X3": 0.84636, "Y3": 0.5258, "X4": 0.7938, "Y4": 0.5258, "page": 0, "Index": 193}, {"Word": "of", "Confidence": 0.996, "X1": 0.15364, "Y1": 0.5252, "X2": 0.17116, "Y2": 0.525, "X3": 0.17116, "Y3": 0.5428, "X4": 0.15364, "Y4": 0.5428, "page": 0, "Index": 194}, {"Word": "receptors", "Confidence": 0.992, "X1": 0.1752, "Y1": 0.5252, "X2": 0.2628, "Y2": 0.525, "X3": 0.2628, "Y3": 0.5428, "X4": 0.1752, "Y4": 0.5428, "page": 0, "Index": 195}, {"Word": "(sites", "Confidence": 0.997, "X1": 0.26685, "Y1": 0.5252, "X2": 0.31671, "Y2": 0.525, "X3": 0.31806, "Y3": 0.5438, "X4": 0.26819, "Y4": 0.5428, "page": 0, "Index": 196}, {"Word": "in", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.5252, "X2": 0.33827, "Y2": 0.525, "X3": 0.33827, "Y3": 0.5438, "X4": 0.3221, "Y4": 0.5438, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.5252, "X2": 0.37197, "Y2": 0.525, "X3": 0.37197, "Y3": 0.5438, "X4": 0.34367, "Y4": 0.5438, "page": 0, "Index": 198}, {"Word": "body", "Confidence": 0.989, "X1": 0.37736, "Y1": 0.5252, "X2": 0.42183, "Y2": 0.525, "X3": 0.42183, "Y3": 0.5438, "X4": 0.37736, "Y4": 0.5438, "page": 0, "Index": 199}, {"Word": "that", "Confidence": 0.991, "X1": 0.42722, "Y1": 0.5252, "X2": 0.46226, "Y2": 0.525, "X3": 0.46226, "Y3": 0.5438, "X4": 0.42722, "Y4": 0.5438, "page": 0, "Index": 200}, {"Word": "process", "Confidence": 0.995, "X1": 0.46765, "Y1": 0.5252, "X2": 0.53774, "Y2": 0.525, "X3": 0.53774, "Y3": 0.5438, "X4": 0.46765, "Y4": 0.5438, "page": 0, "Index": 201}, {"Word": "chemical", "Confidence": 0.995, "X1": 0.54313, "Y1": 0.5262, "X2": 0.62534, "Y2": 0.526, "X3": 0.62534, "Y3": 0.5438, "X4": 0.54313, "Y4": 0.5438, "page": 0, "Index": 202}, {"Word": "information).", "Confidence": 0.992, "X1": 0.62938, "Y1": 0.5262, "X2": 0.74528, "Y2": 0.526, "X3": 0.74663, "Y3": 0.5438, "X4": 0.62938, "Y4": 0.5438, "page": 0, "Index": 203}, {"Word": "The", "Confidence": 0.972, "X1": 0.15499, "Y1": 0.5512, "X2": 0.19003, "Y2": 0.551, "X3": 0.18868, "Y3": 0.5698, "X4": 0.15499, "Y4": 0.5698, "page": 0, "Index": 204}, {"Word": "biological", "Confidence": 0.993, "X1": 0.19542, "Y1": 0.5512, "X2": 0.28167, "Y2": 0.551, "X3": 0.28032, "Y3": 0.5698, "X4": 0.19407, "Y4": 0.5698, "page": 0, "Index": 205}, {"Word": "effects", "Confidence": 0.992, "X1": 0.28571, "Y1": 0.5512, "X2": 0.34771, "Y2": 0.551, "X3": 0.34636, "Y3": 0.5698, "X4": 0.28571, "Y4": 0.5698, "page": 0, "Index": 206}, {"Word": "of", "Confidence": 0.992, "X1": 0.35175, "Y1": 0.5512, "X2": 0.37062, "Y2": 0.551, "X3": 0.36927, "Y3": 0.5698, "X4": 0.35175, "Y4": 0.5698, "page": 0, "Index": 207}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.37466, "Y1": 0.5522, "X2": 0.44609, "Y2": 0.552, "X3": 0.44474, "Y3": 0.5698, "X4": 0.37466, "Y4": 0.5698, "page": 0, "Index": 208}, {"Word": "could", "Confidence": 0.997, "X1": 0.45148, "Y1": 0.5522, "X2": 0.49865, "Y2": 0.552, "X3": 0.49865, "Y3": 0.5698, "X4": 0.45013, "Y4": 0.5698, "page": 0, "Index": 209}, {"Word": "be", "Confidence": 0.993, "X1": 0.50404, "Y1": 0.5522, "X2": 0.52695, "Y2": 0.552, "X3": 0.52695, "Y3": 0.5698, "X4": 0.5027, "Y4": 0.5698, "page": 0, "Index": 210}, {"Word": "better", "Confidence": 0.995, "X1": 0.53235, "Y1": 0.5522, "X2": 0.58625, "Y2": 0.552, "X3": 0.58625, "Y3": 0.5698, "X4": 0.531, "Y4": 0.5698, "page": 0, "Index": 211}, {"Word": "understood", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.5522, "X2": 0.69542, "Y2": 0.552, "X3": 0.69542, "Y3": 0.5708, "X4": 0.5903, "Y4": 0.5698, "page": 0, "Index": 212}, {"Word": "by", "Confidence": 0.997, "X1": 0.70081, "Y1": 0.5522, "X2": 0.72237, "Y2": 0.552, "X3": 0.72102, "Y3": 0.5708, "X4": 0.69946, "Y4": 0.5708, "page": 0, "Index": 213}, {"Word": "developing", "Confidence": 0.884, "X1": 0.72776, "Y1": 0.5522, "X2": 0.82615, "Y2": 0.552, "X3": 0.8248, "Y3": 0.5718, "X4": 0.72642, "Y4": 0.5708, "page": 0, "Index": 214}, {"Word": "in", "Confidence": 0.998, "X1": 0.83154, "Y1": 0.5522, "X2": 0.8504, "Y2": 0.552, "X3": 0.84906, "Y3": 0.5718, "X4": 0.83019, "Y4": 0.5718, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.998, "X1": 0.15499, "Y1": 0.5702, "X2": 0.18329, "Y2": 0.57, "X3": 0.18329, "Y3": 0.5878, "X4": 0.15499, "Y4": 0.5878, "page": 0, "Index": 216}, {"Word": "laboratory", "Confidence": 0.994, "X1": 0.18868, "Y1": 0.5702, "X2": 0.27898, "Y2": 0.57, "X3": 0.27898, "Y3": 0.5878, "X4": 0.18733, "Y4": 0.5878, "page": 0, "Index": 217}, {"Word": "nicotinic", "Confidence": 0.994, "X1": 0.28437, "Y1": 0.5702, "X2": 0.35984, "Y2": 0.57, "X3": 0.35849, "Y3": 0.5878, "X4": 0.28302, "Y4": 0.5878, "page": 0, "Index": 218}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.36388, "Y1": 0.5702, "X2": 0.47035, "Y2": 0.57, "X3": 0.469, "Y3": 0.5878, "X4": 0.36388, "Y4": 0.5878, "page": 0, "Index": 219}, {"Word": "that", "Confidence": 0.987, "X1": 0.47439, "Y1": 0.5712, "X2": 0.51078, "Y2": 0.571, "X3": 0.50943, "Y3": 0.5878, "X4": 0.47439, "Y4": 0.5878, "page": 0, "Index": 220}, {"Word": "would", "Confidence": 0.997, "X1": 0.51482, "Y1": 0.5712, "X2": 0.56873, "Y2": 0.571, "X3": 0.56739, "Y3": 0.5888, "X4": 0.51482, "Y4": 0.5878, "page": 0, "Index": 221}, {"Word": "interact", "Confidence": 0.995, "X1": 0.57278, "Y1": 0.5712, "X2": 0.64286, "Y2": 0.571, "X3": 0.64151, "Y3": 0.5888, "X4": 0.57278, "Y4": 0.5888, "page": 0, "Index": 222}, {"Word": "selectively", "Confidence": 0.993, "X1": 0.6469, "Y1": 0.5722, "X2": 0.74124, "Y2": 0.572, "X3": 0.74124, "Y3": 0.5888, "X4": 0.6469, "Y4": 0.5888, "page": 0, "Index": 223}, {"Word": "with", "Confidence": 0.991, "X1": 0.74663, "Y1": 0.5722, "X2": 0.78437, "Y2": 0.572, "X3": 0.78302, "Y3": 0.5898, "X4": 0.74528, "Y4": 0.5888, "page": 0, "Index": 224}, {"Word": "some,", "Confidence": 0.944, "X1": 0.78841, "Y1": 0.5732, "X2": 0.84771, "Y2": 0.573, "X3": 0.84636, "Y3": 0.5898, "X4": 0.78841, "Y4": 0.5898, "page": 0, "Index": 225}, {"Word": "but", "Confidence": 0.998, "X1": 0.15633, "Y1": 0.5882, "X2": 0.18329, "Y2": 0.588, "X3": 0.18194, "Y3": 0.6058, "X4": 0.15499, "Y4": 0.6058, "page": 0, "Index": 226}, {"Word": "not", "Confidence": 0.998, "X1": 0.18733, "Y1": 0.5882, "X2": 0.21833, "Y2": 0.588, "X3": 0.21698, "Y3": 0.6058, "X4": 0.18733, "Y4": 0.6058, "page": 0, "Index": 227}, {"Word": "all,", "Confidence": 0.991, "X1": 0.22237, "Y1": 0.5882, "X2": 0.24933, "Y2": 0.588, "X3": 0.24933, "Y3": 0.6068, "X4": 0.22237, "Y4": 0.6058, "page": 0, "Index": 228}, {"Word": "types", "Confidence": 0.997, "X1": 0.25472, "Y1": 0.5882, "X2": 0.30323, "Y2": 0.588, "X3": 0.30323, "Y3": 0.6068, "X4": 0.25337, "Y4": 0.6068, "page": 0, "Index": 229}, {"Word": "of", "Confidence": 0.998, "X1": 0.30863, "Y1": 0.5892, "X2": 0.32749, "Y2": 0.589, "X3": 0.32615, "Y3": 0.6068, "X4": 0.30728, "Y4": 0.6068, "page": 0, "Index": 230}, {"Word": "nicotinic", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.5892, "X2": 0.40701, "Y2": 0.589, "X3": 0.40566, "Y3": 0.6068, "X4": 0.33154, "Y4": 0.6068, "page": 0, "Index": 231}, {"Word": "receptors.", "Confidence": 0.991, "X1": 0.41105, "Y1": 0.5902, "X2": 0.50404, "Y2": 0.59, "X3": 0.5027, "Y3": 0.6068, "X4": 0.41105, "Y4": 0.6068, "page": 0, "Index": 232}, {"Word": "The", "Confidence": 0.998, "X1": 0.16307, "Y1": 0.6142, "X2": 0.19542, "Y2": 0.614, "X3": 0.19407, "Y3": 0.6328, "X4": 0.16173, "Y4": 0.6328, "page": 0, "Index": 233}, {"Word": "discovery", "Confidence": 0.995, "X1": 0.19946, "Y1": 0.6152, "X2": 0.28571, "Y2": 0.615, "X3": 0.28571, "Y3": 0.6328, "X4": 0.19946, "Y4": 0.6328, "page": 0, "Index": 234}, {"Word": "that", "Confidence": 0.988, "X1": 0.29111, "Y1": 0.6152, "X2": 0.32749, "Y2": 0.615, "X3": 0.32615, "Y3": 0.6328, "X4": 0.29111, "Y4": 0.6328, "page": 0, "Index": 235}, {"Word": "a", "Confidence": 0.994, "X1": 0.33154, "Y1": 0.6152, "X2": 0.34501, "Y2": 0.615, "X3": 0.34501, "Y3": 0.6328, "X4": 0.33154, "Y4": 0.6328, "page": 0, "Index": 236}, {"Word": "number", "Confidence": 0.997, "X1": 0.3504, "Y1": 0.6152, "X2": 0.41779, "Y2": 0.615, "X3": 0.41779, "Y3": 0.6338, "X4": 0.34906, "Y4": 0.6328, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.998, "X1": 0.42318, "Y1": 0.6152, "X2": 0.4407, "Y2": 0.615, "X3": 0.4407, "Y3": 0.6338, "X4": 0.42318, "Y4": 0.6338, "page": 0, "Index": 238}, {"Word": "chronic,", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.6152, "X2": 0.51752, "Y2": 0.615, "X3": 0.51752, "Y3": 0.6338, "X4": 0.44609, "Y4": 0.6338, "page": 0, "Index": 239}, {"Word": "debilitating", "Confidence": 0.991, "X1": 0.52291, "Y1": 0.6162, "X2": 0.62264, "Y2": 0.616, "X3": 0.62264, "Y3": 0.6338, "X4": 0.52291, "Y4": 0.6338, "page": 0, "Index": 240}, {"Word": "diseases", "Confidence": 0.993, "X1": 0.62668, "Y1": 0.6162, "X2": 0.70889, "Y2": 0.616, "X3": 0.70889, "Y3": 0.6338, "X4": 0.62668, "Y4": 0.6338, "page": 0, "Index": 241}, {"Word": "(such", "Confidence": 0.997, "X1": 0.71294, "Y1": 0.6162, "X2": 0.76415, "Y2": 0.616, "X3": 0.76415, "Y3": 0.6338, "X4": 0.71429, "Y4": 0.6338, "page": 0, "Index": 242}, {"Word": "as", "Confidence": 0.998, "X1": 0.76954, "Y1": 0.6172, "X2": 0.79515, "Y2": 0.617, "X3": 0.79515, "Y3": 0.6338, "X4": 0.76954, "Y4": 0.6338, "page": 0, "Index": 243}, {"Word": "Alzheimer's", "Confidence": 0.969, "X1": 0.15499, "Y1": 0.6342, "X2": 0.26011, "Y2": 0.634, "X3": 0.26011, "Y3": 0.6508, "X4": 0.15499, "Y4": 0.6498, "page": 0, "Index": 244}, {"Word": "and", "Confidence": 0.998, "X1": 0.2655, "Y1": 0.6342, "X2": 0.30054, "Y2": 0.634, "X3": 0.29919, "Y3": 0.6518, "X4": 0.26415, "Y4": 0.6508, "page": 0, "Index": 245}, {"Word": "Parkinson's)", "Confidence": 0.984, "X1": 0.30458, "Y1": 0.6342, "X2": 0.41779, "Y2": 0.634, "X3": 0.41779, "Y3": 0.6518, "X4": 0.30458, "Y4": 0.6518, "page": 0, "Index": 246}, {"Word": "are", "Confidence": 0.998, "X1": 0.42183, "Y1": 0.6342, "X2": 0.45283, "Y2": 0.634, "X3": 0.45283, "Y3": 0.6518, "X4": 0.42183, "Y4": 0.6518, "page": 0, "Index": 247}, {"Word": "associated", "Confidence": 0.992, "X1": 0.45687, "Y1": 0.6352, "X2": 0.55526, "Y2": 0.635, "X3": 0.55526, "Y3": 0.6518, "X4": 0.45687, "Y4": 0.6518, "page": 0, "Index": 248}, {"Word": "with", "Confidence": 0.986, "X1": 0.5593, "Y1": 0.6352, "X2": 0.59838, "Y2": 0.635, "X3": 0.59704, "Y3": 0.6518, "X4": 0.5593, "Y4": 0.6518, "page": 0, "Index": 249}, {"Word": "deficiencies", "Confidence": 0.991, "X1": 0.60243, "Y1": 0.6352, "X2": 0.71159, "Y2": 0.635, "X3": 0.71024, "Y3": 0.6518, "X4": 0.60243, "Y4": 0.6518, "page": 0, "Index": 250}, {"Word": "in", "Confidence": 0.998, "X1": 0.71563, "Y1": 0.6352, "X2": 0.7345, "Y2": 0.635, "X3": 0.73315, "Y3": 0.6518, "X4": 0.71563, "Y4": 0.6518, "page": 0, "Index": 251}, {"Word": "nicotinic", "Confidence": 0.994, "X1": 0.73854, "Y1": 0.6352, "X2": 0.81402, "Y2": 0.635, "X3": 0.81402, "Y3": 0.6508, "X4": 0.73854, "Y4": 0.6518, "page": 0, "Index": 252}, {"Word": "receptors.", "Confidence": 0.955, "X1": 0.15768, "Y1": 0.6532, "X2": 0.24663, "Y2": 0.653, "X3": 0.24663, "Y3": 0.6688, "X4": 0.15768, "Y4": 0.6688, "page": 0, "Index": 253}, {"Word": "Evidence", "Confidence": 0.993, "X1": 0.15499, "Y1": 0.6792, "X2": 0.23854, "Y2": 0.679, "X3": 0.23854, "Y3": 0.6968, "X4": 0.15499, "Y4": 0.6968, "page": 0, "Index": 254}, {"Word": "that", "Confidence": 0.988, "X1": 0.24394, "Y1": 0.6792, "X2": 0.27898, "Y2": 0.679, "X3": 0.27898, "Y3": 0.6968, "X4": 0.24259, "Y4": 0.6968, "page": 0, "Index": 255}, {"Word": "these", "Confidence": 0.997, "X1": 0.28302, "Y1": 0.6792, "X2": 0.33423, "Y2": 0.679, "X3": 0.33423, "Y3": 0.6968, "X4": 0.28302, "Y4": 0.6968, "page": 0, "Index": 256}, {"Word": "diseases", "Confidence": 0.994, "X1": 0.33827, "Y1": 0.6802, "X2": 0.42049, "Y2": 0.68, "X3": 0.41914, "Y3": 0.6968, "X4": 0.33827, "Y4": 0.6968, "page": 0, "Index": 257}, {"Word": "could", "Confidence": 0.997, "X1": 0.42453, "Y1": 0.6802, "X2": 0.47439, "Y2": 0.68, "X3": 0.47305, "Y3": 0.6968, "X4": 0.42453, "Y4": 0.6968, "page": 0, "Index": 258}, {"Word": "be", "Confidence": 0.997, "X1": 0.47844, "Y1": 0.6802, "X2": 0.50135, "Y2": 0.68, "X3": 0.50135, "Y3": 0.6968, "X4": 0.47844, "Y4": 0.6968, "page": 0, "Index": 259}, {"Word": "treated", "Confidence": 0.995, "X1": 0.50674, "Y1": 0.6802, "X2": 0.57278, "Y2": 0.68, "X3": 0.57143, "Y3": 0.6968, "X4": 0.50539, "Y4": 0.6968, "page": 0, "Index": 260}, {"Word": "with", "Confidence": 0.988, "X1": 0.57682, "Y1": 0.6802, "X2": 0.6159, "Y2": 0.68, "X3": 0.61456, "Y3": 0.6968, "X4": 0.57682, "Y4": 0.6968, "page": 0, "Index": 261}, {"Word": "nicotine", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.6802, "X2": 0.69272, "Y2": 0.68, "X3": 0.69137, "Y3": 0.6968, "X4": 0.61995, "Y4": 0.6968, "page": 0, "Index": 262}, {"Word": "and", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.6802, "X2": 0.73181, "Y2": 0.68, "X3": 0.73181, "Y3": 0.6968, "X4": 0.69677, "Y4": 0.6968, "page": 0, "Index": 263}, {"Word": "nicotine-like", "Confidence": 0.991, "X1": 0.7372, "Y1": 0.6812, "X2": 0.84501, "Y2": 0.681, "X3": 0.84501, "Y3": 0.6968, "X4": 0.73585, "Y4": 0.6968, "page": 0, "Index": 264}, {"Word": "compounds", "Confidence": 0.955, "X1": 0.15633, "Y1": 0.6982, "X2": 0.26011, "Y2": 0.698, "X3": 0.25876, "Y3": 0.7158, "X4": 0.15633, "Y4": 0.7148, "page": 0, "Index": 265}, {"Word": "that", "Confidence": 0.988, "X1": 0.26415, "Y1": 0.6982, "X2": 0.30054, "Y2": 0.698, "X3": 0.30054, "Y3": 0.7158, "X4": 0.26415, "Y4": 0.7158, "page": 0, "Index": 266}, {"Word": "target", "Confidence": 0.997, "X1": 0.30458, "Y1": 0.6982, "X2": 0.35849, "Y2": 0.698, "X3": 0.35849, "Y3": 0.7168, "X4": 0.30458, "Y4": 0.7158, "page": 0, "Index": 267}, {"Word": "the", "Confidence": 0.998, "X1": 0.36253, "Y1": 0.6982, "X2": 0.39084, "Y2": 0.698, "X3": 0.39084, "Y3": 0.7168, "X4": 0.36253, "Y4": 0.7168, "page": 0, "Index": 268}, {"Word": "specific", "Confidence": 0.958, "X1": 0.39623, "Y1": 0.6982, "X2": 0.46631, "Y2": 0.698, "X3": 0.46631, "Y3": 0.7168, "X4": 0.39623, "Y4": 0.7168, "page": 0, "Index": 269}, {"Word": "receptor", "Confidence": 0.995, "X1": 0.47035, "Y1": 0.6982, "X2": 0.54582, "Y2": 0.698, "X3": 0.54582, "Y3": 0.7168, "X4": 0.47035, "Y4": 0.7168, "page": 0, "Index": 270}, {"Word": "sites", "Confidence": 0.997, "X1": 0.55121, "Y1": 0.6982, "X2": 0.59434, "Y2": 0.698, "X3": 0.59434, "Y3": 0.7168, "X4": 0.55121, "Y4": 0.7168, "page": 0, "Index": 271}, {"Word": "associated", "Confidence": 0.981, "X1": 0.59973, "Y1": 0.6992, "X2": 0.69811, "Y2": 0.699, "X3": 0.69811, "Y3": 0.7158, "X4": 0.59973, "Y4": 0.7168, "page": 0, "Index": 272}, {"Word": "with", "Confidence": 0.991, "X1": 0.70216, "Y1": 0.6992, "X2": 0.73854, "Y2": 0.699, "X3": 0.73989, "Y3": 0.7158, "X4": 0.7035, "Y4": 0.7158, "page": 0, "Index": 273}, {"Word": "these", "Confidence": 0.998, "X1": 0.74394, "Y1": 0.6992, "X2": 0.79784, "Y2": 0.699, "X3": 0.79784, "Y3": 0.7148, "X4": 0.74394, "Y4": 0.7158, "page": 0, "Index": 274}, {"Word": "diseases.", "Confidence": 0.992, "X1": 0.15499, "Y1": 0.7172, "X2": 0.24124, "Y2": 0.717, "X3": 0.24124, "Y3": 0.7318, "X4": 0.15499, "Y4": 0.7318, "page": 0, "Index": 275}, {"Word": "These", "Confidence": 0.996, "X1": 0.12668, "Y1": 0.7412, "X2": 0.18059, "Y2": 0.741, "X3": 0.17925, "Y3": 0.7588, "X4": 0.12534, "Y4": 0.7588, "page": 0, "Index": 276}, {"Word": "factors", "Confidence": 0.996, "X1": 0.18464, "Y1": 0.7412, "X2": 0.24798, "Y2": 0.741, "X3": 0.24798, "Y3": 0.7588, "X4": 0.18464, "Y4": 0.7588, "page": 0, "Index": 277}, {"Word": "led", "Confidence": 0.998, "X1": 0.25337, "Y1": 0.7412, "X2": 0.28167, "Y2": 0.741, "X3": 0.28032, "Y3": 0.7588, "X4": 0.25337, "Y4": 0.7588, "page": 0, "Index": 278}, {"Word": "Reynolds", "Confidence": 0.993, "X1": 0.28571, "Y1": 0.7422, "X2": 0.37332, "Y2": 0.742, "X3": 0.37332, "Y3": 0.7598, "X4": 0.28571, "Y4": 0.7588, "page": 0, "Index": 279}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.37871, "Y1": 0.7422, "X2": 0.45553, "Y2": 0.742, "X3": 0.45418, "Y3": 0.7598, "X4": 0.37736, "Y4": 0.7598, "page": 0, "Index": 280}, {"Word": "to", "Confidence": 0.998, "X1": 0.45957, "Y1": 0.7422, "X2": 0.47844, "Y2": 0.742, "X3": 0.47709, "Y3": 0.7598, "X4": 0.45957, "Y4": 0.7598, "page": 0, "Index": 281}, {"Word": "believe", "Confidence": 0.994, "X1": 0.48248, "Y1": 0.7422, "X2": 0.54717, "Y2": 0.742, "X3": 0.54717, "Y3": 0.7608, "X4": 0.48248, "Y4": 0.7598, "page": 0, "Index": 282}, {"Word": "that", "Confidence": 0.991, "X1": 0.55256, "Y1": 0.7422, "X2": 0.58895, "Y2": 0.742, "X3": 0.5876, "Y3": 0.7608, "X4": 0.55256, "Y4": 0.7608, "page": 0, "Index": 283}, {"Word": "it", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.7422, "X2": 0.60512, "Y2": 0.742, "X3": 0.60377, "Y3": 0.7608, "X4": 0.59299, "Y4": 0.7608, "page": 0, "Index": 284}, {"Word": "could", "Confidence": 0.997, "X1": 0.60916, "Y1": 0.7422, "X2": 0.65903, "Y2": 0.742, "X3": 0.65768, "Y3": 0.7608, "X4": 0.60916, "Y4": 0.7608, "page": 0, "Index": 285}, {"Word": "apply", "Confidence": 0.997, "X1": 0.66307, "Y1": 0.7422, "X2": 0.71159, "Y2": 0.742, "X3": 0.71159, "Y3": 0.7608, "X4": 0.66307, "Y4": 0.7608, "page": 0, "Index": 286}, {"Word": "its", "Confidence": 0.998, "X1": 0.71698, "Y1": 0.7422, "X2": 0.73989, "Y2": 0.742, "X3": 0.73854, "Y3": 0.7608, "X4": 0.71698, "Y4": 0.7608, "page": 0, "Index": 287}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.74394, "Y1": 0.7422, "X2": 0.81941, "Y2": 0.742, "X3": 0.81806, "Y3": 0.7618, "X4": 0.74394, "Y4": 0.7608, "page": 0, "Index": 288}, {"Word": "expertise", "Confidence": 0.982, "X1": 0.12668, "Y1": 0.7602, "X2": 0.2062, "Y2": 0.76, "X3": 0.2062, "Y3": 0.7778, "X4": 0.12534, "Y4": 0.7778, "page": 0, "Index": 289}, {"Word": "to", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.7602, "X2": 0.22911, "Y2": 0.76, "X3": 0.22911, "Y3": 0.7778, "X4": 0.21159, "Y4": 0.7778, "page": 0, "Index": 290}, {"Word": "investigate", "Confidence": 0.993, "X1": 0.2345, "Y1": 0.7612, "X2": 0.33423, "Y2": 0.761, "X3": 0.33423, "Y3": 0.7788, "X4": 0.23315, "Y4": 0.7778, "page": 0, "Index": 291}, {"Word": "whether", "Confidence": 0.995, "X1": 0.33827, "Y1": 0.7612, "X2": 0.41105, "Y2": 0.761, "X3": 0.41105, "Y3": 0.7788, "X4": 0.33827, "Y4": 0.7788, "page": 0, "Index": 292}, {"Word": "unique", "Confidence": 0.997, "X1": 0.41644, "Y1": 0.7612, "X2": 0.47709, "Y2": 0.761, "X3": 0.47709, "Y3": 0.7788, "X4": 0.41644, "Y4": 0.7788, "page": 0, "Index": 293}, {"Word": "new", "Confidence": 0.998, "X1": 0.48248, "Y1": 0.7612, "X2": 0.52022, "Y2": 0.761, "X3": 0.52022, "Y3": 0.7788, "X4": 0.48248, "Y4": 0.7788, "page": 0, "Index": 294}, {"Word": "therapeutic", "Confidence": 0.991, "X1": 0.52561, "Y1": 0.7612, "X2": 0.62803, "Y2": 0.761, "X3": 0.62803, "Y3": 0.7798, "X4": 0.52561, "Y4": 0.7788, "page": 0, "Index": 295}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.63342, "Y1": 0.7612, "X2": 0.73989, "Y2": 0.761, "X3": 0.73989, "Y3": 0.7798, "X4": 0.63342, "Y4": 0.7798, "page": 0, "Index": 296}, {"Word": "could", "Confidence": 0.998, "X1": 0.74394, "Y1": 0.7612, "X2": 0.79245, "Y2": 0.761, "X3": 0.7938, "Y3": 0.7798, "X4": 0.74528, "Y4": 0.7798, "page": 0, "Index": 297}, {"Word": "be", "Confidence": 0.998, "X1": 0.79784, "Y1": 0.7612, "X2": 0.8248, "Y2": 0.761, "X3": 0.8248, "Y3": 0.7798, "X4": 0.79784, "Y4": 0.7798, "page": 0, "Index": 298}, {"Word": "created", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.7792, "X2": 0.19272, "Y2": 0.779, "X3": 0.19137, "Y3": 0.7958, "X4": 0.12399, "Y4": 0.7968, "page": 0, "Index": 299}, {"Word": "to", "Confidence": 0.998, "X1": 0.19677, "Y1": 0.7792, "X2": 0.21429, "Y2": 0.779, "X3": 0.21429, "Y3": 0.7958, "X4": 0.19677, "Y4": 0.7958, "page": 0, "Index": 300}, {"Word": "treat", "Confidence": 0.998, "X1": 0.21833, "Y1": 0.7792, "X2": 0.26146, "Y2": 0.779, "X3": 0.26146, "Y3": 0.7958, "X4": 0.21833, "Y4": 0.7958, "page": 0, "Index": 301}, {"Word": "these", "Confidence": 0.997, "X1": 0.26685, "Y1": 0.7792, "X2": 0.31806, "Y2": 0.779, "X3": 0.31806, "Y3": 0.7958, "X4": 0.2655, "Y4": 0.7958, "page": 0, "Index": 302}, {"Word": "and", "Confidence": 0.998, "X1": 0.32345, "Y1": 0.7792, "X2": 0.35849, "Y2": 0.779, "X3": 0.35849, "Y3": 0.7958, "X4": 0.3221, "Y4": 0.7958, "page": 0, "Index": 303}, {"Word": "other", "Confidence": 0.997, "X1": 0.36388, "Y1": 0.7792, "X2": 0.4097, "Y2": 0.779, "X3": 0.40836, "Y3": 0.7958, "X4": 0.36253, "Y4": 0.7958, "page": 0, "Index": 304}, {"Word": "diseases.", "Confidence": 0.994, "X1": 0.41375, "Y1": 0.7802, "X2": 0.50539, "Y2": 0.78, "X3": 0.50404, "Y3": 0.7958, "X4": 0.41375, "Y4": 0.7958, "page": 0, "Index": 305}, {"Word": "HOW", "Confidence": 0.994, "X1": 0.37332, "Y1": 0.8302, "X2": 0.41779, "Y2": 0.83, "X3": 0.41779, "Y3": 0.8478, "X4": 0.37332, "Y4": 0.8478, "page": 0, "Index": 306}, {"Word": "NICOTINE", "Confidence": 0.996, "X1": 0.42588, "Y1": 0.8312, "X2": 0.52561, "Y2": 0.831, "X3": 0.52561, "Y3": 0.8478, "X4": 0.42588, "Y4": 0.8478, "page": 0, "Index": 307}, {"Word": "WORKS", "Confidence": 0.998, "X1": 0.52965, "Y1": 0.8312, "X2": 0.61051, "Y2": 0.831, "X3": 0.60916, "Y3": 0.8488, "X4": 0.52965, "Y4": 0.8488, "page": 0, "Index": 308}, {"Word": "53192", "Confidence": 0.998, "X1": 0.95283, "Y1": 0.9232, "X2": 0.95418, "Y2": 0.923, "X3": 0.93127, "Y3": 0.9238, "X4": 0.92992, "Y4": 0.8768, "page": 0, "Index": 309}, {"Word": "1", "Confidence": 0.995, "X1": 0.48787, "Y1": 0.9612, "X2": 0.49865, "Y2": 0.961, "X3": 0.49865, "Y3": 0.9758, "X4": 0.48787, "Y4": 0.9758, "page": 0, "Index": 310}, {"Word": "4566", "Confidence": 0.99, "X1": 0.95418, "Y1": 0.9712, "X2": 0.95687, "Y2": 0.971, "X3": 0.93396, "Y3": 0.9708, "X4": 0.93127, "Y4": 0.9328, "page": 0, "Index": 311}, {"Word": "JR0000001363015303", "Confidence": 0.888, "X1": 0.0, "Y1": 0.9842, "X2": 0.19946, "Y2": 0.984, "X3": 0.19946, "Y3": 0.9988, "X4": 0.0, "Y4": 0.9988, "page": 0, "Index": 312}]}	"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"
fflg0011	2	{"lines_data": [{"Word": "DRAFT - 11/30/99", "Confidence": 0.99533, "X1": 0.12129, "Y1": 0.0242, "X2": 0.28706, "Y2": 0.024, "X3": 0.28706, "Y3": 0.0418, "X4": 0.12129, "Y4": 0.0418, "page": 0}, {"Word": "Finally, researchers at Duke University have recently shown that the nicotine", "Confidence": 0.993, "X1": 0.12534, "Y1": 0.0992, "X2": 0.81806, "Y2": 0.099, "X3": 0.81671, "Y3": 0.1178, "X4": 0.12534, "Y4": 0.1158, "page": 0}, {"Word": "patch significantly improves symptoms in adults with attention deficit disorder.", "Confidence": 0.9916, "X1": 0.12264, "Y1": 0.1162, "X2": 0.82615, "Y2": 0.116, "X3": 0.82615, "Y3": 0.1348, "X4": 0.12264, "Y4": 0.1348, "page": 0}, {"Word": "Despite these very important findings, it is generally agreed that nicotine itself", "Confidence": 0.99433, "X1": 0.12668, "Y1": 0.1352, "X2": 0.82615, "Y2": 0.135, "X3": 0.82615, "Y3": 0.1538, "X4": 0.12668, "Y4": 0.1528, "page": 0}, {"Word": "would not be suitable for therapeutic development because of its peripheral", "Confidence": 0.99445, "X1": 0.12534, "Y1": 0.1542, "X2": 0.80728, "Y2": 0.154, "X3": 0.80728, "Y3": 0.1708, "X4": 0.12534, "Y4": 0.1698, "page": 0}, {"Word": "effects (increases in heart rate and blood pressure, and nausea) as well as the", "Confidence": 0.995, "X1": 0.12534, "Y1": 0.1732, "X2": 0.83827, "Y2": 0.173, "X3": 0.83827, "Y3": 0.1898, "X4": 0.12534, "Y4": 0.1888, "page": 0}, {"Word": "widespread belief that nicotine causes dependency.", "Confidence": 0.98983, "X1": 0.12534, "Y1": 0.1912, "X2": 0.59434, "Y2": 0.191, "X3": 0.59434, "Y3": 0.2088, "X4": 0.12534, "Y4": 0.2068, "page": 0}, {"Word": "DEVELOPMENT OF NOVEL NICOTINIC THERAPEUTICS", "Confidence": 0.9936, "X1": 0.22237, "Y1": 0.2412, "X2": 0.7655, "Y2": 0.241, "X3": 0.7655, "Y3": 0.2598, "X4": 0.22237, "Y4": 0.2588, "page": 0}, {"Word": "In an effort to leverage nicotine's beneficial effects while reducing or eliminating", "Confidence": 0.98708, "X1": 0.12399, "Y1": 0.2692, "X2": 0.84367, "Y2": 0.269, "X3": 0.84367, "Y3": 0.2868, "X4": 0.12399, "Y4": 0.2848, "page": 0}, {"Word": "unwanted side effects, a number of pharmaceutical companies such as Abbott", "Confidence": 0.99373, "X1": 0.12668, "Y1": 0.2872, "X2": 0.83558, "Y2": 0.287, "X3": 0.83558, "Y3": 0.3038, "X4": 0.12668, "Y4": 0.3028, "page": 0}, {"Word": "Laboratories and SIBIA (Salk Institute Biotechnology Industrial Associates), as", "Confidence": 0.96156, "X1": 0.12399, "Y1": 0.3052, "X2": 0.83558, "Y2": 0.305, "X3": 0.83558, "Y3": 0.3228, "X4": 0.12399, "Y4": 0.3218, "page": 0}, {"Word": "well as Reynolds Tobacco scientists, have worked to discover and develop", "Confidence": 0.99436, "X1": 0.12399, "Y1": 0.3232, "X2": 0.80054, "Y2": 0.323, "X3": 0.80054, "Y3": 0.3408, "X4": 0.12399, "Y4": 0.3398, "page": 0}, {"Word": "nicotine-like therapeutic compounds.", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.3432, "X2": 0.45957, "Y2": 0.343, "X3": 0.45957, "Y3": 0.3588, "X4": 0.12534, "Y4": 0.3568, "page": 0}, {"Word": "For example, Abbott has funded research on a compound that demonstrated", "Confidence": 0.98136, "X1": 0.12399, "Y1": 0.3672, "X2": 0.82075, "Y2": 0.367, "X3": 0.82075, "Y3": 0.3858, "X4": 0.12399, "Y4": 0.3838, "page": 0}, {"Word": "beneficial effects on memory in Alzheimer's disease patients. Abbott is also", "Confidence": 0.99182, "X1": 0.12534, "Y1": 0.3862, "X2": 0.82345, "Y2": 0.386, "X3": 0.82345, "Y3": 0.4038, "X4": 0.12534, "Y4": 0.4018, "page": 0}, {"Word": "testing another nicotine-like compound that appears to have potential as a novel", "Confidence": 0.99392, "X1": 0.12399, "Y1": 0.4042, "X2": 0.8504, "Y2": 0.404, "X3": 0.8504, "Y3": 0.4228, "X4": 0.12399, "Y4": 0.4218, "page": 0}, {"Word": "type of analgesic (pain reducer).", "Confidence": 0.9836, "X1": 0.12399, "Y1": 0.4222, "X2": 0.41779, "Y2": 0.422, "X3": 0.41779, "Y3": 0.4398, "X4": 0.12399, "Y4": 0.4398, "page": 0}, {"Word": "Similarly, Reynolds Tobacco has tested a compound in animals and humans with", "Confidence": 0.99033, "X1": 0.12534, "Y1": 0.4482, "X2": 0.85984, "Y2": 0.448, "X3": 0.85984, "Y3": 0.4668, "X4": 0.12534, "Y4": 0.4648, "page": 0}, {"Word": "very encouraging results. This compound shows significant improvement of short", "Confidence": 0.9926, "X1": 0.12534, "Y1": 0.4672, "X2": 0.85984, "Y2": 0.467, "X3": 0.85984, "Y3": 0.4848, "X4": 0.12534, "Y4": 0.4848, "page": 0}, {"Word": "and long-term memory in animals, with minimal effects on heart rate, blood", "Confidence": 0.99467, "X1": 0.12399, "Y1": 0.4842, "X2": 0.80323, "Y2": 0.484, "X3": 0.80323, "Y3": 0.5028, "X4": 0.12399, "Y4": 0.5018, "page": 0}, {"Word": "pressure and the gastrointestinal system. In addition, this compound has been", "Confidence": 0.99182, "X1": 0.12264, "Y1": 0.5032, "X2": 0.84501, "Y2": 0.503, "X3": 0.84501, "Y3": 0.5208, "X4": 0.12264, "Y4": 0.5198, "page": 0}, {"Word": "tested in human volunteers and has been shown to have minimal side effects.", "Confidence": 0.99046, "X1": 0.12399, "Y1": 0.5202, "X2": 0.82615, "Y2": 0.52, "X3": 0.82615, "Y3": 0.5388, "X4": 0.12399, "Y4": 0.5378, "page": 0}, {"Word": "SIBIA now has compounds in clinical trials for Alzheimer's disease and", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.5482, "X2": 0.7655, "Y2": 0.548, "X3": 0.7655, "Y3": 0.5648, "X4": 0.12399, "Y4": 0.5638, "page": 0}, {"Word": "Parkinson's disease. Although the clinical development of these novel nicotine-", "Confidence": 0.9938, "X1": 0.12399, "Y1": 0.5662, "X2": 0.84367, "Y2": 0.566, "X3": 0.84367, "Y3": 0.5838, "X4": 0.12399, "Y4": 0.5818, "page": 0}, {"Word": "like compounds is progressing rapidly, no one to date has completed studies to", "Confidence": 0.99485, "X1": 0.12803, "Y1": 0.5842, "X2": 0.84097, "Y2": 0.584, "X3": 0.84097, "Y3": 0.6028, "X4": 0.12803, "Y4": 0.6008, "page": 0}, {"Word": "demonstrate that these compounds are effective in treating these diseases.", "Confidence": 0.9942, "X1": 0.12399, "Y1": 0.6022, "X2": 0.80458, "Y2": 0.602, "X3": 0.80458, "Y3": 0.6198, "X4": 0.12399, "Y4": 0.6178, "page": 0}, {"Word": "However, beneficial effects have been shown in numerous animal studies,", "Confidence": 0.9899, "X1": 0.12668, "Y1": 0.6202, "X2": 0.79515, "Y2": 0.62, "X3": 0.79515, "Y3": 0.6378, "X4": 0.12668, "Y4": 0.6358, "page": 0}, {"Word": "suggesting that similar effects may soon be observed in humans.", "Confidence": 0.9934, "X1": 0.12399, "Y1": 0.6382, "X2": 0.71698, "Y2": 0.638, "X3": 0.71698, "Y3": 0.6568, "X4": 0.12399, "Y4": 0.6558, "page": 0}, {"Word": "WHERE WE GO FROM HERE", "Confidence": 0.9912, "X1": 0.35175, "Y1": 0.6902, "X2": 0.63612, "Y2": 0.69, "X3": 0.63612, "Y3": 0.7088, "X4": 0.35175, "Y4": 0.7078, "page": 0}, {"Word": "Reynolds Tobacco's efforts to discover and develop novel nicotine-like", "Confidence": 0.98911, "X1": 0.12399, "Y1": 0.7162, "X2": 0.76415, "Y2": 0.716, "X3": 0.7628, "Y3": 0.7348, "X4": 0.12399, "Y4": 0.7348, "page": 0}, {"Word": "compounds that have therapeutic potential have already resulted in an extensive", "Confidence": 0.99045, "X1": 0.12399, "Y1": 0.7362, "X2": 0.8531, "Y2": 0.736, "X3": 0.8531, "Y3": 0.7538, "X4": 0.12399, "Y4": 0.7528, "page": 0}, {"Word": "patent portfolio of nicotinic compounds with the potential to treat Alzheimer's", "Confidence": 0.99255, "X1": 0.12399, "Y1": 0.7532, "X2": 0.81402, "Y2": 0.753, "X3": 0.81402, "Y3": 0.7718, "X4": 0.12399, "Y4": 0.7718, "page": 0}, {"Word": "disease, Parkinson's disease, Tourette's syndrome and attention deficit disorder.", "Confidence": 0.99433, "X1": 0.12534, "Y1": 0.7722, "X2": 0.8558, "Y2": 0.772, "X3": 0.8558, "Y3": 0.7898, "X4": 0.12534, "Y4": 0.7888, "page": 0}, {"Word": "Progress is being made rapidly and many of these compounds are now poised", "Confidence": 0.99485, "X1": 0.12399, "Y1": 0.7912, "X2": 0.83827, "Y2": 0.791, "X3": 0.83827, "Y3": 0.8078, "X4": 0.12399, "Y4": 0.8078, "page": 0}, {"Word": "for further development. The next step is to test their safety and effectiveness in", "Confidence": 0.99079, "X1": 0.12264, "Y1": 0.8092, "X2": 0.8531, "Y2": 0.809, "X3": 0.8531, "Y3": 0.8258, "X4": 0.12264, "Y4": 0.8258, "page": 0}, {"Word": "humans. This is necessary before new compounds can be approved and sold as", "Confidence": 0.99438, "X1": 0.12399, "Y1": 0.8282, "X2": 0.85445, "Y2": 0.828, "X3": 0.85445, "Y3": 0.8458, "X4": 0.12399, "Y4": 0.8448, "page": 0}, {"Word": "drugs.", "Confidence": 0.915, "X1": 0.12534, "Y1": 0.8462, "X2": 0.18329, "Y2": 0.846, "X3": 0.18329, "Y3": 0.8618, "X4": 0.12534, "Y4": 0.8618, "page": 0}, {"Word": "To that end, in 1998, Targacept entered into a collaborative agreement with", "Confidence": 0.99308, "X1": 0.12534, "Y1": 0.8722, "X2": 0.80593, "Y2": 0.872, "X3": 0.80593, "Y3": 0.8908, "X4": 0.12534, "Y4": 0.8888, "page": 0}, {"Word": "Rhone-Poulenc Pharmaceuticals Inc. to develop new drugs to treat Alzheimers", "Confidence": 0.9889, "X1": 0.12534, "Y1": 0.8902, "X2": 0.83962, "Y2": 0.89, "X3": 0.83962, "Y3": 0.9098, "X4": 0.12534, "Y4": 0.9068, "page": 0}, {"Word": "and Parkinson's diseases.", "Confidence": 0.99333, "X1": 0.12264, "Y1": 0.9072, "X2": 0.36523, "Y2": 0.907, "X3": 0.36523, "Y3": 0.9248, "X4": 0.12264, "Y4": 0.9248, "page": 0}, {"Word": "3", "Confidence": 0.996, "X1": 0.48922, "Y1": 0.9602, "X2": 0.50135, "Y2": 0.96, "X3": 0.50135, "Y3": 0.9748, "X4": 0.48922, "Y4": 0.9748, "page": 0}, {"Word": "53192 4568", "Confidence": 0.9935, "X1": 0.96765, "Y1": 0.9722, "X2": 0.9717, "Y2": 0.972, "X3": 0.95013, "Y3": 0.9728, "X4": 0.94609, "Y4": 0.8748, "page": 0}, {"Word": "R0000001363015303", "Confidence": 0.991, "X1": 0.00135, "Y1": 0.9822, "X2": 0.20485, "Y2": 0.982, "X3": 0.20485, "Y3": 0.9968, "X4": 0.00135, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "DRAFT", "Confidence": 0.994, "X1": 0.12129, "Y1": 0.0252, "X2": 0.18868, "Y2": 0.025, "X3": 0.18868, "Y3": 0.0418, "X4": 0.12264, "Y4": 0.0428, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.996, "X1": 0.19272, "Y1": 0.0252, "X2": 0.2062, "Y2": 0.025, "X3": 0.2062, "Y3": 0.0418, "X4": 0.19407, "Y4": 0.0418, "page": 0, "Index": 1}, {"Word": "11/30/99", "Confidence": 0.996, "X1": 0.21024, "Y1": 0.0252, "X2": 0.28706, "Y2": 0.025, "X3": 0.28706, "Y3": 0.0418, "X4": 0.21159, "Y4": 0.0418, "page": 0, "Index": 2}, {"Word": "Finally,", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.0982, "X2": 0.19003, "Y2": 0.098, "X3": 0.18868, "Y3": 0.1158, "X4": 0.12534, "Y4": 0.1158, "page": 0, "Index": 3}, {"Word": "researchers", "Confidence": 0.993, "X1": 0.19407, "Y1": 0.0982, "X2": 0.30323, "Y2": 0.098, "X3": 0.30323, "Y3": 0.1168, "X4": 0.19407, "Y4": 0.1168, "page": 0, "Index": 4}, {"Word": "at", "Confidence": 0.998, "X1": 0.30863, "Y1": 0.0982, "X2": 0.32615, "Y2": 0.098, "X3": 0.32615, "Y3": 0.1168, "X4": 0.30863, "Y4": 0.1168, "page": 0, "Index": 5}, {"Word": "Duke", "Confidence": 0.987, "X1": 0.33154, "Y1": 0.0982, "X2": 0.37871, "Y2": 0.098, "X3": 0.37871, "Y3": 0.1168, "X4": 0.33019, "Y4": 0.1168, "page": 0, "Index": 6}, {"Word": "University", "Confidence": 0.994, "X1": 0.3841, "Y1": 0.0992, "X2": 0.47574, "Y2": 0.099, "X3": 0.47574, "Y3": 0.1178, "X4": 0.3841, "Y4": 0.1178, "page": 0, "Index": 7}, {"Word": "have", "Confidence": 0.991, "X1": 0.48113, "Y1": 0.0992, "X2": 0.52426, "Y2": 0.099, "X3": 0.52426, "Y3": 0.1178, "X4": 0.47978, "Y4": 0.1178, "page": 0, "Index": 8}, {"Word": "recently", "Confidence": 0.991, "X1": 0.5283, "Y1": 0.0992, "X2": 0.60108, "Y2": 0.099, "X3": 0.60108, "Y3": 0.1178, "X4": 0.5283, "Y4": 0.1178, "page": 0, "Index": 9}, {"Word": "shown", "Confidence": 0.997, "X1": 0.60512, "Y1": 0.1002, "X2": 0.66577, "Y2": 0.1, "X3": 0.66577, "Y3": 0.1178, "X4": 0.60512, "Y4": 0.1178, "page": 0, "Index": 10}, {"Word": "that", "Confidence": 0.987, "X1": 0.66981, "Y1": 0.1002, "X2": 0.70485, "Y2": 0.1, "X3": 0.70485, "Y3": 0.1178, "X4": 0.66981, "Y4": 0.1178, "page": 0, "Index": 11}, {"Word": "the", "Confidence": 0.998, "X1": 0.71024, "Y1": 0.1002, "X2": 0.73854, "Y2": 0.1, "X3": 0.73854, "Y3": 0.1178, "X4": 0.71024, "Y4": 0.1178, "page": 0, "Index": 12}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.74394, "Y1": 0.1012, "X2": 0.81806, "Y2": 0.101, "X3": 0.81806, "Y3": 0.1168, "X4": 0.74394, "Y4": 0.1178, "page": 0, "Index": 13}, {"Word": "patch", "Confidence": 0.993, "X1": 0.12399, "Y1": 0.1162, "X2": 0.1752, "Y2": 0.116, "X3": 0.17385, "Y3": 0.1348, "X4": 0.12399, "Y4": 0.1348, "page": 0, "Index": 14}, {"Word": "significantly", "Confidence": 0.982, "X1": 0.17925, "Y1": 0.1162, "X2": 0.28571, "Y2": 0.116, "X3": 0.28571, "Y3": 0.1358, "X4": 0.17925, "Y4": 0.1348, "page": 0, "Index": 15}, {"Word": "improves", "Confidence": 0.995, "X1": 0.29111, "Y1": 0.1162, "X2": 0.37466, "Y2": 0.116, "X3": 0.37466, "Y3": 0.1358, "X4": 0.29111, "Y4": 0.1358, "page": 0, "Index": 16}, {"Word": "symptoms", "Confidence": 0.994, "X1": 0.38005, "Y1": 0.1172, "X2": 0.47305, "Y2": 0.117, "X3": 0.47305, "Y3": 0.1358, "X4": 0.38005, "Y4": 0.1358, "page": 0, "Index": 17}, {"Word": "in", "Confidence": 0.998, "X1": 0.47844, "Y1": 0.1172, "X2": 0.49596, "Y2": 0.117, "X3": 0.49596, "Y3": 0.1358, "X4": 0.47844, "Y4": 0.1358, "page": 0, "Index": 18}, {"Word": "adults", "Confidence": 0.994, "X1": 0.50135, "Y1": 0.1172, "X2": 0.55391, "Y2": 0.117, "X3": 0.55391, "Y3": 0.1358, "X4": 0.50135, "Y4": 0.1358, "page": 0, "Index": 19}, {"Word": "with", "Confidence": 0.981, "X1": 0.55795, "Y1": 0.1172, "X2": 0.59569, "Y2": 0.117, "X3": 0.59704, "Y3": 0.1358, "X4": 0.5593, "Y4": 0.1358, "page": 0, "Index": 20}, {"Word": "attention", "Confidence": 0.994, "X1": 0.60108, "Y1": 0.1172, "X2": 0.67925, "Y2": 0.117, "X3": 0.68059, "Y3": 0.1348, "X4": 0.60108, "Y4": 0.1358, "page": 0, "Index": 21}, {"Word": "deficit", "Confidence": 0.994, "X1": 0.68464, "Y1": 0.1182, "X2": 0.73854, "Y2": 0.118, "X3": 0.73989, "Y3": 0.1348, "X4": 0.68598, "Y4": 0.1348, "page": 0, "Index": 22}, {"Word": "disorder.", "Confidence": 0.991, "X1": 0.74394, "Y1": 0.1182, "X2": 0.82615, "Y2": 0.118, "X3": 0.82749, "Y3": 0.1348, "X4": 0.74528, "Y4": 0.1348, "page": 0, "Index": 23}, {"Word": "Despite", "Confidence": 0.994, "X1": 0.12803, "Y1": 0.1352, "X2": 0.19272, "Y2": 0.135, "X3": 0.19272, "Y3": 0.1518, "X4": 0.12668, "Y4": 0.1518, "page": 0, "Index": 24}, {"Word": "these", "Confidence": 0.997, "X1": 0.19811, "Y1": 0.1352, "X2": 0.24933, "Y2": 0.135, "X3": 0.24798, "Y3": 0.1528, "X4": 0.19677, "Y4": 0.1518, "page": 0, "Index": 25}, {"Word": "very", "Confidence": 0.987, "X1": 0.25337, "Y1": 0.1352, "X2": 0.2938, "Y2": 0.135, "X3": 0.2938, "Y3": 0.1528, "X4": 0.25337, "Y4": 0.1528, "page": 0, "Index": 26}, {"Word": "important", "Confidence": 0.994, "X1": 0.29784, "Y1": 0.1352, "X2": 0.3841, "Y2": 0.135, "X3": 0.3841, "Y3": 0.1538, "X4": 0.29784, "Y4": 0.1528, "page": 0, "Index": 27}, {"Word": "findings,", "Confidence": 0.992, "X1": 0.38949, "Y1": 0.1352, "X2": 0.46765, "Y2": 0.135, "X3": 0.46765, "Y3": 0.1538, "X4": 0.38949, "Y4": 0.1538, "page": 0, "Index": 28}, {"Word": "it", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.1352, "X2": 0.48248, "Y2": 0.135, "X3": 0.48248, "Y3": 0.1538, "X4": 0.47305, "Y4": 0.1538, "page": 0, "Index": 29}, {"Word": "is", "Confidence": 0.998, "X1": 0.48652, "Y1": 0.1352, "X2": 0.50404, "Y2": 0.135, "X3": 0.50404, "Y3": 0.1538, "X4": 0.48652, "Y4": 0.1538, "page": 0, "Index": 30}, {"Word": "generally", "Confidence": 0.995, "X1": 0.50943, "Y1": 0.1352, "X2": 0.5903, "Y2": 0.135, "X3": 0.5903, "Y3": 0.1538, "X4": 0.50943, "Y4": 0.1538, "page": 0, "Index": 31}, {"Word": "agreed", "Confidence": 0.997, "X1": 0.59569, "Y1": 0.1352, "X2": 0.65768, "Y2": 0.135, "X3": 0.65768, "Y3": 0.1538, "X4": 0.59569, "Y4": 0.1538, "page": 0, "Index": 32}, {"Word": "that", "Confidence": 0.988, "X1": 0.66307, "Y1": 0.1352, "X2": 0.69946, "Y2": 0.135, "X3": 0.69946, "Y3": 0.1538, "X4": 0.66307, "Y4": 0.1538, "page": 0, "Index": 33}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.70485, "Y1": 0.1362, "X2": 0.77493, "Y2": 0.136, "X3": 0.77493, "Y3": 0.1538, "X4": 0.70485, "Y4": 0.1538, "page": 0, "Index": 34}, {"Word": "itself", "Confidence": 0.997, "X1": 0.77898, "Y1": 0.1362, "X2": 0.82615, "Y2": 0.136, "X3": 0.82615, "Y3": 0.1528, "X4": 0.77898, "Y4": 0.1538, "page": 0, "Index": 35}, {"Word": "would", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.1532, "X2": 0.1779, "Y2": 0.153, "X3": 0.1779, "Y3": 0.1708, "X4": 0.12534, "Y4": 0.1698, "page": 0, "Index": 36}, {"Word": "not", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.1532, "X2": 0.21159, "Y2": 0.153, "X3": 0.21159, "Y3": 0.1708, "X4": 0.18329, "Y4": 0.1708, "page": 0, "Index": 37}, {"Word": "be", "Confidence": 0.997, "X1": 0.21698, "Y1": 0.1532, "X2": 0.23989, "Y2": 0.153, "X3": 0.23989, "Y3": 0.1708, "X4": 0.21698, "Y4": 0.1708, "page": 0, "Index": 38}, {"Word": "suitable", "Confidence": 0.991, "X1": 0.24528, "Y1": 0.1532, "X2": 0.31671, "Y2": 0.153, "X3": 0.31536, "Y3": 0.1708, "X4": 0.24394, "Y4": 0.1708, "page": 0, "Index": 39}, {"Word": "for", "Confidence": 0.991, "X1": 0.32075, "Y1": 0.1532, "X2": 0.34771, "Y2": 0.153, "X3": 0.34636, "Y3": 0.1708, "X4": 0.32075, "Y4": 0.1708, "page": 0, "Index": 40}, {"Word": "therapeutic", "Confidence": 0.992, "X1": 0.35175, "Y1": 0.1542, "X2": 0.45418, "Y2": 0.154, "X3": 0.45283, "Y3": 0.1708, "X4": 0.35175, "Y4": 0.1708, "page": 0, "Index": 41}, {"Word": "development", "Confidence": 0.992, "X1": 0.45822, "Y1": 0.1542, "X2": 0.57682, "Y2": 0.154, "X3": 0.57547, "Y3": 0.1718, "X4": 0.45822, "Y4": 0.1708, "page": 0, "Index": 42}, {"Word": "because", "Confidence": 0.996, "X1": 0.58086, "Y1": 0.1542, "X2": 0.65903, "Y2": 0.154, "X3": 0.65768, "Y3": 0.1718, "X4": 0.57951, "Y4": 0.1718, "page": 0, "Index": 43}, {"Word": "of", "Confidence": 0.998, "X1": 0.66307, "Y1": 0.1542, "X2": 0.68059, "Y2": 0.154, "X3": 0.67925, "Y3": 0.1718, "X4": 0.66173, "Y4": 0.1718, "page": 0, "Index": 44}, {"Word": "its", "Confidence": 0.998, "X1": 0.68464, "Y1": 0.1542, "X2": 0.70755, "Y2": 0.154, "X3": 0.70755, "Y3": 0.1718, "X4": 0.68329, "Y4": 0.1718, "page": 0, "Index": 45}, {"Word": "peripheral", "Confidence": 0.992, "X1": 0.71294, "Y1": 0.1552, "X2": 0.80728, "Y2": 0.155, "X3": 0.80593, "Y3": 0.1718, "X4": 0.71159, "Y4": 0.1718, "page": 0, "Index": 46}, {"Word": "effects", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.1722, "X2": 0.18464, "Y2": 0.172, "X3": 0.18464, "Y3": 0.1888, "X4": 0.12534, "Y4": 0.1888, "page": 0, "Index": 47}, {"Word": "(increases", "Confidence": 0.994, "X1": 0.19003, "Y1": 0.1722, "X2": 0.28437, "Y2": 0.172, "X3": 0.28437, "Y3": 0.1898, "X4": 0.19003, "Y4": 0.1888, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.1722, "X2": 0.30728, "Y2": 0.172, "X3": 0.30728, "Y3": 0.1898, "X4": 0.28841, "Y4": 0.1898, "page": 0, "Index": 49}, {"Word": "heart", "Confidence": 0.996, "X1": 0.31267, "Y1": 0.1722, "X2": 0.35984, "Y2": 0.172, "X3": 0.35984, "Y3": 0.1898, "X4": 0.31267, "Y4": 0.1898, "page": 0, "Index": 50}, {"Word": "rate", "Confidence": 0.988, "X1": 0.36388, "Y1": 0.1722, "X2": 0.40027, "Y2": 0.172, "X3": 0.40027, "Y3": 0.1898, "X4": 0.36388, "Y4": 0.1898, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.40431, "Y1": 0.1722, "X2": 0.43935, "Y2": 0.172, "X3": 0.43935, "Y3": 0.1898, "X4": 0.40431, "Y4": 0.1898, "page": 0, "Index": 52}, {"Word": "blood", "Confidence": 0.994, "X1": 0.44474, "Y1": 0.1722, "X2": 0.4973, "Y2": 0.172, "X3": 0.4973, "Y3": 0.1898, "X4": 0.4434, "Y4": 0.1898, "page": 0, "Index": 53}, {"Word": "pressure,", "Confidence": 0.994, "X1": 0.5027, "Y1": 0.1722, "X2": 0.58625, "Y2": 0.172, "X3": 0.58491, "Y3": 0.1898, "X4": 0.5027, "Y4": 0.1898, "page": 0, "Index": 54}, {"Word": "and", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.1732, "X2": 0.62534, "Y2": 0.173, "X3": 0.62534, "Y3": 0.1908, "X4": 0.5903, "Y4": 0.1898, "page": 0, "Index": 55}, {"Word": "nausea)", "Confidence": 0.995, "X1": 0.62938, "Y1": 0.1732, "X2": 0.70485, "Y2": 0.173, "X3": 0.70485, "Y3": 0.1908, "X4": 0.62938, "Y4": 0.1908, "page": 0, "Index": 56}, {"Word": "as", "Confidence": 0.998, "X1": 0.71024, "Y1": 0.1732, "X2": 0.73181, "Y2": 0.173, "X3": 0.73181, "Y3": 0.1908, "X4": 0.71024, "Y4": 0.1908, "page": 0, "Index": 57}, {"Word": "well", "Confidence": 0.988, "X1": 0.7372, "Y1": 0.1732, "X2": 0.77358, "Y2": 0.173, "X3": 0.77224, "Y3": 0.1908, "X4": 0.73585, "Y4": 0.1908, "page": 0, "Index": 58}, {"Word": "as", "Confidence": 0.997, "X1": 0.77763, "Y1": 0.1732, "X2": 0.79919, "Y2": 0.173, "X3": 0.79919, "Y3": 0.1908, "X4": 0.77763, "Y4": 0.1908, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.998, "X1": 0.80458, "Y1": 0.1732, "X2": 0.83693, "Y2": 0.173, "X3": 0.83693, "Y3": 0.1908, "X4": 0.80458, "Y4": 0.1908, "page": 0, "Index": 60}, {"Word": "widespread", "Confidence": 0.97, "X1": 0.12668, "Y1": 0.1902, "X2": 0.22911, "Y2": 0.19, "X3": 0.22911, "Y3": 0.2078, "X4": 0.12668, "Y4": 0.2078, "page": 0, "Index": 61}, {"Word": "belief", "Confidence": 0.997, "X1": 0.2345, "Y1": 0.1902, "X2": 0.28302, "Y2": 0.19, "X3": 0.28302, "Y3": 0.2078, "X4": 0.2345, "Y4": 0.2078, "page": 0, "Index": 62}, {"Word": "that", "Confidence": 0.987, "X1": 0.28841, "Y1": 0.1902, "X2": 0.32345, "Y2": 0.19, "X3": 0.32345, "Y3": 0.2078, "X4": 0.28841, "Y4": 0.2078, "page": 0, "Index": 63}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.32884, "Y1": 0.1912, "X2": 0.40162, "Y2": 0.191, "X3": 0.40027, "Y3": 0.2078, "X4": 0.32884, "Y4": 0.2078, "page": 0, "Index": 64}, {"Word": "causes", "Confidence": 0.997, "X1": 0.40566, "Y1": 0.1912, "X2": 0.4717, "Y2": 0.191, "X3": 0.4717, "Y3": 0.2088, "X4": 0.40566, "Y4": 0.2078, "page": 0, "Index": 65}, {"Word": "dependency.", "Confidence": 0.993, "X1": 0.47709, "Y1": 0.1922, "X2": 0.59434, "Y2": 0.192, "X3": 0.59434, "Y3": 0.2098, "X4": 0.47709, "Y4": 0.2088, "page": 0, "Index": 66}, {"Word": "DEVELOPMENT", "Confidence": 0.991, "X1": 0.22237, "Y1": 0.2412, "X2": 0.37736, "Y2": 0.241, "X3": 0.37736, "Y3": 0.2598, "X4": 0.22237, "Y4": 0.2578, "page": 0, "Index": 67}, {"Word": "OF", "Confidence": 0.998, "X1": 0.38275, "Y1": 0.2412, "X2": 0.4124, "Y2": 0.241, "X3": 0.41105, "Y3": 0.2598, "X4": 0.38275, "Y4": 0.2598, "page": 0, "Index": 68}, {"Word": "NOVEL", "Confidence": 0.997, "X1": 0.41644, "Y1": 0.2412, "X2": 0.48922, "Y2": 0.241, "X3": 0.48922, "Y3": 0.2598, "X4": 0.41644, "Y4": 0.2598, "page": 0, "Index": 69}, {"Word": "NICOTINIC", "Confidence": 0.991, "X1": 0.49461, "Y1": 0.2412, "X2": 0.59704, "Y2": 0.241, "X3": 0.59704, "Y3": 0.2598, "X4": 0.49461, "Y4": 0.2598, "page": 0, "Index": 70}, {"Word": "THERAPEUTICS", "Confidence": 0.991, "X1": 0.60243, "Y1": 0.2422, "X2": 0.76011, "Y2": 0.242, "X3": 0.76011, "Y3": 0.2598, "X4": 0.60243, "Y4": 0.2598, "page": 0, "Index": 71}, {"Word": "In", "Confidence": 0.943, "X1": 0.12534, "Y1": 0.2682, "X2": 0.14016, "Y2": 0.268, "X3": 0.14151, "Y3": 0.2848, "X4": 0.12668, "Y4": 0.2848, "page": 0, "Index": 72}, {"Word": "an", "Confidence": 0.997, "X1": 0.14555, "Y1": 0.2682, "X2": 0.16981, "Y2": 0.268, "X3": 0.17116, "Y3": 0.2848, "X4": 0.1469, "Y4": 0.2848, "page": 0, "Index": 73}, {"Word": "effort", "Confidence": 0.991, "X1": 0.17385, "Y1": 0.2682, "X2": 0.22102, "Y2": 0.268, "X3": 0.22237, "Y3": 0.2848, "X4": 0.1752, "Y4": 0.2848, "page": 0, "Index": 74}, {"Word": "to", "Confidence": 0.998, "X1": 0.22642, "Y1": 0.2682, "X2": 0.24394, "Y2": 0.268, "X3": 0.24528, "Y3": 0.2848, "X4": 0.22776, "Y4": 0.2848, "page": 0, "Index": 75}, {"Word": "leverage", "Confidence": 0.994, "X1": 0.24798, "Y1": 0.2682, "X2": 0.32749, "Y2": 0.268, "X3": 0.32884, "Y3": 0.2858, "X4": 0.24933, "Y4": 0.2848, "page": 0, "Index": 76}, {"Word": "nicotine's", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.2682, "X2": 0.41914, "Y2": 0.268, "X3": 0.42049, "Y3": 0.2858, "X4": 0.33288, "Y4": 0.2858, "page": 0, "Index": 77}, {"Word": "beneficial", "Confidence": 0.986, "X1": 0.42453, "Y1": 0.2682, "X2": 0.51213, "Y2": 0.268, "X3": 0.51348, "Y3": 0.2868, "X4": 0.42453, "Y4": 0.2858, "page": 0, "Index": 78}, {"Word": "effects", "Confidence": 0.965, "X1": 0.51752, "Y1": 0.2682, "X2": 0.57682, "Y2": 0.268, "X3": 0.57817, "Y3": 0.2868, "X4": 0.51887, "Y4": 0.2868, "page": 0, "Index": 79}, {"Word": "while", "Confidence": 0.997, "X1": 0.58221, "Y1": 0.2682, "X2": 0.62938, "Y2": 0.268, "X3": 0.62938, "Y3": 0.2868, "X4": 0.58221, "Y4": 0.2868, "page": 0, "Index": 80}, {"Word": "reducing", "Confidence": 0.994, "X1": 0.63342, "Y1": 0.2692, "X2": 0.71294, "Y2": 0.269, "X3": 0.71294, "Y3": 0.2878, "X4": 0.63477, "Y4": 0.2868, "page": 0, "Index": 81}, {"Word": "or", "Confidence": 0.997, "X1": 0.71698, "Y1": 0.2692, "X2": 0.7372, "Y2": 0.269, "X3": 0.7372, "Y3": 0.2878, "X4": 0.71833, "Y4": 0.2878, "page": 0, "Index": 82}, {"Word": "eliminating", "Confidence": 0.992, "X1": 0.74124, "Y1": 0.2692, "X2": 0.84232, "Y2": 0.269, "X3": 0.84367, "Y3": 0.2878, "X4": 0.74259, "Y4": 0.2878, "page": 0, "Index": 83}, {"Word": "unwanted", "Confidence": 0.991, "X1": 0.12668, "Y1": 0.2862, "X2": 0.21294, "Y2": 0.286, "X3": 0.21294, "Y3": 0.3028, "X4": 0.12668, "Y4": 0.3028, "page": 0, "Index": 84}, {"Word": "side", "Confidence": 0.991, "X1": 0.21698, "Y1": 0.2872, "X2": 0.25741, "Y2": 0.287, "X3": 0.25741, "Y3": 0.3028, "X4": 0.21698, "Y4": 0.3028, "page": 0, "Index": 85}, {"Word": "effects,", "Confidence": 0.991, "X1": 0.26146, "Y1": 0.2872, "X2": 0.32884, "Y2": 0.287, "X3": 0.33019, "Y3": 0.3038, "X4": 0.26146, "Y4": 0.3028, "page": 0, "Index": 86}, {"Word": "a", "Confidence": 0.998, "X1": 0.33423, "Y1": 0.2872, "X2": 0.34636, "Y2": 0.287, "X3": 0.34636, "Y3": 0.3038, "X4": 0.33423, "Y4": 0.3038, "page": 0, "Index": 87}, {"Word": "number", "Confidence": 0.993, "X1": 0.3504, "Y1": 0.2872, "X2": 0.42049, "Y2": 0.287, "X3": 0.42049, "Y3": 0.3038, "X4": 0.3504, "Y4": 0.3038, "page": 0, "Index": 88}, {"Word": "of", "Confidence": 0.996, "X1": 0.42453, "Y1": 0.2872, "X2": 0.4434, "Y2": 0.287, "X3": 0.4434, "Y3": 0.3038, "X4": 0.42453, "Y4": 0.3038, "page": 0, "Index": 89}, {"Word": "pharmaceutical", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.2872, "X2": 0.58491, "Y2": 0.287, "X3": 0.58491, "Y3": 0.3038, "X4": 0.44744, "Y4": 0.3038, "page": 0, "Index": 90}, {"Word": "companies", "Confidence": 0.994, "X1": 0.5903, "Y1": 0.2872, "X2": 0.69003, "Y2": 0.287, "X3": 0.69003, "Y3": 0.3048, "X4": 0.5903, "Y4": 0.3048, "page": 0, "Index": 91}, {"Word": "such", "Confidence": 0.991, "X1": 0.69407, "Y1": 0.2872, "X2": 0.73854, "Y2": 0.287, "X3": 0.73854, "Y3": 0.3048, "X4": 0.69407, "Y4": 0.3048, "page": 0, "Index": 92}, {"Word": "as", "Confidence": 0.998, "X1": 0.74259, "Y1": 0.2872, "X2": 0.76685, "Y2": 0.287, "X3": 0.76685, "Y3": 0.3048, "X4": 0.74259, "Y4": 0.3048, "page": 0, "Index": 93}, {"Word": "Abbott", "Confidence": 0.997, "X1": 0.77089, "Y1": 0.2872, "X2": 0.83558, "Y2": 0.287, "X3": 0.83558, "Y3": 0.3048, "X4": 0.77224, "Y4": 0.3048, "page": 0, "Index": 94}, {"Word": "Laboratories", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.3042, "X2": 0.2372, "Y2": 0.304, "X3": 0.2372, "Y3": 0.3218, "X4": 0.12399, "Y4": 0.3208, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.24259, "Y1": 0.3042, "X2": 0.27763, "Y2": 0.304, "X3": 0.27763, "Y3": 0.3218, "X4": 0.24259, "Y4": 0.3218, "page": 0, "Index": 96}, {"Word": "SIBIA", "Confidence": 0.941, "X1": 0.28302, "Y1": 0.3042, "X2": 0.33558, "Y2": 0.304, "X3": 0.33558, "Y3": 0.3218, "X4": 0.28302, "Y4": 0.3218, "page": 0, "Index": 97}, {"Word": "(Salk", "Confidence": 0.997, "X1": 0.34097, "Y1": 0.3042, "X2": 0.38814, "Y2": 0.304, "X3": 0.38814, "Y3": 0.3228, "X4": 0.34097, "Y4": 0.3218, "page": 0, "Index": 98}, {"Word": "Institute", "Confidence": 0.92, "X1": 0.39218, "Y1": 0.3052, "X2": 0.46496, "Y2": 0.305, "X3": 0.46496, "Y3": 0.3228, "X4": 0.39218, "Y4": 0.3228, "page": 0, "Index": 99}, {"Word": "Biotechnology", "Confidence": 0.874, "X1": 0.47035, "Y1": 0.3052, "X2": 0.59838, "Y2": 0.305, "X3": 0.59838, "Y3": 0.3228, "X4": 0.47035, "Y4": 0.3228, "page": 0, "Index": 100}, {"Word": "Industrial", "Confidence": 0.945, "X1": 0.60243, "Y1": 0.3052, "X2": 0.68733, "Y2": 0.305, "X3": 0.68733, "Y3": 0.3238, "X4": 0.60377, "Y4": 0.3228, "page": 0, "Index": 101}, {"Word": "Associates),", "Confidence": 0.991, "X1": 0.69137, "Y1": 0.3052, "X2": 0.80189, "Y2": 0.305, "X3": 0.80189, "Y3": 0.3238, "X4": 0.69272, "Y4": 0.3238, "page": 0, "Index": 102}, {"Word": "as", "Confidence": 0.997, "X1": 0.80728, "Y1": 0.3052, "X2": 0.83423, "Y2": 0.305, "X3": 0.83423, "Y3": 0.3238, "X4": 0.80728, "Y4": 0.3238, "page": 0, "Index": 103}, {"Word": "well", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.3232, "X2": 0.16038, "Y2": 0.323, "X3": 0.16038, "Y3": 0.3398, "X4": 0.12534, "Y4": 0.3398, "page": 0, "Index": 104}, {"Word": "as", "Confidence": 0.997, "X1": 0.16442, "Y1": 0.3232, "X2": 0.18733, "Y2": 0.323, "X3": 0.18733, "Y3": 0.3398, "X4": 0.16442, "Y4": 0.3398, "page": 0, "Index": 105}, {"Word": "Reynolds", "Confidence": 0.994, "X1": 0.19137, "Y1": 0.3232, "X2": 0.28032, "Y2": 0.323, "X3": 0.28032, "Y3": 0.3408, "X4": 0.19272, "Y4": 0.3398, "page": 0, "Index": 106}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.28571, "Y1": 0.3232, "X2": 0.36253, "Y2": 0.323, "X3": 0.36253, "Y3": 0.3408, "X4": 0.28571, "Y4": 0.3408, "page": 0, "Index": 107}, {"Word": "scientists,", "Confidence": 0.991, "X1": 0.36658, "Y1": 0.3232, "X2": 0.45822, "Y2": 0.323, "X3": 0.45822, "Y3": 0.3408, "X4": 0.36658, "Y4": 0.3408, "page": 0, "Index": 108}, {"Word": "have", "Confidence": 0.988, "X1": 0.46361, "Y1": 0.3232, "X2": 0.50809, "Y2": 0.323, "X3": 0.50809, "Y3": 0.3408, "X4": 0.46361, "Y4": 0.3408, "page": 0, "Index": 109}, {"Word": "worked", "Confidence": 0.996, "X1": 0.51348, "Y1": 0.3232, "X2": 0.57951, "Y2": 0.323, "X3": 0.57951, "Y3": 0.3408, "X4": 0.51348, "Y4": 0.3408, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.998, "X1": 0.58356, "Y1": 0.3232, "X2": 0.60108, "Y2": 0.323, "X3": 0.60108, "Y3": 0.3408, "X4": 0.58356, "Y4": 0.3408, "page": 0, "Index": 111}, {"Word": "discover", "Confidence": 0.994, "X1": 0.60647, "Y1": 0.3232, "X2": 0.68329, "Y2": 0.323, "X3": 0.68329, "Y3": 0.3418, "X4": 0.60647, "Y4": 0.3408, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.68868, "Y1": 0.3232, "X2": 0.72237, "Y2": 0.323, "X3": 0.72237, "Y3": 0.3418, "X4": 0.68868, "Y4": 0.3418, "page": 0, "Index": 113}, {"Word": "develop", "Confidence": 0.996, "X1": 0.72642, "Y1": 0.3232, "X2": 0.80054, "Y2": 0.323, "X3": 0.80054, "Y3": 0.3418, "X4": 0.72642, "Y4": 0.3418, "page": 0, "Index": 114}, {"Word": "nicotine-like", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.3412, "X2": 0.23315, "Y2": 0.341, "X3": 0.23315, "Y3": 0.3578, "X4": 0.12534, "Y4": 0.3568, "page": 0, "Index": 115}, {"Word": "therapeutic", "Confidence": 0.994, "X1": 0.2372, "Y1": 0.3422, "X2": 0.33962, "Y2": 0.342, "X3": 0.33962, "Y3": 0.3588, "X4": 0.2372, "Y4": 0.3578, "page": 0, "Index": 116}, {"Word": "compounds.", "Confidence": 0.991, "X1": 0.34501, "Y1": 0.3432, "X2": 0.45957, "Y2": 0.343, "X3": 0.45957, "Y3": 0.3598, "X4": 0.34501, "Y4": 0.3588, "page": 0, "Index": 117}, {"Word": "For", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.3662, "X2": 0.15499, "Y2": 0.366, "X3": 0.15499, "Y3": 0.3828, "X4": 0.12399, "Y4": 0.3828, "page": 0, "Index": 118}, {"Word": "example,", "Confidence": 0.885, "X1": 0.16038, "Y1": 0.3672, "X2": 0.24394, "Y2": 0.367, "X3": 0.24394, "Y3": 0.3838, "X4": 0.15903, "Y4": 0.3828, "page": 0, "Index": 119}, {"Word": "Abbott", "Confidence": 0.993, "X1": 0.24798, "Y1": 0.3672, "X2": 0.30863, "Y2": 0.367, "X3": 0.30863, "Y3": 0.3848, "X4": 0.24798, "Y4": 0.3838, "page": 0, "Index": 120}, {"Word": "has", "Confidence": 0.998, "X1": 0.31402, "Y1": 0.3672, "X2": 0.34636, "Y2": 0.367, "X3": 0.34636, "Y3": 0.3848, "X4": 0.31402, "Y4": 0.3848, "page": 0, "Index": 121}, {"Word": "funded", "Confidence": 0.996, "X1": 0.35175, "Y1": 0.3672, "X2": 0.41509, "Y2": 0.367, "X3": 0.41509, "Y3": 0.3848, "X4": 0.3504, "Y4": 0.3848, "page": 0, "Index": 122}, {"Word": "research", "Confidence": 0.993, "X1": 0.41914, "Y1": 0.3682, "X2": 0.50135, "Y2": 0.368, "X3": 0.50135, "Y3": 0.3858, "X4": 0.41914, "Y4": 0.3848, "page": 0, "Index": 123}, {"Word": "on", "Confidence": 0.997, "X1": 0.50674, "Y1": 0.3682, "X2": 0.52965, "Y2": 0.368, "X3": 0.52965, "Y3": 0.3858, "X4": 0.50674, "Y4": 0.3858, "page": 0, "Index": 124}, {"Word": "a", "Confidence": 0.992, "X1": 0.53504, "Y1": 0.3682, "X2": 0.54582, "Y2": 0.368, "X3": 0.54582, "Y3": 0.3858, "X4": 0.53504, "Y4": 0.3858, "page": 0, "Index": 125}, {"Word": "compound", "Confidence": 0.994, "X1": 0.54987, "Y1": 0.3682, "X2": 0.64555, "Y2": 0.368, "X3": 0.6469, "Y3": 0.3858, "X4": 0.54987, "Y4": 0.3858, "page": 0, "Index": 126}, {"Word": "that", "Confidence": 0.991, "X1": 0.65094, "Y1": 0.3682, "X2": 0.68464, "Y2": 0.368, "X3": 0.68464, "Y3": 0.3858, "X4": 0.65094, "Y4": 0.3858, "page": 0, "Index": 127}, {"Word": "demonstrated", "Confidence": 0.958, "X1": 0.69003, "Y1": 0.3682, "X2": 0.81671, "Y2": 0.368, "X3": 0.81671, "Y3": 0.3848, "X4": 0.69003, "Y4": 0.3858, "page": 0, "Index": 128}, {"Word": "beneficial", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.3852, "X2": 0.21024, "Y2": 0.385, "X3": 0.21024, "Y3": 0.4018, "X4": 0.12534, "Y4": 0.4008, "page": 0, "Index": 129}, {"Word": "effects", "Confidence": 0.968, "X1": 0.21429, "Y1": 0.3862, "X2": 0.27628, "Y2": 0.386, "X3": 0.27628, "Y3": 0.4028, "X4": 0.21563, "Y4": 0.4018, "page": 0, "Index": 130}, {"Word": "on", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.3862, "X2": 0.30593, "Y2": 0.386, "X3": 0.30593, "Y3": 0.4028, "X4": 0.28167, "Y4": 0.4028, "page": 0, "Index": 131}, {"Word": "memory", "Confidence": 0.996, "X1": 0.30997, "Y1": 0.3862, "X2": 0.38544, "Y2": 0.386, "X3": 0.38544, "Y3": 0.4038, "X4": 0.31132, "Y4": 0.4028, "page": 0, "Index": 132}, {"Word": "in", "Confidence": 0.998, "X1": 0.38949, "Y1": 0.3862, "X2": 0.40701, "Y2": 0.386, "X3": 0.40701, "Y3": 0.4038, "X4": 0.38949, "Y4": 0.4038, "page": 0, "Index": 133}, {"Word": "Alzheimer's", "Confidence": 0.991, "X1": 0.41105, "Y1": 0.3862, "X2": 0.51752, "Y2": 0.386, "X3": 0.51752, "Y3": 0.4038, "X4": 0.41105, "Y4": 0.4038, "page": 0, "Index": 134}, {"Word": "disease", "Confidence": 0.995, "X1": 0.52291, "Y1": 0.3862, "X2": 0.59164, "Y2": 0.386, "X3": 0.59164, "Y3": 0.4038, "X4": 0.52291, "Y4": 0.4038, "page": 0, "Index": 135}, {"Word": "patients.", "Confidence": 0.991, "X1": 0.59704, "Y1": 0.3862, "X2": 0.68329, "Y2": 0.386, "X3": 0.68329, "Y3": 0.4038, "X4": 0.59704, "Y4": 0.4038, "page": 0, "Index": 136}, {"Word": "Abbott", "Confidence": 0.996, "X1": 0.69677, "Y1": 0.3862, "X2": 0.75606, "Y2": 0.386, "X3": 0.75606, "Y3": 0.4038, "X4": 0.69677, "Y4": 0.4038, "page": 0, "Index": 137}, {"Word": "is", "Confidence": 0.998, "X1": 0.76011, "Y1": 0.3862, "X2": 0.77763, "Y2": 0.386, "X3": 0.77763, "Y3": 0.4038, "X4": 0.76011, "Y4": 0.4038, "page": 0, "Index": 138}, {"Word": "also", "Confidence": 0.987, "X1": 0.78167, "Y1": 0.3862, "X2": 0.8221, "Y2": 0.386, "X3": 0.8221, "Y3": 0.4038, "X4": 0.78167, "Y4": 0.4038, "page": 0, "Index": 139}, {"Word": "testing", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.4042, "X2": 0.18464, "Y2": 0.404, "X3": 0.18464, "Y3": 0.4208, "X4": 0.12534, "Y4": 0.4208, "page": 0, "Index": 140}, {"Word": "another", "Confidence": 0.993, "X1": 0.19003, "Y1": 0.4042, "X2": 0.26011, "Y2": 0.404, "X3": 0.26011, "Y3": 0.4218, "X4": 0.19003, "Y4": 0.4218, "page": 0, "Index": 141}, {"Word": "nicotine-like", "Confidence": 0.991, "X1": 0.26415, "Y1": 0.4042, "X2": 0.37332, "Y2": 0.404, "X3": 0.37332, "Y3": 0.4228, "X4": 0.2655, "Y4": 0.4218, "page": 0, "Index": 142}, {"Word": "compound", "Confidence": 0.995, "X1": 0.37871, "Y1": 0.4042, "X2": 0.47439, "Y2": 0.404, "X3": 0.47439, "Y3": 0.4228, "X4": 0.37871, "Y4": 0.4228, "page": 0, "Index": 143}, {"Word": "that", "Confidence": 0.988, "X1": 0.47978, "Y1": 0.4042, "X2": 0.51482, "Y2": 0.404, "X3": 0.51482, "Y3": 0.4228, "X4": 0.47978, "Y4": 0.4228, "page": 0, "Index": 144}, {"Word": "appears", "Confidence": 0.995, "X1": 0.51887, "Y1": 0.4042, "X2": 0.59299, "Y2": 0.404, "X3": 0.59299, "Y3": 0.4228, "X4": 0.51887, "Y4": 0.4228, "page": 0, "Index": 145}, {"Word": "to", "Confidence": 0.998, "X1": 0.59838, "Y1": 0.4042, "X2": 0.6159, "Y2": 0.404, "X3": 0.61456, "Y3": 0.4228, "X4": 0.59704, "Y4": 0.4228, "page": 0, "Index": 146}, {"Word": "have", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.4042, "X2": 0.66577, "Y2": 0.404, "X3": 0.66442, "Y3": 0.4228, "X4": 0.61995, "Y4": 0.4228, "page": 0, "Index": 147}, {"Word": "potential", "Confidence": 0.993, "X1": 0.66981, "Y1": 0.4052, "X2": 0.74798, "Y2": 0.405, "X3": 0.74798, "Y3": 0.4218, "X4": 0.66981, "Y4": 0.4228, "page": 0, "Index": 148}, {"Word": "as", "Confidence": 0.998, "X1": 0.75337, "Y1": 0.4052, "X2": 0.77493, "Y2": 0.405, "X3": 0.77493, "Y3": 0.4218, "X4": 0.75202, "Y4": 0.4218, "page": 0, "Index": 149}, {"Word": "a", "Confidence": 0.994, "X1": 0.78032, "Y1": 0.4052, "X2": 0.7938, "Y2": 0.405, "X3": 0.79245, "Y3": 0.4218, "X4": 0.77898, "Y4": 0.4218, "page": 0, "Index": 150}, {"Word": "novel", "Confidence": 0.997, "X1": 0.79784, "Y1": 0.4052, "X2": 0.85175, "Y2": 0.405, "X3": 0.8504, "Y3": 0.4208, "X4": 0.79784, "Y4": 0.4218, "page": 0, "Index": 151}, {"Word": "type", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.4222, "X2": 0.16173, "Y2": 0.422, "X3": 0.16173, "Y3": 0.4398, "X4": 0.12534, "Y4": 0.4408, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.998, "X1": 0.16712, "Y1": 0.4222, "X2": 0.18598, "Y2": 0.422, "X3": 0.18598, "Y3": 0.4398, "X4": 0.16712, "Y4": 0.4398, "page": 0, "Index": 153}, {"Word": "analgesic", "Confidence": 0.995, "X1": 0.19003, "Y1": 0.4232, "X2": 0.28032, "Y2": 0.423, "X3": 0.27898, "Y3": 0.4398, "X4": 0.19003, "Y4": 0.4398, "page": 0, "Index": 154}, {"Word": "(pain", "Confidence": 0.943, "X1": 0.28437, "Y1": 0.4232, "X2": 0.33019, "Y2": 0.423, "X3": 0.33019, "Y3": 0.4398, "X4": 0.28437, "Y4": 0.4398, "page": 0, "Index": 155}, {"Word": "reducer).", "Confidence": 0.991, "X1": 0.33423, "Y1": 0.4232, "X2": 0.41914, "Y2": 0.423, "X3": 0.41779, "Y3": 0.4408, "X4": 0.33423, "Y4": 0.4398, "page": 0, "Index": 156}, {"Word": "Similarly,", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.4472, "X2": 0.2062, "Y2": 0.447, "X3": 0.2062, "Y3": 0.4658, "X4": 0.12534, "Y4": 0.4658, "page": 0, "Index": 157}, {"Word": "Reynolds", "Confidence": 0.942, "X1": 0.21159, "Y1": 0.4472, "X2": 0.29919, "Y2": 0.447, "X3": 0.29919, "Y3": 0.4668, "X4": 0.21159, "Y4": 0.4658, "page": 0, "Index": 158}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.30458, "Y1": 0.4482, "X2": 0.3814, "Y2": 0.448, "X3": 0.3814, "Y3": 0.4668, "X4": 0.30458, "Y4": 0.4668, "page": 0, "Index": 159}, {"Word": "has", "Confidence": 0.998, "X1": 0.38679, "Y1": 0.4482, "X2": 0.42049, "Y2": 0.448, "X3": 0.42049, "Y3": 0.4668, "X4": 0.38679, "Y4": 0.4668, "page": 0, "Index": 160}, {"Word": "tested", "Confidence": 0.995, "X1": 0.42453, "Y1": 0.4482, "X2": 0.48248, "Y2": 0.448, "X3": 0.48248, "Y3": 0.4668, "X4": 0.42453, "Y4": 0.4668, "page": 0, "Index": 161}, {"Word": "a", "Confidence": 0.992, "X1": 0.48787, "Y1": 0.4482, "X2": 0.5, "Y2": 0.448, "X3": 0.5, "Y3": 0.4668, "X4": 0.48787, "Y4": 0.4668, "page": 0, "Index": 162}, {"Word": "compound", "Confidence": 0.993, "X1": 0.50404, "Y1": 0.4492, "X2": 0.59838, "Y2": 0.449, "X3": 0.59838, "Y3": 0.4668, "X4": 0.50404, "Y4": 0.4668, "page": 0, "Index": 163}, {"Word": "in", "Confidence": 0.998, "X1": 0.60377, "Y1": 0.4492, "X2": 0.61995, "Y2": 0.449, "X3": 0.61995, "Y3": 0.4668, "X4": 0.60377, "Y4": 0.4668, "page": 0, "Index": 164}, {"Word": "animals", "Confidence": 0.995, "X1": 0.62534, "Y1": 0.4492, "X2": 0.69677, "Y2": 0.449, "X3": 0.69677, "Y3": 0.4668, "X4": 0.62534, "Y4": 0.4668, "page": 0, "Index": 165}, {"Word": "and", "Confidence": 0.998, "X1": 0.70081, "Y1": 0.4492, "X2": 0.73585, "Y2": 0.449, "X3": 0.73585, "Y3": 0.4668, "X4": 0.70081, "Y4": 0.4668, "page": 0, "Index": 166}, {"Word": "humans", "Confidence": 0.996, "X1": 0.74124, "Y1": 0.4492, "X2": 0.81402, "Y2": 0.449, "X3": 0.81402, "Y3": 0.4658, "X4": 0.74124, "Y4": 0.4668, "page": 0, "Index": 167}, {"Word": "with", "Confidence": 0.991, "X1": 0.81941, "Y1": 0.4492, "X2": 0.86119, "Y2": 0.449, "X3": 0.86119, "Y3": 0.4658, "X4": 0.81941, "Y4": 0.4658, "page": 0, "Index": 168}, {"Word": "very", "Confidence": 0.982, "X1": 0.12534, "Y1": 0.4672, "X2": 0.16307, "Y2": 0.467, "X3": 0.16307, "Y3": 0.4848, "X4": 0.12534, "Y4": 0.4848, "page": 0, "Index": 169}, {"Word": "encouraging", "Confidence": 0.993, "X1": 0.16712, "Y1": 0.4672, "X2": 0.28032, "Y2": 0.467, "X3": 0.28167, "Y3": 0.4848, "X4": 0.16846, "Y4": 0.4848, "page": 0, "Index": 170}, {"Word": "results.", "Confidence": 0.991, "X1": 0.28571, "Y1": 0.4672, "X2": 0.35445, "Y2": 0.467, "X3": 0.3558, "Y3": 0.4858, "X4": 0.28571, "Y4": 0.4848, "page": 0, "Index": 171}, {"Word": "This", "Confidence": 0.988, "X1": 0.35984, "Y1": 0.4672, "X2": 0.39757, "Y2": 0.467, "X3": 0.39757, "Y3": 0.4858, "X4": 0.35984, "Y4": 0.4858, "page": 0, "Index": 172}, {"Word": "compound", "Confidence": 0.996, "X1": 0.40162, "Y1": 0.4672, "X2": 0.49865, "Y2": 0.467, "X3": 0.49865, "Y3": 0.4848, "X4": 0.40296, "Y4": 0.4858, "page": 0, "Index": 173}, {"Word": "shows", "Confidence": 0.997, "X1": 0.5027, "Y1": 0.4672, "X2": 0.5593, "Y2": 0.467, "X3": 0.5593, "Y3": 0.4848, "X4": 0.5027, "Y4": 0.4848, "page": 0, "Index": 174}, {"Word": "significant", "Confidence": 0.991, "X1": 0.56469, "Y1": 0.4672, "X2": 0.65768, "Y2": 0.467, "X3": 0.65768, "Y3": 0.4848, "X4": 0.56469, "Y4": 0.4848, "page": 0, "Index": 175}, {"Word": "improvement", "Confidence": 0.993, "X1": 0.66173, "Y1": 0.4682, "X2": 0.78032, "Y2": 0.468, "X3": 0.78032, "Y3": 0.4848, "X4": 0.66173, "Y4": 0.4848, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.998, "X1": 0.78437, "Y1": 0.4682, "X2": 0.80189, "Y2": 0.468, "X3": 0.80189, "Y3": 0.4848, "X4": 0.78437, "Y4": 0.4848, "page": 0, "Index": 177}, {"Word": "short", "Confidence": 0.997, "X1": 0.80593, "Y1": 0.4692, "X2": 0.85849, "Y2": 0.469, "X3": 0.85984, "Y3": 0.4838, "X4": 0.80728, "Y4": 0.4848, "page": 0, "Index": 178}, {"Word": "and", "Confidence": 0.997, "X1": 0.12534, "Y1": 0.4852, "X2": 0.15903, "Y2": 0.485, "X3": 0.15768, "Y3": 0.5018, "X4": 0.12534, "Y4": 0.5018, "page": 0, "Index": 179}, {"Word": "long-term", "Confidence": 0.994, "X1": 0.16307, "Y1": 0.4852, "X2": 0.24798, "Y2": 0.485, "X3": 0.24798, "Y3": 0.5018, "X4": 0.16307, "Y4": 0.5018, "page": 0, "Index": 180}, {"Word": "memory", "Confidence": 0.996, "X1": 0.25472, "Y1": 0.4842, "X2": 0.33019, "Y2": 0.484, "X3": 0.32884, "Y3": 0.5028, "X4": 0.25472, "Y4": 0.5018, "page": 0, "Index": 181}, {"Word": "in", "Confidence": 0.998, "X1": 0.33423, "Y1": 0.4842, "X2": 0.35175, "Y2": 0.484, "X3": 0.35175, "Y3": 0.5028, "X4": 0.33423, "Y4": 0.5028, "page": 0, "Index": 182}, {"Word": "animals,", "Confidence": 0.991, "X1": 0.35714, "Y1": 0.4842, "X2": 0.43261, "Y2": 0.484, "X3": 0.43261, "Y3": 0.5028, "X4": 0.3558, "Y4": 0.5028, "page": 0, "Index": 183}, {"Word": "with", "Confidence": 0.991, "X1": 0.43801, "Y1": 0.4842, "X2": 0.47574, "Y2": 0.484, "X3": 0.47574, "Y3": 0.5028, "X4": 0.43666, "Y4": 0.5028, "page": 0, "Index": 184}, {"Word": "minimal", "Confidence": 0.995, "X1": 0.48113, "Y1": 0.4842, "X2": 0.55256, "Y2": 0.484, "X3": 0.55121, "Y3": 0.5028, "X4": 0.47978, "Y4": 0.5028, "page": 0, "Index": 185}, {"Word": "effects", "Confidence": 0.991, "X1": 0.5566, "Y1": 0.4852, "X2": 0.61725, "Y2": 0.485, "X3": 0.6159, "Y3": 0.5028, "X4": 0.5566, "Y4": 0.5028, "page": 0, "Index": 186}, {"Word": "on", "Confidence": 0.998, "X1": 0.62129, "Y1": 0.4852, "X2": 0.64555, "Y2": 0.485, "X3": 0.6442, "Y3": 0.5028, "X4": 0.62129, "Y4": 0.5028, "page": 0, "Index": 187}, {"Word": "heart", "Confidence": 0.997, "X1": 0.65094, "Y1": 0.4852, "X2": 0.69811, "Y2": 0.485, "X3": 0.69677, "Y3": 0.5028, "X4": 0.6496, "Y4": 0.5028, "page": 0, "Index": 188}, {"Word": "rate,", "Confidence": 0.997, "X1": 0.70216, "Y1": 0.4852, "X2": 0.74394, "Y2": 0.485, "X3": 0.74259, "Y3": 0.5028, "X4": 0.70216, "Y4": 0.5028, "page": 0, "Index": 189}, {"Word": "blood", "Confidence": 0.991, "X1": 0.74933, "Y1": 0.4852, "X2": 0.80054, "Y2": 0.485, "X3": 0.79919, "Y3": 0.5028, "X4": 0.74798, "Y4": 0.5028, "page": 0, "Index": 190}, {"Word": "pressure", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.5032, "X2": 0.20485, "Y2": 0.503, "X3": 0.20485, "Y3": 0.5198, "X4": 0.12399, "Y4": 0.5198, "page": 0, "Index": 191}, {"Word": "and", "Confidence": 0.998, "X1": 0.20889, "Y1": 0.5032, "X2": 0.24259, "Y2": 0.503, "X3": 0.24394, "Y3": 0.5198, "X4": 0.21024, "Y4": 0.5198, "page": 0, "Index": 192}, {"Word": "the", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.5032, "X2": 0.27898, "Y2": 0.503, "X3": 0.27898, "Y3": 0.5198, "X4": 0.24798, "Y4": 0.5198, "page": 0, "Index": 193}, {"Word": "gastrointestinal", "Confidence": 0.993, "X1": 0.28302, "Y1": 0.5032, "X2": 0.42049, "Y2": 0.503, "X3": 0.42049, "Y3": 0.5208, "X4": 0.28302, "Y4": 0.5198, "page": 0, "Index": 194}, {"Word": "system.", "Confidence": 0.994, "X1": 0.42588, "Y1": 0.5032, "X2": 0.50674, "Y2": 0.503, "X3": 0.50674, "Y3": 0.5208, "X4": 0.42588, "Y4": 0.5208, "page": 0, "Index": 195}, {"Word": "In", "Confidence": 0.971, "X1": 0.51482, "Y1": 0.5032, "X2": 0.531, "Y2": 0.503, "X3": 0.531, "Y3": 0.5208, "X4": 0.51348, "Y4": 0.5208, "page": 0, "Index": 196}, {"Word": "addition,", "Confidence": 0.993, "X1": 0.53639, "Y1": 0.5032, "X2": 0.61456, "Y2": 0.503, "X3": 0.61321, "Y3": 0.5208, "X4": 0.53504, "Y4": 0.5208, "page": 0, "Index": 197}, {"Word": "this", "Confidence": 0.988, "X1": 0.6186, "Y1": 0.5032, "X2": 0.65094, "Y2": 0.503, "X3": 0.65094, "Y3": 0.5208, "X4": 0.6186, "Y4": 0.5208, "page": 0, "Index": 198}, {"Word": "compound", "Confidence": 0.995, "X1": 0.65633, "Y1": 0.5042, "X2": 0.75067, "Y2": 0.504, "X3": 0.74933, "Y3": 0.5208, "X4": 0.65499, "Y4": 0.5208, "page": 0, "Index": 199}, {"Word": "has", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.5042, "X2": 0.78976, "Y2": 0.504, "X3": 0.78841, "Y3": 0.5208, "X4": 0.75472, "Y4": 0.5208, "page": 0, "Index": 200}, {"Word": "been", "Confidence": 0.988, "X1": 0.7938, "Y1": 0.5042, "X2": 0.84232, "Y2": 0.504, "X3": 0.84097, "Y3": 0.5208, "X4": 0.79245, "Y4": 0.5208, "page": 0, "Index": 201}, {"Word": "tested", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.5212, "X2": 0.17925, "Y2": 0.521, "X3": 0.17925, "Y3": 0.5378, "X4": 0.12534, "Y4": 0.5378, "page": 0, "Index": 202}, {"Word": "in", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.5212, "X2": 0.20216, "Y2": 0.521, "X3": 0.20216, "Y3": 0.5378, "X4": 0.18329, "Y4": 0.5378, "page": 0, "Index": 203}, {"Word": "human", "Confidence": 0.997, "X1": 0.2062, "Y1": 0.5222, "X2": 0.27089, "Y2": 0.522, "X3": 0.27089, "Y3": 0.5378, "X4": 0.2062, "Y4": 0.5378, "page": 0, "Index": 204}, {"Word": "volunteers", "Confidence": 0.955, "X1": 0.27493, "Y1": 0.5222, "X2": 0.37197, "Y2": 0.522, "X3": 0.37062, "Y3": 0.5378, "X4": 0.27493, "Y4": 0.5378, "page": 0, "Index": 205}, {"Word": "and", "Confidence": 0.998, "X1": 0.37601, "Y1": 0.5222, "X2": 0.4097, "Y2": 0.522, "X3": 0.4097, "Y3": 0.5378, "X4": 0.37601, "Y4": 0.5378, "page": 0, "Index": 206}, {"Word": "has", "Confidence": 0.998, "X1": 0.41375, "Y1": 0.5222, "X2": 0.44744, "Y2": 0.522, "X3": 0.44744, "Y3": 0.5388, "X4": 0.41375, "Y4": 0.5388, "page": 0, "Index": 207}, {"Word": "been", "Confidence": 0.982, "X1": 0.45283, "Y1": 0.5222, "X2": 0.5, "Y2": 0.522, "X3": 0.49865, "Y3": 0.5388, "X4": 0.45148, "Y4": 0.5388, "page": 0, "Index": 208}, {"Word": "shown", "Confidence": 0.995, "X1": 0.50404, "Y1": 0.5212, "X2": 0.56334, "Y2": 0.521, "X3": 0.56334, "Y3": 0.5388, "X4": 0.50404, "Y4": 0.5388, "page": 0, "Index": 209}, {"Word": "to", "Confidence": 0.997, "X1": 0.56873, "Y1": 0.5212, "X2": 0.58491, "Y2": 0.521, "X3": 0.58491, "Y3": 0.5388, "X4": 0.56739, "Y4": 0.5388, "page": 0, "Index": 210}, {"Word": "have", "Confidence": 0.988, "X1": 0.58895, "Y1": 0.5212, "X2": 0.63747, "Y2": 0.521, "X3": 0.63612, "Y3": 0.5388, "X4": 0.58895, "Y4": 0.5388, "page": 0, "Index": 211}, {"Word": "minimal", "Confidence": 0.995, "X1": 0.64151, "Y1": 0.5212, "X2": 0.71159, "Y2": 0.521, "X3": 0.71024, "Y3": 0.5388, "X4": 0.64016, "Y4": 0.5388, "page": 0, "Index": 212}, {"Word": "side", "Confidence": 0.987, "X1": 0.71563, "Y1": 0.5212, "X2": 0.75472, "Y2": 0.521, "X3": 0.75337, "Y3": 0.5388, "X4": 0.71563, "Y4": 0.5388, "page": 0, "Index": 213}, {"Word": "effects.", "Confidence": 0.992, "X1": 0.75876, "Y1": 0.5212, "X2": 0.82615, "Y2": 0.521, "X3": 0.82615, "Y3": 0.5388, "X4": 0.75741, "Y4": 0.5388, "page": 0, "Index": 214}, {"Word": "SIBIA", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.5472, "X2": 0.1779, "Y2": 0.547, "X3": 0.1779, "Y3": 0.5638, "X4": 0.12534, "Y4": 0.5638, "page": 0, "Index": 215}, {"Word": "now", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.5472, "X2": 0.21698, "Y2": 0.547, "X3": 0.21698, "Y3": 0.5638, "X4": 0.18194, "Y4": 0.5638, "page": 0, "Index": 216}, {"Word": "has", "Confidence": 0.998, "X1": 0.22372, "Y1": 0.5472, "X2": 0.26011, "Y2": 0.547, "X3": 0.25876, "Y3": 0.5648, "X4": 0.22372, "Y4": 0.5638, "page": 0, "Index": 217}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.26415, "Y1": 0.5472, "X2": 0.37062, "Y2": 0.547, "X3": 0.37062, "Y3": 0.5648, "X4": 0.26415, "Y4": 0.5648, "page": 0, "Index": 218}, {"Word": "in", "Confidence": 0.998, "X1": 0.37601, "Y1": 0.5472, "X2": 0.39218, "Y2": 0.547, "X3": 0.39218, "Y3": 0.5648, "X4": 0.37466, "Y4": 0.5648, "page": 0, "Index": 219}, {"Word": "clinical", "Confidence": 0.995, "X1": 0.39757, "Y1": 0.5472, "X2": 0.45957, "Y2": 0.547, "X3": 0.45822, "Y3": 0.5648, "X4": 0.39757, "Y4": 0.5648, "page": 0, "Index": 220}, {"Word": "trials", "Confidence": 0.959, "X1": 0.46361, "Y1": 0.5482, "X2": 0.50809, "Y2": 0.548, "X3": 0.50809, "Y3": 0.5648, "X4": 0.46361, "Y4": 0.5648, "page": 0, "Index": 221}, {"Word": "for", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.5482, "X2": 0.53774, "Y2": 0.548, "X3": 0.53774, "Y3": 0.5648, "X4": 0.51348, "Y4": 0.5648, "page": 0, "Index": 222}, {"Word": "Alzheimer's", "Confidence": 0.979, "X1": 0.54313, "Y1": 0.5482, "X2": 0.6469, "Y2": 0.548, "X3": 0.64555, "Y3": 0.5648, "X4": 0.54178, "Y4": 0.5648, "page": 0, "Index": 223}, {"Word": "disease", "Confidence": 0.992, "X1": 0.65094, "Y1": 0.5482, "X2": 0.72372, "Y2": 0.548, "X3": 0.72372, "Y3": 0.5648, "X4": 0.65094, "Y4": 0.5648, "page": 0, "Index": 224}, {"Word": "and", "Confidence": 0.998, "X1": 0.72776, "Y1": 0.5482, "X2": 0.7655, "Y2": 0.548, "X3": 0.76415, "Y3": 0.5648, "X4": 0.72776, "Y4": 0.5648, "page": 0, "Index": 225}, {"Word": "Parkinson's", "Confidence": 0.984, "X1": 0.12399, "Y1": 0.5652, "X2": 0.22911, "Y2": 0.565, "X3": 0.22911, "Y3": 0.5818, "X4": 0.12399, "Y4": 0.5818, "page": 0, "Index": 226}, {"Word": "disease.", "Confidence": 0.993, "X1": 0.23315, "Y1": 0.5652, "X2": 0.31806, "Y2": 0.565, "X3": 0.31806, "Y3": 0.5828, "X4": 0.23315, "Y4": 0.5818, "page": 0, "Index": 227}, {"Word": "Although", "Confidence": 0.995, "X1": 0.32345, "Y1": 0.5652, "X2": 0.40431, "Y2": 0.565, "X3": 0.40431, "Y3": 0.5828, "X4": 0.32345, "Y4": 0.5828, "page": 0, "Index": 228}, {"Word": "the", "Confidence": 0.993, "X1": 0.4097, "Y1": 0.5662, "X2": 0.43801, "Y2": 0.566, "X3": 0.43801, "Y3": 0.5828, "X4": 0.4097, "Y4": 0.5828, "page": 0, "Index": 229}, {"Word": "clinical", "Confidence": 0.993, "X1": 0.44205, "Y1": 0.5662, "X2": 0.50674, "Y2": 0.566, "X3": 0.50674, "Y3": 0.5828, "X4": 0.44205, "Y4": 0.5828, "page": 0, "Index": 230}, {"Word": "development", "Confidence": 0.993, "X1": 0.51078, "Y1": 0.5662, "X2": 0.62668, "Y2": 0.566, "X3": 0.62668, "Y3": 0.5838, "X4": 0.51078, "Y4": 0.5828, "page": 0, "Index": 231}, {"Word": "of", "Confidence": 0.998, "X1": 0.63208, "Y1": 0.5662, "X2": 0.6496, "Y2": 0.566, "X3": 0.6496, "Y3": 0.5838, "X4": 0.63208, "Y4": 0.5838, "page": 0, "Index": 232}, {"Word": "these", "Confidence": 0.997, "X1": 0.65499, "Y1": 0.5662, "X2": 0.7062, "Y2": 0.566, "X3": 0.7062, "Y3": 0.5828, "X4": 0.65499, "Y4": 0.5838, "page": 0, "Index": 233}, {"Word": "novel", "Confidence": 0.997, "X1": 0.71024, "Y1": 0.5662, "X2": 0.76011, "Y2": 0.566, "X3": 0.76011, "Y3": 0.5828, "X4": 0.71024, "Y4": 0.5828, "page": 0, "Index": 234}, {"Word": "nicotine-", "Confidence": 0.995, "X1": 0.76415, "Y1": 0.5662, "X2": 0.84501, "Y2": 0.566, "X3": 0.84501, "Y3": 0.5828, "X4": 0.76415, "Y4": 0.5828, "page": 0, "Index": 235}, {"Word": "like", "Confidence": 0.991, "X1": 0.12803, "Y1": 0.5832, "X2": 0.15364, "Y2": 0.583, "X3": 0.15364, "Y3": 0.6008, "X4": 0.12803, "Y4": 0.5998, "page": 0, "Index": 236}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.15903, "Y1": 0.5842, "X2": 0.26685, "Y2": 0.584, "X3": 0.26685, "Y3": 0.6008, "X4": 0.15903, "Y4": 0.6008, "page": 0, "Index": 237}, {"Word": "is", "Confidence": 0.998, "X1": 0.27089, "Y1": 0.5842, "X2": 0.28706, "Y2": 0.584, "X3": 0.28706, "Y3": 0.6018, "X4": 0.27089, "Y4": 0.6008, "page": 0, "Index": 238}, {"Word": "progressing", "Confidence": 0.994, "X1": 0.29111, "Y1": 0.5842, "X2": 0.40027, "Y2": 0.584, "X3": 0.40027, "Y3": 0.6018, "X4": 0.29111, "Y4": 0.6018, "page": 0, "Index": 239}, {"Word": "rapidly,", "Confidence": 0.994, "X1": 0.40566, "Y1": 0.5852, "X2": 0.4717, "Y2": 0.585, "X3": 0.4717, "Y3": 0.6018, "X4": 0.40566, "Y4": 0.6018, "page": 0, "Index": 240}, {"Word": "no", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.5852, "X2": 0.49865, "Y2": 0.585, "X3": 0.5, "Y3": 0.6018, "X4": 0.47574, "Y4": 0.6018, "page": 0, "Index": 241}, {"Word": "one", "Confidence": 0.998, "X1": 0.50404, "Y1": 0.5852, "X2": 0.53774, "Y2": 0.585, "X3": 0.53774, "Y3": 0.6018, "X4": 0.50404, "Y4": 0.6018, "page": 0, "Index": 242}, {"Word": "to", "Confidence": 0.998, "X1": 0.54178, "Y1": 0.5852, "X2": 0.56065, "Y2": 0.585, "X3": 0.56065, "Y3": 0.6018, "X4": 0.54313, "Y4": 0.6018, "page": 0, "Index": 243}, {"Word": "date", "Confidence": 0.982, "X1": 0.56604, "Y1": 0.5852, "X2": 0.60512, "Y2": 0.585, "X3": 0.60647, "Y3": 0.6018, "X4": 0.56604, "Y4": 0.6018, "page": 0, "Index": 244}, {"Word": "has", "Confidence": 0.998, "X1": 0.61051, "Y1": 0.5852, "X2": 0.6442, "Y2": 0.585, "X3": 0.6442, "Y3": 0.6018, "X4": 0.61051, "Y4": 0.6018, "page": 0, "Index": 245}, {"Word": "completed", "Confidence": 0.994, "X1": 0.64825, "Y1": 0.5852, "X2": 0.74394, "Y2": 0.585, "X3": 0.74528, "Y3": 0.6018, "X4": 0.6496, "Y4": 0.6018, "page": 0, "Index": 246}, {"Word": "studies", "Confidence": 0.996, "X1": 0.74933, "Y1": 0.5852, "X2": 0.81402, "Y2": 0.585, "X3": 0.81402, "Y3": 0.6018, "X4": 0.74933, "Y4": 0.6018, "page": 0, "Index": 247}, {"Word": "to", "Confidence": 0.998, "X1": 0.81806, "Y1": 0.5852, "X2": 0.83962, "Y2": 0.585, "X3": 0.83962, "Y3": 0.6018, "X4": 0.81806, "Y4": 0.6018, "page": 0, "Index": 248}, {"Word": "demonstrate", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.6012, "X2": 0.2372, "Y2": 0.601, "X3": 0.2372, "Y3": 0.6188, "X4": 0.12399, "Y4": 0.6178, "page": 0, "Index": 249}, {"Word": "that", "Confidence": 0.991, "X1": 0.24124, "Y1": 0.6012, "X2": 0.27763, "Y2": 0.601, "X3": 0.27763, "Y3": 0.6188, "X4": 0.24259, "Y4": 0.6188, "page": 0, "Index": 250}, {"Word": "these", "Confidence": 0.997, "X1": 0.28167, "Y1": 0.6022, "X2": 0.33288, "Y2": 0.602, "X3": 0.33288, "Y3": 0.6188, "X4": 0.28302, "Y4": 0.6188, "page": 0, "Index": 251}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.33827, "Y1": 0.6022, "X2": 0.44474, "Y2": 0.602, "X3": 0.44474, "Y3": 0.6198, "X4": 0.33827, "Y4": 0.6188, "page": 0, "Index": 252}, {"Word": "are", "Confidence": 0.998, "X1": 0.45013, "Y1": 0.6022, "X2": 0.48113, "Y2": 0.602, "X3": 0.48113, "Y3": 0.6198, "X4": 0.45013, "Y4": 0.6198, "page": 0, "Index": 253}, {"Word": "effective", "Confidence": 0.993, "X1": 0.48518, "Y1": 0.6022, "X2": 0.56065, "Y2": 0.602, "X3": 0.5593, "Y3": 0.6198, "X4": 0.48518, "Y4": 0.6198, "page": 0, "Index": 254}, {"Word": "in", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.6022, "X2": 0.58221, "Y2": 0.602, "X3": 0.58221, "Y3": 0.6198, "X4": 0.56469, "Y4": 0.6198, "page": 0, "Index": 255}, {"Word": "treating", "Confidence": 0.991, "X1": 0.58625, "Y1": 0.6032, "X2": 0.65633, "Y2": 0.603, "X3": 0.65633, "Y3": 0.6198, "X4": 0.58625, "Y4": 0.6198, "page": 0, "Index": 256}, {"Word": "these", "Confidence": 0.997, "X1": 0.66173, "Y1": 0.6032, "X2": 0.71159, "Y2": 0.603, "X3": 0.71024, "Y3": 0.6198, "X4": 0.66038, "Y4": 0.6198, "page": 0, "Index": 257}, {"Word": "diseases.", "Confidence": 0.992, "X1": 0.71563, "Y1": 0.6032, "X2": 0.80458, "Y2": 0.603, "X3": 0.80323, "Y3": 0.6208, "X4": 0.71563, "Y4": 0.6198, "page": 0, "Index": 258}, {"Word": "However,", "Confidence": 0.994, "X1": 0.12668, "Y1": 0.6192, "X2": 0.21024, "Y2": 0.619, "X3": 0.21024, "Y3": 0.6368, "X4": 0.12668, "Y4": 0.6368, "page": 0, "Index": 259}, {"Word": "beneficial", "Confidence": 0.962, "X1": 0.21429, "Y1": 0.6202, "X2": 0.30458, "Y2": 0.62, "X3": 0.30458, "Y3": 0.6368, "X4": 0.21429, "Y4": 0.6368, "page": 0, "Index": 260}, {"Word": "effects", "Confidence": 0.991, "X1": 0.30863, "Y1": 0.6202, "X2": 0.36927, "Y2": 0.62, "X3": 0.36927, "Y3": 0.6368, "X4": 0.30863, "Y4": 0.6368, "page": 0, "Index": 261}, {"Word": "have", "Confidence": 0.991, "X1": 0.37466, "Y1": 0.6202, "X2": 0.41779, "Y2": 0.62, "X3": 0.41779, "Y3": 0.6368, "X4": 0.37332, "Y4": 0.6368, "page": 0, "Index": 262}, {"Word": "been", "Confidence": 0.986, "X1": 0.42318, "Y1": 0.6212, "X2": 0.4717, "Y2": 0.621, "X3": 0.47035, "Y3": 0.6368, "X4": 0.42183, "Y4": 0.6368, "page": 0, "Index": 263}, {"Word": "shown", "Confidence": 0.997, "X1": 0.47574, "Y1": 0.6212, "X2": 0.53369, "Y2": 0.621, "X3": 0.53369, "Y3": 0.6368, "X4": 0.47574, "Y4": 0.6368, "page": 0, "Index": 264}, {"Word": "in", "Confidence": 0.998, "X1": 0.53774, "Y1": 0.6212, "X2": 0.5566, "Y2": 0.621, "X3": 0.5566, "Y3": 0.6368, "X4": 0.53774, "Y4": 0.6368, "page": 0, "Index": 265}, {"Word": "numerous", "Confidence": 0.994, "X1": 0.56065, "Y1": 0.6212, "X2": 0.65229, "Y2": 0.621, "X3": 0.65229, "Y3": 0.6378, "X4": 0.56065, "Y4": 0.6368, "page": 0, "Index": 266}, {"Word": "animal", "Confidence": 0.995, "X1": 0.65633, "Y1": 0.6212, "X2": 0.71698, "Y2": 0.621, "X3": 0.71698, "Y3": 0.6378, "X4": 0.65633, "Y4": 0.6378, "page": 0, "Index": 267}, {"Word": "studies,", "Confidence": 0.991, "X1": 0.72102, "Y1": 0.6212, "X2": 0.79515, "Y2": 0.621, "X3": 0.79515, "Y3": 0.6378, "X4": 0.72102, "Y4": 0.6378, "page": 0, "Index": 268}, {"Word": "suggesting", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.6382, "X2": 0.22237, "Y2": 0.638, "X3": 0.22237, "Y3": 0.6568, "X4": 0.12399, "Y4": 0.6568, "page": 0, "Index": 269}, {"Word": "that", "Confidence": 0.988, "X1": 0.22776, "Y1": 0.6382, "X2": 0.26415, "Y2": 0.638, "X3": 0.26415, "Y3": 0.6568, "X4": 0.22776, "Y4": 0.6568, "page": 0, "Index": 270}, {"Word": "similar", "Confidence": 0.991, "X1": 0.26954, "Y1": 0.6382, "X2": 0.32749, "Y2": 0.638, "X3": 0.32749, "Y3": 0.6568, "X4": 0.26954, "Y4": 0.6568, "page": 0, "Index": 271}, {"Word": "effects", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.6382, "X2": 0.39488, "Y2": 0.638, "X3": 0.39488, "Y3": 0.6568, "X4": 0.33288, "Y4": 0.6568, "page": 0, "Index": 272}, {"Word": "may", "Confidence": 0.998, "X1": 0.40027, "Y1": 0.6382, "X2": 0.44205, "Y2": 0.638, "X3": 0.44205, "Y3": 0.6568, "X4": 0.39892, "Y4": 0.6568, "page": 0, "Index": 273}, {"Word": "soon", "Confidence": 0.991, "X1": 0.44744, "Y1": 0.6382, "X2": 0.49326, "Y2": 0.638, "X3": 0.49326, "Y3": 0.6558, "X4": 0.44744, "Y4": 0.6568, "page": 0, "Index": 274}, {"Word": "be", "Confidence": 0.998, "X1": 0.49865, "Y1": 0.6382, "X2": 0.52291, "Y2": 0.638, "X3": 0.52156, "Y3": 0.6558, "X4": 0.4973, "Y4": 0.6558, "page": 0, "Index": 275}, {"Word": "observed", "Confidence": 0.994, "X1": 0.52695, "Y1": 0.6392, "X2": 0.61051, "Y2": 0.639, "X3": 0.60916, "Y3": 0.6558, "X4": 0.52695, "Y4": 0.6558, "page": 0, "Index": 276}, {"Word": "in", "Confidence": 0.998, "X1": 0.61456, "Y1": 0.6392, "X2": 0.63208, "Y2": 0.639, "X3": 0.63208, "Y3": 0.6558, "X4": 0.61456, "Y4": 0.6558, "page": 0, "Index": 277}, {"Word": "humans.", "Confidence": 0.994, "X1": 0.63747, "Y1": 0.6402, "X2": 0.71698, "Y2": 0.64, "X3": 0.71563, "Y3": 0.6558, "X4": 0.63612, "Y4": 0.6558, "page": 0, "Index": 278}, {"Word": "WHERE", "Confidence": 0.998, "X1": 0.3531, "Y1": 0.6902, "X2": 0.42722, "Y2": 0.69, "X3": 0.42722, "Y3": 0.7088, "X4": 0.3531, "Y4": 0.7088, "page": 0, "Index": 279}, {"Word": "WE", "Confidence": 0.978, "X1": 0.43127, "Y1": 0.6902, "X2": 0.46631, "Y2": 0.69, "X3": 0.46631, "Y3": 0.7088, "X4": 0.43127, "Y4": 0.7088, "page": 0, "Index": 280}, {"Word": "GO", "Confidence": 0.998, "X1": 0.4717, "Y1": 0.6902, "X2": 0.50404, "Y2": 0.69, "X3": 0.50404, "Y3": 0.7088, "X4": 0.4717, "Y4": 0.7088, "page": 0, "Index": 281}, {"Word": "FROM", "Confidence": 0.991, "X1": 0.50943, "Y1": 0.6902, "X2": 0.56739, "Y2": 0.69, "X3": 0.56604, "Y3": 0.7088, "X4": 0.50943, "Y4": 0.7088, "page": 0, "Index": 282}, {"Word": "HERE", "Confidence": 0.991, "X1": 0.57278, "Y1": 0.6912, "X2": 0.63342, "Y2": 0.691, "X3": 0.63208, "Y3": 0.7098, "X4": 0.57143, "Y4": 0.7088, "page": 0, "Index": 283}, {"Word": "Reynolds", "Confidence": 0.993, "X1": 0.12534, "Y1": 0.7162, "X2": 0.21024, "Y2": 0.716, "X3": 0.21024, "Y3": 0.7348, "X4": 0.12399, "Y4": 0.7348, "page": 0, "Index": 284}, {"Word": "Tobacco's", "Confidence": 0.944, "X1": 0.21563, "Y1": 0.7172, "X2": 0.30863, "Y2": 0.717, "X3": 0.30863, "Y3": 0.7358, "X4": 0.21429, "Y4": 0.7348, "page": 0, "Index": 285}, {"Word": "efforts", "Confidence": 0.992, "X1": 0.31402, "Y1": 0.7172, "X2": 0.37197, "Y2": 0.717, "X3": 0.37197, "Y3": 0.7358, "X4": 0.31267, "Y4": 0.7358, "page": 0, "Index": 286}, {"Word": "to", "Confidence": 0.998, "X1": 0.37736, "Y1": 0.7172, "X2": 0.39488, "Y2": 0.717, "X3": 0.39488, "Y3": 0.7358, "X4": 0.37736, "Y4": 0.7358, "page": 0, "Index": 287}, {"Word": "discover", "Confidence": 0.995, "X1": 0.39892, "Y1": 0.7172, "X2": 0.47709, "Y2": 0.717, "X3": 0.47709, "Y3": 0.7348, "X4": 0.39892, "Y4": 0.7358, "page": 0, "Index": 288}, {"Word": "and", "Confidence": 0.998, "X1": 0.48248, "Y1": 0.7172, "X2": 0.51617, "Y2": 0.717, "X3": 0.51482, "Y3": 0.7348, "X4": 0.48248, "Y4": 0.7348, "page": 0, "Index": 289}, {"Word": "develop", "Confidence": 0.994, "X1": 0.52022, "Y1": 0.7182, "X2": 0.59164, "Y2": 0.718, "X3": 0.59164, "Y3": 0.7348, "X4": 0.52022, "Y4": 0.7348, "page": 0, "Index": 290}, {"Word": "novel", "Confidence": 0.997, "X1": 0.59704, "Y1": 0.7182, "X2": 0.64555, "Y2": 0.718, "X3": 0.64555, "Y3": 0.7348, "X4": 0.59704, "Y4": 0.7348, "page": 0, "Index": 291}, {"Word": "nicotine-like", "Confidence": 0.991, "X1": 0.65094, "Y1": 0.7182, "X2": 0.76146, "Y2": 0.718, "X3": 0.76146, "Y3": 0.7338, "X4": 0.65094, "Y4": 0.7348, "page": 0, "Index": 292}, {"Word": "compounds", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.7362, "X2": 0.22911, "Y2": 0.736, "X3": 0.22911, "Y3": 0.7538, "X4": 0.12534, "Y4": 0.7538, "page": 0, "Index": 293}, {"Word": "that", "Confidence": 0.988, "X1": 0.23315, "Y1": 0.7362, "X2": 0.26954, "Y2": 0.736, "X3": 0.27089, "Y3": 0.7538, "X4": 0.2345, "Y4": 0.7538, "page": 0, "Index": 294}, {"Word": "have", "Confidence": 0.988, "X1": 0.27493, "Y1": 0.7362, "X2": 0.31941, "Y2": 0.736, "X3": 0.31941, "Y3": 0.7538, "X4": 0.27493, "Y4": 0.7538, "page": 0, "Index": 295}, {"Word": "therapeutic", "Confidence": 0.993, "X1": 0.32345, "Y1": 0.7362, "X2": 0.42722, "Y2": 0.736, "X3": 0.42722, "Y3": 0.7538, "X4": 0.3248, "Y4": 0.7538, "page": 0, "Index": 296}, {"Word": "potential", "Confidence": 0.994, "X1": 0.43127, "Y1": 0.7362, "X2": 0.51078, "Y2": 0.736, "X3": 0.51078, "Y3": 0.7538, "X4": 0.43127, "Y4": 0.7538, "page": 0, "Index": 297}, {"Word": "have", "Confidence": 0.989, "X1": 0.51482, "Y1": 0.7362, "X2": 0.55795, "Y2": 0.736, "X3": 0.55795, "Y3": 0.7538, "X4": 0.51617, "Y4": 0.7538, "page": 0, "Index": 298}, {"Word": "already", "Confidence": 0.996, "X1": 0.56334, "Y1": 0.7362, "X2": 0.63073, "Y2": 0.736, "X3": 0.63073, "Y3": 0.7538, "X4": 0.56334, "Y4": 0.7538, "page": 0, "Index": 299}, {"Word": "resulted", "Confidence": 0.964, "X1": 0.63612, "Y1": 0.7372, "X2": 0.70889, "Y2": 0.737, "X3": 0.70889, "Y3": 0.7538, "X4": 0.63612, "Y4": 0.7538, "page": 0, "Index": 300}, {"Word": "in", "Confidence": 0.998, "X1": 0.71294, "Y1": 0.7372, "X2": 0.73046, "Y2": 0.737, "X3": 0.73046, "Y3": 0.7538, "X4": 0.71294, "Y4": 0.7538, "page": 0, "Index": 301}, {"Word": "an", "Confidence": 0.998, "X1": 0.73585, "Y1": 0.7372, "X2": 0.75876, "Y2": 0.737, "X3": 0.75876, "Y3": 0.7538, "X4": 0.73585, "Y4": 0.7538, "page": 0, "Index": 302}, {"Word": "extensive", "Confidence": 0.995, "X1": 0.76415, "Y1": 0.7372, "X2": 0.8531, "Y2": 0.737, "X3": 0.8531, "Y3": 0.7528, "X4": 0.76415, "Y4": 0.7538, "page": 0, "Index": 303}, {"Word": "patent", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.7532, "X2": 0.18194, "Y2": 0.753, "X3": 0.18194, "Y3": 0.7718, "X4": 0.12534, "Y4": 0.7718, "page": 0, "Index": 304}, {"Word": "portfolio", "Confidence": 0.991, "X1": 0.18598, "Y1": 0.7532, "X2": 0.26011, "Y2": 0.753, "X3": 0.26011, "Y3": 0.7718, "X4": 0.18598, "Y4": 0.7718, "page": 0, "Index": 305}, {"Word": "of", "Confidence": 0.993, "X1": 0.26415, "Y1": 0.7532, "X2": 0.28302, "Y2": 0.753, "X3": 0.28302, "Y3": 0.7718, "X4": 0.26415, "Y4": 0.7718, "page": 0, "Index": 306}, {"Word": "nicotinic", "Confidence": 0.991, "X1": 0.28706, "Y1": 0.7542, "X2": 0.36253, "Y2": 0.754, "X3": 0.36253, "Y3": 0.7718, "X4": 0.28706, "Y4": 0.7718, "page": 0, "Index": 307}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.36658, "Y1": 0.7542, "X2": 0.47439, "Y2": 0.754, "X3": 0.47439, "Y3": 0.7718, "X4": 0.36792, "Y4": 0.7718, "page": 0, "Index": 308}, {"Word": "with", "Confidence": 0.988, "X1": 0.47978, "Y1": 0.7542, "X2": 0.51482, "Y2": 0.754, "X3": 0.51617, "Y3": 0.7718, "X4": 0.47978, "Y4": 0.7718, "page": 0, "Index": 309}, {"Word": "the", "Confidence": 0.998, "X1": 0.52022, "Y1": 0.7542, "X2": 0.54987, "Y2": 0.754, "X3": 0.54987, "Y3": 0.7718, "X4": 0.52022, "Y4": 0.7718, "page": 0, "Index": 310}, {"Word": "potential", "Confidence": 0.994, "X1": 0.55391, "Y1": 0.7542, "X2": 0.63073, "Y2": 0.754, "X3": 0.63073, "Y3": 0.7718, "X4": 0.55526, "Y4": 0.7718, "page": 0, "Index": 311}, {"Word": "to", "Confidence": 0.997, "X1": 0.63612, "Y1": 0.7542, "X2": 0.65229, "Y2": 0.754, "X3": 0.65229, "Y3": 0.7718, "X4": 0.63612, "Y4": 0.7718, "page": 0, "Index": 312}, {"Word": "treat", "Confidence": 0.996, "X1": 0.65768, "Y1": 0.7542, "X2": 0.70081, "Y2": 0.754, "X3": 0.70081, "Y3": 0.7718, "X4": 0.65768, "Y4": 0.7718, "page": 0, "Index": 313}, {"Word": "Alzheimer's", "Confidence": 0.982, "X1": 0.7062, "Y1": 0.7542, "X2": 0.81402, "Y2": 0.754, "X3": 0.81402, "Y3": 0.7718, "X4": 0.7062, "Y4": 0.7718, "page": 0, "Index": 314}, {"Word": "disease,", "Confidence": 0.994, "X1": 0.12668, "Y1": 0.7722, "X2": 0.20081, "Y2": 0.772, "X3": 0.20081, "Y3": 0.7888, "X4": 0.12534, "Y4": 0.7888, "page": 0, "Index": 315}, {"Word": "Parkinson's", "Confidence": 0.993, "X1": 0.2062, "Y1": 0.7722, "X2": 0.31267, "Y2": 0.772, "X3": 0.31132, "Y3": 0.7898, "X4": 0.20485, "Y4": 0.7888, "page": 0, "Index": 316}, {"Word": "disease,", "Confidence": 0.995, "X1": 0.31671, "Y1": 0.7722, "X2": 0.39623, "Y2": 0.772, "X3": 0.39623, "Y3": 0.7898, "X4": 0.31671, "Y4": 0.7898, "page": 0, "Index": 317}, {"Word": "Tourette's", "Confidence": 0.994, "X1": 0.40162, "Y1": 0.7722, "X2": 0.49191, "Y2": 0.772, "X3": 0.49191, "Y3": 0.7898, "X4": 0.40162, "Y4": 0.7898, "page": 0, "Index": 318}, {"Word": "syndrome", "Confidence": 0.994, "X1": 0.4973, "Y1": 0.7722, "X2": 0.58625, "Y2": 0.772, "X3": 0.58625, "Y3": 0.7898, "X4": 0.49596, "Y4": 0.7898, "page": 0, "Index": 319}, {"Word": "and", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.7722, "X2": 0.62534, "Y2": 0.772, "X3": 0.62534, "Y3": 0.7898, "X4": 0.5903, "Y4": 0.7898, "page": 0, "Index": 320}, {"Word": "attention", "Confidence": 0.994, "X1": 0.62938, "Y1": 0.7722, "X2": 0.70755, "Y2": 0.772, "X3": 0.70755, "Y3": 0.7898, "X4": 0.62938, "Y4": 0.7898, "page": 0, "Index": 321}, {"Word": "deficit", "Confidence": 0.995, "X1": 0.71294, "Y1": 0.7722, "X2": 0.76819, "Y2": 0.772, "X3": 0.76685, "Y3": 0.7898, "X4": 0.71294, "Y4": 0.7898, "page": 0, "Index": 322}, {"Word": "disorder.", "Confidence": 0.992, "X1": 0.77224, "Y1": 0.7722, "X2": 0.8558, "Y2": 0.772, "X3": 0.8558, "Y3": 0.7898, "X4": 0.77224, "Y4": 0.7898, "page": 0, "Index": 323}, {"Word": "Progress", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.7902, "X2": 0.20485, "Y2": 0.79, "X3": 0.20485, "Y3": 0.8078, "X4": 0.12534, "Y4": 0.8078, "page": 0, "Index": 324}, {"Word": "is", "Confidence": 0.998, "X1": 0.21024, "Y1": 0.7912, "X2": 0.22507, "Y2": 0.791, "X3": 0.22507, "Y3": 0.8078, "X4": 0.21024, "Y4": 0.8078, "page": 0, "Index": 325}, {"Word": "being", "Confidence": 0.998, "X1": 0.23046, "Y1": 0.7912, "X2": 0.28302, "Y2": 0.791, "X3": 0.28302, "Y3": 0.8078, "X4": 0.23046, "Y4": 0.8078, "page": 0, "Index": 326}, {"Word": "poised", "Confidence": 0.997, "X1": 0.77224, "Y1": 0.7912, "X2": 0.83558, "Y2": 0.791, "X3": 0.83423, "Y3": 0.8078, "X4": 0.77224, "Y4": 0.8088, "page": 0, "Index": 327}, {"Word": "made", "Confidence": 0.986, "X1": 0.28706, "Y1": 0.7912, "X2": 0.34097, "Y2": 0.791, "X3": 0.33962, "Y3": 0.8088, "X4": 0.28706, "Y4": 0.8078, "page": 0, "Index": 328}, {"Word": "rapidly", "Confidence": 0.995, "X1": 0.34501, "Y1": 0.7912, "X2": 0.40701, "Y2": 0.791, "X3": 0.40701, "Y3": 0.8088, "X4": 0.34501, "Y4": 0.8088, "page": 0, "Index": 329}, {"Word": "and", "Confidence": 0.998, "X1": 0.4124, "Y1": 0.7912, "X2": 0.44609, "Y2": 0.791, "X3": 0.44609, "Y3": 0.8088, "X4": 0.41105, "Y4": 0.8088, "page": 0, "Index": 330}, {"Word": "many", "Confidence": 0.989, "X1": 0.45148, "Y1": 0.7912, "X2": 0.5027, "Y2": 0.791, "X3": 0.50135, "Y3": 0.8088, "X4": 0.45013, "Y4": 0.8088, "page": 0, "Index": 331}, {"Word": "of", "Confidence": 0.994, "X1": 0.50674, "Y1": 0.7912, "X2": 0.52426, "Y2": 0.791, "X3": 0.52291, "Y3": 0.8088, "X4": 0.50674, "Y4": 0.8088, "page": 0, "Index": 332}, {"Word": "these", "Confidence": 0.997, "X1": 0.5283, "Y1": 0.7912, "X2": 0.57951, "Y2": 0.791, "X3": 0.57951, "Y3": 0.8088, "X4": 0.5283, "Y4": 0.8088, "page": 0, "Index": 333}, {"Word": "compounds", "Confidence": 0.995, "X1": 0.58491, "Y1": 0.7912, "X2": 0.69003, "Y2": 0.791, "X3": 0.68868, "Y3": 0.8088, "X4": 0.58356, "Y4": 0.8088, "page": 0, "Index": 334}, {"Word": "are", "Confidence": 0.994, "X1": 0.69542, "Y1": 0.7912, "X2": 0.72642, "Y2": 0.791, "X3": 0.72507, "Y3": 0.8088, "X4": 0.69407, "Y4": 0.8088, "page": 0, "Index": 335}, {"Word": "now", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.7912, "X2": 0.76685, "Y2": 0.791, "X3": 0.7655, "Y3": 0.8088, "X4": 0.72911, "Y4": 0.8088, "page": 0, "Index": 336}, {"Word": "for", "Confidence": 0.998, "X1": 0.12399, "Y1": 0.8092, "X2": 0.1469, "Y2": 0.809, "X3": 0.1469, "Y3": 0.8258, "X4": 0.12399, "Y4": 0.8258, "page": 0, "Index": 337}, {"Word": "further", "Confidence": 0.995, "X1": 0.15229, "Y1": 0.8092, "X2": 0.21294, "Y2": 0.809, "X3": 0.21294, "Y3": 0.8258, "X4": 0.15229, "Y4": 0.8258, "page": 0, "Index": 338}, {"Word": "development.", "Confidence": 0.955, "X1": 0.21833, "Y1": 0.8092, "X2": 0.34906, "Y2": 0.809, "X3": 0.34906, "Y3": 0.8258, "X4": 0.21833, "Y4": 0.8258, "page": 0, "Index": 339}, {"Word": "The", "Confidence": 0.998, "X1": 0.35445, "Y1": 0.8092, "X2": 0.38949, "Y2": 0.809, "X3": 0.38949, "Y3": 0.8258, "X4": 0.35445, "Y4": 0.8258, "page": 0, "Index": 340}, {"Word": "next", "Confidence": 0.986, "X1": 0.39353, "Y1": 0.8092, "X2": 0.43261, "Y2": 0.809, "X3": 0.43127, "Y3": 0.8258, "X4": 0.39353, "Y4": 0.8258, "page": 0, "Index": 341}, {"Word": "step", "Confidence": 0.987, "X1": 0.43666, "Y1": 0.8092, "X2": 0.47709, "Y2": 0.809, "X3": 0.47574, "Y3": 0.8258, "X4": 0.43666, "Y4": 0.8258, "page": 0, "Index": 342}, {"Word": "is", "Confidence": 0.998, "X1": 0.48113, "Y1": 0.8092, "X2": 0.4973, "Y2": 0.809, "X3": 0.4973, "Y3": 0.8258, "X4": 0.48113, "Y4": 0.8258, "page": 0, "Index": 343}, {"Word": "to", "Confidence": 0.998, "X1": 0.5027, "Y1": 0.8092, "X2": 0.52022, "Y2": 0.809, "X3": 0.52022, "Y3": 0.8268, "X4": 0.5027, "Y4": 0.8268, "page": 0, "Index": 344}, {"Word": "test", "Confidence": 0.982, "X1": 0.52561, "Y1": 0.8092, "X2": 0.55795, "Y2": 0.809, "X3": 0.5566, "Y3": 0.8268, "X4": 0.52561, "Y4": 0.8268, "page": 0, "Index": 345}, {"Word": "their", "Confidence": 0.995, "X1": 0.56199, "Y1": 0.8092, "X2": 0.60377, "Y2": 0.809, "X3": 0.60377, "Y3": 0.8268, "X4": 0.56199, "Y4": 0.8268, "page": 0, "Index": 346}, {"Word": "safety", "Confidence": 0.994, "X1": 0.60782, "Y1": 0.8092, "X2": 0.66307, "Y2": 0.809, "X3": 0.66307, "Y3": 0.8268, "X4": 0.60782, "Y4": 0.8268, "page": 0, "Index": 347}, {"Word": "and", "Confidence": 0.998, "X1": 0.66712, "Y1": 0.8092, "X2": 0.7035, "Y2": 0.809, "X3": 0.70216, "Y3": 0.8258, "X4": 0.66712, "Y4": 0.8268, "page": 0, "Index": 348}, {"Word": "effectiveness", "Confidence": 0.989, "X1": 0.70755, "Y1": 0.8092, "X2": 0.82615, "Y2": 0.809, "X3": 0.82615, "Y3": 0.8258, "X4": 0.70755, "Y4": 0.8258, "page": 0, "Index": 349}, {"Word": "in", "Confidence": 0.998, "X1": 0.83154, "Y1": 0.8092, "X2": 0.8504, "Y2": 0.809, "X3": 0.8504, "Y3": 0.8258, "X4": 0.83154, "Y4": 0.8258, "page": 0, "Index": 350}, {"Word": "humans.", "Confidence": 0.995, "X1": 0.12534, "Y1": 0.8272, "X2": 0.2062, "Y2": 0.827, "X3": 0.20485, "Y3": 0.8448, "X4": 0.12399, "Y4": 0.8438, "page": 0, "Index": 351}, {"Word": "This", "Confidence": 0.987, "X1": 0.21024, "Y1": 0.8272, "X2": 0.24663, "Y2": 0.827, "X3": 0.24663, "Y3": 0.8448, "X4": 0.21024, "Y4": 0.8448, "page": 0, "Index": 352}, {"Word": "is", "Confidence": 0.998, "X1": 0.25202, "Y1": 0.8272, "X2": 0.26819, "Y2": 0.827, "X3": 0.26685, "Y3": 0.8448, "X4": 0.25202, "Y4": 0.8448, "page": 0, "Index": 353}, {"Word": "necessary", "Confidence": 0.994, "X1": 0.27224, "Y1": 0.8272, "X2": 0.36658, "Y2": 0.827, "X3": 0.36658, "Y3": 0.8458, "X4": 0.27224, "Y4": 0.8448, "page": 0, "Index": 354}, {"Word": "before", "Confidence": 0.996, "X1": 0.37197, "Y1": 0.8282, "X2": 0.43127, "Y2": 0.828, "X3": 0.42992, "Y3": 0.8458, "X4": 0.37062, "Y4": 0.8458, "page": 0, "Index": 355}, {"Word": "new", "Confidence": 0.998, "X1": 0.43531, "Y1": 0.8282, "X2": 0.4717, "Y2": 0.828, "X3": 0.4717, "Y3": 0.8458, "X4": 0.43531, "Y4": 0.8458, "page": 0, "Index": 356}, {"Word": "compounds", "Confidence": 0.988, "X1": 0.47844, "Y1": 0.8282, "X2": 0.58356, "Y2": 0.828, "X3": 0.58356, "Y3": 0.8458, "X4": 0.47844, "Y4": 0.8458, "page": 0, "Index": 357}, {"Word": "can", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.8282, "X2": 0.62264, "Y2": 0.828, "X3": 0.62129, "Y3": 0.8458, "X4": 0.5876, "Y4": 0.8458, "page": 0, "Index": 358}, {"Word": "be", "Confidence": 0.998, "X1": 0.62668, "Y1": 0.8282, "X2": 0.65094, "Y2": 0.828, "X3": 0.65094, "Y3": 0.8458, "X4": 0.62668, "Y4": 0.8458, "page": 0, "Index": 359}, {"Word": "approved", "Confidence": 0.995, "X1": 0.65499, "Y1": 0.8282, "X2": 0.74124, "Y2": 0.828, "X3": 0.74124, "Y3": 0.8458, "X4": 0.65499, "Y4": 0.8458, "page": 0, "Index": 360}, {"Word": "and", "Confidence": 0.998, "X1": 0.74663, "Y1": 0.8282, "X2": 0.78032, "Y2": 0.828, "X3": 0.77898, "Y3": 0.8458, "X4": 0.74663, "Y4": 0.8458, "page": 0, "Index": 361}, {"Word": "sold", "Confidence": 0.984, "X1": 0.78437, "Y1": 0.8282, "X2": 0.8248, "Y2": 0.828, "X3": 0.8248, "Y3": 0.8458, "X4": 0.78437, "Y4": 0.8458, "page": 0, "Index": 362}, {"Word": "as", "Confidence": 0.998, "X1": 0.83019, "Y1": 0.8282, "X2": 0.85445, "Y2": 0.828, "X3": 0.8531, "Y3": 0.8458, "X4": 0.82884, "Y4": 0.8458, "page": 0, "Index": 363}, {"Word": "drugs.", "Confidence": 0.915, "X1": 0.12534, "Y1": 0.8462, "X2": 0.18329, "Y2": 0.846, "X3": 0.18329, "Y3": 0.8618, "X4": 0.12534, "Y4": 0.8618, "page": 0, "Index": 364}, {"Word": "To", "Confidence": 0.998, "X1": 0.12668, "Y1": 0.8702, "X2": 0.1469, "Y2": 0.87, "X3": 0.1469, "Y3": 0.8878, "X4": 0.12668, "Y4": 0.8878, "page": 0, "Index": 365}, {"Word": "that", "Confidence": 0.988, "X1": 0.15229, "Y1": 0.8702, "X2": 0.18868, "Y2": 0.87, "X3": 0.18733, "Y3": 0.8888, "X4": 0.15094, "Y4": 0.8888, "page": 0, "Index": 366}, {"Word": "end,", "Confidence": 0.985, "X1": 0.19272, "Y1": 0.8702, "X2": 0.23315, "Y2": 0.87, "X3": 0.23181, "Y3": 0.8888, "X4": 0.19272, "Y4": 0.8888, "page": 0, "Index": 367}, {"Word": "in", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.8702, "X2": 0.25741, "Y2": 0.87, "X3": 0.25606, "Y3": 0.8888, "X4": 0.2372, "Y4": 0.8888, "page": 0, "Index": 368}, {"Word": "1998,", "Confidence": 0.994, "X1": 0.2628, "Y1": 0.8712, "X2": 0.31536, "Y2": 0.871, "X3": 0.31402, "Y3": 0.8898, "X4": 0.26146, "Y4": 0.8888, "page": 0, "Index": 369}, {"Word": "Targacept", "Confidence": 0.994, "X1": 0.31941, "Y1": 0.8712, "X2": 0.41105, "Y2": 0.871, "X3": 0.4097, "Y3": 0.8898, "X4": 0.31941, "Y4": 0.8898, "page": 0, "Index": 370}, {"Word": "entered", "Confidence": 0.995, "X1": 0.41509, "Y1": 0.8712, "X2": 0.48652, "Y2": 0.871, "X3": 0.48518, "Y3": 0.8908, "X4": 0.41509, "Y4": 0.8898, "page": 0, "Index": 371}, {"Word": "into", "Confidence": 0.991, "X1": 0.49191, "Y1": 0.8722, "X2": 0.52426, "Y2": 0.872, "X3": 0.52291, "Y3": 0.8908, "X4": 0.49057, "Y4": 0.8908, "page": 0, "Index": 372}, {"Word": "a", "Confidence": 0.998, "X1": 0.52965, "Y1": 0.8722, "X2": 0.54043, "Y2": 0.872, "X3": 0.54043, "Y3": 0.8908, "X4": 0.5283, "Y4": 0.8908, "page": 0, "Index": 373}, {"Word": "collaborative", "Confidence": 0.992, "X1": 0.54582, "Y1": 0.8722, "X2": 0.66173, "Y2": 0.872, "X3": 0.66038, "Y3": 0.8908, "X4": 0.54447, "Y4": 0.8908, "page": 0, "Index": 374}, {"Word": "agreement", "Confidence": 0.993, "X1": 0.66577, "Y1": 0.8722, "X2": 0.76415, "Y2": 0.872, "X3": 0.7628, "Y3": 0.8898, "X4": 0.66577, "Y4": 0.8908, "page": 0, "Index": 375}, {"Word": "with", "Confidence": 0.991, "X1": 0.76819, "Y1": 0.8732, "X2": 0.80728, "Y2": 0.873, "X3": 0.80593, "Y3": 0.8898, "X4": 0.76685, "Y4": 0.8898, "page": 0, "Index": 376}, {"Word": "Rhone-Poulenc", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.8892, "X2": 0.2655, "Y2": 0.889, "X3": 0.26415, "Y3": 0.9078, "X4": 0.12534, "Y4": 0.9058, "page": 0, "Index": 377}, {"Word": "Pharmaceuticals", "Confidence": 0.991, "X1": 0.26954, "Y1": 0.8902, "X2": 0.42318, "Y2": 0.89, "X3": 0.42183, "Y3": 0.9088, "X4": 0.26954, "Y4": 0.9078, "page": 0, "Index": 378}, {"Word": "Inc.", "Confidence": 0.938, "X1": 0.42722, "Y1": 0.8902, "X2": 0.46092, "Y2": 0.89, "X3": 0.45957, "Y3": 0.9088, "X4": 0.42722, "Y4": 0.9088, "page": 0, "Index": 379}, {"Word": "to", "Confidence": 0.998, "X1": 0.46496, "Y1": 0.8902, "X2": 0.48383, "Y2": 0.89, "X3": 0.48248, "Y3": 0.9088, "X4": 0.46496, "Y4": 0.9088, "page": 0, "Index": 380}, {"Word": "develop", "Confidence": 0.995, "X1": 0.48922, "Y1": 0.8902, "X2": 0.56065, "Y2": 0.89, "X3": 0.56065, "Y3": 0.9088, "X4": 0.48787, "Y4": 0.9088, "page": 0, "Index": 381}, {"Word": "new", "Confidence": 0.998, "X1": 0.56604, "Y1": 0.8902, "X2": 0.60243, "Y2": 0.89, "X3": 0.60108, "Y3": 0.9088, "X4": 0.56469, "Y4": 0.9088, "page": 0, "Index": 382}, {"Word": "drugs", "Confidence": 0.994, "X1": 0.60647, "Y1": 0.8912, "X2": 0.65903, "Y2": 0.891, "X3": 0.65903, "Y3": 0.9088, "X4": 0.60647, "Y4": 0.9088, "page": 0, "Index": 383}, {"Word": "to", "Confidence": 0.997, "X1": 0.66442, "Y1": 0.8912, "X2": 0.68059, "Y2": 0.891, "X3": 0.68059, "Y3": 0.9088, "X4": 0.66307, "Y4": 0.9088, "page": 0, "Index": 384}, {"Word": "treat", "Confidence": 0.996, "X1": 0.68598, "Y1": 0.8912, "X2": 0.73046, "Y2": 0.891, "X3": 0.72911, "Y3": 0.9088, "X4": 0.68464, "Y4": 0.9088, "page": 0, "Index": 385}, {"Word": "Alzheimers", "Confidence": 0.991, "X1": 0.7345, "Y1": 0.8912, "X2": 0.83962, "Y2": 0.891, "X3": 0.83827, "Y3": 0.9088, "X4": 0.7345, "Y4": 0.9088, "page": 0, "Index": 386}, {"Word": "and", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.9082, "X2": 0.15903, "Y2": 0.908, "X3": 0.15768, "Y3": 0.9258, "X4": 0.12534, "Y4": 0.9258, "page": 0, "Index": 387}, {"Word": "Parkinson's", "Confidence": 0.991, "X1": 0.16442, "Y1": 0.9082, "X2": 0.27089, "Y2": 0.908, "X3": 0.27089, "Y3": 0.9248, "X4": 0.16307, "Y4": 0.9248, "page": 0, "Index": 388}, {"Word": "diseases.", "Confidence": 0.991, "X1": 0.27628, "Y1": 0.9092, "X2": 0.36523, "Y2": 0.909, "X3": 0.36523, "Y3": 0.9258, "X4": 0.27493, "Y4": 0.9248, "page": 0, "Index": 389}, {"Word": "53192", "Confidence": 0.996, "X1": 0.96765, "Y1": 0.9232, "X2": 0.97035, "Y2": 0.923, "X3": 0.94879, "Y3": 0.9228, "X4": 0.94744, "Y4": 0.8758, "page": 0, "Index": 390}, {"Word": "3", "Confidence": 0.996, "X1": 0.49057, "Y1": 0.9602, "X2": 0.50135, "Y2": 0.96, "X3": 0.50135, "Y3": 0.9748, "X4": 0.49057, "Y4": 0.9748, "page": 0, "Index": 391}, {"Word": "4568", "Confidence": 0.991, "X1": 0.97035, "Y1": 0.9702, "X2": 0.9717, "Y2": 0.97, "X3": 0.95148, "Y3": 0.9708, "X4": 0.94879, "Y4": 0.9328, "page": 0, "Index": 392}, {"Word": "R0000001363015303", "Confidence": 0.991, "X1": 0.00539, "Y1": 0.9832, "X2": 0.20216, "Y2": 0.983, "X3": 0.20081, "Y3": 0.9978, "X4": 0.00539, "Y4": 0.9988, "page": 0, "Index": 393}]}	"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"
fflg0011	1	{"lines_data": [{"Word": "DRAFT - 11/30/99", "Confidence": 0.996, "X1": 0.12264, "Y1": 0.0252, "X2": 0.28706, "Y2": 0.025, "X3": 0.28706, "Y3": 0.0408, "X4": 0.12264, "Y4": 0.0418, "page": 0}, {"Word": "In the 1980s it became apparent that nicotine interacts with many different", "Confidence": 0.99042, "X1": 0.12399, "Y1": 0.0722, "X2": 0.7965, "Y2": 0.072, "X3": 0.7965, "Y3": 0.0908, "X4": 0.12399, "Y4": 0.0898, "page": 0}, {"Word": "receptors (sites in the body that process chemical information) that are", "Confidence": 0.99318, "X1": 0.12399, "Y1": 0.0902, "X2": 0.7628, "Y2": 0.09, "X3": 0.7628, "Y3": 0.1088, "X4": 0.12399, "Y4": 0.1098, "page": 0}, {"Word": "responsible for nicotine's wide range of physiological (e.g ., heart rate and blood", "Confidence": 0.98115, "X1": 0.12534, "Y1": 0.1082, "X2": 0.84906, "Y2": 0.108, "X3": 0.84906, "Y3": 0.1268, "X4": 0.12534, "Y4": 0.1278, "page": 0}, {"Word": "pressure) and pharmacological (e.g ., learning and memory) effects. For", "Confidence": 0.9924, "X1": 0.12399, "Y1": 0.1272, "X2": 0.78302, "Y2": 0.127, "X3": 0.78302, "Y3": 0.1448, "X4": 0.12399, "Y4": 0.1458, "page": 0}, {"Word": "example, we now know that nicotine interacts with at least two major receptor", "Confidence": 0.99331, "X1": 0.12264, "Y1": 0.1462, "X2": 0.82615, "Y2": 0.146, "X3": 0.82615, "Y3": 0.1638, "X4": 0.12264, "Y4": 0.1638, "page": 0}, {"Word": "types in the brain, which accounts for the well-known cognition-enhancing effects", "Confidence": 0.98945, "X1": 0.12399, "Y1": 0.1642, "X2": 0.85849, "Y2": 0.164, "X3": 0.85849, "Y3": 0.1818, "X4": 0.12399, "Y4": 0.1818, "page": 0}, {"Word": "of nicotine. Nicotine affects these receptors because it mimics the action of a", "Confidence": 0.99477, "X1": 0.12534, "Y1": 0.1822, "X2": 0.82075, "Y2": 0.182, "X3": 0.82075, "Y3": 0.2008, "X4": 0.12534, "Y4": 0.1998, "page": 0}, {"Word": "naturally present brain chemical (neurotransmitter) called acetylcholine, which is", "Confidence": 0.99211, "X1": 0.12399, "Y1": 0.2002, "X2": 0.84906, "Y2": 0.2, "X3": 0.84906, "Y3": 0.2178, "X4": 0.12399, "Y4": 0.2188, "page": 0}, {"Word": "important for enabling learning and memory.", "Confidence": 0.99117, "X1": 0.12399, "Y1": 0.2192, "X2": 0.53639, "Y2": 0.219, "X3": 0.53504, "Y3": 0.2378, "X4": 0.12399, "Y4": 0.2368, "page": 0}, {"Word": "Other types of nicotinic receptors include those present in:", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.2452, "X2": 0.65499, "Y2": 0.245, "X3": 0.65499, "Y3": 0.2628, "X4": 0.12534, "Y4": 0.2628, "page": 0}, {"Word": ". The cardiovascular system, resulting in nicotine's effects on heart rate and", "Confidence": 0.96433, "X1": 0.12399, "Y1": 0.2722, "X2": 0.83154, "Y2": 0.272, "X3": 0.83154, "Y3": 0.2908, "X4": 0.12399, "Y4": 0.2908, "page": 0}, {"Word": "blood pressure.", "Confidence": 0.992, "X1": 0.15364, "Y1": 0.2922, "X2": 0.30054, "Y2": 0.292, "X3": 0.30054, "Y3": 0.3088, "X4": 0.15364, "Y4": 0.3078, "page": 0}, {"Word": ". The gastrointestinal tract, affecting bowel tone and nausea.", "Confidence": 0.95389, "X1": 0.12399, "Y1": 0.3172, "X2": 0.69272, "Y2": 0.317, "X3": 0.69272, "Y3": 0.3358, "X4": 0.12399, "Y4": 0.3358, "page": 0}, {"Word": "Muscles, affecting muscular contraction.", "Confidence": 0.91525, "X1": 0.13342, "Y1": 0.3452, "X2": 0.52291, "Y2": 0.345, "X3": 0.52291, "Y3": 0.3638, "X4": 0.13342, "Y4": 0.3628, "page": 0}, {"Word": "Because nicotine itself interacts with all of these receptors, to study each of these", "Confidence": 0.99057, "X1": 0.12399, "Y1": 0.3712, "X2": 0.86119, "Y2": 0.371, "X3": 0.86119, "Y3": 0.3888, "X4": 0.12399, "Y4": 0.3878, "page": 0}, {"Word": "systems separately, it was necessary to develop nicotinic probes (new nicotine-", "Confidence": 0.99491, "X1": 0.12534, "Y1": 0.3892, "X2": 0.84097, "Y2": 0.389, "X3": 0.84097, "Y3": 0.4078, "X4": 0.12534, "Y4": 0.4078, "page": 0}, {"Word": "like compounds selective for individual nicotinic receptor types). In fact, the", "Confidence": 0.98955, "X1": 0.12534, "Y1": 0.4072, "X2": 0.80458, "Y2": 0.407, "X3": 0.80458, "Y3": 0.4248, "X4": 0.12534, "Y4": 0.4248, "page": 0}, {"Word": "development of these probes was a major goal of nicotine researchers", "Confidence": 0.99491, "X1": 0.12399, "Y1": 0.4252, "X2": 0.76415, "Y2": 0.425, "X3": 0.76415, "Y3": 0.4438, "X4": 0.12399, "Y4": 0.4438, "page": 0}, {"Word": "throughout the world. Reynolds Tobacco scientists have been leaders in this", "Confidence": 0.99282, "X1": 0.12534, "Y1": 0.4432, "X2": 0.82884, "Y2": 0.443, "X3": 0.82884, "Y3": 0.4608, "X4": 0.12534, "Y4": 0.4618, "page": 0}, {"Word": "research, developing the most selective nicotinic probes currently available.", "Confidence": 0.96433, "X1": 0.12534, "Y1": 0.4622, "X2": 0.80728, "Y2": 0.462, "X3": 0.80863, "Y3": 0.4808, "X4": 0.12534, "Y4": 0.4808, "page": 0}, {"Word": "Targacept is now using this learning and these developments as a foundation for", "Confidence": 0.99569, "X1": 0.12668, "Y1": 0.4792, "X2": 0.85714, "Y2": 0.479, "X3": 0.85714, "Y3": 0.4978, "X4": 0.12668, "Y4": 0.4978, "page": 0}, {"Word": "the discovery of novel nicotinic compounds that might have therapeutic effects.", "Confidence": 0.98982, "X1": 0.12534, "Y1": 0.4982, "X2": 0.83693, "Y2": 0.498, "X3": 0.83693, "Y3": 0.5168, "X4": 0.12534, "Y4": 0.5168, "page": 0}, {"Word": "THERAPEUTIC APPLICATIONS OF NICOTINE", "Confidence": 0.9935, "X1": 0.27224, "Y1": 0.5502, "X2": 0.71698, "Y2": 0.55, "X3": 0.71698, "Y3": 0.5688, "X4": 0.27224, "Y4": 0.5688, "page": 0}, {"Word": "Nicotine's beneficial effects on learning, memory, and other physiological and", "Confidence": 0.9931, "X1": 0.12534, "Y1": 0.5752, "X2": 0.82884, "Y2": 0.575, "X3": 0.82884, "Y3": 0.5958, "X4": 0.12534, "Y4": 0.5948, "page": 0}, {"Word": "behavioral endpoints are well documented in the scientific literature. However, it", "Confidence": 0.99382, "X1": 0.12399, "Y1": 0.5952, "X2": 0.84771, "Y2": 0.595, "X3": 0.84771, "Y3": 0.6128, "X4": 0.12399, "Y4": 0.6138, "page": 0}, {"Word": "was only in the last decade or so that possible therapeutic application of nicotine", "Confidence": 0.99471, "X1": 0.12534, "Y1": 0.6132, "X2": 0.85175, "Y2": 0.613, "X3": 0.85175, "Y3": 0.6308, "X4": 0.12668, "Y4": 0.6318, "page": 0}, {"Word": "and nicotine-like compounds was noticed. For example, many epidemiological", "Confidence": 0.98889, "X1": 0.12534, "Y1": 0.6312, "X2": 0.84097, "Y2": 0.631, "X3": 0.84097, "Y3": 0.6498, "X4": 0.12534, "Y4": 0.6488, "page": 0}, {"Word": "studies reported that smokers had a lower incidence of, and therefore a tower", "Confidence": 0.98631, "X1": 0.12668, "Y1": 0.6502, "X2": 0.82884, "Y2": 0.65, "X3": 0.82884, "Y3": 0.6668, "X4": 0.12668, "Y4": 0.6668, "page": 0}, {"Word": "risk of developing, such disorders as Alzheimer's disease, Parkinson's disease", "Confidence": 0.9924, "X1": 0.12668, "Y1": 0.6682, "X2": 0.83827, "Y2": 0.668, "X3": 0.83827, "Y3": 0.6848, "X4": 0.12668, "Y4": 0.6848, "page": 0}, {"Word": "and ulcerative colitis. By inference, it was thought that nicotine might also have", "Confidence": 0.99392, "X1": 0.12668, "Y1": 0.6862, "X2": 0.84501, "Y2": 0.686, "X3": 0.84501, "Y3": 0.7038, "X4": 0.12668, "Y4": 0.7038, "page": 0}, {"Word": "an effect on such disorders as Tourette's syndrome, attention deficit disorder and", "Confidence": 0.99492, "X1": 0.12938, "Y1": 0.7042, "X2": 0.85984, "Y2": 0.704, "X3": 0.85984, "Y3": 0.7218, "X4": 0.12938, "Y4": 0.7218, "page": 0}, {"Word": "schizophrenia.", "Confidence": 0.991, "X1": 0.12668, "Y1": 0.7232, "X2": 0.26011, "Y2": 0.723, "X3": 0.26011, "Y3": 0.7398, "X4": 0.12668, "Y4": 0.7398, "page": 0}, {"Word": "Following up on these leads, scientists and research physicians started to", "Confidence": 0.99509, "X1": 0.12668, "Y1": 0.7482, "X2": 0.7938, "Y2": 0.748, "X3": 0.7938, "Y3": 0.7658, "X4": 0.12668, "Y4": 0.7668, "page": 0}, {"Word": "explore the use of nicotine (e.g ., in the form of gum or patch) in treating these", "Confidence": 0.99524, "X1": 0.12668, "Y1": 0.7672, "X2": 0.82884, "Y2": 0.767, "X3": 0.82884, "Y3": 0.7848, "X4": 0.12668, "Y4": 0.7848, "page": 0}, {"Word": "disorders -- with exciting results. Researchers at the University of Vermont and", "Confidence": 0.99392, "X1": 0.12534, "Y1": 0.7852, "X2": 0.84097, "Y2": 0.785, "X3": 0.84097, "Y3": 0.8018, "X4": 0.12668, "Y4": 0.8028, "page": 0}, {"Word": "Institute of Psychiatry in London have shown that nicotine improves attention and", "Confidence": 0.98983, "X1": 0.12668, "Y1": 0.8032, "X2": 0.86253, "Y2": 0.803, "X3": 0.86253, "Y3": 0.8208, "X4": 0.12668, "Y4": 0.8208, "page": 0}, {"Word": "memory in Alzheimer's patients. In addition, researchers in Italy, the United", "Confidence": 0.97609, "X1": 0.12668, "Y1": 0.8202, "X2": 0.81671, "Y2": 0.82, "X3": 0.81671, "Y3": 0.8388, "X4": 0.12668, "Y4": 0.8398, "page": 0}, {"Word": "Kingdom, and the Mayo Clinic in Minnesota, have shown that the nicotine patch", "Confidence": 0.99469, "X1": 0.12668, "Y1": 0.8402, "X2": 0.84771, "Y2": 0.84, "X3": 0.84771, "Y3": 0.8568, "X4": 0.12668, "Y4": 0.8578, "page": 0}, {"Word": "reduces or relieves the symptoms of ulcerative colitis in 40-70% of cases. Even", "Confidence": 0.99385, "X1": 0.12668, "Y1": 0.8582, "X2": 0.85445, "Y2": 0.858, "X3": 0.85445, "Y3": 0.8758, "X4": 0.12668, "Y4": 0.8758, "page": 0}, {"Word": "more striking are studies at the University of South Florida and in the United", "Confidence": 0.9965, "X1": 0.12534, "Y1": 0.8772, "X2": 0.81402, "Y2": 0.877, "X3": 0.81402, "Y3": 0.8938, "X4": 0.12668, "Y4": 0.8938, "page": 0}, {"Word": "Kingdom showing dramatic reductions of symptoms in Tourette's syndrome.", "Confidence": 0.99444, "X1": 0.12668, "Y1": 0.8942, "X2": 0.81402, "Y2": 0.894, "X3": 0.81402, "Y3": 0.9138, "X4": 0.12668, "Y4": 0.9128, "page": 0}, {"Word": "53192 4567", "Confidence": 0.9935, "X1": 0.969, "Y1": 0.9672, "X2": 0.96361, "Y2": 0.967, "X3": 0.94205, "Y3": 0.9668, "X4": 0.94744, "Y4": 0.8688, "page": 0}, {"Word": "2", "Confidence": 0.991, "X1": 0.49057, "Y1": 0.9592, "X2": 0.50674, "Y2": 0.959, "X3": 0.50539, "Y3": 0.9758, "X4": 0.48922, "Y4": 0.9758, "page": 0}, {"Word": "JR0000001363015303", "Confidence": 0.928, "X1": 0.0, "Y1": 0.9822, "X2": 0.20889, "Y2": 0.982, "X3": 0.20889, "Y3": 0.9978, "X4": 0.0, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "DRAFT", "Confidence": 0.997, "X1": 0.12399, "Y1": 0.0262, "X2": 0.19137, "Y2": 0.026, "X3": 0.19137, "Y3": 0.0418, "X4": 0.12399, "Y4": 0.0418, "page": 0, "Index": 0}, {"Word": "-", "Confidence": 0.995, "X1": 0.19542, "Y1": 0.0262, "X2": 0.20755, "Y2": 0.026, "X3": 0.20755, "Y3": 0.0418, "X4": 0.19542, "Y4": 0.0418, "page": 0, "Index": 1}, {"Word": "11/30/99", "Confidence": 0.996, "X1": 0.21159, "Y1": 0.0262, "X2": 0.28571, "Y2": 0.026, "X3": 0.28571, "Y3": 0.0418, "X4": 0.21159, "Y4": 0.0418, "page": 0, "Index": 2}, {"Word": "In", "Confidence": 0.959, "X1": 0.12534, "Y1": 0.0732, "X2": 0.14016, "Y2": 0.073, "X3": 0.14016, "Y3": 0.0898, "X4": 0.12399, "Y4": 0.0898, "page": 0, "Index": 3}, {"Word": "the", "Confidence": 0.998, "X1": 0.14555, "Y1": 0.0732, "X2": 0.1779, "Y2": 0.073, "X3": 0.17655, "Y3": 0.0898, "X4": 0.1442, "Y4": 0.0898, "page": 0, "Index": 4}, {"Word": "1980s", "Confidence": 0.991, "X1": 0.18194, "Y1": 0.0732, "X2": 0.2372, "Y2": 0.073, "X3": 0.23585, "Y3": 0.0898, "X4": 0.18194, "Y4": 0.0898, "page": 0, "Index": 5}, {"Word": "it", "Confidence": 0.998, "X1": 0.24124, "Y1": 0.0732, "X2": 0.25202, "Y2": 0.073, "X3": 0.25202, "Y3": 0.0908, "X4": 0.24124, "Y4": 0.0898, "page": 0, "Index": 6}, {"Word": "became", "Confidence": 0.996, "X1": 0.25741, "Y1": 0.0722, "X2": 0.33154, "Y2": 0.072, "X3": 0.33019, "Y3": 0.0908, "X4": 0.25741, "Y4": 0.0908, "page": 0, "Index": 7}, {"Word": "apparent", "Confidence": 0.995, "X1": 0.33558, "Y1": 0.0722, "X2": 0.41509, "Y2": 0.072, "X3": 0.41509, "Y3": 0.0908, "X4": 0.33558, "Y4": 0.0908, "page": 0, "Index": 8}, {"Word": "that", "Confidence": 0.987, "X1": 0.42049, "Y1": 0.0722, "X2": 0.45687, "Y2": 0.072, "X3": 0.45687, "Y3": 0.0908, "X4": 0.42049, "Y4": 0.0908, "page": 0, "Index": 9}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.46226, "Y1": 0.0722, "X2": 0.53369, "Y2": 0.072, "X3": 0.53369, "Y3": 0.0908, "X4": 0.46226, "Y4": 0.0908, "page": 0, "Index": 10}, {"Word": "interacts", "Confidence": 0.992, "X1": 0.53908, "Y1": 0.0732, "X2": 0.61725, "Y2": 0.073, "X3": 0.61725, "Y3": 0.0908, "X4": 0.53908, "Y4": 0.0908, "page": 0, "Index": 11}, {"Word": "with", "Confidence": 0.991, "X1": 0.62129, "Y1": 0.0732, "X2": 0.65903, "Y2": 0.073, "X3": 0.65903, "Y3": 0.0908, "X4": 0.62264, "Y4": 0.0908, "page": 0, "Index": 12}, {"Word": "many", "Confidence": 0.988, "X1": 0.66307, "Y1": 0.0732, "X2": 0.71159, "Y2": 0.073, "X3": 0.71159, "Y3": 0.0908, "X4": 0.66307, "Y4": 0.0908, "page": 0, "Index": 13}, {"Word": "different", "Confidence": 0.995, "X1": 0.71563, "Y1": 0.0732, "X2": 0.7965, "Y2": 0.073, "X3": 0.7965, "Y3": 0.0908, "X4": 0.71698, "Y4": 0.0908, "page": 0, "Index": 14}, {"Word": "receptors", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.0912, "X2": 0.21024, "Y2": 0.091, "X3": 0.20889, "Y3": 0.1098, "X4": 0.12534, "Y4": 0.1088, "page": 0, "Index": 15}, {"Word": "(sites", "Confidence": 0.995, "X1": 0.21429, "Y1": 0.0912, "X2": 0.26146, "Y2": 0.091, "X3": 0.26146, "Y3": 0.1098, "X4": 0.21429, "Y4": 0.1098, "page": 0, "Index": 16}, {"Word": "in", "Confidence": 0.998, "X1": 0.26685, "Y1": 0.0912, "X2": 0.28437, "Y2": 0.091, "X3": 0.28302, "Y3": 0.1098, "X4": 0.26685, "Y4": 0.1098, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.0912, "X2": 0.31806, "Y2": 0.091, "X3": 0.31671, "Y3": 0.1098, "X4": 0.28841, "Y4": 0.1098, "page": 0, "Index": 18}, {"Word": "body", "Confidence": 0.988, "X1": 0.3221, "Y1": 0.0902, "X2": 0.36792, "Y2": 0.09, "X3": 0.36792, "Y3": 0.1098, "X4": 0.3221, "Y4": 0.1098, "page": 0, "Index": 19}, {"Word": "that", "Confidence": 0.987, "X1": 0.37332, "Y1": 0.0902, "X2": 0.40701, "Y2": 0.09, "X3": 0.40701, "Y3": 0.1098, "X4": 0.37332, "Y4": 0.1098, "page": 0, "Index": 20}, {"Word": "process", "Confidence": 0.994, "X1": 0.4124, "Y1": 0.0902, "X2": 0.48652, "Y2": 0.09, "X3": 0.48652, "Y3": 0.1098, "X4": 0.4124, "Y4": 0.1098, "page": 0, "Index": 21}, {"Word": "chemical", "Confidence": 0.995, "X1": 0.49191, "Y1": 0.0902, "X2": 0.57278, "Y2": 0.09, "X3": 0.57278, "Y3": 0.1098, "X4": 0.49191, "Y4": 0.1098, "page": 0, "Index": 22}, {"Word": "information)", "Confidence": 0.991, "X1": 0.57682, "Y1": 0.0902, "X2": 0.68329, "Y2": 0.09, "X3": 0.68464, "Y3": 0.1098, "X4": 0.57817, "Y4": 0.1098, "page": 0, "Index": 23}, {"Word": "that", "Confidence": 0.99, "X1": 0.68868, "Y1": 0.0902, "X2": 0.72372, "Y2": 0.09, "X3": 0.72507, "Y3": 0.1088, "X4": 0.68868, "Y4": 0.1098, "page": 0, "Index": 24}, {"Word": "are", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.0912, "X2": 0.76146, "Y2": 0.091, "X3": 0.7628, "Y3": 0.1088, "X4": 0.73046, "Y4": 0.1088, "page": 0, "Index": 25}, {"Word": "responsible", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.1092, "X2": 0.22911, "Y2": 0.109, "X3": 0.22911, "Y3": 0.1268, "X4": 0.12534, "Y4": 0.1258, "page": 0, "Index": 26}, {"Word": "for", "Confidence": 0.998, "X1": 0.23315, "Y1": 0.1092, "X2": 0.25876, "Y2": 0.109, "X3": 0.25876, "Y3": 0.1268, "X4": 0.23315, "Y4": 0.1268, "page": 0, "Index": 27}, {"Word": "nicotine's", "Confidence": 0.993, "X1": 0.2628, "Y1": 0.1092, "X2": 0.34906, "Y2": 0.109, "X3": 0.34906, "Y3": 0.1278, "X4": 0.2628, "Y4": 0.1268, "page": 0, "Index": 28}, {"Word": "wide", "Confidence": 0.985, "X1": 0.35445, "Y1": 0.1092, "X2": 0.39757, "Y2": 0.109, "X3": 0.39623, "Y3": 0.1278, "X4": 0.35445, "Y4": 0.1278, "page": 0, "Index": 29}, {"Word": "range", "Confidence": 0.997, "X1": 0.40162, "Y1": 0.1092, "X2": 0.45283, "Y2": 0.109, "X3": 0.45283, "Y3": 0.1278, "X4": 0.40162, "Y4": 0.1278, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.45822, "Y1": 0.1092, "X2": 0.48248, "Y2": 0.109, "X3": 0.48248, "Y3": 0.1278, "X4": 0.45822, "Y4": 0.1278, "page": 0, "Index": 31}, {"Word": "physiological", "Confidence": 0.886, "X1": 0.48787, "Y1": 0.1092, "X2": 0.60782, "Y2": 0.109, "X3": 0.60782, "Y3": 0.1278, "X4": 0.48787, "Y4": 0.1278, "page": 0, "Index": 32}, {"Word": "(e.g", "Confidence": 0.985, "X1": 0.61321, "Y1": 0.1092, "X2": 0.64286, "Y2": 0.109, "X3": 0.64151, "Y3": 0.1278, "X4": 0.61186, "Y4": 0.1278, "page": 0, "Index": 33}, {"Word": ".,", "Confidence": 0.955, "X1": 0.6469, "Y1": 0.1092, "X2": 0.65768, "Y2": 0.109, "X3": 0.65633, "Y3": 0.1278, "X4": 0.6469, "Y4": 0.1278, "page": 0, "Index": 34}, {"Word": "heart", "Confidence": 0.994, "X1": 0.66173, "Y1": 0.1092, "X2": 0.71024, "Y2": 0.109, "X3": 0.71024, "Y3": 0.1278, "X4": 0.66173, "Y4": 0.1278, "page": 0, "Index": 35}, {"Word": "rate", "Confidence": 0.986, "X1": 0.71429, "Y1": 0.1092, "X2": 0.75067, "Y2": 0.109, "X3": 0.75067, "Y3": 0.1278, "X4": 0.71429, "Y4": 0.1278, "page": 0, "Index": 36}, {"Word": "and", "Confidence": 0.995, "X1": 0.75606, "Y1": 0.1082, "X2": 0.79111, "Y2": 0.108, "X3": 0.78976, "Y3": 0.1278, "X4": 0.75606, "Y4": 0.1278, "page": 0, "Index": 37}, {"Word": "blood", "Confidence": 0.992, "X1": 0.79515, "Y1": 0.1082, "X2": 0.84906, "Y2": 0.108, "X3": 0.84906, "Y3": 0.1268, "X4": 0.79515, "Y4": 0.1278, "page": 0, "Index": 38}, {"Word": "pressure)", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.1292, "X2": 0.21159, "Y2": 0.129, "X3": 0.21159, "Y3": 0.1458, "X4": 0.12534, "Y4": 0.1458, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.998, "X1": 0.21698, "Y1": 0.1282, "X2": 0.24933, "Y2": 0.128, "X3": 0.25067, "Y3": 0.1458, "X4": 0.21698, "Y4": 0.1458, "page": 0, "Index": 40}, {"Word": "pharmacological", "Confidence": 0.993, "X1": 0.25472, "Y1": 0.1282, "X2": 0.40431, "Y2": 0.128, "X3": 0.40431, "Y3": 0.1458, "X4": 0.25472, "Y4": 0.1458, "page": 0, "Index": 41}, {"Word": "(e.g", "Confidence": 0.986, "X1": 0.40836, "Y1": 0.1282, "X2": 0.43935, "Y2": 0.128, "X3": 0.43935, "Y3": 0.1458, "X4": 0.4097, "Y4": 0.1458, "page": 0, "Index": 42}, {"Word": ".,", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.1282, "X2": 0.45687, "Y2": 0.128, "X3": 0.45687, "Y3": 0.1458, "X4": 0.44474, "Y4": 0.1458, "page": 0, "Index": 43}, {"Word": "learning", "Confidence": 0.994, "X1": 0.46092, "Y1": 0.1282, "X2": 0.53639, "Y2": 0.128, "X3": 0.53639, "Y3": 0.1458, "X4": 0.46226, "Y4": 0.1458, "page": 0, "Index": 44}, {"Word": "and", "Confidence": 0.998, "X1": 0.54043, "Y1": 0.1282, "X2": 0.57547, "Y2": 0.128, "X3": 0.57682, "Y3": 0.1458, "X4": 0.54178, "Y4": 0.1458, "page": 0, "Index": 45}, {"Word": "memory)", "Confidence": 0.994, "X1": 0.58086, "Y1": 0.1282, "X2": 0.66577, "Y2": 0.128, "X3": 0.66712, "Y3": 0.1458, "X4": 0.58086, "Y4": 0.1458, "page": 0, "Index": 46}, {"Word": "effects.", "Confidence": 0.981, "X1": 0.67116, "Y1": 0.1282, "X2": 0.74259, "Y2": 0.128, "X3": 0.74259, "Y3": 0.1458, "X4": 0.67116, "Y4": 0.1458, "page": 0, "Index": 47}, {"Word": "For", "Confidence": 0.998, "X1": 0.74798, "Y1": 0.1282, "X2": 0.78302, "Y2": 0.128, "X3": 0.78302, "Y3": 0.1458, "X4": 0.74798, "Y4": 0.1458, "page": 0, "Index": 48}, {"Word": "example,", "Confidence": 0.991, "X1": 0.12399, "Y1": 0.1472, "X2": 0.20755, "Y2": 0.147, "X3": 0.20755, "Y3": 0.1638, "X4": 0.12399, "Y4": 0.1638, "page": 0, "Index": 49}, {"Word": "we", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.1472, "X2": 0.23989, "Y2": 0.147, "X3": 0.23989, "Y3": 0.1638, "X4": 0.21294, "Y4": 0.1638, "page": 0, "Index": 50}, {"Word": "now", "Confidence": 0.998, "X1": 0.24394, "Y1": 0.1472, "X2": 0.28032, "Y2": 0.147, "X3": 0.28032, "Y3": 0.1638, "X4": 0.24528, "Y4": 0.1638, "page": 0, "Index": 51}, {"Word": "know", "Confidence": 0.985, "X1": 0.28571, "Y1": 0.1462, "X2": 0.33423, "Y2": 0.146, "X3": 0.33423, "Y3": 0.1638, "X4": 0.28706, "Y4": 0.1638, "page": 0, "Index": 52}, {"Word": "that", "Confidence": 0.987, "X1": 0.33962, "Y1": 0.1462, "X2": 0.37466, "Y2": 0.146, "X3": 0.37466, "Y3": 0.1638, "X4": 0.33962, "Y4": 0.1638, "page": 0, "Index": 53}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.38005, "Y1": 0.1462, "X2": 0.44879, "Y2": 0.146, "X3": 0.44879, "Y3": 0.1638, "X4": 0.38005, "Y4": 0.1638, "page": 0, "Index": 54}, {"Word": "interacts", "Confidence": 0.994, "X1": 0.45418, "Y1": 0.1462, "X2": 0.53504, "Y2": 0.146, "X3": 0.53504, "Y3": 0.1638, "X4": 0.45418, "Y4": 0.1638, "page": 0, "Index": 55}, {"Word": "with", "Confidence": 0.984, "X1": 0.53908, "Y1": 0.1462, "X2": 0.57817, "Y2": 0.146, "X3": 0.57817, "Y3": 0.1638, "X4": 0.53908, "Y4": 0.1638, "page": 0, "Index": 56}, {"Word": "at", "Confidence": 0.997, "X1": 0.58221, "Y1": 0.1462, "X2": 0.60108, "Y2": 0.146, "X3": 0.60108, "Y3": 0.1638, "X4": 0.58221, "Y4": 0.1638, "page": 0, "Index": 57}, {"Word": "least", "Confidence": 0.997, "X1": 0.60647, "Y1": 0.1462, "X2": 0.64825, "Y2": 0.146, "X3": 0.6469, "Y3": 0.1638, "X4": 0.60512, "Y4": 0.1638, "page": 0, "Index": 58}, {"Word": "two", "Confidence": 0.997, "X1": 0.65229, "Y1": 0.1462, "X2": 0.68464, "Y2": 0.146, "X3": 0.68464, "Y3": 0.1638, "X4": 0.65229, "Y4": 0.1638, "page": 0, "Index": 59}, {"Word": "major", "Confidence": 0.997, "X1": 0.69003, "Y1": 0.1472, "X2": 0.74124, "Y2": 0.147, "X3": 0.73989, "Y3": 0.1638, "X4": 0.68868, "Y4": 0.1638, "page": 0, "Index": 60}, {"Word": "receptor", "Confidence": 0.994, "X1": 0.74528, "Y1": 0.1472, "X2": 0.82615, "Y2": 0.147, "X3": 0.82615, "Y3": 0.1648, "X4": 0.74528, "Y4": 0.1638, "page": 0, "Index": 61}, {"Word": "types", "Confidence": 0.955, "X1": 0.12399, "Y1": 0.1642, "X2": 0.17251, "Y2": 0.164, "X3": 0.17251, "Y3": 0.1818, "X4": 0.12399, "Y4": 0.1818, "page": 0, "Index": 62}, {"Word": "in", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.1642, "X2": 0.19407, "Y2": 0.164, "X3": 0.19407, "Y3": 0.1818, "X4": 0.17655, "Y4": 0.1818, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.998, "X1": 0.19946, "Y1": 0.1642, "X2": 0.22911, "Y2": 0.164, "X3": 0.22911, "Y3": 0.1818, "X4": 0.19946, "Y4": 0.1818, "page": 0, "Index": 64}, {"Word": "brain,", "Confidence": 0.994, "X1": 0.23315, "Y1": 0.1642, "X2": 0.28437, "Y2": 0.164, "X3": 0.28437, "Y3": 0.1818, "X4": 0.23315, "Y4": 0.1818, "page": 0, "Index": 65}, {"Word": "which", "Confidence": 0.993, "X1": 0.28976, "Y1": 0.1642, "X2": 0.34232, "Y2": 0.164, "X3": 0.34232, "Y3": 0.1818, "X4": 0.28976, "Y4": 0.1818, "page": 0, "Index": 66}, {"Word": "accounts", "Confidence": 0.994, "X1": 0.34771, "Y1": 0.1642, "X2": 0.42857, "Y2": 0.164, "X3": 0.42857, "Y3": 0.1818, "X4": 0.34771, "Y4": 0.1818, "page": 0, "Index": 67}, {"Word": "for", "Confidence": 0.998, "X1": 0.43396, "Y1": 0.1642, "X2": 0.45957, "Y2": 0.164, "X3": 0.45957, "Y3": 0.1818, "X4": 0.43261, "Y4": 0.1818, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.46496, "Y1": 0.1642, "X2": 0.49461, "Y2": 0.164, "X3": 0.49326, "Y3": 0.1818, "X4": 0.46361, "Y4": 0.1818, "page": 0, "Index": 69}, {"Word": "well-known", "Confidence": 0.97, "X1": 0.49865, "Y1": 0.1652, "X2": 0.60243, "Y2": 0.165, "X3": 0.60108, "Y3": 0.1818, "X4": 0.49865, "Y4": 0.1818, "page": 0, "Index": 70}, {"Word": "cognition-enhancing", "Confidence": 0.991, "X1": 0.60647, "Y1": 0.1652, "X2": 0.78976, "Y2": 0.165, "X3": 0.78841, "Y3": 0.1828, "X4": 0.60647, "Y4": 0.1818, "page": 0, "Index": 71}, {"Word": "effects", "Confidence": 0.995, "X1": 0.7938, "Y1": 0.1662, "X2": 0.85714, "Y2": 0.166, "X3": 0.85714, "Y3": 0.1828, "X4": 0.7938, "Y4": 0.1828, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.1822, "X2": 0.14151, "Y2": 0.182, "X3": 0.14151, "Y3": 0.2008, "X4": 0.12534, "Y4": 0.2008, "page": 0, "Index": 73}, {"Word": "nicotine.", "Confidence": 0.993, "X1": 0.1469, "Y1": 0.1822, "X2": 0.22237, "Y2": 0.182, "X3": 0.22237, "Y3": 0.2008, "X4": 0.14555, "Y4": 0.2008, "page": 0, "Index": 74}, {"Word": "Nicotine", "Confidence": 0.993, "X1": 0.22776, "Y1": 0.1822, "X2": 0.30189, "Y2": 0.182, "X3": 0.30189, "Y3": 0.2008, "X4": 0.22776, "Y4": 0.2008, "page": 0, "Index": 75}, {"Word": "affects", "Confidence": 0.991, "X1": 0.30728, "Y1": 0.1822, "X2": 0.36658, "Y2": 0.182, "X3": 0.36658, "Y3": 0.2008, "X4": 0.30728, "Y4": 0.2008, "page": 0, "Index": 76}, {"Word": "these", "Confidence": 0.996, "X1": 0.37197, "Y1": 0.1832, "X2": 0.42453, "Y2": 0.183, "X3": 0.42453, "Y3": 0.2008, "X4": 0.37197, "Y4": 0.2008, "page": 0, "Index": 77}, {"Word": "receptors", "Confidence": 0.993, "X1": 0.42857, "Y1": 0.1832, "X2": 0.51482, "Y2": 0.183, "X3": 0.51482, "Y3": 0.2008, "X4": 0.42857, "Y4": 0.2008, "page": 0, "Index": 78}, {"Word": "because", "Confidence": 0.995, "X1": 0.52022, "Y1": 0.1832, "X2": 0.59973, "Y2": 0.183, "X3": 0.59973, "Y3": 0.2008, "X4": 0.52022, "Y4": 0.2008, "page": 0, "Index": 79}, {"Word": "it", "Confidence": 0.998, "X1": 0.60377, "Y1": 0.1832, "X2": 0.6159, "Y2": 0.183, "X3": 0.6159, "Y3": 0.2008, "X4": 0.60377, "Y4": 0.2008, "page": 0, "Index": 80}, {"Word": "mimics", "Confidence": 0.992, "X1": 0.61995, "Y1": 0.1832, "X2": 0.68194, "Y2": 0.183, "X3": 0.68194, "Y3": 0.2008, "X4": 0.62129, "Y4": 0.2008, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.998, "X1": 0.68598, "Y1": 0.1832, "X2": 0.71563, "Y2": 0.183, "X3": 0.71698, "Y3": 0.2008, "X4": 0.68733, "Y4": 0.2008, "page": 0, "Index": 82}, {"Word": "action", "Confidence": 0.996, "X1": 0.72102, "Y1": 0.1832, "X2": 0.77628, "Y2": 0.183, "X3": 0.77628, "Y3": 0.2008, "X4": 0.72102, "Y4": 0.2008, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.997, "X1": 0.78032, "Y1": 0.1832, "X2": 0.79919, "Y2": 0.183, "X3": 0.79919, "Y3": 0.2008, "X4": 0.78167, "Y4": 0.2008, "page": 0, "Index": 84}, {"Word": "a", "Confidence": 0.992, "X1": 0.80323, "Y1": 0.1832, "X2": 0.81806, "Y2": 0.183, "X3": 0.81806, "Y3": 0.2008, "X4": 0.80458, "Y4": 0.2008, "page": 0, "Index": 85}, {"Word": "naturally", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.2012, "X2": 0.20081, "Y2": 0.201, "X3": 0.20081, "Y3": 0.2188, "X4": 0.12534, "Y4": 0.2188, "page": 0, "Index": 86}, {"Word": "present", "Confidence": 0.996, "X1": 0.2062, "Y1": 0.2012, "X2": 0.27493, "Y2": 0.201, "X3": 0.27493, "Y3": 0.2188, "X4": 0.2062, "Y4": 0.2188, "page": 0, "Index": 87}, {"Word": "brain", "Confidence": 0.997, "X1": 0.28032, "Y1": 0.2012, "X2": 0.32615, "Y2": 0.201, "X3": 0.32615, "Y3": 0.2188, "X4": 0.28032, "Y4": 0.2188, "page": 0, "Index": 88}, {"Word": "chemical", "Confidence": 0.995, "X1": 0.33019, "Y1": 0.2012, "X2": 0.4124, "Y2": 0.201, "X3": 0.4124, "Y3": 0.2188, "X4": 0.33019, "Y4": 0.2188, "page": 0, "Index": 89}, {"Word": "(neurotransmitter)", "Confidence": 0.991, "X1": 0.41779, "Y1": 0.2012, "X2": 0.58086, "Y2": 0.201, "X3": 0.58086, "Y3": 0.2188, "X4": 0.41644, "Y4": 0.2188, "page": 0, "Index": 90}, {"Word": "called", "Confidence": 0.997, "X1": 0.58625, "Y1": 0.2012, "X2": 0.64016, "Y2": 0.201, "X3": 0.63881, "Y3": 0.2188, "X4": 0.58491, "Y4": 0.2188, "page": 0, "Index": 91}, {"Word": "acetylcholine,", "Confidence": 0.964, "X1": 0.6442, "Y1": 0.2002, "X2": 0.76819, "Y2": 0.2, "X3": 0.76819, "Y3": 0.2188, "X4": 0.6442, "Y4": 0.2188, "page": 0, "Index": 92}, {"Word": "which", "Confidence": 0.997, "X1": 0.77358, "Y1": 0.2002, "X2": 0.82615, "Y2": 0.2, "X3": 0.82615, "Y3": 0.2188, "X4": 0.77358, "Y4": 0.2188, "page": 0, "Index": 93}, {"Word": "is", "Confidence": 0.998, "X1": 0.83154, "Y1": 0.2002, "X2": 0.84906, "Y2": 0.2, "X3": 0.84906, "Y3": 0.2188, "X4": 0.83019, "Y4": 0.2188, "page": 0, "Index": 94}, {"Word": "important", "Confidence": 0.993, "X1": 0.12399, "Y1": 0.2202, "X2": 0.21563, "Y2": 0.22, "X3": 0.21563, "Y3": 0.2368, "X4": 0.12399, "Y4": 0.2378, "page": 0, "Index": 95}, {"Word": "for", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.2192, "X2": 0.24528, "Y2": 0.219, "X3": 0.24528, "Y3": 0.2368, "X4": 0.21968, "Y4": 0.2368, "page": 0, "Index": 96}, {"Word": "enabling", "Confidence": 0.996, "X1": 0.25067, "Y1": 0.2192, "X2": 0.32749, "Y2": 0.219, "X3": 0.32749, "Y3": 0.2368, "X4": 0.25067, "Y4": 0.2368, "page": 0, "Index": 97}, {"Word": "learning", "Confidence": 0.966, "X1": 0.33288, "Y1": 0.2202, "X2": 0.40566, "Y2": 0.22, "X3": 0.40566, "Y3": 0.2368, "X4": 0.33288, "Y4": 0.2368, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.998, "X1": 0.4097, "Y1": 0.2202, "X2": 0.44474, "Y2": 0.22, "X3": 0.44474, "Y3": 0.2368, "X4": 0.4097, "Y4": 0.2368, "page": 0, "Index": 99}, {"Word": "memory.", "Confidence": 0.996, "X1": 0.45013, "Y1": 0.2222, "X2": 0.53504, "Y2": 0.222, "X3": 0.53504, "Y3": 0.2388, "X4": 0.45013, "Y4": 0.2368, "page": 0, "Index": 100}, {"Word": "Other", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.2452, "X2": 0.17385, "Y2": 0.245, "X3": 0.17385, "Y3": 0.2638, "X4": 0.12534, "Y4": 0.2638, "page": 0, "Index": 101}, {"Word": "types", "Confidence": 0.997, "X1": 0.17925, "Y1": 0.2452, "X2": 0.22911, "Y2": 0.245, "X3": 0.22911, "Y3": 0.2638, "X4": 0.17925, "Y4": 0.2638, "page": 0, "Index": 102}, {"Word": "of", "Confidence": 0.998, "X1": 0.2345, "Y1": 0.2452, "X2": 0.25202, "Y2": 0.245, "X3": 0.25202, "Y3": 0.2638, "X4": 0.2345, "Y4": 0.2638, "page": 0, "Index": 103}, {"Word": "nicotinic", "Confidence": 0.955, "X1": 0.25741, "Y1": 0.2452, "X2": 0.33154, "Y2": 0.245, "X3": 0.33154, "Y3": 0.2638, "X4": 0.25741, "Y4": 0.2638, "page": 0, "Index": 104}, {"Word": "receptors", "Confidence": 0.994, "X1": 0.33558, "Y1": 0.2452, "X2": 0.42049, "Y2": 0.245, "X3": 0.42049, "Y3": 0.2638, "X4": 0.33558, "Y4": 0.2638, "page": 0, "Index": 105}, {"Word": "include", "Confidence": 0.997, "X1": 0.42588, "Y1": 0.2452, "X2": 0.49326, "Y2": 0.245, "X3": 0.49326, "Y3": 0.2638, "X4": 0.42588, "Y4": 0.2638, "page": 0, "Index": 106}, {"Word": "those", "Confidence": 0.997, "X1": 0.4973, "Y1": 0.2462, "X2": 0.54987, "Y2": 0.246, "X3": 0.54987, "Y3": 0.2638, "X4": 0.4973, "Y4": 0.2638, "page": 0, "Index": 107}, {"Word": "present", "Confidence": 0.996, "X1": 0.55526, "Y1": 0.2462, "X2": 0.62399, "Y2": 0.246, "X3": 0.62399, "Y3": 0.2628, "X4": 0.55526, "Y4": 0.2638, "page": 0, "Index": 108}, {"Word": "in:", "Confidence": 0.991, "X1": 0.62938, "Y1": 0.2462, "X2": 0.65499, "Y2": 0.246, "X3": 0.65499, "Y3": 0.2628, "X4": 0.62938, "Y4": 0.2628, "page": 0, "Index": 109}, {"Word": ".", "Confidence": 0.635, "X1": 0.12399, "Y1": 0.2722, "X2": 0.13881, "Y2": 0.272, "X3": 0.13881, "Y3": 0.2918, "X4": 0.12399, "Y4": 0.2918, "page": 0, "Index": 110}, {"Word": "The", "Confidence": 0.998, "X1": 0.15633, "Y1": 0.2722, "X2": 0.19003, "Y2": 0.272, "X3": 0.19003, "Y3": 0.2918, "X4": 0.15633, "Y4": 0.2918, "page": 0, "Index": 111}, {"Word": "cardiovascular", "Confidence": 0.991, "X1": 0.19542, "Y1": 0.2722, "X2": 0.32749, "Y2": 0.272, "X3": 0.32615, "Y3": 0.2918, "X4": 0.19407, "Y4": 0.2918, "page": 0, "Index": 112}, {"Word": "system,", "Confidence": 0.994, "X1": 0.33154, "Y1": 0.2722, "X2": 0.40296, "Y2": 0.272, "X3": 0.40296, "Y3": 0.2918, "X4": 0.33154, "Y4": 0.2918, "page": 0, "Index": 113}, {"Word": "resulting", "Confidence": 0.995, "X1": 0.40836, "Y1": 0.2722, "X2": 0.48518, "Y2": 0.272, "X3": 0.48518, "Y3": 0.2918, "X4": 0.40701, "Y4": 0.2918, "page": 0, "Index": 114}, {"Word": "in", "Confidence": 0.998, "X1": 0.49057, "Y1": 0.2722, "X2": 0.50809, "Y2": 0.272, "X3": 0.50674, "Y3": 0.2918, "X4": 0.49057, "Y4": 0.2918, "page": 0, "Index": 115}, {"Word": "nicotine's", "Confidence": 0.991, "X1": 0.51213, "Y1": 0.2732, "X2": 0.60108, "Y2": 0.273, "X3": 0.59973, "Y3": 0.2908, "X4": 0.51213, "Y4": 0.2918, "page": 0, "Index": 116}, {"Word": "effects", "Confidence": 0.991, "X1": 0.60512, "Y1": 0.2732, "X2": 0.66442, "Y2": 0.273, "X3": 0.66442, "Y3": 0.2908, "X4": 0.60512, "Y4": 0.2908, "page": 0, "Index": 117}, {"Word": "on", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.2732, "X2": 0.69137, "Y2": 0.273, "X3": 0.69137, "Y3": 0.2908, "X4": 0.66981, "Y4": 0.2908, "page": 0, "Index": 118}, {"Word": "heart", "Confidence": 0.997, "X1": 0.69677, "Y1": 0.2732, "X2": 0.74394, "Y2": 0.273, "X3": 0.74394, "Y3": 0.2908, "X4": 0.69677, "Y4": 0.2908, "page": 0, "Index": 119}, {"Word": "rate", "Confidence": 0.989, "X1": 0.74933, "Y1": 0.2732, "X2": 0.78706, "Y2": 0.273, "X3": 0.78571, "Y3": 0.2908, "X4": 0.74933, "Y4": 0.2908, "page": 0, "Index": 120}, {"Word": "and", "Confidence": 0.995, "X1": 0.79111, "Y1": 0.2732, "X2": 0.82884, "Y2": 0.273, "X3": 0.82749, "Y3": 0.2908, "X4": 0.79111, "Y4": 0.2908, "page": 0, "Index": 121}, {"Word": "blood", "Confidence": 0.991, "X1": 0.15499, "Y1": 0.2922, "X2": 0.2062, "Y2": 0.292, "X3": 0.2062, "Y3": 0.3088, "X4": 0.15499, "Y4": 0.3088, "page": 0, "Index": 122}, {"Word": "pressure.", "Confidence": 0.993, "X1": 0.21024, "Y1": 0.2922, "X2": 0.30054, "Y2": 0.292, "X3": 0.30054, "Y3": 0.3088, "X4": 0.21024, "Y4": 0.3088, "page": 0, "Index": 123}, {"Word": ".", "Confidence": 0.629, "X1": 0.12534, "Y1": 0.3182, "X2": 0.13881, "Y2": 0.318, "X3": 0.14016, "Y3": 0.3368, "X4": 0.12668, "Y4": 0.3368, "page": 0, "Index": 124}, {"Word": "The", "Confidence": 0.998, "X1": 0.15499, "Y1": 0.3182, "X2": 0.19003, "Y2": 0.318, "X3": 0.19003, "Y3": 0.3368, "X4": 0.15633, "Y4": 0.3368, "page": 0, "Index": 125}, {"Word": "gastrointestinal", "Confidence": 0.991, "X1": 0.19407, "Y1": 0.3182, "X2": 0.33288, "Y2": 0.318, "X3": 0.33288, "Y3": 0.3358, "X4": 0.19542, "Y4": 0.3368, "page": 0, "Index": 126}, {"Word": "tract,", "Confidence": 0.996, "X1": 0.33693, "Y1": 0.3182, "X2": 0.3841, "Y2": 0.318, "X3": 0.38544, "Y3": 0.3358, "X4": 0.33827, "Y4": 0.3358, "page": 0, "Index": 127}, {"Word": "affecting", "Confidence": 0.994, "X1": 0.38949, "Y1": 0.3182, "X2": 0.46765, "Y2": 0.318, "X3": 0.46765, "Y3": 0.3358, "X4": 0.38949, "Y4": 0.3358, "page": 0, "Index": 128}, {"Word": "bowel", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.3182, "X2": 0.5283, "Y2": 0.318, "X3": 0.5283, "Y3": 0.3358, "X4": 0.47305, "Y4": 0.3358, "page": 0, "Index": 129}, {"Word": "tone", "Confidence": 0.988, "X1": 0.53235, "Y1": 0.3182, "X2": 0.57278, "Y2": 0.318, "X3": 0.57278, "Y3": 0.3358, "X4": 0.53235, "Y4": 0.3358, "page": 0, "Index": 130}, {"Word": "and", "Confidence": 0.998, "X1": 0.57817, "Y1": 0.3182, "X2": 0.61321, "Y2": 0.318, "X3": 0.61321, "Y3": 0.3358, "X4": 0.57817, "Y4": 0.3358, "page": 0, "Index": 131}, {"Word": "nausea.", "Confidence": 0.994, "X1": 0.6186, "Y1": 0.3182, "X2": 0.69407, "Y2": 0.318, "X3": 0.69407, "Y3": 0.3358, "X4": 0.6186, "Y4": 0.3358, "page": 0, "Index": 132}, {"Word": "Muscles,", "Confidence": 0.72, "X1": 0.15499, "Y1": 0.3452, "X2": 0.2372, "Y2": 0.345, "X3": 0.2372, "Y3": 0.3638, "X4": 0.15499, "Y4": 0.3628, "page": 0, "Index": 133}, {"Word": "affecting", "Confidence": 0.991, "X1": 0.24259, "Y1": 0.3452, "X2": 0.31941, "Y2": 0.345, "X3": 0.32075, "Y3": 0.3638, "X4": 0.24259, "Y4": 0.3638, "page": 0, "Index": 134}, {"Word": "muscular", "Confidence": 0.967, "X1": 0.3248, "Y1": 0.3462, "X2": 0.40701, "Y2": 0.346, "X3": 0.40836, "Y3": 0.3638, "X4": 0.3248, "Y4": 0.3638, "page": 0, "Index": 135}, {"Word": "contraction.", "Confidence": 0.983, "X1": 0.4124, "Y1": 0.3462, "X2": 0.52291, "Y2": 0.346, "X3": 0.52426, "Y3": 0.3628, "X4": 0.4124, "Y4": 0.3638, "page": 0, "Index": 136}, {"Word": "Because", "Confidence": 0.994, "X1": 0.12534, "Y1": 0.3712, "X2": 0.20485, "Y2": 0.371, "X3": 0.20485, "Y3": 0.3888, "X4": 0.12534, "Y4": 0.3878, "page": 0, "Index": 137}, {"Word": "nicotine", "Confidence": 0.994, "X1": 0.20889, "Y1": 0.3712, "X2": 0.27898, "Y2": 0.371, "X3": 0.27898, "Y3": 0.3888, "X4": 0.20889, "Y4": 0.3888, "page": 0, "Index": 138}, {"Word": "itself", "Confidence": 0.964, "X1": 0.28437, "Y1": 0.3712, "X2": 0.32749, "Y2": 0.371, "X3": 0.32615, "Y3": 0.3888, "X4": 0.28437, "Y4": 0.3888, "page": 0, "Index": 139}, {"Word": "interacts", "Confidence": 0.992, "X1": 0.33154, "Y1": 0.3712, "X2": 0.41105, "Y2": 0.371, "X3": 0.41105, "Y3": 0.3888, "X4": 0.33154, "Y4": 0.3888, "page": 0, "Index": 140}, {"Word": "with", "Confidence": 0.991, "X1": 0.41644, "Y1": 0.3712, "X2": 0.45283, "Y2": 0.371, "X3": 0.45283, "Y3": 0.3888, "X4": 0.41509, "Y4": 0.3888, "page": 0, "Index": 141}, {"Word": "all", "Confidence": 0.998, "X1": 0.45687, "Y1": 0.3712, "X2": 0.47978, "Y2": 0.371, "X3": 0.47978, "Y3": 0.3888, "X4": 0.45687, "Y4": 0.3888, "page": 0, "Index": 142}, {"Word": "of", "Confidence": 0.998, "X1": 0.48383, "Y1": 0.3712, "X2": 0.50135, "Y2": 0.371, "X3": 0.50135, "Y3": 0.3888, "X4": 0.48383, "Y4": 0.3888, "page": 0, "Index": 143}, {"Word": "these", "Confidence": 0.996, "X1": 0.50674, "Y1": 0.3712, "X2": 0.5593, "Y2": 0.371, "X3": 0.5593, "Y3": 0.3888, "X4": 0.50674, "Y4": 0.3888, "page": 0, "Index": 144}, {"Word": "receptors,", "Confidence": 0.991, "X1": 0.56334, "Y1": 0.3712, "X2": 0.65364, "Y2": 0.371, "X3": 0.65364, "Y3": 0.3888, "X4": 0.56334, "Y4": 0.3888, "page": 0, "Index": 145}, {"Word": "to", "Confidence": 0.97, "X1": 0.65903, "Y1": 0.3712, "X2": 0.67655, "Y2": 0.371, "X3": 0.67655, "Y3": 0.3888, "X4": 0.65903, "Y4": 0.3888, "page": 0, "Index": 146}, {"Word": "study", "Confidence": 0.997, "X1": 0.68059, "Y1": 0.3712, "X2": 0.73046, "Y2": 0.371, "X3": 0.73046, "Y3": 0.3888, "X4": 0.68059, "Y4": 0.3888, "page": 0, "Index": 147}, {"Word": "each", "Confidence": 0.988, "X1": 0.7345, "Y1": 0.3722, "X2": 0.78167, "Y2": 0.372, "X3": 0.78167, "Y3": 0.3888, "X4": 0.7345, "Y4": 0.3888, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.998, "X1": 0.78571, "Y1": 0.3722, "X2": 0.80189, "Y2": 0.372, "X3": 0.80189, "Y3": 0.3888, "X4": 0.78571, "Y4": 0.3888, "page": 0, "Index": 149}, {"Word": "these", "Confidence": 0.997, "X1": 0.80593, "Y1": 0.3722, "X2": 0.85984, "Y2": 0.372, "X3": 0.85984, "Y3": 0.3888, "X4": 0.80593, "Y4": 0.3888, "page": 0, "Index": 150}, {"Word": "systems", "Confidence": 0.996, "X1": 0.12534, "Y1": 0.3902, "X2": 0.19946, "Y2": 0.39, "X3": 0.19946, "Y3": 0.4078, "X4": 0.12534, "Y4": 0.4068, "page": 0, "Index": 151}, {"Word": "separately,", "Confidence": 0.991, "X1": 0.20485, "Y1": 0.3892, "X2": 0.30458, "Y2": 0.389, "X3": 0.30458, "Y3": 0.4078, "X4": 0.20485, "Y4": 0.4078, "page": 0, "Index": 152}, {"Word": "it", "Confidence": 0.998, "X1": 0.30997, "Y1": 0.3892, "X2": 0.32075, "Y2": 0.389, "X3": 0.32075, "Y3": 0.4078, "X4": 0.30997, "Y4": 0.4078, "page": 0, "Index": 153}, {"Word": "was", "Confidence": 0.998, "X1": 0.32615, "Y1": 0.3892, "X2": 0.36253, "Y2": 0.389, "X3": 0.36253, "Y3": 0.4078, "X4": 0.32615, "Y4": 0.4078, "page": 0, "Index": 154}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.36792, "Y1": 0.3892, "X2": 0.45957, "Y2": 0.389, "X3": 0.46092, "Y3": 0.4078, "X4": 0.36792, "Y4": 0.4078, "page": 0, "Index": 155}, {"Word": "to", "Confidence": 0.998, "X1": 0.46496, "Y1": 0.3892, "X2": 0.48383, "Y2": 0.389, "X3": 0.48518, "Y3": 0.4078, "X4": 0.46496, "Y4": 0.4078, "page": 0, "Index": 156}, {"Word": "develop", "Confidence": 0.996, "X1": 0.48922, "Y1": 0.3892, "X2": 0.56199, "Y2": 0.389, "X3": 0.56199, "Y3": 0.4078, "X4": 0.48922, "Y4": 0.4078, "page": 0, "Index": 157}, {"Word": "nicotinic", "Confidence": 0.993, "X1": 0.56739, "Y1": 0.3892, "X2": 0.64151, "Y2": 0.389, "X3": 0.64151, "Y3": 0.4078, "X4": 0.56739, "Y4": 0.4078, "page": 0, "Index": 158}, {"Word": "probes", "Confidence": 0.997, "X1": 0.64555, "Y1": 0.3892, "X2": 0.70889, "Y2": 0.389, "X3": 0.70889, "Y3": 0.4078, "X4": 0.6469, "Y4": 0.4078, "page": 0, "Index": 159}, {"Word": "(new", "Confidence": 0.988, "X1": 0.71429, "Y1": 0.3902, "X2": 0.75741, "Y2": 0.39, "X3": 0.75741, "Y3": 0.4078, "X4": 0.71429, "Y4": 0.4078, "page": 0, "Index": 160}, {"Word": "nicotine-", "Confidence": 0.994, "X1": 0.7628, "Y1": 0.3902, "X2": 0.84232, "Y2": 0.39, "X3": 0.84232, "Y3": 0.4068, "X4": 0.7628, "Y4": 0.4078, "page": 0, "Index": 161}, {"Word": "like", "Confidence": 0.986, "X1": 0.12668, "Y1": 0.4082, "X2": 0.15499, "Y2": 0.408, "X3": 0.15499, "Y3": 0.4238, "X4": 0.12668, "Y4": 0.4238, "page": 0, "Index": 162}, {"Word": "compounds", "Confidence": 0.993, "X1": 0.16038, "Y1": 0.4082, "X2": 0.26685, "Y2": 0.408, "X3": 0.26685, "Y3": 0.4248, "X4": 0.16038, "Y4": 0.4238, "page": 0, "Index": 163}, {"Word": "selective", "Confidence": 0.991, "X1": 0.27089, "Y1": 0.4082, "X2": 0.35175, "Y2": 0.408, "X3": 0.35175, "Y3": 0.4248, "X4": 0.27089, "Y4": 0.4248, "page": 0, "Index": 164}, {"Word": "for", "Confidence": 0.997, "X1": 0.3558, "Y1": 0.4082, "X2": 0.3814, "Y2": 0.408, "X3": 0.38005, "Y3": 0.4258, "X4": 0.3558, "Y4": 0.4248, "page": 0, "Index": 165}, {"Word": "individual", "Confidence": 0.992, "X1": 0.38544, "Y1": 0.4082, "X2": 0.47439, "Y2": 0.408, "X3": 0.47305, "Y3": 0.4258, "X4": 0.38544, "Y4": 0.4258, "page": 0, "Index": 166}, {"Word": "nicotinic", "Confidence": 0.993, "X1": 0.47844, "Y1": 0.4082, "X2": 0.55391, "Y2": 0.408, "X3": 0.55391, "Y3": 0.4258, "X4": 0.47709, "Y4": 0.4258, "page": 0, "Index": 167}, {"Word": "receptor", "Confidence": 0.994, "X1": 0.5593, "Y1": 0.4082, "X2": 0.63342, "Y2": 0.408, "X3": 0.63208, "Y3": 0.4258, "X4": 0.55795, "Y4": 0.4258, "page": 0, "Index": 168}, {"Word": "types).", "Confidence": 0.991, "X1": 0.63747, "Y1": 0.4082, "X2": 0.69946, "Y2": 0.408, "X3": 0.69811, "Y3": 0.4258, "X4": 0.63612, "Y4": 0.4258, "page": 0, "Index": 169}, {"Word": "In", "Confidence": 0.959, "X1": 0.7035, "Y1": 0.4082, "X2": 0.72102, "Y2": 0.408, "X3": 0.71968, "Y3": 0.4258, "X4": 0.7035, "Y4": 0.4258, "page": 0, "Index": 170}, {"Word": "fact,", "Confidence": 0.991, "X1": 0.72507, "Y1": 0.4082, "X2": 0.7655, "Y2": 0.408, "X3": 0.76415, "Y3": 0.4258, "X4": 0.72507, "Y4": 0.4258, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.77089, "Y1": 0.4082, "X2": 0.80189, "Y2": 0.408, "X3": 0.80189, "Y3": 0.4258, "X4": 0.76954, "Y4": 0.4258, "page": 0, "Index": 172}, {"Word": "development", "Confidence": 0.991, "X1": 0.12534, "Y1": 0.4272, "X2": 0.24259, "Y2": 0.427, "X3": 0.24259, "Y3": 0.4438, "X4": 0.12534, "Y4": 0.4428, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.998, "X1": 0.24663, "Y1": 0.4272, "X2": 0.26415, "Y2": 0.427, "X3": 0.26415, "Y3": 0.4438, "X4": 0.24663, "Y4": 0.4438, "page": 0, "Index": 174}, {"Word": "these", "Confidence": 0.997, "X1": 0.26819, "Y1": 0.4272, "X2": 0.32075, "Y2": 0.427, "X3": 0.32075, "Y3": 0.4438, "X4": 0.26819, "Y4": 0.4438, "page": 0, "Index": 175}, {"Word": "probes", "Confidence": 0.997, "X1": 0.3248, "Y1": 0.4272, "X2": 0.38814, "Y2": 0.427, "X3": 0.38814, "Y3": 0.4438, "X4": 0.3248, "Y4": 0.4438, "page": 0, "Index": 176}, {"Word": "was", "Confidence": 0.998, "X1": 0.39218, "Y1": 0.4272, "X2": 0.42992, "Y2": 0.427, "X3": 0.42992, "Y3": 0.4438, "X4": 0.39218, "Y4": 0.4438, "page": 0, "Index": 177}, {"Word": "a", "Confidence": 0.994, "X1": 0.43531, "Y1": 0.4272, "X2": 0.44609, "Y2": 0.427, "X3": 0.44609, "Y3": 0.4438, "X4": 0.43531, "Y4": 0.4438, "page": 0, "Index": 178}, {"Word": "major", "Confidence": 0.996, "X1": 0.45013, "Y1": 0.4262, "X2": 0.50539, "Y2": 0.426, "X3": 0.50539, "Y3": 0.4438, "X4": 0.45013, "Y4": 0.4438, "page": 0, "Index": 179}, {"Word": "goal", "Confidence": 0.986, "X1": 0.51078, "Y1": 0.4262, "X2": 0.54987, "Y2": 0.426, "X3": 0.54852, "Y3": 0.4438, "X4": 0.50943, "Y4": 0.4438, "page": 0, "Index": 180}, {"Word": "of", "Confidence": 0.998, "X1": 0.55391, "Y1": 0.4262, "X2": 0.57278, "Y2": 0.426, "X3": 0.57278, "Y3": 0.4438, "X4": 0.55391, "Y4": 0.4438, "page": 0, "Index": 181}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.57817, "Y1": 0.4262, "X2": 0.64825, "Y2": 0.426, "X3": 0.64825, "Y3": 0.4438, "X4": 0.57682, "Y4": 0.4438, "page": 0, "Index": 182}, {"Word": "researchers", "Confidence": 0.994, "X1": 0.65364, "Y1": 0.4262, "X2": 0.76415, "Y2": 0.426, "X3": 0.7628, "Y3": 0.4438, "X4": 0.65229, "Y4": 0.4438, "page": 0, "Index": 183}, {"Word": "throughout", "Confidence": 0.994, "X1": 0.12668, "Y1": 0.4452, "X2": 0.22237, "Y2": 0.445, "X3": 0.22237, "Y3": 0.4618, "X4": 0.12668, "Y4": 0.4618, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.22776, "Y1": 0.4442, "X2": 0.25741, "Y2": 0.444, "X3": 0.25741, "Y3": 0.4618, "X4": 0.22776, "Y4": 0.4618, "page": 0, "Index": 185}, {"Word": "world.", "Confidence": 0.994, "X1": 0.26146, "Y1": 0.4442, "X2": 0.3248, "Y2": 0.444, "X3": 0.3248, "Y3": 0.4618, "X4": 0.26146, "Y4": 0.4618, "page": 0, "Index": 186}, {"Word": "Reynolds", "Confidence": 0.994, "X1": 0.33288, "Y1": 0.4442, "X2": 0.42049, "Y2": 0.444, "X3": 0.42049, "Y3": 0.4618, "X4": 0.33288, "Y4": 0.4618, "page": 0, "Index": 187}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.42588, "Y1": 0.4442, "X2": 0.5027, "Y2": 0.444, "X3": 0.5027, "Y3": 0.4618, "X4": 0.42453, "Y4": 0.4618, "page": 0, "Index": 188}, {"Word": "scientists", "Confidence": 0.991, "X1": 0.50809, "Y1": 0.4442, "X2": 0.59569, "Y2": 0.444, "X3": 0.59434, "Y3": 0.4618, "X4": 0.50809, "Y4": 0.4618, "page": 0, "Index": 189}, {"Word": "have", "Confidence": 0.989, "X1": 0.59973, "Y1": 0.4442, "X2": 0.6442, "Y2": 0.444, "X3": 0.64286, "Y3": 0.4618, "X4": 0.59973, "Y4": 0.4618, "page": 0, "Index": 190}, {"Word": "been", "Confidence": 0.987, "X1": 0.64825, "Y1": 0.4442, "X2": 0.69407, "Y2": 0.444, "X3": 0.69272, "Y3": 0.4618, "X4": 0.64825, "Y4": 0.4618, "page": 0, "Index": 191}, {"Word": "leaders", "Confidence": 0.994, "X1": 0.69811, "Y1": 0.4442, "X2": 0.7655, "Y2": 0.444, "X3": 0.76415, "Y3": 0.4608, "X4": 0.69811, "Y4": 0.4618, "page": 0, "Index": 192}, {"Word": "in", "Confidence": 0.998, "X1": 0.76954, "Y1": 0.4442, "X2": 0.78841, "Y2": 0.444, "X3": 0.78841, "Y3": 0.4608, "X4": 0.76954, "Y4": 0.4608, "page": 0, "Index": 193}, {"Word": "this", "Confidence": 0.987, "X1": 0.7938, "Y1": 0.4442, "X2": 0.82884, "Y2": 0.444, "X3": 0.82884, "Y3": 0.4608, "X4": 0.79245, "Y4": 0.4608, "page": 0, "Index": 194}, {"Word": "research,", "Confidence": 0.77, "X1": 0.12668, "Y1": 0.4632, "X2": 0.21024, "Y2": 0.463, "X3": 0.21024, "Y3": 0.4808, "X4": 0.12668, "Y4": 0.4808, "page": 0, "Index": 195}, {"Word": "developing", "Confidence": 0.958, "X1": 0.21429, "Y1": 0.4632, "X2": 0.31402, "Y2": 0.463, "X3": 0.31536, "Y3": 0.4808, "X4": 0.21563, "Y4": 0.4808, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.31941, "Y1": 0.4632, "X2": 0.34906, "Y2": 0.463, "X3": 0.34906, "Y3": 0.4808, "X4": 0.31941, "Y4": 0.4808, "page": 0, "Index": 197}, {"Word": "most", "Confidence": 0.991, "X1": 0.3531, "Y1": 0.4632, "X2": 0.39892, "Y2": 0.463, "X3": 0.39892, "Y3": 0.4818, "X4": 0.3531, "Y4": 0.4808, "page": 0, "Index": 198}, {"Word": "selective", "Confidence": 0.991, "X1": 0.40296, "Y1": 0.4632, "X2": 0.48383, "Y2": 0.463, "X3": 0.48383, "Y3": 0.4818, "X4": 0.40431, "Y4": 0.4818, "page": 0, "Index": 199}, {"Word": "nicotinic", "Confidence": 0.993, "X1": 0.48922, "Y1": 0.4632, "X2": 0.56469, "Y2": 0.463, "X3": 0.56469, "Y3": 0.4808, "X4": 0.48922, "Y4": 0.4818, "page": 0, "Index": 200}, {"Word": "probes", "Confidence": 0.996, "X1": 0.57008, "Y1": 0.4632, "X2": 0.63208, "Y2": 0.463, "X3": 0.63342, "Y3": 0.4808, "X4": 0.57008, "Y4": 0.4808, "page": 0, "Index": 201}, {"Word": "currently", "Confidence": 0.991, "X1": 0.63747, "Y1": 0.4632, "X2": 0.71429, "Y2": 0.463, "X3": 0.71563, "Y3": 0.4808, "X4": 0.63747, "Y4": 0.4808, "page": 0, "Index": 202}, {"Word": "available.", "Confidence": 0.991, "X1": 0.71968, "Y1": 0.4632, "X2": 0.80863, "Y2": 0.463, "X3": 0.80863, "Y3": 0.4808, "X4": 0.71968, "Y4": 0.4808, "page": 0, "Index": 203}, {"Word": "developments", "Confidence": 0.991, "X1": 0.55121, "Y1": 0.4802, "X2": 0.67925, "Y2": 0.48, "X3": 0.6779, "Y3": 0.4978, "X4": 0.55121, "Y4": 0.4988, "page": 0, "Index": 204}, {"Word": "as", "Confidence": 0.998, "X1": 0.68329, "Y1": 0.4802, "X2": 0.70485, "Y2": 0.48, "X3": 0.7035, "Y3": 0.4978, "X4": 0.68329, "Y4": 0.4978, "page": 0, "Index": 205}, {"Word": "a", "Confidence": 0.998, "X1": 0.71024, "Y1": 0.4802, "X2": 0.72102, "Y2": 0.48, "X3": 0.71968, "Y3": 0.4978, "X4": 0.70889, "Y4": 0.4978, "page": 0, "Index": 206}, {"Word": "foundation", "Confidence": 0.994, "X1": 0.72642, "Y1": 0.4802, "X2": 0.8221, "Y2": 0.48, "X3": 0.8221, "Y3": 0.4978, "X4": 0.72507, "Y4": 0.4978, "page": 0, "Index": 207}, {"Word": "for", "Confidence": 0.998, "X1": 0.82749, "Y1": 0.4802, "X2": 0.85714, "Y2": 0.48, "X3": 0.8558, "Y3": 0.4978, "X4": 0.82615, "Y4": 0.4978, "page": 0, "Index": 208}, {"Word": "Targacept", "Confidence": 0.994, "X1": 0.12803, "Y1": 0.4802, "X2": 0.21698, "Y2": 0.48, "X3": 0.21698, "Y3": 0.4988, "X4": 0.12803, "Y4": 0.4978, "page": 0, "Index": 209}, {"Word": "is", "Confidence": 0.998, "X1": 0.22237, "Y1": 0.4802, "X2": 0.2372, "Y2": 0.48, "X3": 0.23585, "Y3": 0.4988, "X4": 0.22237, "Y4": 0.4988, "page": 0, "Index": 210}, {"Word": "now", "Confidence": 0.998, "X1": 0.24124, "Y1": 0.4802, "X2": 0.27898, "Y2": 0.48, "X3": 0.27898, "Y3": 0.4988, "X4": 0.24124, "Y4": 0.4988, "page": 0, "Index": 211}, {"Word": "using", "Confidence": 0.997, "X1": 0.28302, "Y1": 0.4802, "X2": 0.33558, "Y2": 0.48, "X3": 0.33423, "Y3": 0.4988, "X4": 0.28302, "Y4": 0.4988, "page": 0, "Index": 212}, {"Word": "this", "Confidence": 0.989, "X1": 0.33962, "Y1": 0.4802, "X2": 0.37197, "Y2": 0.48, "X3": 0.37197, "Y3": 0.4988, "X4": 0.33962, "Y4": 0.4988, "page": 0, "Index": 213}, {"Word": "learning", "Confidence": 0.994, "X1": 0.37736, "Y1": 0.4802, "X2": 0.45013, "Y2": 0.48, "X3": 0.44879, "Y3": 0.4988, "X4": 0.37736, "Y4": 0.4988, "page": 0, "Index": 214}, {"Word": "and", "Confidence": 0.998, "X1": 0.45418, "Y1": 0.4802, "X2": 0.49057, "Y2": 0.48, "X3": 0.48922, "Y3": 0.4988, "X4": 0.45418, "Y4": 0.4988, "page": 0, "Index": 215}, {"Word": "these", "Confidence": 0.997, "X1": 0.49461, "Y1": 0.4802, "X2": 0.54717, "Y2": 0.48, "X3": 0.54582, "Y3": 0.4988, "X4": 0.49461, "Y4": 0.4988, "page": 0, "Index": 216}, {"Word": "the", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.4992, "X2": 0.15364, "Y2": 0.499, "X3": 0.15364, "Y3": 0.5168, "X4": 0.12534, "Y4": 0.5168, "page": 0, "Index": 217}, {"Word": "discovery", "Confidence": 0.995, "X1": 0.15903, "Y1": 0.4982, "X2": 0.24663, "Y2": 0.498, "X3": 0.24663, "Y3": 0.5178, "X4": 0.15903, "Y4": 0.5168, "page": 0, "Index": 218}, {"Word": "of", "Confidence": 0.998, "X1": 0.25202, "Y1": 0.4982, "X2": 0.26819, "Y2": 0.498, "X3": 0.26819, "Y3": 0.5178, "X4": 0.25067, "Y4": 0.5178, "page": 0, "Index": 219}, {"Word": "novel", "Confidence": 0.997, "X1": 0.27358, "Y1": 0.4982, "X2": 0.3221, "Y2": 0.498, "X3": 0.3221, "Y3": 0.5178, "X4": 0.27358, "Y4": 0.5178, "page": 0, "Index": 220}, {"Word": "nicotinic", "Confidence": 0.991, "X1": 0.32749, "Y1": 0.4982, "X2": 0.40162, "Y2": 0.498, "X3": 0.40162, "Y3": 0.5178, "X4": 0.32749, "Y4": 0.5178, "page": 0, "Index": 221}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.40566, "Y1": 0.4982, "X2": 0.51348, "Y2": 0.498, "X3": 0.51348, "Y3": 0.5178, "X4": 0.40566, "Y4": 0.5178, "page": 0, "Index": 222}, {"Word": "that", "Confidence": 0.987, "X1": 0.51887, "Y1": 0.4982, "X2": 0.55391, "Y2": 0.498, "X3": 0.55391, "Y3": 0.5178, "X4": 0.51887, "Y4": 0.5178, "page": 0, "Index": 223}, {"Word": "might", "Confidence": 0.997, "X1": 0.5593, "Y1": 0.4982, "X2": 0.61051, "Y2": 0.498, "X3": 0.60916, "Y3": 0.5178, "X4": 0.5593, "Y4": 0.5178, "page": 0, "Index": 224}, {"Word": "have", "Confidence": 0.991, "X1": 0.61456, "Y1": 0.4982, "X2": 0.65768, "Y2": 0.498, "X3": 0.65633, "Y3": 0.5168, "X4": 0.61456, "Y4": 0.5178, "page": 0, "Index": 225}, {"Word": "therapeutic", "Confidence": 0.991, "X1": 0.66173, "Y1": 0.4982, "X2": 0.7655, "Y2": 0.498, "X3": 0.76415, "Y3": 0.5168, "X4": 0.66173, "Y4": 0.5168, "page": 0, "Index": 226}, {"Word": "effects.", "Confidence": 0.949, "X1": 0.76954, "Y1": 0.4992, "X2": 0.83558, "Y2": 0.499, "X3": 0.83558, "Y3": 0.5168, "X4": 0.76954, "Y4": 0.5168, "page": 0, "Index": 227}, {"Word": "THERAPEUTIC", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.5502, "X2": 0.41779, "Y2": 0.55, "X3": 0.41779, "Y3": 0.5698, "X4": 0.27358, "Y4": 0.5688, "page": 0, "Index": 228}, {"Word": "APPLICATIONS", "Confidence": 0.991, "X1": 0.42318, "Y1": 0.5502, "X2": 0.57547, "Y2": 0.55, "X3": 0.57547, "Y3": 0.5698, "X4": 0.42183, "Y4": 0.5698, "page": 0, "Index": 229}, {"Word": "OF", "Confidence": 0.998, "X1": 0.58086, "Y1": 0.5502, "X2": 0.61186, "Y2": 0.55, "X3": 0.61186, "Y3": 0.5698, "X4": 0.58086, "Y4": 0.5698, "page": 0, "Index": 230}, {"Word": "NICOTINE", "Confidence": 0.994, "X1": 0.6159, "Y1": 0.5512, "X2": 0.71429, "Y2": 0.551, "X3": 0.71429, "Y3": 0.5688, "X4": 0.6159, "Y4": 0.5698, "page": 0, "Index": 231}, {"Word": "Nicotine's", "Confidence": 0.991, "X1": 0.12668, "Y1": 0.5772, "X2": 0.21429, "Y2": 0.577, "X3": 0.21429, "Y3": 0.5948, "X4": 0.12534, "Y4": 0.5938, "page": 0, "Index": 232}, {"Word": "beneficial", "Confidence": 0.991, "X1": 0.21968, "Y1": 0.5782, "X2": 0.30593, "Y2": 0.578, "X3": 0.30593, "Y3": 0.5958, "X4": 0.21833, "Y4": 0.5948, "page": 0, "Index": 233}, {"Word": "effects", "Confidence": 0.983, "X1": 0.31132, "Y1": 0.5782, "X2": 0.37197, "Y2": 0.578, "X3": 0.37197, "Y3": 0.5958, "X4": 0.30997, "Y4": 0.5958, "page": 0, "Index": 234}, {"Word": "on", "Confidence": 0.997, "X1": 0.37736, "Y1": 0.5782, "X2": 0.40162, "Y2": 0.578, "X3": 0.40027, "Y3": 0.5958, "X4": 0.37601, "Y4": 0.5958, "page": 0, "Index": 235}, {"Word": "learning,", "Confidence": 0.991, "X1": 0.40566, "Y1": 0.5782, "X2": 0.48518, "Y2": 0.578, "X3": 0.48518, "Y3": 0.5958, "X4": 0.40566, "Y4": 0.5958, "page": 0, "Index": 236}, {"Word": "memory,", "Confidence": 0.994, "X1": 0.48922, "Y1": 0.5782, "X2": 0.57143, "Y2": 0.578, "X3": 0.57143, "Y3": 0.5968, "X4": 0.48922, "Y4": 0.5958, "page": 0, "Index": 237}, {"Word": "and", "Confidence": 0.998, "X1": 0.57682, "Y1": 0.5782, "X2": 0.61051, "Y2": 0.578, "X3": 0.61051, "Y3": 0.5968, "X4": 0.57682, "Y4": 0.5968, "page": 0, "Index": 238}, {"Word": "other", "Confidence": 0.997, "X1": 0.6159, "Y1": 0.5772, "X2": 0.66173, "Y2": 0.577, "X3": 0.66173, "Y3": 0.5968, "X4": 0.6159, "Y4": 0.5968, "page": 0, "Index": 239}, {"Word": "physiological", "Confidence": 0.991, "X1": 0.66712, "Y1": 0.5762, "X2": 0.78437, "Y2": 0.576, "X3": 0.78437, "Y3": 0.5958, "X4": 0.66712, "Y4": 0.5968, "page": 0, "Index": 240}, {"Word": "and", "Confidence": 0.998, "X1": 0.78976, "Y1": 0.5762, "X2": 0.82749, "Y2": 0.576, "X3": 0.82749, "Y3": 0.5958, "X4": 0.78976, "Y4": 0.5958, "page": 0, "Index": 241}, {"Word": "behavioral", "Confidence": 0.992, "X1": 0.12534, "Y1": 0.5962, "X2": 0.22102, "Y2": 0.596, "X3": 0.22102, "Y3": 0.6138, "X4": 0.12534, "Y4": 0.6128, "page": 0, "Index": 242}, {"Word": "endpoints", "Confidence": 0.991, "X1": 0.22507, "Y1": 0.5962, "X2": 0.31536, "Y2": 0.596, "X3": 0.31536, "Y3": 0.6138, "X4": 0.22507, "Y4": 0.6138, "page": 0, "Index": 243}, {"Word": "are", "Confidence": 0.998, "X1": 0.31941, "Y1": 0.5962, "X2": 0.34906, "Y2": 0.596, "X3": 0.34906, "Y3": 0.6138, "X4": 0.31941, "Y4": 0.6138, "page": 0, "Index": 244}, {"Word": "well", "Confidence": 0.987, "X1": 0.35445, "Y1": 0.5962, "X2": 0.39084, "Y2": 0.596, "X3": 0.39084, "Y3": 0.6138, "X4": 0.35445, "Y4": 0.6138, "page": 0, "Index": 245}, {"Word": "documented", "Confidence": 0.994, "X1": 0.39488, "Y1": 0.5962, "X2": 0.50809, "Y2": 0.596, "X3": 0.50809, "Y3": 0.6138, "X4": 0.39488, "Y4": 0.6138, "page": 0, "Index": 246}, {"Word": "in", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.5962, "X2": 0.52965, "Y2": 0.596, "X3": 0.52965, "Y3": 0.6138, "X4": 0.51348, "Y4": 0.6138, "page": 0, "Index": 247}, {"Word": "the", "Confidence": 0.998, "X1": 0.53504, "Y1": 0.5962, "X2": 0.56469, "Y2": 0.596, "X3": 0.56469, "Y3": 0.6138, "X4": 0.53504, "Y4": 0.6138, "page": 0, "Index": 248}, {"Word": "scientific", "Confidence": 0.991, "X1": 0.57008, "Y1": 0.5962, "X2": 0.64825, "Y2": 0.596, "X3": 0.64825, "Y3": 0.6138, "X4": 0.57008, "Y4": 0.6138, "page": 0, "Index": 249}, {"Word": "literature.", "Confidence": 0.991, "X1": 0.65229, "Y1": 0.5962, "X2": 0.7372, "Y2": 0.596, "X3": 0.7372, "Y3": 0.6138, "X4": 0.65229, "Y4": 0.6138, "page": 0, "Index": 250}, {"Word": "However,", "Confidence": 0.994, "X1": 0.74259, "Y1": 0.5962, "X2": 0.82884, "Y2": 0.596, "X3": 0.82884, "Y3": 0.6128, "X4": 0.74259, "Y4": 0.6128, "page": 0, "Index": 251}, {"Word": "it", "Confidence": 0.998, "X1": 0.83423, "Y1": 0.5952, "X2": 0.84771, "Y2": 0.595, "X3": 0.84771, "Y3": 0.6128, "X4": 0.83423, "Y4": 0.6128, "page": 0, "Index": 252}, {"Word": "was", "Confidence": 0.996, "X1": 0.12668, "Y1": 0.6142, "X2": 0.16173, "Y2": 0.614, "X3": 0.16173, "Y3": 0.6318, "X4": 0.12668, "Y4": 0.6318, "page": 0, "Index": 253}, {"Word": "only", "Confidence": 0.991, "X1": 0.16712, "Y1": 0.6142, "X2": 0.20485, "Y2": 0.614, "X3": 0.20485, "Y3": 0.6318, "X4": 0.16712, "Y4": 0.6318, "page": 0, "Index": 254}, {"Word": "in", "Confidence": 0.998, "X1": 0.21024, "Y1": 0.6142, "X2": 0.22642, "Y2": 0.614, "X3": 0.22642, "Y3": 0.6318, "X4": 0.21024, "Y4": 0.6318, "page": 0, "Index": 255}, {"Word": "the", "Confidence": 0.998, "X1": 0.23181, "Y1": 0.6142, "X2": 0.26011, "Y2": 0.614, "X3": 0.26011, "Y3": 0.6318, "X4": 0.23046, "Y4": 0.6318, "page": 0, "Index": 256}, {"Word": "last", "Confidence": 0.988, "X1": 0.2655, "Y1": 0.6142, "X2": 0.29919, "Y2": 0.614, "X3": 0.29784, "Y3": 0.6318, "X4": 0.26415, "Y4": 0.6318, "page": 0, "Index": 257}, {"Word": "decade", "Confidence": 0.997, "X1": 0.30323, "Y1": 0.6142, "X2": 0.37062, "Y2": 0.614, "X3": 0.37062, "Y3": 0.6318, "X4": 0.30323, "Y4": 0.6318, "page": 0, "Index": 258}, {"Word": "or", "Confidence": 0.997, "X1": 0.37601, "Y1": 0.6142, "X2": 0.39488, "Y2": 0.614, "X3": 0.39488, "Y3": 0.6318, "X4": 0.37601, "Y4": 0.6318, "page": 0, "Index": 259}, {"Word": "so", "Confidence": 0.998, "X1": 0.40027, "Y1": 0.6142, "X2": 0.42049, "Y2": 0.614, "X3": 0.42049, "Y3": 0.6318, "X4": 0.39892, "Y4": 0.6318, "page": 0, "Index": 260}, {"Word": "that", "Confidence": 0.988, "X1": 0.42588, "Y1": 0.6142, "X2": 0.46092, "Y2": 0.614, "X3": 0.46092, "Y3": 0.6318, "X4": 0.42588, "Y4": 0.6318, "page": 0, "Index": 261}, {"Word": "possible", "Confidence": 0.995, "X1": 0.46631, "Y1": 0.6142, "X2": 0.54313, "Y2": 0.614, "X3": 0.54313, "Y3": 0.6318, "X4": 0.46496, "Y4": 0.6318, "page": 0, "Index": 262}, {"Word": "therapeutic", "Confidence": 0.993, "X1": 0.54852, "Y1": 0.6142, "X2": 0.6496, "Y2": 0.614, "X3": 0.64825, "Y3": 0.6318, "X4": 0.54717, "Y4": 0.6318, "page": 0, "Index": 263}, {"Word": "application", "Confidence": 0.994, "X1": 0.65364, "Y1": 0.6132, "X2": 0.75202, "Y2": 0.613, "X3": 0.75202, "Y3": 0.6318, "X4": 0.65364, "Y4": 0.6318, "page": 0, "Index": 264}, {"Word": "of", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.6132, "X2": 0.77493, "Y2": 0.613, "X3": 0.77358, "Y3": 0.6318, "X4": 0.75606, "Y4": 0.6318, "page": 0, "Index": 265}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.77898, "Y1": 0.6132, "X2": 0.85175, "Y2": 0.613, "X3": 0.85175, "Y3": 0.6318, "X4": 0.77898, "Y4": 0.6318, "page": 0, "Index": 266}, {"Word": "and", "Confidence": 0.998, "X1": 0.12803, "Y1": 0.6322, "X2": 0.15903, "Y2": 0.632, "X3": 0.15903, "Y3": 0.6488, "X4": 0.12803, "Y4": 0.6488, "page": 0, "Index": 267}, {"Word": "nicotine-like", "Confidence": 0.991, "X1": 0.16442, "Y1": 0.6322, "X2": 0.27358, "Y2": 0.632, "X3": 0.27224, "Y3": 0.6498, "X4": 0.16442, "Y4": 0.6488, "page": 0, "Index": 268}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.27763, "Y1": 0.6322, "X2": 0.3841, "Y2": 0.632, "X3": 0.38275, "Y3": 0.6498, "X4": 0.27763, "Y4": 0.6498, "page": 0, "Index": 269}, {"Word": "was", "Confidence": 0.998, "X1": 0.38814, "Y1": 0.6322, "X2": 0.42588, "Y2": 0.632, "X3": 0.42588, "Y3": 0.6498, "X4": 0.38814, "Y4": 0.6498, "page": 0, "Index": 270}, {"Word": "noticed.", "Confidence": 0.994, "X1": 0.43127, "Y1": 0.6322, "X2": 0.50943, "Y2": 0.632, "X3": 0.50943, "Y3": 0.6498, "X4": 0.43127, "Y4": 0.6498, "page": 0, "Index": 271}, {"Word": "For", "Confidence": 0.998, "X1": 0.51482, "Y1": 0.6322, "X2": 0.54717, "Y2": 0.632, "X3": 0.54717, "Y3": 0.6498, "X4": 0.51482, "Y4": 0.6498, "page": 0, "Index": 272}, {"Word": "example,", "Confidence": 0.994, "X1": 0.55256, "Y1": 0.6322, "X2": 0.63477, "Y2": 0.632, "X3": 0.63342, "Y3": 0.6498, "X4": 0.55256, "Y4": 0.6498, "page": 0, "Index": 273}, {"Word": "many", "Confidence": 0.991, "X1": 0.63881, "Y1": 0.6322, "X2": 0.69003, "Y2": 0.632, "X3": 0.68868, "Y3": 0.6498, "X4": 0.63881, "Y4": 0.6498, "page": 0, "Index": 274}, {"Word": "epidemiological", "Confidence": 0.942, "X1": 0.69407, "Y1": 0.6322, "X2": 0.83962, "Y2": 0.632, "X3": 0.83962, "Y3": 0.6498, "X4": 0.69407, "Y4": 0.6498, "page": 0, "Index": 275}, {"Word": "studies", "Confidence": 0.993, "X1": 0.12668, "Y1": 0.6512, "X2": 0.19003, "Y2": 0.651, "X3": 0.19003, "Y3": 0.6668, "X4": 0.12668, "Y4": 0.6668, "page": 0, "Index": 276}, {"Word": "reported", "Confidence": 0.994, "X1": 0.19542, "Y1": 0.6512, "X2": 0.27358, "Y2": 0.651, "X3": 0.27358, "Y3": 0.6668, "X4": 0.19407, "Y4": 0.6668, "page": 0, "Index": 277}, {"Word": "that", "Confidence": 0.984, "X1": 0.27763, "Y1": 0.6512, "X2": 0.31267, "Y2": 0.651, "X3": 0.31267, "Y3": 0.6668, "X4": 0.27763, "Y4": 0.6668, "page": 0, "Index": 278}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.31806, "Y1": 0.6502, "X2": 0.39488, "Y2": 0.65, "X3": 0.39488, "Y3": 0.6678, "X4": 0.31806, "Y4": 0.6668, "page": 0, "Index": 279}, {"Word": "had", "Confidence": 0.998, "X1": 0.39892, "Y1": 0.6502, "X2": 0.43531, "Y2": 0.65, "X3": 0.43396, "Y3": 0.6678, "X4": 0.39892, "Y4": 0.6678, "page": 0, "Index": 280}, {"Word": "a", "Confidence": 0.998, "X1": 0.43935, "Y1": 0.6502, "X2": 0.45148, "Y2": 0.65, "X3": 0.45148, "Y3": 0.6678, "X4": 0.43935, "Y4": 0.6678, "page": 0, "Index": 281}, {"Word": "lower", "Confidence": 0.997, "X1": 0.45687, "Y1": 0.6502, "X2": 0.50674, "Y2": 0.65, "X3": 0.50674, "Y3": 0.6678, "X4": 0.45687, "Y4": 0.6678, "page": 0, "Index": 282}, {"Word": "incidence", "Confidence": 0.994, "X1": 0.51213, "Y1": 0.6502, "X2": 0.59973, "Y2": 0.65, "X3": 0.59973, "Y3": 0.6678, "X4": 0.51078, "Y4": 0.6678, "page": 0, "Index": 283}, {"Word": "of,", "Confidence": 0.998, "X1": 0.60512, "Y1": 0.6502, "X2": 0.62803, "Y2": 0.65, "X3": 0.62803, "Y3": 0.6678, "X4": 0.60512, "Y4": 0.6678, "page": 0, "Index": 284}, {"Word": "and", "Confidence": 0.998, "X1": 0.63342, "Y1": 0.6502, "X2": 0.66577, "Y2": 0.65, "X3": 0.66577, "Y3": 0.6668, "X4": 0.63342, "Y4": 0.6678, "page": 0, "Index": 285}, {"Word": "therefore", "Confidence": 0.995, "X1": 0.66981, "Y1": 0.6502, "X2": 0.75337, "Y2": 0.65, "X3": 0.75337, "Y3": 0.6668, "X4": 0.66981, "Y4": 0.6668, "page": 0, "Index": 286}, {"Word": "a", "Confidence": 0.995, "X1": 0.75741, "Y1": 0.6502, "X2": 0.76954, "Y2": 0.65, "X3": 0.76954, "Y3": 0.6668, "X4": 0.75741, "Y4": 0.6668, "page": 0, "Index": 287}, {"Word": "tower", "Confidence": 0.883, "X1": 0.77493, "Y1": 0.6512, "X2": 0.82884, "Y2": 0.651, "X3": 0.82884, "Y3": 0.6668, "X4": 0.77493, "Y4": 0.6668, "page": 0, "Index": 288}, {"Word": "risk", "Confidence": 0.987, "X1": 0.12668, "Y1": 0.6692, "X2": 0.15903, "Y2": 0.669, "X3": 0.15903, "Y3": 0.6858, "X4": 0.12803, "Y4": 0.6858, "page": 0, "Index": 289}, {"Word": "of", "Confidence": 0.998, "X1": 0.16307, "Y1": 0.6692, "X2": 0.18059, "Y2": 0.669, "X3": 0.18194, "Y3": 0.6858, "X4": 0.16307, "Y4": 0.6858, "page": 0, "Index": 290}, {"Word": "developing,", "Confidence": 0.992, "X1": 0.18598, "Y1": 0.6692, "X2": 0.28976, "Y2": 0.669, "X3": 0.29111, "Y3": 0.6858, "X4": 0.18598, "Y4": 0.6858, "page": 0, "Index": 291}, {"Word": "such", "Confidence": 0.988, "X1": 0.29515, "Y1": 0.6692, "X2": 0.33827, "Y2": 0.669, "X3": 0.33827, "Y3": 0.6858, "X4": 0.29515, "Y4": 0.6858, "page": 0, "Index": 292}, {"Word": "disorders", "Confidence": 0.994, "X1": 0.34232, "Y1": 0.6692, "X2": 0.42857, "Y2": 0.669, "X3": 0.42857, "Y3": 0.6858, "X4": 0.34367, "Y4": 0.6858, "page": 0, "Index": 293}, {"Word": "as", "Confidence": 0.997, "X1": 0.43261, "Y1": 0.6692, "X2": 0.45687, "Y2": 0.669, "X3": 0.45687, "Y3": 0.6858, "X4": 0.43261, "Y4": 0.6858, "page": 0, "Index": 294}, {"Word": "Alzheimer's", "Confidence": 0.991, "X1": 0.46092, "Y1": 0.6692, "X2": 0.56739, "Y2": 0.669, "X3": 0.56739, "Y3": 0.6858, "X4": 0.46092, "Y4": 0.6858, "page": 0, "Index": 295}, {"Word": "disease,", "Confidence": 0.991, "X1": 0.57278, "Y1": 0.6692, "X2": 0.6496, "Y2": 0.669, "X3": 0.6496, "Y3": 0.6858, "X4": 0.57278, "Y4": 0.6858, "page": 0, "Index": 296}, {"Word": "Parkinson's", "Confidence": 0.991, "X1": 0.65499, "Y1": 0.6692, "X2": 0.76011, "Y2": 0.669, "X3": 0.76011, "Y3": 0.6858, "X4": 0.65499, "Y4": 0.6858, "page": 0, "Index": 297}, {"Word": "disease", "Confidence": 0.995, "X1": 0.76415, "Y1": 0.6692, "X2": 0.83693, "Y2": 0.669, "X3": 0.83693, "Y3": 0.6858, "X4": 0.76415, "Y4": 0.6858, "page": 0, "Index": 298}, {"Word": "and", "Confidence": 0.998, "X1": 0.12668, "Y1": 0.6882, "X2": 0.16038, "Y2": 0.688, "X3": 0.16038, "Y3": 0.7038, "X4": 0.12668, "Y4": 0.7038, "page": 0, "Index": 299}, {"Word": "ulcerative", "Confidence": 0.991, "X1": 0.16442, "Y1": 0.6872, "X2": 0.25337, "Y2": 0.687, "X3": 0.25337, "Y3": 0.7038, "X4": 0.16442, "Y4": 0.7038, "page": 0, "Index": 300}, {"Word": "colitis.", "Confidence": 0.991, "X1": 0.25741, "Y1": 0.6872, "X2": 0.3221, "Y2": 0.687, "X3": 0.3221, "Y3": 0.7048, "X4": 0.25741, "Y4": 0.7038, "page": 0, "Index": 301}, {"Word": "By", "Confidence": 0.997, "X1": 0.32615, "Y1": 0.6872, "X2": 0.3504, "Y2": 0.687, "X3": 0.3504, "Y3": 0.7048, "X4": 0.32615, "Y4": 0.7048, "page": 0, "Index": 302}, {"Word": "inference,", "Confidence": 0.994, "X1": 0.3558, "Y1": 0.6872, "X2": 0.44609, "Y2": 0.687, "X3": 0.44609, "Y3": 0.7048, "X4": 0.3558, "Y4": 0.7048, "page": 0, "Index": 303}, {"Word": "it", "Confidence": 0.998, "X1": 0.45013, "Y1": 0.6872, "X2": 0.46092, "Y2": 0.687, "X3": 0.46092, "Y3": 0.7048, "X4": 0.45013, "Y4": 0.7048, "page": 0, "Index": 304}, {"Word": "was", "Confidence": 0.998, "X1": 0.46496, "Y1": 0.6872, "X2": 0.50539, "Y2": 0.687, "X3": 0.50539, "Y3": 0.7048, "X4": 0.46496, "Y4": 0.7048, "page": 0, "Index": 305}, {"Word": "thought", "Confidence": 0.996, "X1": 0.50943, "Y1": 0.6872, "X2": 0.57951, "Y2": 0.687, "X3": 0.57951, "Y3": 0.7048, "X4": 0.50943, "Y4": 0.7048, "page": 0, "Index": 306}, {"Word": "that", "Confidence": 0.987, "X1": 0.58491, "Y1": 0.6872, "X2": 0.61995, "Y2": 0.687, "X3": 0.61995, "Y3": 0.7048, "X4": 0.58491, "Y4": 0.7048, "page": 0, "Index": 307}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.62399, "Y1": 0.6872, "X2": 0.69272, "Y2": 0.687, "X3": 0.69272, "Y3": 0.7038, "X4": 0.62399, "Y4": 0.7048, "page": 0, "Index": 308}, {"Word": "might", "Confidence": 0.997, "X1": 0.69811, "Y1": 0.6872, "X2": 0.74933, "Y2": 0.687, "X3": 0.74933, "Y3": 0.7038, "X4": 0.69811, "Y4": 0.7038, "page": 0, "Index": 309}, {"Word": "also", "Confidence": 0.988, "X1": 0.75472, "Y1": 0.6872, "X2": 0.79245, "Y2": 0.687, "X3": 0.79245, "Y3": 0.7038, "X4": 0.75472, "Y4": 0.7038, "page": 0, "Index": 310}, {"Word": "have", "Confidence": 0.991, "X1": 0.7965, "Y1": 0.6872, "X2": 0.84501, "Y2": 0.687, "X3": 0.84501, "Y3": 0.7038, "X4": 0.7965, "Y4": 0.7038, "page": 0, "Index": 311}, {"Word": "an", "Confidence": 0.998, "X1": 0.12938, "Y1": 0.7062, "X2": 0.15094, "Y2": 0.706, "X3": 0.15094, "Y3": 0.7208, "X4": 0.12938, "Y4": 0.7208, "page": 0, "Index": 312}, {"Word": "effect", "Confidence": 0.994, "X1": 0.15499, "Y1": 0.7062, "X2": 0.2062, "Y2": 0.706, "X3": 0.2062, "Y3": 0.7218, "X4": 0.15499, "Y4": 0.7208, "page": 0, "Index": 313}, {"Word": "on", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.7062, "X2": 0.23315, "Y2": 0.706, "X3": 0.23315, "Y3": 0.7218, "X4": 0.21024, "Y4": 0.7218, "page": 0, "Index": 314}, {"Word": "such", "Confidence": 0.991, "X1": 0.23854, "Y1": 0.7062, "X2": 0.28167, "Y2": 0.706, "X3": 0.28167, "Y3": 0.7218, "X4": 0.23854, "Y4": 0.7218, "page": 0, "Index": 315}, {"Word": "disorders", "Confidence": 0.993, "X1": 0.28706, "Y1": 0.7052, "X2": 0.37332, "Y2": 0.705, "X3": 0.37332, "Y3": 0.7228, "X4": 0.28706, "Y4": 0.7218, "page": 0, "Index": 316}, {"Word": "as", "Confidence": 0.998, "X1": 0.37736, "Y1": 0.7052, "X2": 0.40027, "Y2": 0.705, "X3": 0.40027, "Y3": 0.7228, "X4": 0.37736, "Y4": 0.7228, "page": 0, "Index": 317}, {"Word": "Tourette's", "Confidence": 0.991, "X1": 0.40431, "Y1": 0.7052, "X2": 0.49596, "Y2": 0.705, "X3": 0.49596, "Y3": 0.7228, "X4": 0.40431, "Y4": 0.7228, "page": 0, "Index": 318}, {"Word": "syndrome,", "Confidence": 0.994, "X1": 0.5, "Y1": 0.7052, "X2": 0.59838, "Y2": 0.705, "X3": 0.59838, "Y3": 0.7228, "X4": 0.5, "Y4": 0.7228, "page": 0, "Index": 319}, {"Word": "attention", "Confidence": 0.994, "X1": 0.60377, "Y1": 0.7052, "X2": 0.67925, "Y2": 0.705, "X3": 0.67925, "Y3": 0.7228, "X4": 0.60243, "Y4": 0.7228, "page": 0, "Index": 320}, {"Word": "deficit", "Confidence": 0.995, "X1": 0.68329, "Y1": 0.7052, "X2": 0.73854, "Y2": 0.705, "X3": 0.7372, "Y3": 0.7218, "X4": 0.68329, "Y4": 0.7228, "page": 0, "Index": 321}, {"Word": "disorder", "Confidence": 0.995, "X1": 0.74259, "Y1": 0.7052, "X2": 0.81806, "Y2": 0.705, "X3": 0.81806, "Y3": 0.7218, "X4": 0.74259, "Y4": 0.7218, "page": 0, "Index": 322}, {"Word": "and", "Confidence": 0.998, "X1": 0.82345, "Y1": 0.7052, "X2": 0.85849, "Y2": 0.705, "X3": 0.85849, "Y3": 0.7218, "X4": 0.8221, "Y4": 0.7218, "page": 0, "Index": 323}, {"Word": "schizophrenia.", "Confidence": 0.991, "X1": 0.12803, "Y1": 0.7242, "X2": 0.26011, "Y2": 0.724, "X3": 0.25876, "Y3": 0.7398, "X4": 0.12803, "Y4": 0.7408, "page": 0, "Index": 324}, {"Word": "Following", "Confidence": 0.993, "X1": 0.12803, "Y1": 0.7492, "X2": 0.21294, "Y2": 0.749, "X3": 0.21294, "Y3": 0.7668, "X4": 0.12803, "Y4": 0.7668, "page": 0, "Index": 325}, {"Word": "up", "Confidence": 0.998, "X1": 0.21833, "Y1": 0.7492, "X2": 0.24124, "Y2": 0.749, "X3": 0.24124, "Y3": 0.7668, "X4": 0.21698, "Y4": 0.7668, "page": 0, "Index": 326}, {"Word": "on", "Confidence": 0.997, "X1": 0.24663, "Y1": 0.7492, "X2": 0.26954, "Y2": 0.749, "X3": 0.26954, "Y3": 0.7668, "X4": 0.24528, "Y4": 0.7668, "page": 0, "Index": 327}, {"Word": "these", "Confidence": 0.997, "X1": 0.27493, "Y1": 0.7492, "X2": 0.3248, "Y2": 0.749, "X3": 0.3248, "Y3": 0.7668, "X4": 0.27358, "Y4": 0.7668, "page": 0, "Index": 328}, {"Word": "leads,", "Confidence": 0.994, "X1": 0.33019, "Y1": 0.7492, "X2": 0.38544, "Y2": 0.749, "X3": 0.38544, "Y3": 0.7668, "X4": 0.33019, "Y4": 0.7668, "page": 0, "Index": 329}, {"Word": "scientists", "Confidence": 0.991, "X1": 0.38949, "Y1": 0.7492, "X2": 0.47574, "Y2": 0.749, "X3": 0.47574, "Y3": 0.7668, "X4": 0.38949, "Y4": 0.7668, "page": 0, "Index": 330}, {"Word": "and", "Confidence": 0.998, "X1": 0.47978, "Y1": 0.7492, "X2": 0.51617, "Y2": 0.749, "X3": 0.51617, "Y3": 0.7668, "X4": 0.47978, "Y4": 0.7668, "page": 0, "Index": 331}, {"Word": "research", "Confidence": 0.993, "X1": 0.52156, "Y1": 0.7492, "X2": 0.60243, "Y2": 0.749, "X3": 0.60108, "Y3": 0.7668, "X4": 0.52156, "Y4": 0.7668, "page": 0, "Index": 332}, {"Word": "physicians", "Confidence": 0.992, "X1": 0.60647, "Y1": 0.7492, "X2": 0.70081, "Y2": 0.749, "X3": 0.69946, "Y3": 0.7668, "X4": 0.60647, "Y4": 0.7668, "page": 0, "Index": 333}, {"Word": "started", "Confidence": 0.995, "X1": 0.70485, "Y1": 0.7492, "X2": 0.76819, "Y2": 0.749, "X3": 0.76819, "Y3": 0.7658, "X4": 0.70485, "Y4": 0.7668, "page": 0, "Index": 334}, {"Word": "to", "Confidence": 0.998, "X1": 0.77358, "Y1": 0.7492, "X2": 0.7938, "Y2": 0.749, "X3": 0.7938, "Y3": 0.7658, "X4": 0.77224, "Y4": 0.7658, "page": 0, "Index": 335}, {"Word": "explore", "Confidence": 0.991, "X1": 0.12668, "Y1": 0.7672, "X2": 0.19272, "Y2": 0.767, "X3": 0.19272, "Y3": 0.7858, "X4": 0.12668, "Y4": 0.7848, "page": 0, "Index": 336}, {"Word": "the", "Confidence": 0.998, "X1": 0.19811, "Y1": 0.7672, "X2": 0.22776, "Y2": 0.767, "X3": 0.22776, "Y3": 0.7858, "X4": 0.19811, "Y4": 0.7858, "page": 0, "Index": 337}, {"Word": "use", "Confidence": 0.998, "X1": 0.23181, "Y1": 0.7672, "X2": 0.26685, "Y2": 0.767, "X3": 0.26685, "Y3": 0.7858, "X4": 0.23181, "Y4": 0.7858, "page": 0, "Index": 338}, {"Word": "of", "Confidence": 0.998, "X1": 0.27089, "Y1": 0.7672, "X2": 0.28976, "Y2": 0.767, "X3": 0.28976, "Y3": 0.7858, "X4": 0.27089, "Y4": 0.7858, "page": 0, "Index": 339}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.2938, "Y1": 0.7672, "X2": 0.36523, "Y2": 0.767, "X3": 0.36523, "Y3": 0.7858, "X4": 0.2938, "Y4": 0.7858, "page": 0, "Index": 340}, {"Word": "(e.g", "Confidence": 0.991, "X1": 0.37062, "Y1": 0.7672, "X2": 0.40162, "Y2": 0.767, "X3": 0.40162, "Y3": 0.7858, "X4": 0.37062, "Y4": 0.7858, "page": 0, "Index": 341}, {"Word": ".,", "Confidence": 0.991, "X1": 0.40566, "Y1": 0.7672, "X2": 0.41644, "Y2": 0.767, "X3": 0.41644, "Y3": 0.7858, "X4": 0.40566, "Y4": 0.7858, "page": 0, "Index": 342}, {"Word": "in", "Confidence": 0.998, "X1": 0.42049, "Y1": 0.7672, "X2": 0.43666, "Y2": 0.767, "X3": 0.43666, "Y3": 0.7858, "X4": 0.42049, "Y4": 0.7858, "page": 0, "Index": 343}, {"Word": "the", "Confidence": 0.998, "X1": 0.44205, "Y1": 0.7672, "X2": 0.4717, "Y2": 0.767, "X3": 0.47035, "Y3": 0.7858, "X4": 0.44205, "Y4": 0.7858, "page": 0, "Index": 344}, {"Word": "form", "Confidence": 0.987, "X1": 0.47574, "Y1": 0.7672, "X2": 0.51752, "Y2": 0.767, "X3": 0.51752, "Y3": 0.7858, "X4": 0.47574, "Y4": 0.7858, "page": 0, "Index": 345}, {"Word": "of", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.7672, "X2": 0.54447, "Y2": 0.767, "X3": 0.54447, "Y3": 0.7858, "X4": 0.52426, "Y4": 0.7858, "page": 0, "Index": 346}, {"Word": "gum", "Confidence": 0.998, "X1": 0.54987, "Y1": 0.7672, "X2": 0.58625, "Y2": 0.767, "X3": 0.58625, "Y3": 0.7858, "X4": 0.54852, "Y4": 0.7858, "page": 0, "Index": 347}, {"Word": "or", "Confidence": 0.993, "X1": 0.59434, "Y1": 0.7672, "X2": 0.61456, "Y2": 0.767, "X3": 0.61456, "Y3": 0.7858, "X4": 0.59434, "Y4": 0.7858, "page": 0, "Index": 348}, {"Word": "patch)", "Confidence": 0.995, "X1": 0.6186, "Y1": 0.7672, "X2": 0.67385, "Y2": 0.767, "X3": 0.67385, "Y3": 0.7858, "X4": 0.6186, "Y4": 0.7858, "page": 0, "Index": 349}, {"Word": "in", "Confidence": 0.998, "X1": 0.67925, "Y1": 0.7672, "X2": 0.69407, "Y2": 0.767, "X3": 0.69407, "Y3": 0.7858, "X4": 0.67925, "Y4": 0.7858, "page": 0, "Index": 350}, {"Word": "treating", "Confidence": 0.995, "X1": 0.69811, "Y1": 0.7672, "X2": 0.76819, "Y2": 0.767, "X3": 0.76819, "Y3": 0.7858, "X4": 0.69811, "Y4": 0.7858, "page": 0, "Index": 351}, {"Word": "these", "Confidence": 0.997, "X1": 0.77358, "Y1": 0.7672, "X2": 0.82884, "Y2": 0.767, "X3": 0.82749, "Y3": 0.7848, "X4": 0.77358, "Y4": 0.7858, "page": 0, "Index": 352}, {"Word": "disorders", "Confidence": 0.992, "X1": 0.12668, "Y1": 0.7862, "X2": 0.21159, "Y2": 0.786, "X3": 0.21159, "Y3": 0.8028, "X4": 0.12668, "Y4": 0.8028, "page": 0, "Index": 353}, {"Word": "--", "Confidence": 0.985, "X1": 0.21563, "Y1": 0.7862, "X2": 0.23181, "Y2": 0.786, "X3": 0.23046, "Y3": 0.8028, "X4": 0.21563, "Y4": 0.8028, "page": 0, "Index": 354}, {"Word": "with", "Confidence": 0.989, "X1": 0.23585, "Y1": 0.7862, "X2": 0.27358, "Y2": 0.786, "X3": 0.27224, "Y3": 0.8038, "X4": 0.23585, "Y4": 0.8028, "page": 0, "Index": 355}, {"Word": "exciting", "Confidence": 0.995, "X1": 0.27763, "Y1": 0.7862, "X2": 0.34771, "Y2": 0.786, "X3": 0.34636, "Y3": 0.8038, "X4": 0.27763, "Y4": 0.8038, "page": 0, "Index": 356}, {"Word": "results.", "Confidence": 0.991, "X1": 0.35175, "Y1": 0.7862, "X2": 0.41779, "Y2": 0.786, "X3": 0.41779, "Y3": 0.8038, "X4": 0.35175, "Y4": 0.8038, "page": 0, "Index": 357}, {"Word": "Researchers", "Confidence": 0.993, "X1": 0.42318, "Y1": 0.7862, "X2": 0.54178, "Y2": 0.786, "X3": 0.54043, "Y3": 0.8038, "X4": 0.42183, "Y4": 0.8038, "page": 0, "Index": 358}, {"Word": "at", "Confidence": 0.998, "X1": 0.54582, "Y1": 0.7862, "X2": 0.56334, "Y2": 0.786, "X3": 0.56199, "Y3": 0.8028, "X4": 0.54582, "Y4": 0.8038, "page": 0, "Index": 359}, {"Word": "the", "Confidence": 0.998, "X1": 0.56739, "Y1": 0.7862, "X2": 0.59838, "Y2": 0.786, "X3": 0.59838, "Y3": 0.8028, "X4": 0.56739, "Y4": 0.8028, "page": 0, "Index": 360}, {"Word": "University", "Confidence": 0.994, "X1": 0.60243, "Y1": 0.7862, "X2": 0.69137, "Y2": 0.786, "X3": 0.69003, "Y3": 0.8028, "X4": 0.60243, "Y4": 0.8028, "page": 0, "Index": 361}, {"Word": "of", "Confidence": 0.998, "X1": 0.69542, "Y1": 0.7862, "X2": 0.71429, "Y2": 0.786, "X3": 0.71294, "Y3": 0.8028, "X4": 0.69542, "Y4": 0.8028, "page": 0, "Index": 362}, {"Word": "Vermont", "Confidence": 0.996, "X1": 0.71833, "Y1": 0.7862, "X2": 0.79919, "Y2": 0.786, "X3": 0.79784, "Y3": 0.8028, "X4": 0.71833, "Y4": 0.8028, "page": 0, "Index": 363}, {"Word": "and", "Confidence": 0.998, "X1": 0.80323, "Y1": 0.7862, "X2": 0.83827, "Y2": 0.786, "X3": 0.83827, "Y3": 0.8028, "X4": 0.80323, "Y4": 0.8028, "page": 0, "Index": 364}, {"Word": "Institute", "Confidence": 0.95, "X1": 0.12803, "Y1": 0.8032, "X2": 0.19811, "Y2": 0.803, "X3": 0.19811, "Y3": 0.8218, "X4": 0.12803, "Y4": 0.8218, "page": 0, "Index": 365}, {"Word": "of", "Confidence": 0.998, "X1": 0.2035, "Y1": 0.8032, "X2": 0.22237, "Y2": 0.803, "X3": 0.22237, "Y3": 0.8218, "X4": 0.20216, "Y4": 0.8218, "page": 0, "Index": 366}, {"Word": "Psychiatry", "Confidence": 0.981, "X1": 0.22642, "Y1": 0.8032, "X2": 0.32075, "Y2": 0.803, "X3": 0.32075, "Y3": 0.8218, "X4": 0.22642, "Y4": 0.8218, "page": 0, "Index": 367}, {"Word": "in", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.8032, "X2": 0.34097, "Y2": 0.803, "X3": 0.34097, "Y3": 0.8218, "X4": 0.3248, "Y4": 0.8218, "page": 0, "Index": 368}, {"Word": "London", "Confidence": 0.996, "X1": 0.34636, "Y1": 0.8032, "X2": 0.41509, "Y2": 0.803, "X3": 0.41509, "Y3": 0.8218, "X4": 0.34636, "Y4": 0.8218, "page": 0, "Index": 369}, {"Word": "have", "Confidence": 0.986, "X1": 0.42049, "Y1": 0.8032, "X2": 0.46496, "Y2": 0.803, "X3": 0.46496, "Y3": 0.8218, "X4": 0.42049, "Y4": 0.8218, "page": 0, "Index": 370}, {"Word": "shown", "Confidence": 0.996, "X1": 0.47035, "Y1": 0.8032, "X2": 0.531, "Y2": 0.803, "X3": 0.531, "Y3": 0.8218, "X4": 0.469, "Y4": 0.8218, "page": 0, "Index": 371}, {"Word": "that", "Confidence": 0.991, "X1": 0.53639, "Y1": 0.8032, "X2": 0.57143, "Y2": 0.803, "X3": 0.57143, "Y3": 0.8218, "X4": 0.53504, "Y4": 0.8218, "page": 0, "Index": 372}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.57682, "Y1": 0.8032, "X2": 0.64555, "Y2": 0.803, "X3": 0.64555, "Y3": 0.8208, "X4": 0.57547, "Y4": 0.8218, "page": 0, "Index": 373}, {"Word": "improves", "Confidence": 0.995, "X1": 0.65094, "Y1": 0.8032, "X2": 0.7345, "Y2": 0.803, "X3": 0.73315, "Y3": 0.8208, "X4": 0.6496, "Y4": 0.8208, "page": 0, "Index": 374}, {"Word": "attention", "Confidence": 0.994, "X1": 0.73989, "Y1": 0.8032, "X2": 0.81941, "Y2": 0.803, "X3": 0.81806, "Y3": 0.8198, "X4": 0.73854, "Y4": 0.8208, "page": 0, "Index": 375}, {"Word": "and", "Confidence": 0.998, "X1": 0.8248, "Y1": 0.8032, "X2": 0.86119, "Y2": 0.803, "X3": 0.85984, "Y3": 0.8198, "X4": 0.82345, "Y4": 0.8198, "page": 0, "Index": 376}, {"Word": "memory", "Confidence": 0.994, "X1": 0.12668, "Y1": 0.8222, "X2": 0.20081, "Y2": 0.822, "X3": 0.20081, "Y3": 0.8398, "X4": 0.12668, "Y4": 0.8398, "page": 0, "Index": 377}, {"Word": "in", "Confidence": 0.998, "X1": 0.20485, "Y1": 0.8222, "X2": 0.22372, "Y2": 0.822, "X3": 0.22372, "Y3": 0.8398, "X4": 0.20485, "Y4": 0.8398, "page": 0, "Index": 378}, {"Word": "Alzheimer's", "Confidence": 0.991, "X1": 0.22911, "Y1": 0.8222, "X2": 0.33288, "Y2": 0.822, "X3": 0.33288, "Y3": 0.8398, "X4": 0.22911, "Y4": 0.8398, "page": 0, "Index": 379}, {"Word": "patients.", "Confidence": 0.991, "X1": 0.33693, "Y1": 0.8222, "X2": 0.42049, "Y2": 0.822, "X3": 0.42049, "Y3": 0.8398, "X4": 0.33693, "Y4": 0.8398, "page": 0, "Index": 380}, {"Word": "In", "Confidence": 0.941, "X1": 0.42453, "Y1": 0.8222, "X2": 0.4434, "Y2": 0.822, "X3": 0.4434, "Y3": 0.8398, "X4": 0.42588, "Y4": 0.8398, "page": 0, "Index": 381}, {"Word": "addition,", "Confidence": 0.992, "X1": 0.44744, "Y1": 0.8222, "X2": 0.5283, "Y2": 0.822, "X3": 0.52965, "Y3": 0.8398, "X4": 0.44744, "Y4": 0.8398, "page": 0, "Index": 382}, {"Word": "researchers", "Confidence": 0.991, "X1": 0.53369, "Y1": 0.8222, "X2": 0.64016, "Y2": 0.822, "X3": 0.64151, "Y3": 0.8398, "X4": 0.53369, "Y4": 0.8398, "page": 0, "Index": 383}, {"Word": "in", "Confidence": 0.998, "X1": 0.64555, "Y1": 0.8222, "X2": 0.66173, "Y2": 0.822, "X3": 0.66173, "Y3": 0.8398, "X4": 0.64555, "Y4": 0.8398, "page": 0, "Index": 384}, {"Word": "Italy,", "Confidence": 0.846, "X1": 0.66577, "Y1": 0.8212, "X2": 0.70889, "Y2": 0.821, "X3": 0.71024, "Y3": 0.8398, "X4": 0.66712, "Y4": 0.8398, "page": 0, "Index": 385}, {"Word": "the", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.8212, "X2": 0.74259, "Y2": 0.821, "X3": 0.74259, "Y3": 0.8398, "X4": 0.71429, "Y4": 0.8398, "page": 0, "Index": 386}, {"Word": "United", "Confidence": 0.997, "X1": 0.74798, "Y1": 0.8212, "X2": 0.81132, "Y2": 0.821, "X3": 0.81132, "Y3": 0.8388, "X4": 0.74798, "Y4": 0.8388, "page": 0, "Index": 387}, {"Word": "Kingdom,", "Confidence": 0.991, "X1": 0.12803, "Y1": 0.8402, "X2": 0.21563, "Y2": 0.84, "X3": 0.21429, "Y3": 0.8578, "X4": 0.12668, "Y4": 0.8588, "page": 0, "Index": 388}, {"Word": "and", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.8402, "X2": 0.25337, "Y2": 0.84, "X3": 0.25337, "Y3": 0.8578, "X4": 0.21968, "Y4": 0.8578, "page": 0, "Index": 389}, {"Word": "the", "Confidence": 0.998, "X1": 0.25876, "Y1": 0.8402, "X2": 0.28706, "Y2": 0.84, "X3": 0.28706, "Y3": 0.8578, "X4": 0.25741, "Y4": 0.8578, "page": 0, "Index": 390}, {"Word": "Mayo", "Confidence": 0.988, "X1": 0.29245, "Y1": 0.8402, "X2": 0.34232, "Y2": 0.84, "X3": 0.34232, "Y3": 0.8578, "X4": 0.29111, "Y4": 0.8578, "page": 0, "Index": 391}, {"Word": "Clinic", "Confidence": 0.996, "X1": 0.34771, "Y1": 0.8402, "X2": 0.39892, "Y2": 0.84, "X3": 0.39757, "Y3": 0.8578, "X4": 0.34771, "Y4": 0.8578, "page": 0, "Index": 392}, {"Word": "in", "Confidence": 0.998, "X1": 0.40296, "Y1": 0.8402, "X2": 0.42049, "Y2": 0.84, "X3": 0.41914, "Y3": 0.8578, "X4": 0.40296, "Y4": 0.8578, "page": 0, "Index": 393}, {"Word": "Minnesota,", "Confidence": 0.994, "X1": 0.42453, "Y1": 0.8402, "X2": 0.52695, "Y2": 0.84, "X3": 0.52561, "Y3": 0.8568, "X4": 0.42453, "Y4": 0.8578, "page": 0, "Index": 394}, {"Word": "have", "Confidence": 0.99, "X1": 0.531, "Y1": 0.8402, "X2": 0.57682, "Y2": 0.84, "X3": 0.57682, "Y3": 0.8568, "X4": 0.531, "Y4": 0.8568, "page": 0, "Index": 395}, {"Word": "shown", "Confidence": 0.997, "X1": 0.58221, "Y1": 0.8402, "X2": 0.64016, "Y2": 0.84, "X3": 0.64016, "Y3": 0.8568, "X4": 0.58086, "Y4": 0.8568, "page": 0, "Index": 396}, {"Word": "that", "Confidence": 0.991, "X1": 0.64555, "Y1": 0.8402, "X2": 0.68059, "Y2": 0.84, "X3": 0.68059, "Y3": 0.8568, "X4": 0.6442, "Y4": 0.8568, "page": 0, "Index": 397}, {"Word": "the", "Confidence": 0.998, "X1": 0.68464, "Y1": 0.8402, "X2": 0.71294, "Y2": 0.84, "X3": 0.71294, "Y3": 0.8568, "X4": 0.68464, "Y4": 0.8568, "page": 0, "Index": 398}, {"Word": "nicotine", "Confidence": 0.995, "X1": 0.71698, "Y1": 0.8402, "X2": 0.78976, "Y2": 0.84, "X3": 0.78976, "Y3": 0.8568, "X4": 0.71698, "Y4": 0.8568, "page": 0, "Index": 399}, {"Word": "patch", "Confidence": 0.997, "X1": 0.7938, "Y1": 0.8402, "X2": 0.84636, "Y2": 0.84, "X3": 0.84636, "Y3": 0.8568, "X4": 0.7938, "Y4": 0.8568, "page": 0, "Index": 400}, {"Word": "reduces", "Confidence": 0.993, "X1": 0.12803, "Y1": 0.8592, "X2": 0.19946, "Y2": 0.859, "X3": 0.19946, "Y3": 0.8768, "X4": 0.12803, "Y4": 0.8768, "page": 0, "Index": 401}, {"Word": "or", "Confidence": 0.994, "X1": 0.20485, "Y1": 0.8592, "X2": 0.22372, "Y2": 0.859, "X3": 0.22372, "Y3": 0.8768, "X4": 0.20485, "Y4": 0.8768, "page": 0, "Index": 402}, {"Word": "relieves", "Confidence": 0.993, "X1": 0.22911, "Y1": 0.8592, "X2": 0.30323, "Y2": 0.859, "X3": 0.30189, "Y3": 0.8768, "X4": 0.22911, "Y4": 0.8768, "page": 0, "Index": 403}, {"Word": "the", "Confidence": 0.998, "X1": 0.30997, "Y1": 0.8592, "X2": 0.33962, "Y2": 0.859, "X3": 0.33962, "Y3": 0.8768, "X4": 0.30863, "Y4": 0.8768, "page": 0, "Index": 404}, {"Word": "symptoms", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.8592, "X2": 0.43801, "Y2": 0.859, "X3": 0.43666, "Y3": 0.8768, "X4": 0.34367, "Y4": 0.8768, "page": 0, "Index": 405}, {"Word": "of", "Confidence": 0.998, "X1": 0.44205, "Y1": 0.8592, "X2": 0.45957, "Y2": 0.859, "X3": 0.45957, "Y3": 0.8768, "X4": 0.44205, "Y4": 0.8768, "page": 0, "Index": 406}, {"Word": "ulcerative", "Confidence": 0.991, "X1": 0.46496, "Y1": 0.8592, "X2": 0.55526, "Y2": 0.859, "X3": 0.55391, "Y3": 0.8768, "X4": 0.46361, "Y4": 0.8768, "page": 0, "Index": 407}, {"Word": "colitis", "Confidence": 0.995, "X1": 0.5593, "Y1": 0.8592, "X2": 0.61186, "Y2": 0.859, "X3": 0.61051, "Y3": 0.8768, "X4": 0.5593, "Y4": 0.8768, "page": 0, "Index": 408}, {"Word": "in", "Confidence": 0.998, "X1": 0.6159, "Y1": 0.8592, "X2": 0.63342, "Y2": 0.859, "X3": 0.63342, "Y3": 0.8768, "X4": 0.6159, "Y4": 0.8768, "page": 0, "Index": 409}, {"Word": "40-70%", "Confidence": 0.993, "X1": 0.63881, "Y1": 0.8592, "X2": 0.70755, "Y2": 0.859, "X3": 0.70755, "Y3": 0.8758, "X4": 0.63747, "Y4": 0.8768, "page": 0, "Index": 410}, {"Word": "of", "Confidence": 0.992, "X1": 0.71294, "Y1": 0.8592, "X2": 0.73046, "Y2": 0.859, "X3": 0.72911, "Y3": 0.8758, "X4": 0.71159, "Y4": 0.8758, "page": 0, "Index": 411}, {"Word": "cases.", "Confidence": 0.996, "X1": 0.7345, "Y1": 0.8592, "X2": 0.80189, "Y2": 0.859, "X3": 0.80054, "Y3": 0.8758, "X4": 0.7345, "Y4": 0.8758, "page": 0, "Index": 412}, {"Word": "Even", "Confidence": 0.988, "X1": 0.80593, "Y1": 0.8592, "X2": 0.85445, "Y2": 0.859, "X3": 0.85445, "Y3": 0.8758, "X4": 0.80593, "Y4": 0.8758, "page": 0, "Index": 413}, {"Word": "more", "Confidence": 0.994, "X1": 0.12803, "Y1": 0.8782, "X2": 0.17385, "Y2": 0.878, "X3": 0.17385, "Y3": 0.8938, "X4": 0.12668, "Y4": 0.8938, "page": 0, "Index": 414}, {"Word": "striking", "Confidence": 0.995, "X1": 0.17925, "Y1": 0.8782, "X2": 0.24528, "Y2": 0.878, "X3": 0.24528, "Y3": 0.8938, "X4": 0.1779, "Y4": 0.8938, "page": 0, "Index": 415}, {"Word": "are", "Confidence": 0.998, "X1": 0.25067, "Y1": 0.8772, "X2": 0.27898, "Y2": 0.877, "X3": 0.27898, "Y3": 0.8938, "X4": 0.24933, "Y4": 0.8938, "page": 0, "Index": 416}, {"Word": "studies", "Confidence": 0.996, "X1": 0.28437, "Y1": 0.8772, "X2": 0.3504, "Y2": 0.877, "X3": 0.3504, "Y3": 0.8948, "X4": 0.28302, "Y4": 0.8938, "page": 0, "Index": 417}, {"Word": "at", "Confidence": 0.998, "X1": 0.3558, "Y1": 0.8772, "X2": 0.37332, "Y2": 0.877, "X3": 0.37332, "Y3": 0.8948, "X4": 0.35445, "Y4": 0.8948, "page": 0, "Index": 418}, {"Word": "the", "Confidence": 0.998, "X1": 0.37871, "Y1": 0.8772, "X2": 0.40701, "Y2": 0.877, "X3": 0.40701, "Y3": 0.8948, "X4": 0.37736, "Y4": 0.8948, "page": 0, "Index": 419}, {"Word": "University", "Confidence": 0.994, "X1": 0.4124, "Y1": 0.8772, "X2": 0.5027, "Y2": 0.877, "X3": 0.5027, "Y3": 0.8948, "X4": 0.41105, "Y4": 0.8948, "page": 0, "Index": 420}, {"Word": "of", "Confidence": 0.998, "X1": 0.50809, "Y1": 0.8772, "X2": 0.52561, "Y2": 0.877, "X3": 0.52561, "Y3": 0.8948, "X4": 0.50674, "Y4": 0.8948, "page": 0, "Index": 421}, {"Word": "South", "Confidence": 0.998, "X1": 0.531, "Y1": 0.8772, "X2": 0.58491, "Y2": 0.877, "X3": 0.58491, "Y3": 0.8948, "X4": 0.52965, "Y4": 0.8948, "page": 0, "Index": 422}, {"Word": "Florida", "Confidence": 0.993, "X1": 0.5903, "Y1": 0.8772, "X2": 0.65229, "Y2": 0.877, "X3": 0.65229, "Y3": 0.8948, "X4": 0.58895, "Y4": 0.8948, "page": 0, "Index": 423}, {"Word": "and", "Confidence": 0.998, "X1": 0.65633, "Y1": 0.8772, "X2": 0.69137, "Y2": 0.877, "X3": 0.69137, "Y3": 0.8948, "X4": 0.65633, "Y4": 0.8948, "page": 0, "Index": 424}, {"Word": "in", "Confidence": 0.997, "X1": 0.69677, "Y1": 0.8772, "X2": 0.71159, "Y2": 0.877, "X3": 0.71159, "Y3": 0.8948, "X4": 0.69542, "Y4": 0.8948, "page": 0, "Index": 425}, {"Word": "the", "Confidence": 0.998, "X1": 0.71563, "Y1": 0.8772, "X2": 0.74663, "Y2": 0.877, "X3": 0.74663, "Y3": 0.8938, "X4": 0.71563, "Y4": 0.8948, "page": 0, "Index": 426}, {"Word": "United", "Confidence": 0.996, "X1": 0.75067, "Y1": 0.8772, "X2": 0.81267, "Y2": 0.877, "X3": 0.81267, "Y3": 0.8938, "X4": 0.75067, "Y4": 0.8938, "page": 0, "Index": 427}, {"Word": "Kingdom", "Confidence": 0.996, "X1": 0.12803, "Y1": 0.8942, "X2": 0.2062, "Y2": 0.894, "X3": 0.20485, "Y3": 0.9138, "X4": 0.12668, "Y4": 0.9138, "page": 0, "Index": 428}, {"Word": "showing", "Confidence": 0.996, "X1": 0.21429, "Y1": 0.8952, "X2": 0.28841, "Y2": 0.895, "X3": 0.28706, "Y3": 0.9138, "X4": 0.21159, "Y4": 0.9138, "page": 0, "Index": 429}, {"Word": "dramatic", "Confidence": 0.993, "X1": 0.2938, "Y1": 0.8952, "X2": 0.37332, "Y2": 0.895, "X3": 0.37197, "Y3": 0.9138, "X4": 0.29245, "Y4": 0.9138, "page": 0, "Index": 430}, {"Word": "reductions", "Confidence": 0.993, "X1": 0.37871, "Y1": 0.8952, "X2": 0.4717, "Y2": 0.895, "X3": 0.4717, "Y3": 0.9138, "X4": 0.37736, "Y4": 0.9138, "page": 0, "Index": 431}, {"Word": "of", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.8952, "X2": 0.49461, "Y2": 0.895, "X3": 0.49326, "Y3": 0.9138, "X4": 0.47709, "Y4": 0.9138, "page": 0, "Index": 432}, {"Word": "symptoms", "Confidence": 0.993, "X1": 0.5, "Y1": 0.8952, "X2": 0.59434, "Y2": 0.895, "X3": 0.59299, "Y3": 0.9138, "X4": 0.49865, "Y4": 0.9138, "page": 0, "Index": 433}, {"Word": "in", "Confidence": 0.998, "X1": 0.59838, "Y1": 0.8952, "X2": 0.61725, "Y2": 0.895, "X3": 0.61725, "Y3": 0.9138, "X4": 0.59838, "Y4": 0.9138, "page": 0, "Index": 434}, {"Word": "Tourette's", "Confidence": 0.992, "X1": 0.62264, "Y1": 0.8952, "X2": 0.71024, "Y2": 0.895, "X3": 0.71024, "Y3": 0.9138, "X4": 0.62264, "Y4": 0.9138, "page": 0, "Index": 435}, {"Word": "syndrome.", "Confidence": 0.991, "X1": 0.71563, "Y1": 0.8952, "X2": 0.81267, "Y2": 0.895, "X3": 0.81267, "Y3": 0.9138, "X4": 0.71563, "Y4": 0.9138, "page": 0, "Index": 436}, {"Word": "53192", "Confidence": 0.996, "X1": 0.96765, "Y1": 0.9172, "X2": 0.96631, "Y2": 0.917, "X3": 0.94474, "Y3": 0.9168, "X4": 0.94744, "Y4": 0.8698, "page": 0, "Index": 437}, {"Word": "4567", "Confidence": 0.991, "X1": 0.96631, "Y1": 0.9662, "X2": 0.96361, "Y2": 0.966, "X3": 0.94205, "Y3": 0.9648, "X4": 0.9434, "Y4": 0.9258, "page": 0, "Index": 438}, {"Word": "2", "Confidence": 0.991, "X1": 0.49057, "Y1": 0.9592, "X2": 0.50539, "Y2": 0.959, "X3": 0.50539, "Y3": 0.9758, "X4": 0.49057, "Y4": 0.9758, "page": 0, "Index": 439}, {"Word": "JR0000001363015303", "Confidence": 0.928, "X1": 0.00135, "Y1": 0.9832, "X2": 0.20485, "Y2": 0.983, "X3": 0.2035, "Y3": 0.9978, "X4": 0.00135, "Y4": 0.9988, "page": 0, "Index": 440}]}	"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"
ffdm0028	0	{"lines_data": [{"Word": "C9", "Confidence": 0.993, "X1": 0.899, "Y1": 0.1602, "X2": 0.922, "Y2": 0.16, "X3": 0.921, "Y3": 0.18174, "X4": 0.899, "Y4": 0.18045, "page": 0}, {"Word": "THE NEW YORK TIMES HEALTH WEDNESDAY, FEBRUARY 1, 1995", "Confidence": 0.95289, "X1": 0.123, "Y1": 0.16278, "X2": 0.577, "Y2": 0.16258, "X3": 0.577, "Y3": 0.18819, "X4": 0.123, "Y4": 0.19335, "page": 0}, {"Word": "-", "Confidence": 0.977, "X1": 0.111, "Y1": 0.20665, "X2": 0.133, "Y2": 0.20645, "X3": 0.134, "Y3": 0.23593, "X4": 0.111, "Y4": 0.23593, "page": 0}, {"Word": "Cancer Cases Up, but Future Isn't Bleak", "Confidence": 0.99671, "X1": 0.156, "Y1": 0.21181, "X2": 0.897, "Y2": 0.21161, "X3": 0.897, "Y3": 0.26432, "X4": 0.156, "Y4": 0.26948, "page": 0}, {"Word": "Changing Cancer Risks: Selected Types", "Confidence": 0.9662, "X1": 0.167, "Y1": 0.31633, "X2": 0.564, "Y2": 0.31613, "X3": 0.564, "Y3": 0.34561, "X4": 0.167, "Y4": 0.34561, "page": 0}, {"Word": "United States. during two periods: 1975 through 1979 and 1987", "Confidence": 0.9595, "X1": 0.532, "Y1": 0.34988, "X2": 0.865, "Y2": 0.34968, "X3": 0.865, "Y3": 0.36754, "X4": 0.532, "Y4": 0.36883, "page": 0}, {"Word": "A new analysis has found that while more cancer is being diagnosed.", "Confidence": 0.97692, "X1": 0.166, "Y1": 0.35246, "X2": 0.52, "Y2": 0.35226, "X3": 0.52, "Y3": 0.37012, "X4": 0.166, "Y4": 0.37012, "page": 0}, {"Word": "death rates are holding steady or dropping. Researchers compared", "Confidence": 0.97278, "X1": 0.165, "Y1": 0.36923, "X2": 0.512, "Y2": 0.36903, "X3": 0.512, "Y3": 0.38561, "X4": 0.165, "Y4": 0.3869, "page": 0}, {"Word": "through 1991. Below are changes in incidence and mortality from the", "Confidence": 0.96691, "X1": 0.538, "Y1": 0.36794, "X2": 0.892, "Y2": 0.36774, "X3": 0.892, "Y3": 0.38561, "X4": 0.538, "Y4": 0.38561, "page": 0}, {"Word": "the number of cancer cases and deaths in different age groups In the\"", "Confidence": 0.94708, "X1": 0.166, "Y1": 0.38601, "X2": 0.523, "Y2": 0.38581, "X3": 0.523, "Y3": 0.40238, "X4": 0.166, "Y4": 0.40367, "page": 0}, {"Word": "first period to the second.", "Confidence": 0.9672, "X1": 0.539, "Y1": 0.38472, "X2": 0.672, "Y2": 0.38452, "X3": 0.672, "Y3": 0.40367, "X4": 0.538, "Y4": 0.40238, "page": 0}, {"Word": "MEN", "Confidence": 0.998, "X1": 0.176, "Y1": 0.42601, "X2": 0.2, "Y2": 0.42581, "X3": 0.199, "Y3": 0.44109, "X4": 0.176, "Y4": 0.4398, "page": 0}, {"Word": "WOME", "Confidence": 0.986, "X1": 0.549, "Y1": 0.42214, "X2": 0.588, "Y2": 0.42194, "X3": 0.588, "Y3": 0.4398, "X4": 0.548, "Y4": 0.43851, "page": 0}, {"Word": "Incidence", "Confidence": 0.323, "X1": 0.296, "Y1": 0.45439, "X2": 0.346, "Y2": 0.45419, "X3": 0.346, "Y3": 0.4669, "X4": 0.296, "Y4": 0.46819, "page": 0}, {"Word": "Incidence", "Confidence": 0.9, "X1": 0.673, "Y1": 0.4531, "X2": 0.72, "Y2": 0.4529, "X3": 0.72, "Y3": 0.4669, "X4": 0.673, "Y4": 0.4669, "page": 0}, {"Word": "% change,", "Confidence": 0.9655, "X1": 0.356, "Y1": 0.45568, "X2": 0.408, "Y2": 0.45548, "X3": 0.408, "Y3": 0.46948, "X4": 0.356, "Y4": 0.4669, "page": 0}, {"Word": "Mortality % change,", "Confidence": 0.82, "X1": 0.423, "Y1": 0.45439, "X2": 0.528, "Y2": 0.45419, "X3": 0.528, "Y3": 0.46948, "X4": 0.423, "Y4": 0.46819, "page": 0}, {"Word": "% change,", "Confidence": 0.826, "X1": 0.73, "Y1": 0.45439, "X2": 0.781, "Y2": 0.45419, "X3": 0.78, "Y3": 0.46819, "X4": 0.73, "Y4": 0.46561, "page": 0}, {"Word": "Mortality % change,", "Confidence": 0.737, "X1": 0.8, "Y1": 0.4531, "X2": 0.903, "Y2": 0.4529, "X3": 0.903, "Y3": 0.46819, "X4": 0.8, "Y4": 0.4669, "page": 0}, {"Word": "per", "Confidence": 0.847, "X1": 0.312, "Y1": 0.47117, "X2": 0.332, "Y2": 0.47097, "X3": 0.332, "Y3": 0.48109, "X4": 0.312, "Y4": 0.48109, "page": 0}, {"Word": "'75-79 1o", "Confidence": 0.6065, "X1": 0.357, "Y1": 0.46859, "X2": 0.406, "Y2": 0.46839, "X3": 0.406, "Y3": 0.48238, "X4": 0.357, "Y4": 0.48238, "page": 0}, {"Word": "per", "Confidence": 0.753, "X1": 0.439, "Y1": 0.46988, "X2": 0.457, "Y2": 0.46968, "X3": 0.457, "Y3": 0.48109, "X4": 0.439, "Y4": 0.48109, "page": 0}, {"Word": "'75-79 to", "Confidence": 0.8845, "X1": 0.479, "Y1": 0.46859, "X2": 0.529, "Y2": 0.46839, "X3": 0.528, "Y3": 0.48238, "X4": 0.478, "Y4": 0.48109, "page": 0}, {"Word": "per", "Confidence": 0.494, "X1": 0.687, "Y1": 0.46859, "X2": 0.707, "Y2": 0.46839, "X3": 0.707, "Y3": 0.4798, "X4": 0.687, "Y4": 0.4798, "page": 0}, {"Word": "$75-'79 to", "Confidence": 0.8095, "X1": 0.73, "Y1": 0.4673, "X2": 0.782, "Y2": 0.4671, "X3": 0.781, "Y3": 0.48238, "X4": 0.729, "Y4": 0.4798, "page": 0}, {"Word": "per", "Confidence": 0.997, "X1": 0.814, "Y1": 0.46988, "X2": 0.829, "Y2": 0.46968, "X3": 0.829, "Y3": 0.4798, "X4": 0.814, "Y4": 0.4798, "page": 0}, {"Word": "'75-179 to", "Confidence": 0.3295, "X1": 0.851, "Y1": 0.4673, "X2": 0.903, "Y2": 0.4671, "X3": 0.903, "Y3": 0.48109, "X4": 0.851, "Y4": 0.4798, "page": 0}, {"Word": "Type of cancer", "Confidence": 0.858, "X1": 0.168, "Y1": 0.48278, "X2": 0.24, "Y2": 0.48258, "X3": 0.24, "Y3": 0.49657, "X4": 0.168, "Y4": 0.49657, "page": 0}, {"Word": "100,000", "Confidence": 0.959, "X1": 0.3, "Y1": 0.48278, "X2": 0.343, "Y2": 0.48258, "X3": 0.344, "Y3": 0.49528, "X4": 0.3, "Y4": 0.49786, "page": 0}, {"Word": "'87-'91", "Confidence": 0.661, "X1": 0.36, "Y1": 0.48278, "X2": 0.402, "Y2": 0.48258, "X3": 0.402, "Y3": 0.49657, "X4": 0.36, "Y4": 0.49657, "page": 0}, {"Word": "100,000", "Confidence": 0.991, "X1": 0.425, "Y1": 0.48278, "X2": 0.47, "Y2": 0.48258, "X3": 0.47, "Y3": 0.49657, "X4": 0.426, "Y4": 0.49657, "page": 0}, {"Word": "'87-191", "Confidence": 0.284, "X1": 0.483, "Y1": 0.48278, "X2": 0.523, "Y2": 0.48258, "X3": 0.523, "Y3": 0.49657, "X4": 0.483, "Y4": 0.49528, "page": 0}, {"Word": "Type of cancer", "Confidence": 0.86633, "X1": 0.543, "Y1": 0.4802, "X2": 0.615, "Y2": 0.48, "X3": 0.615, "Y3": 0.49786, "X4": 0.543, "Y4": 0.49786, "page": 0}, {"Word": "100,000", "Confidence": 0.954, "X1": 0.674, "Y1": 0.48149, "X2": 0.718, "Y2": 0.48129, "X3": 0.718, "Y3": 0.49528, "X4": 0.674, "Y4": 0.49657, "page": 0}, {"Word": "'87-'91", "Confidence": 0.848, "X1": 0.736, "Y1": 0.48278, "X2": 0.776, "Y2": 0.48258, "X3": 0.775, "Y3": 0.49657, "X4": 0.736, "Y4": 0.49528, "page": 0}, {"Word": "100,000", "Confidence": 0.991, "X1": 0.801, "Y1": 0.48149, "X2": 0.844, "Y2": 0.48129, "X3": 0.844, "Y3": 0.49528, "X4": 0.801, "Y4": 0.49528, "page": 0}, {"Word": "'87-191", "Confidence": 0.775, "X1": 0.859, "Y1": 0.48278, "X2": 0.897, "Y2": 0.48258, "X3": 0.897, "Y3": 0.49528, "X4": 0.859, "Y4": 0.49399, "page": 0}, {"Word": "Prostate", "Confidence": 0.995, "X1": 0.169, "Y1": 0.50859, "X2": 0.21, "Y2": 0.50839, "X3": 0.21, "Y3": 0.52109, "X4": 0.169, "Y4": 0.52109, "page": 0}, {"Word": "121.2", "Confidence": 0.993, "X1": 0.309, "Y1": 0.5073, "X2": 0.338, "Y2": 0.5071, "X3": 0.338, "Y3": 0.52109, "X4": 0.309, "Y4": 0.52109, "page": 0}, {"Word": "65.6%", "Confidence": 0.991, "X1": 0.374, "Y1": 0.50601, "X2": 0.408, "Y2": 0.50581, "X3": 0.408, "Y3": 0.52109, "X4": 0.374, "Y4": 0.52109, "page": 0}, {"Word": "23.6", "Confidence": 0.982, "X1": 0.435, "Y1": 0.5073, "X2": 0.458, "Y2": 0.5071, "X3": 0.457, "Y3": 0.5198, "X4": 0.434, "Y4": 0.5198, "page": 0}, {"Word": "14.0%", "Confidence": 0.996, "X1": 0.497, "Y1": 0.5073, "X2": 0.529, "Y2": 0.5071, "X3": 0.529, "Y3": 0.52109, "X4": 0.497, "Y4": 0.52109, "page": 0}, {"Word": "Breast", "Confidence": 0.889, "X1": 0.542, "Y1": 0.5073, "X2": 0.577, "Y2": 0.5071, "X3": 0.576, "Y3": 0.5198, "X4": 0.542, "Y4": 0.5198, "page": 0}, {"Word": "113.2", "Confidence": 0.994, "X1": 0.684, "Y1": 0.50601, "X2": 0.712, "Y2": 0.50581, "X3": 0.712, "Y3": 0.5198, "X4": 0.684, "Y4": 0.5198, "page": 0}, {"Word": "30.1%", "Confidence": 0.993, "X1": 0.751, "Y1": 0.50472, "X2": 0.782, "Y2": 0.50452, "X3": 0.782, "Y3": 0.5198, "X4": 0.751, "Y4": 0.5198, "page": 0}, {"Word": "27.2", "Confidence": 0.664, "X1": 0.81, "Y1": 0.50472, "X2": 0.833, "Y2": 0.50452, "X3": 0.833, "Y3": 0.5198, "X4": 0.81, "Y4": 0.5198, "page": 0}, {"Word": "1.9%", "Confidence": 0.981, "X1": 0.878, "Y1": 0.50343, "X2": 0.904, "Y2": 0.50323, "X3": 0.904, "Y3": 0.5198, "X4": 0.878, "Y4": 0.5198, "page": 0}, {"Word": "Non-Hodgkin's lymphoma 18.6", "Confidence": 0.98267, "X1": 0.167, "Y1": 0.53439, "X2": 0.338, "Y2": 0.53419, "X3": 0.338, "Y3": 0.55335, "X4": 0.167, "Y4": 0.55335, "page": 0}, {"Word": "60.3", "Confidence": 0.982, "X1": 0.375, "Y1": 0.53439, "X2": 0.398, "Y2": 0.53419, "X3": 0.398, "Y3": 0.55206, "X4": 0.374, "Y4": 0.55077, "page": 0}, {"Word": "7.9", "Confidence": 0.437, "X1": 0.439, "Y1": 0.5331, "X2": 0.458, "Y2": 0.5329, "X3": 0.457, "Y3": 0.55077, "X4": 0.438, "Y4": 0.54948, "page": 0}, {"Word": "31.7", "Confidence": 0.991, "X1": 0.495, "Y1": 0.53697, "X2": 0.52, "Y2": 0.53677, "X3": 0.52, "Y3": 0.55206, "X4": 0.495, "Y4": 0.55077, "page": 0}, {"Word": "Lung", "Confidence": 0.988, "X1": 0.543, "Y1": 0.53568, "X2": 0.573, "Y2": 0.53548, "X3": 0.572, "Y3": 0.55335, "X4": 0.542, "Y4": 0.55206, "page": 0}, {"Word": "41.5", "Confidence": 0.929, "X1": 0.688, "Y1": 0.53568, "X2": 0.712, "Y2": 0.53548, "X3": 0.712, "Y3": 0.54948, "X4": 0.688, "Y4": 0.54948, "page": 0}, {"Word": "65.3", "Confidence": 0.994, "X1": 0.75, "Y1": 0.53568, "X2": 0.774, "Y2": 0.53548, "X3": 0.774, "Y3": 0.54948, "X4": 0.75, "Y4": 0.54948, "page": 0}, {"Word": "30.9", "Confidence": 0.955, "X1": 0.81, "Y1": 0.53568, "X2": 0.833, "Y2": 0.53548, "X3": 0.833, "Y3": 0.54948, "X4": 0.81, "Y4": 0.54819, "page": 0}, {"Word": "75.6", "Confidence": 0.979, "X1": 0.872, "Y1": 0.53568, "X2": 0.896, "Y2": 0.53548, "X3": 0.895, "Y3": 0.54948, "X4": 0.872, "Y4": 0.54948, "page": 0}, {"Word": "Skin cancer", "Confidence": 0.9905, "X1": 0.169, "Y1": 0.56665, "X2": 0.23, "Y2": 0.56645, "X3": 0.23, "Y3": 0.58174, "X4": 0.169, "Y4": 0.58174, "page": 0}, {"Word": "Melanoma", "Confidence": 0.995, "X1": 0.543, "Y1": 0.56665, "X2": 0.598, "Y2": 0.56645, "X3": 0.598, "Y3": 0.58303, "X4": 0.543, "Y4": 0.58174, "page": 0}, {"Word": "10.9", "Confidence": 0.966, "X1": 0.689, "Y1": 0.56536, "X2": 0.713, "Y2": 0.56516, "X3": 0.713, "Y3": 0.57915, "X4": 0.689, "Y4": 0.58045, "page": 0}, {"Word": "41.6", "Confidence": 0.981, "X1": 0.749, "Y1": 0.56665, "X2": 0.774, "Y2": 0.56645, "X3": 0.774, "Y3": 0.58045, "X4": 0.748, "Y4": 0.58045, "page": 0}, {"Word": "1.7", "Confidence": 0.955, "X1": 0.816, "Y1": 0.56665, "X2": 0.834, "Y2": 0.56645, "X3": 0.834, "Y3": 0.58045, "X4": 0.816, "Y4": 0.58045, "page": 0}, {"Word": "6.3", "Confidence": 0.888, "X1": 0.877, "Y1": 0.56536, "X2": 0.895, "Y2": 0.56516, "X3": 0.895, "Y3": 0.57915, "X4": 0.877, "Y4": 0.57915, "page": 0}, {"Word": "7.3", "Confidence": 0.818, "X1": 0.32, "Y1": 0.58343, "X2": 0.337, "Y2": 0.58323, "X3": 0.337, "Y3": 0.59722, "X4": 0.319, "Y4": 0.59722, "page": 0}, {"Word": "812.5", "Confidence": 0.959, "X1": 0.368, "Y1": 0.58343, "X2": 0.398, "Y2": 0.58323, "X3": 0.398, "Y3": 0.59722, "X4": 0.368, "Y4": 0.59593, "page": 0}, {"Word": "(except melanoma)", "Confidence": 0.8735, "X1": 0.169, "Y1": 0.58343, "X2": 0.269, "Y2": 0.58323, "X3": 0.269, "Y3": 0.59851, "X4": 0.169, "Y4": 0.5998, "page": 0}, {"Word": "1.2", "Confidence": 0.995, "X1": 0.443, "Y1": 0.58214, "X2": 0.459, "Y2": 0.58194, "X3": 0.459, "Y3": 0.59851, "X4": 0.444, "Y4": 0.59851, "page": 0}, {"Word": "20.0", "Confidence": 0.987, "X1": 0.495, "Y1": 0.58214, "X2": 0.52, "Y2": 0.58194, "X3": 0.521, "Y3": 0.59851, "X4": 0.495, "Y4": 0.59851, "page": 0}, {"Word": "Non-Hodgkin's lymphoma 12", "Confidence": 0.915, "X1": 0.543, "Y1": 0.59375, "X2": 0.705, "Y2": 0.59355, "X3": 0.705, "Y3": 0.61141, "X4": 0.543, "Y4": 0.61141, "page": 0}, {"Word": "34.8", "Confidence": 0.991, "X1": 0.75, "Y1": 0.59633, "X2": 0.775, "Y2": 0.59613, "X3": 0.775, "Y3": 0.61012, "X4": 0.749, "Y4": 0.61012, "page": 0}, {"Word": "5.2", "Confidence": 0.996, "X1": 0.816, "Y1": 0.59633, "X2": 0.836, "Y2": 0.59613, "X3": 0.836, "Y3": 0.61012, "X4": 0.816, "Y4": 0.61012, "page": 0}, {"Word": "26.8", "Confidence": 0.985, "X1": 0.871, "Y1": 0.59504, "X2": 0.896, "Y2": 0.59484, "X3": 0.896, "Y3": 0.61012, "X4": 0.871, "Y4": 0.60883, "page": 0}, {"Word": "66.Y", "Confidence": 0.678, "X1": 0.375, "Y1": 0.6131, "X2": 0.398, "Y2": 0.6129, "X3": 0.397, "Y3": 0.6269, "X4": 0.375, "Y4": 0.62561, "page": 0}, {"Word": "30.8", "Confidence": 0.924, "X1": 0.496, "Y1": 0.61181, "X2": 0.519, "Y2": 0.61161, "X3": 0.519, "Y3": 0.6269, "X4": 0.495, "Y4": 0.62819, "page": 0}, {"Word": "Melanoma", "Confidence": 0.981, "X1": 0.167, "Y1": 0.61439, "X2": 0.222, "Y2": 0.61419, "X3": 0.222, "Y3": 0.62819, "X4": 0.167, "Y4": 0.62819, "page": 0}, {"Word": "14.5", "Confidence": 0.987, "X1": 0.314, "Y1": 0.61439, "X2": 0.338, "Y2": 0.61419, "X3": 0.338, "Y3": 0.62819, "X4": 0.314, "Y4": 0.6269, "page": 0}, {"Word": "3.4", "Confidence": 0.998, "X1": 0.441, "Y1": 0.61181, "X2": 0.458, "Y2": 0.61161, "X3": 0.458, "Y3": 0.62819, "X4": 0.44, "Y4": 0.62819, "page": 0}, {"Word": "Kidney", "Confidence": 0.995, "X1": 0.542, "Y1": 0.6273, "X2": 0.58, "Y2": 0.6271, "X3": 0.58, "Y3": 0.64109, "X4": 0.542, "Y4": 0.6398, "page": 0}, {"Word": "6.1", "Confidence": 0.993, "X1": 0.694, "Y1": 0.62343, "X2": 0.712, "Y2": 0.62323, "X3": 0.712, "Y3": 0.6398, "X4": 0.694, "Y4": 0.63851, "page": 0}, {"Word": "38.6", "Confidence": 0.981, "X1": 0.75, "Y1": 0.62472, "X2": 0.774, "Y2": 0.62452, "X3": 0.774, "Y3": 0.63851, "X4": 0.749, "Y4": 0.63851, "page": 0}, {"Word": "2.3", "Confidence": 0.882, "X1": 0.816, "Y1": 0.62472, "X2": 0.833, "Y2": 0.62452, "X3": 0.833, "Y3": 0.6398, "X4": 0.816, "Y4": 0.6398, "page": 0}, {"Word": "15.0", "Confidence": 0.994, "X1": 0.874, "Y1": 0.62472, "X2": 0.895, "Y2": 0.62452, "X3": 0.895, "Y3": 0.63851, "X4": 0.873, "Y4": 0.63722, "page": 0}, {"Word": "Bladder", "Confidence": 0.956, "X1": 0.168, "Y1": 0.64278, "X2": 0.209, "Y2": 0.64258, "X3": 0.209, "Y3": 0.65786, "X4": 0.168, "Y4": 0.65786, "page": 0}, {"Word": "32.3", "Confidence": 0.699, "X1": 0.312, "Y1": 0.64278, "X2": 0.337, "Y2": 0.64258, "X3": 0.337, "Y3": 0.65657, "X4": 0.312, "Y4": 0.65657, "page": 0}, {"Word": "5.8", "Confidence": 0.966, "X1": 0.441, "Y1": 0.64149, "X2": 0.458, "Y2": 0.64129, "X3": 0.458, "Y3": 0.65657, "X4": 0.441, "Y4": 0.65657, "page": 0}, {"Word": "-19.4", "Confidence": 0.993, "X1": 0.489, "Y1": 0.64149, "X2": 0.52, "Y2": 0.64129, "X3": 0.52, "Y3": 0.65786, "X4": 0.489, "Y4": 0.65786, "page": 0}, {"Word": "11.0", "Confidence": 0.986, "X1": 0.375, "Y1": 0.64149, "X2": 0.4, "Y2": 0.64129, "X3": 0.4, "Y3": 0.65915, "X4": 0.375, "Y4": 0.65786, "page": 0}, {"Word": "Brain and nervous system", "Confidence": 0.98825, "X1": 0.542, "Y1": 0.65439, "X2": 0.677, "Y2": 0.65419, "X3": 0.677, "Y3": 0.66948, "X4": 0.542, "Y4": 0.67077, "page": 0}, {"Word": "5.7", "Confidence": 0.996, "X1": 0.694, "Y1": 0.65568, "X2": 0.71, "Y2": 0.65548, "X3": 0.71, "Y3": 0.67077, "X4": 0.694, "Y4": 0.66948, "page": 0}, {"Word": "16.3", "Confidence": 0.9, "X1": 0.751, "Y1": 0.65439, "X2": 0.773, "Y2": 0.65419, "X3": 0.773, "Y3": 0.66819, "X4": 0.752, "Y4": 0.66948, "page": 0}, {"Word": "3.7", "Confidence": 0.981, "X1": 0.815, "Y1": 0.65439, "X2": 0.835, "Y2": 0.65419, "X3": 0.834, "Y3": 0.66948, "X4": 0.815, "Y4": 0.66948, "page": 0}, {"Word": "8.8", "Confidence": 0.873, "X1": 0.878, "Y1": 0.6531, "X2": 0.896, "Y2": 0.6529, "X3": 0.896, "Y3": 0.66819, "X4": 0.878, "Y4": 0.66819, "page": 0}, {"Word": "Kidney .", "Confidence": 0.5265, "X1": 0.167, "Y1": 0.67246, "X2": 0.215, "Y2": 0.67226, "X3": 0.215, "Y3": 0.68754, "X4": 0.167, "Y4": 0.68883, "page": 0}, {"Word": "12.2", "Confidence": 0.981, "X1": 0.314, "Y1": 0.67246, "X2": 0.337, "Y2": 0.67226, "X3": 0.338, "Y3": 0.68754, "X4": 0.314, "Y4": 0.68625, "page": 0}, {"Word": "25.8", "Confidence": 0.982, "X1": 0.374, "Y1": 0.67246, "X2": 0.399, "Y2": 0.67226, "X3": 0.399, "Y3": 0.68754, "X4": 0.374, "Y4": 0.68625, "page": 0}, {"Word": "5.0", "Confidence": 0.994, "X1": 0.44, "Y1": 0.67246, "X2": 0.459, "Y2": 0.67226, "X3": 0.459, "Y3": 0.68754, "X4": 0.439, "Y4": 0.68625, "page": 0}, {"Word": "11.1", "Confidence": 0.991, "X1": 0.498, "Y1": 0.67246, "X2": 0.519, "Y2": 0.67226, "X3": 0.519, "Y3": 0.68754, "X4": 0.498, "Y4": 0.68754, "page": 0}, {"Word": "0.3", "Confidence": 0.958, "X1": 0.816, "Y1": 0.68278, "X2": 0.834, "Y2": 0.68258, "X3": 0.834, "Y3": 0.69786, "X4": 0.815, "Y4": 0.69786, "page": 0}, {"Word": "-40.0", "Confidence": 0.992, "X1": 0.866, "Y1": 0.68407, "X2": 0.896, "Y2": 0.68387, "X3": 0.896, "Y3": 0.69786, "X4": 0.865, "Y4": 0.69915, "page": 0}, {"Word": "Thyroid", "Confidence": 0.981, "X1": 0.543, "Y1": 0.68407, "X2": 0.582, "Y2": 0.68387, "X3": 0.582, "Y3": 0.69915, "X4": 0.543, "Y4": 0.70045, "page": 0}, {"Word": "6.4", "Confidence": 0.998, "X1": 0.694, "Y1": 0.68536, "X2": 0.713, "Y2": 0.68516, "X3": 0.713, "Y3": 0.69915, "X4": 0.694, "Y4": 0.69915, "page": 0}, {"Word": "12.3", "Confidence": 0.984, "X1": 0.752, "Y1": 0.68536, "X2": 0.774, "Y2": 0.68516, "X3": 0.774, "Y3": 0.69915, "X4": 0.751, "Y4": 0.69915, "page": 0}, {"Word": "40.4", "Confidence": 0.846, "X1": 0.314, "Y1": 0.70343, "X2": 0.336, "Y2": 0.70323, "X3": 0.336, "Y3": 0.71722, "X4": 0.313, "Y4": 0.71593, "page": 0}, {"Word": "5.5", "Confidence": 0.997, "X1": 0.381, "Y1": 0.70343, "X2": 0.398, "Y2": 0.70323, "X3": 0.397, "Y3": 0.71593, "X4": 0.381, "Y4": 0.71593, "page": 0}, {"Word": "20.0", "Confidence": 0.941, "X1": 0.434, "Y1": 0.70214, "X2": 0.458, "Y2": 0.70194, "X3": 0.458, "Y3": 0.71593, "X4": 0.434, "Y4": 0.71722, "page": 0}, {"Word": "-2.9", "Confidence": 0.955, "X1": 0.498, "Y1": 0.70214, "X2": 0.519, "Y2": 0.70194, "X3": 0.519, "Y3": 0.71593, "X4": 0.497, "Y4": 0.71722, "page": 0}, {"Word": "Colon", "Confidence": 0.955, "X1": 0.168, "Y1": 0.70343, "X2": 0.199, "Y2": 0.70323, "X3": 0.199, "Y3": 0.71851, "X4": 0.167, "Y4": 0.71722, "page": 0}, {"Word": "Skin cancer,", "Confidence": 0.932, "X1": 0.544, "Y1": 0.71633, "X2": 0.608, "Y2": 0.71613, "X3": 0.608, "Y3": 0.73012, "X4": 0.543, "Y4": 0.72883, "page": 0}, {"Word": "82.2", "Confidence": 0.976, "X1": 0.314, "Y1": 0.7331, "X2": 0.337, "Y2": 0.7329, "X3": 0.337, "Y3": 0.7469, "X4": 0.313, "Y4": 0.74561, "page": 0}, {"Word": "2.5", "Confidence": 0.995, "X1": 0.381, "Y1": 0.7331, "X2": 0.398, "Y2": 0.7329, "X3": 0.398, "Y3": 0.7469, "X4": 0.381, "Y4": 0.7469, "page": 0}, {"Word": "9.4", "Confidence": 0.995, "X1": 0.502, "Y1": 0.73181, "X2": 0.52, "Y2": 0.73161, "X3": 0.52, "Y3": 0.7469, "X4": 0.502, "Y4": 0.7469, "page": 0}, {"Word": "except melanoma", "Confidence": 0.976, "X1": 0.543, "Y1": 0.7331, "X2": 0.635, "Y2": 0.7329, "X3": 0.635, "Y3": 0.7469, "X4": 0.543, "Y4": 0.74819, "page": 0}, {"Word": "0.8", "Confidence": 0.97, "X1": 0.694, "Y1": 0.7331, "X2": 0.711, "Y2": 0.7329, "X3": 0.712, "Y3": 0.74561, "X4": 0.694, "Y4": 0.74561, "page": 0}, {"Word": "100.0", "Confidence": 0.993, "X1": 0.744, "Y1": 0.73181, "X2": 0.773, "Y2": 0.73161, "X3": 0.773, "Y3": 0.74561, "X4": 0.744, "Y4": 0.74561, "page": 0}, {"Word": "0.4", "Confidence": 0.965, "X1": 0.816, "Y1": 0.73181, "X2": 0.833, "Y2": 0.73161, "X3": 0.834, "Y3": 0.7469, "X4": 0.816, "Y4": 0.74561, "page": 0}, {"Word": "0", "Confidence": 0.674, "X1": 0.878, "Y1": 0.73181, "X2": 0.886, "Y2": 0.73161, "X3": 0.886, "Y3": 0.74561, "X4": 0.878, "Y4": 0.74432, "page": 0}, {"Word": "Lung", "Confidence": 0.988, "X1": 0.168, "Y1": 0.7331, "X2": 0.196, "Y2": 0.7329, "X3": 0.196, "Y3": 0.74948, "X4": 0.167, "Y4": 0.74948, "page": 0}, {"Word": "73.3", "Confidence": 0.983, "X1": 0.434, "Y1": 0.7331, "X2": 0.458, "Y2": 0.7329, "X3": 0.458, "Y3": 0.74819, "X4": 0.434, "Y4": 0.74819, "page": 0}, {"Word": "7.9", "Confidence": 0.65, "X1": 0.319, "Y1": 0.76278, "X2": 0.334, "Y2": 0.76258, "X3": 0.334, "Y3": 0.77786, "X4": 0.319, "Y4": 0.77657, "page": 0}, {"Word": "12.9", "Confidence": 0.919, "X1": 0.376, "Y1": 0.76278, "X2": 0.398, "Y2": 0.76258, "X3": 0.398, "Y3": 0.77786, "X4": 0.376, "Y4": 0.77657, "page": 0}, {"Word": "5.", "Confidence": 0.848, "X1": 0.44, "Y1": 0.76278, "X2": 0.454, "Y2": 0.76258, "X3": 0.454, "Y3": 0.77786, "X4": 0.44, "Y4": 0.77657, "page": 0}, {"Word": "8.0", "Confidence": 0.96, "X1": 0.502, "Y1": 0.76149, "X2": 0.52, "Y2": 0.76129, "X3": 0.52, "Y3": 0.77657, "X4": 0.502, "Y4": 0.77528, "page": 0}, {"Word": "Larynx", "Confidence": 0.868, "X1": 0.542, "Y1": 0.76278, "X2": 0.58, "Y2": 0.76258, "X3": 0.58, "Y3": 0.77786, "X4": 0.542, "Y4": 0.77915, "page": 0}, {"Word": "1.7", "Confidence": 0.998, "X1": 0.695, "Y1": 0.7602, "X2": 0.712, "Y2": 0.76, "X3": 0.712, "Y3": 0.77657, "X4": 0.695, "Y4": 0.77786, "page": 0}, {"Word": "21.4", "Confidence": 0.981, "X1": 0.75, "Y1": 0.76149, "X2": 0.773, "Y2": 0.76129, "X3": 0.773, "Y3": 0.77657, "X4": 0.75, "Y4": 0.77657, "page": 0}, {"Word": "0.5", "Confidence": 0.935, "X1": 0.816, "Y1": 0.76149, "X2": 0.833, "Y2": 0.76129, "X3": 0.833, "Y3": 0.77528, "X4": 0.816, "Y4": 0.77528, "page": 0}, {"Word": "25.0", "Confidence": 0.993, "X1": 0.871, "Y1": 0.76149, "X2": 0.895, "Y2": 0.76129, "X3": 0.895, "Y3": 0.77657, "X4": 0.871, "Y4": 0.77399, "page": 0}, {"Word": "Brain and nervous system", "Confidence": 0.986, "X1": 0.167, "Y1": 0.76278, "X2": 0.302, "Y2": 0.76258, "X3": 0.302, "Y3": 0.77915, "X4": 0.167, "Y4": 0.77915, "page": 0}, {"Word": "Testes", "Confidence": 0.994, "X1": 0.168, "Y1": 0.79375, "X2": 0.203, "Y2": 0.79355, "X3": 0.203, "Y3": 0.80754, "X4": 0.168, "Y4": 0.80754, "page": 0}, {"Word": "5.1", "Confidence": 0.996, "X1": 0.319, "Y1": 0.79117, "X2": 0.334, "Y2": 0.79097, "X3": 0.334, "Y3": 0.80754, "X4": 0.319, "Y4": 0.80754, "page": 0}, {"Word": "0.3", "Confidence": 0.955, "X1": 0.44, "Y1": 0.79246, "X2": 0.458, "Y2": 0.79226, "X3": 0.458, "Y3": 0.80754, "X4": 0.439, "Y4": 0.80754, "page": 0}, {"Word": "1.5", "Confidence": 0.998, "X1": 0.697, "Y1": 0.79246, "X2": 0.711, "Y2": 0.79226, "X3": 0.712, "Y3": 0.80625, "X4": 0.696, "Y4": 0.80625, "page": 0}, {"Word": "25", "Confidence": 0.97, "X1": 0.748, "Y1": 0.78988, "X2": 0.765, "Y2": 0.78968, "X3": 0.765, "Y3": 0.80625, "X4": 0.748, "Y4": 0.80625, "page": 0}, {"Word": "1.7", "Confidence": 0.966, "X1": 0.815, "Y1": 0.78859, "X2": 0.834, "Y2": 0.78839, "X3": 0.833, "Y3": 0.80496, "X4": 0.815, "Y4": 0.80496, "page": 0}, {"Word": "13.3 .", "Confidence": 0.5835, "X1": 0.874, "Y1": 0.79246, "X2": 0.905, "Y2": 0.79226, "X3": 0.905, "Y3": 0.80496, "X4": 0.874, "Y4": 0.80496, "page": 0}, {"Word": "34.2", "Confidence": 0.982, "X1": 0.374, "Y1": 0.79375, "X2": 0.399, "Y2": 0.79355, "X3": 0.399, "Y3": 0.80883, "X4": 0.374, "Y4": 0.80754, "page": 0}, {"Word": "-50.0", "Confidence": 0.997, "X1": 0.49, "Y1": 0.79246, "X2": 0.52, "Y2": 0.79226, "X3": 0.52, "Y3": 0.80883, "X4": 0.49, "Y4": 0.80754, "page": 0}, {"Word": "Liver", "Confidence": 0.997, "X1": 0.543, "Y1": 0.79117, "X2": 0.573, "Y2": 0.79097, "X3": 0.573, "Y3": 0.80883, "X4": 0.542, "Y4": 0.80625, "page": 0}, {"Word": "Source: Journal of the National Cancer Insblute", "Confidence": 0.65614, "X1": 0.167, "Y1": 0.82472, "X2": 0.342, "Y2": 0.82452, "X3": 0.342, "Y3": 0.83851, "X4": 0.167, "Y4": 0.83851, "page": 0}, {"Word": "1 of 3", "Confidence": 0.97833, "X1": 0.785, "Y1": 0.90601, "X2": 0.889, "Y2": 0.90581, "X3": 0.89, "Y3": 0.95077, "X4": 0.786, "Y4": 0.95206, "page": 0}, {"Word": "TI171812", "Confidence": 0.851, "X1": 0.018, "Y1": 0.99633, "X2": 0.016, "Y2": 0.99613, "X3": 0.002, "Y3": 0.99593, "X4": 0.002, "Y4": 0.90174, "page": 0}], "words_data": [{"Word": "C9", "Confidence": 0.993, "X1": 0.899, "Y1": 0.1602, "X2": 0.92, "Y2": 0.16, "X3": 0.919, "Y3": 0.18174, "X4": 0.899, "Y4": 0.18045, "page": 0, "Index": 0}, {"Word": "THE", "Confidence": 0.994, "X1": 0.124, "Y1": 0.17052, "X2": 0.152, "Y2": 0.17032, "X3": 0.152, "Y3": 0.19335, "X4": 0.124, "Y4": 0.19335, "page": 0, "Index": 1}, {"Word": "NEW", "Confidence": 0.998, "X1": 0.156, "Y1": 0.16923, "X2": 0.189, "Y2": 0.16903, "X3": 0.189, "Y3": 0.19206, "X4": 0.156, "Y4": 0.19206, "page": 0, "Index": 2}, {"Word": "YORK", "Confidence": 0.991, "X1": 0.196, "Y1": 0.16665, "X2": 0.235, "Y2": 0.16645, "X3": 0.235, "Y3": 0.19206, "X4": 0.195, "Y4": 0.19206, "page": 0, "Index": 3}, {"Word": "TIMES", "Confidence": 0.986, "X1": 0.239, "Y1": 0.16536, "X2": 0.283, "Y2": 0.16516, "X3": 0.283, "Y3": 0.19206, "X4": 0.239, "Y4": 0.19206, "page": 0, "Index": 4}, {"Word": "HEALTH", "Confidence": 0.997, "X1": 0.287, "Y1": 0.16407, "X2": 0.354, "Y2": 0.16387, "X3": 0.354, "Y3": 0.19077, "X4": 0.287, "Y4": 0.19206, "page": 0, "Index": 5}, {"Word": "WEDNESDAY,", "Confidence": 0.942, "X1": 0.361, "Y1": 0.16407, "X2": 0.452, "Y2": 0.16387, "X3": 0.452, "Y3": 0.19077, "X4": 0.361, "Y4": 0.19077, "page": 0, "Index": 6}, {"Word": "FEBRUARY", "Confidence": 0.796, "X1": 0.456, "Y1": 0.16536, "X2": 0.533, "Y2": 0.16516, "X3": 0.533, "Y3": 0.18948, "X4": 0.456, "Y4": 0.19077, "page": 0, "Index": 7}, {"Word": "1,", "Confidence": 0.888, "X1": 0.536, "Y1": 0.16536, "X2": 0.545, "Y2": 0.16516, "X3": 0.546, "Y3": 0.18948, "X4": 0.537, "Y4": 0.18948, "page": 0, "Index": 8}, {"Word": "1995", "Confidence": 0.984, "X1": 0.549, "Y1": 0.16665, "X2": 0.577, "Y2": 0.16645, "X3": 0.577, "Y3": 0.18948, "X4": 0.55, "Y4": 0.18948, "page": 0, "Index": 9}, {"Word": "-", "Confidence": 0.977, "X1": 0.114, "Y1": 0.20665, "X2": 0.132, "Y2": 0.20645, "X3": 0.132, "Y3": 0.23593, "X4": 0.114, "Y4": 0.23593, "page": 0, "Index": 10}, {"Word": "Bleak", "Confidence": 0.998, "X1": 0.781, "Y1": 0.2131, "X2": 0.888, "Y2": 0.2129, "X3": 0.888, "Y3": 0.25657, "X4": 0.781, "Y4": 0.26174, "page": 0, "Index": 11}, {"Word": "Future", "Confidence": 0.997, "X1": 0.56, "Y1": 0.21439, "X2": 0.686, "Y2": 0.21419, "X3": 0.686, "Y3": 0.26561, "X4": 0.56, "Y4": 0.26948, "page": 0, "Index": 12}, {"Word": "Isn't", "Confidence": 0.995, "X1": 0.694, "Y1": 0.2131, "X2": 0.773, "Y2": 0.2129, "X3": 0.773, "Y3": 0.26303, "X4": 0.694, "Y4": 0.26561, "page": 0, "Index": 13}, {"Word": "Cancer", "Confidence": 0.994, "X1": 0.156, "Y1": 0.21568, "X2": 0.287, "Y2": 0.21548, "X3": 0.287, "Y3": 0.26948, "X4": 0.156, "Y4": 0.2669, "page": 0, "Index": 14}, {"Word": "Cases", "Confidence": 0.997, "X1": 0.295, "Y1": 0.21568, "X2": 0.408, "Y2": 0.21548, "X3": 0.408, "Y3": 0.26948, "X4": 0.295, "Y4": 0.26948, "page": 0, "Index": 15}, {"Word": "Up,", "Confidence": 0.998, "X1": 0.416, "Y1": 0.21439, "X2": 0.481, "Y2": 0.21419, "X3": 0.481, "Y3": 0.26948, "X4": 0.416, "Y4": 0.26948, "page": 0, "Index": 16}, {"Word": "but", "Confidence": 0.998, "X1": 0.489, "Y1": 0.21439, "X2": 0.552, "Y2": 0.21419, "X3": 0.552, "Y3": 0.26948, "X4": 0.489, "Y4": 0.26948, "page": 0, "Index": 17}, {"Word": "Changing", "Confidence": 0.994, "X1": 0.168, "Y1": 0.31762, "X2": 0.264, "Y2": 0.31742, "X3": 0.263, "Y3": 0.34561, "X4": 0.167, "Y4": 0.34561, "page": 0, "Index": 18}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.269, "Y1": 0.31762, "X2": 0.339, "Y2": 0.31742, "X3": 0.339, "Y3": 0.3469, "X4": 0.268, "Y4": 0.34561, "page": 0, "Index": 19}, {"Word": "Risks:", "Confidence": 0.997, "X1": 0.344, "Y1": 0.31762, "X2": 0.406, "Y2": 0.31742, "X3": 0.405, "Y3": 0.3469, "X4": 0.343, "Y4": 0.3469, "page": 0, "Index": 20}, {"Word": "Selected", "Confidence": 0.848, "X1": 0.41, "Y1": 0.31762, "X2": 0.495, "Y2": 0.31742, "X3": 0.494, "Y3": 0.34561, "X4": 0.409, "Y4": 0.3469, "page": 0, "Index": 21}, {"Word": "Types", "Confidence": 0.995, "X1": 0.503, "Y1": 0.31891, "X2": 0.563, "Y2": 0.31871, "X3": 0.562, "Y3": 0.34432, "X4": 0.502, "Y4": 0.34561, "page": 0, "Index": 22}, {"Word": "1979", "Confidence": 0.991, "X1": 0.788, "Y1": 0.35117, "X2": 0.812, "Y2": 0.35097, "X3": 0.811, "Y3": 0.36754, "X4": 0.787, "Y4": 0.36883, "page": 0, "Index": 23}, {"Word": "and", "Confidence": 0.998, "X1": 0.814, "Y1": 0.34988, "X2": 0.835, "Y2": 0.34968, "X3": 0.835, "Y3": 0.36754, "X4": 0.814, "Y4": 0.36754, "page": 0, "Index": 24}, {"Word": "1987", "Confidence": 0.955, "X1": 0.838, "Y1": 0.34988, "X2": 0.865, "Y2": 0.34968, "X3": 0.864, "Y3": 0.36754, "X4": 0.838, "Y4": 0.36754, "page": 0, "Index": 25}, {"Word": "A", "Confidence": 0.995, "X1": 0.167, "Y1": 0.35246, "X2": 0.174, "Y2": 0.35226, "X3": 0.174, "Y3": 0.37141, "X4": 0.167, "Y4": 0.37141, "page": 0, "Index": 26}, {"Word": "new", "Confidence": 0.998, "X1": 0.177, "Y1": 0.35246, "X2": 0.198, "Y2": 0.35226, "X3": 0.198, "Y3": 0.37141, "X4": 0.177, "Y4": 0.37141, "page": 0, "Index": 27}, {"Word": "analysis", "Confidence": 0.991, "X1": 0.201, "Y1": 0.35246, "X2": 0.241, "Y2": 0.35226, "X3": 0.241, "Y3": 0.37141, "X4": 0.201, "Y4": 0.37141, "page": 0, "Index": 28}, {"Word": "has", "Confidence": 0.998, "X1": 0.244, "Y1": 0.35246, "X2": 0.263, "Y2": 0.35226, "X3": 0.263, "Y3": 0.37141, "X4": 0.244, "Y4": 0.37141, "page": 0, "Index": 29}, {"Word": "found", "Confidence": 0.997, "X1": 0.266, "Y1": 0.35246, "X2": 0.295, "Y2": 0.35226, "X3": 0.295, "Y3": 0.37141, "X4": 0.266, "Y4": 0.37141, "page": 0, "Index": 30}, {"Word": "that", "Confidence": 0.985, "X1": 0.298, "Y1": 0.35246, "X2": 0.317, "Y2": 0.35226, "X3": 0.317, "Y3": 0.37141, "X4": 0.298, "Y4": 0.37141, "page": 0, "Index": 31}, {"Word": "while", "Confidence": 0.997, "X1": 0.32, "Y1": 0.35246, "X2": 0.346, "Y2": 0.35226, "X3": 0.346, "Y3": 0.37141, "X4": 0.32, "Y4": 0.37141, "page": 0, "Index": 32}, {"Word": "more", "Confidence": 0.987, "X1": 0.349, "Y1": 0.35246, "X2": 0.375, "Y2": 0.35226, "X3": 0.375, "Y3": 0.37141, "X4": 0.349, "Y4": 0.37141, "page": 0, "Index": 33}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.378, "Y1": 0.35246, "X2": 0.412, "Y2": 0.35226, "X3": 0.412, "Y3": 0.37141, "X4": 0.378, "Y4": 0.37141, "page": 0, "Index": 34}, {"Word": "is", "Confidence": 0.957, "X1": 0.415, "Y1": 0.35246, "X2": 0.425, "Y2": 0.35226, "X3": 0.425, "Y3": 0.37141, "X4": 0.415, "Y4": 0.37141, "page": 0, "Index": 35}, {"Word": "being", "Confidence": 0.941, "X1": 0.427, "Y1": 0.35246, "X2": 0.457, "Y2": 0.35226, "X3": 0.457, "Y3": 0.37141, "X4": 0.427, "Y4": 0.37141, "page": 0, "Index": 36}, {"Word": "diagnosed.", "Confidence": 0.881, "X1": 0.46, "Y1": 0.35246, "X2": 0.52, "Y2": 0.35226, "X3": 0.52, "Y3": 0.37012, "X4": 0.46, "Y4": 0.37141, "page": 0, "Index": 37}, {"Word": "United", "Confidence": 0.983, "X1": 0.539, "Y1": 0.35117, "X2": 0.573, "Y2": 0.35097, "X3": 0.574, "Y3": 0.36883, "X4": 0.54, "Y4": 0.36754, "page": 0, "Index": 38}, {"Word": "States.", "Confidence": 0.909, "X1": 0.576, "Y1": 0.35117, "X2": 0.611, "Y2": 0.35097, "X3": 0.611, "Y3": 0.36883, "X4": 0.576, "Y4": 0.36883, "page": 0, "Index": 39}, {"Word": "during", "Confidence": 0.992, "X1": 0.614, "Y1": 0.35117, "X2": 0.647, "Y2": 0.35097, "X3": 0.647, "Y3": 0.36883, "X4": 0.614, "Y4": 0.36883, "page": 0, "Index": 40}, {"Word": "two", "Confidence": 0.991, "X1": 0.649, "Y1": 0.35117, "X2": 0.668, "Y2": 0.35097, "X3": 0.668, "Y3": 0.36883, "X4": 0.649, "Y4": 0.36883, "page": 0, "Index": 41}, {"Word": "periods:", "Confidence": 0.796, "X1": 0.67, "Y1": 0.35117, "X2": 0.714, "Y2": 0.35097, "X3": 0.713, "Y3": 0.36883, "X4": 0.67, "Y4": 0.36883, "page": 0, "Index": 42}, {"Word": "1975", "Confidence": 0.987, "X1": 0.716, "Y1": 0.35117, "X2": 0.74, "Y2": 0.35097, "X3": 0.74, "Y3": 0.36883, "X4": 0.716, "Y4": 0.36883, "page": 0, "Index": 43}, {"Word": "through", "Confidence": 0.993, "X1": 0.743, "Y1": 0.35117, "X2": 0.785, "Y2": 0.35097, "X3": 0.784, "Y3": 0.36883, "X4": 0.743, "Y4": 0.36883, "page": 0, "Index": 44}, {"Word": "death", "Confidence": 0.951, "X1": 0.167, "Y1": 0.37052, "X2": 0.195, "Y2": 0.37032, "X3": 0.195, "Y3": 0.3869, "X4": 0.166, "Y4": 0.3869, "page": 0, "Index": 45}, {"Word": "rates", "Confidence": 0.996, "X1": 0.198, "Y1": 0.37052, "X2": 0.224, "Y2": 0.37032, "X3": 0.223, "Y3": 0.3869, "X4": 0.197, "Y4": 0.3869, "page": 0, "Index": 46}, {"Word": "are", "Confidence": 0.998, "X1": 0.226, "Y1": 0.37052, "X2": 0.244, "Y2": 0.37032, "X3": 0.243, "Y3": 0.3869, "X4": 0.226, "Y4": 0.3869, "page": 0, "Index": 47}, {"Word": "holding", "Confidence": 0.929, "X1": 0.246, "Y1": 0.37052, "X2": 0.285, "Y2": 0.37032, "X3": 0.284, "Y3": 0.3869, "X4": 0.246, "Y4": 0.3869, "page": 0, "Index": 48}, {"Word": "steady", "Confidence": 0.971, "X1": 0.287, "Y1": 0.37052, "X2": 0.321, "Y2": 0.37032, "X3": 0.32, "Y3": 0.3869, "X4": 0.287, "Y4": 0.3869, "page": 0, "Index": 49}, {"Word": "or", "Confidence": 0.956, "X1": 0.323, "Y1": 0.37052, "X2": 0.335, "Y2": 0.37032, "X3": 0.334, "Y3": 0.3869, "X4": 0.323, "Y4": 0.3869, "page": 0, "Index": 50}, {"Word": "dropping.", "Confidence": 0.968, "X1": 0.337, "Y1": 0.37052, "X2": 0.387, "Y2": 0.37032, "X3": 0.387, "Y3": 0.3869, "X4": 0.337, "Y4": 0.3869, "page": 0, "Index": 51}, {"Word": "Researchers", "Confidence": 0.991, "X1": 0.39, "Y1": 0.37052, "X2": 0.454, "Y2": 0.37032, "X3": 0.454, "Y3": 0.3869, "X4": 0.389, "Y4": 0.3869, "page": 0, "Index": 52}, {"Word": "compared", "Confidence": 0.995, "X1": 0.457, "Y1": 0.37052, "X2": 0.51, "Y2": 0.37032, "X3": 0.51, "Y3": 0.3869, "X4": 0.457, "Y4": 0.3869, "page": 0, "Index": 53}, {"Word": "through", "Confidence": 0.994, "X1": 0.539, "Y1": 0.36923, "X2": 0.58, "Y2": 0.36903, "X3": 0.58, "Y3": 0.3869, "X4": 0.539, "Y4": 0.3869, "page": 0, "Index": 54}, {"Word": "1991.", "Confidence": 0.995, "X1": 0.583, "Y1": 0.36923, "X2": 0.611, "Y2": 0.36903, "X3": 0.611, "Y3": 0.38561, "X4": 0.583, "Y4": 0.3869, "page": 0, "Index": 55}, {"Word": "Below", "Confidence": 0.982, "X1": 0.613, "Y1": 0.36923, "X2": 0.644, "Y2": 0.36903, "X3": 0.644, "Y3": 0.38561, "X4": 0.613, "Y4": 0.38561, "page": 0, "Index": 56}, {"Word": "are", "Confidence": 0.998, "X1": 0.648, "Y1": 0.36923, "X2": 0.664, "Y2": 0.36903, "X3": 0.664, "Y3": 0.38561, "X4": 0.648, "Y4": 0.38561, "page": 0, "Index": 57}, {"Word": "changes", "Confidence": 0.995, "X1": 0.666, "Y1": 0.36923, "X2": 0.711, "Y2": 0.36903, "X3": 0.711, "Y3": 0.38561, "X4": 0.666, "Y4": 0.38561, "page": 0, "Index": 58}, {"Word": "in", "Confidence": 0.998, "X1": 0.714, "Y1": 0.36923, "X2": 0.724, "Y2": 0.36903, "X3": 0.724, "Y3": 0.38561, "X4": 0.714, "Y4": 0.38561, "page": 0, "Index": 59}, {"Word": "incidence", "Confidence": 0.989, "X1": 0.726, "Y1": 0.36923, "X2": 0.777, "Y2": 0.36903, "X3": 0.777, "Y3": 0.38561, "X4": 0.726, "Y4": 0.38561, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.998, "X1": 0.779, "Y1": 0.36923, "X2": 0.8, "Y2": 0.36903, "X3": 0.8, "Y3": 0.38561, "X4": 0.779, "Y4": 0.38561, "page": 0, "Index": 61}, {"Word": "mortality", "Confidence": 0.88, "X1": 0.802, "Y1": 0.36923, "X2": 0.845, "Y2": 0.36903, "X3": 0.845, "Y3": 0.3869, "X4": 0.802, "Y4": 0.38561, "page": 0, "Index": 62}, {"Word": "from", "Confidence": 0.813, "X1": 0.847, "Y1": 0.36923, "X2": 0.868, "Y2": 0.36903, "X3": 0.868, "Y3": 0.3869, "X4": 0.847, "Y4": 0.3869, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.994, "X1": 0.873, "Y1": 0.36923, "X2": 0.891, "Y2": 0.36903, "X3": 0.891, "Y3": 0.3869, "X4": 0.873, "Y4": 0.3869, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.996, "X1": 0.167, "Y1": 0.3873, "X2": 0.182, "Y2": 0.3871, "X3": 0.182, "Y3": 0.40496, "X4": 0.167, "Y4": 0.40496, "page": 0, "Index": 65}, {"Word": "number", "Confidence": 0.993, "X1": 0.185, "Y1": 0.3873, "X2": 0.224, "Y2": 0.3871, "X3": 0.224, "Y3": 0.40367, "X4": 0.184, "Y4": 0.40496, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.989, "X1": 0.227, "Y1": 0.3873, "X2": 0.238, "Y2": 0.3871, "X3": 0.237, "Y3": 0.40367, "X4": 0.227, "Y4": 0.40367, "page": 0, "Index": 67}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.24, "Y1": 0.3873, "X2": 0.275, "Y2": 0.3871, "X3": 0.275, "Y3": 0.40367, "X4": 0.24, "Y4": 0.40367, "page": 0, "Index": 68}, {"Word": "cases", "Confidence": 0.997, "X1": 0.278, "Y1": 0.3873, "X2": 0.309, "Y2": 0.3871, "X3": 0.309, "Y3": 0.40367, "X4": 0.278, "Y4": 0.40367, "page": 0, "Index": 69}, {"Word": "and", "Confidence": 0.998, "X1": 0.312, "Y1": 0.3873, "X2": 0.332, "Y2": 0.3871, "X3": 0.332, "Y3": 0.40367, "X4": 0.311, "Y4": 0.40367, "page": 0, "Index": 70}, {"Word": "deaths", "Confidence": 0.994, "X1": 0.335, "Y1": 0.3873, "X2": 0.369, "Y2": 0.3871, "X3": 0.369, "Y3": 0.40367, "X4": 0.334, "Y4": 0.40367, "page": 0, "Index": 71}, {"Word": "in", "Confidence": 0.957, "X1": 0.372, "Y1": 0.3873, "X2": 0.381, "Y2": 0.3871, "X3": 0.381, "Y3": 0.40367, "X4": 0.371, "Y4": 0.40367, "page": 0, "Index": 72}, {"Word": "different", "Confidence": 0.854, "X1": 0.384, "Y1": 0.3873, "X2": 0.425, "Y2": 0.3871, "X3": 0.425, "Y3": 0.40367, "X4": 0.384, "Y4": 0.40367, "page": 0, "Index": 73}, {"Word": "age", "Confidence": 0.998, "X1": 0.428, "Y1": 0.3873, "X2": 0.448, "Y2": 0.3871, "X3": 0.448, "Y3": 0.40367, "X4": 0.428, "Y4": 0.40367, "page": 0, "Index": 74}, {"Word": "groups", "Confidence": 0.994, "X1": 0.451, "Y1": 0.38601, "X2": 0.487, "Y2": 0.38581, "X3": 0.487, "Y3": 0.40367, "X4": 0.451, "Y4": 0.40367, "page": 0, "Index": 75}, {"Word": "In", "Confidence": 0.899, "X1": 0.49, "Y1": 0.38601, "X2": 0.499, "Y2": 0.38581, "X3": 0.498, "Y3": 0.40367, "X4": 0.489, "Y4": 0.40367, "page": 0, "Index": 76}, {"Word": "the\"", "Confidence": 0.649, "X1": 0.501, "Y1": 0.38601, "X2": 0.523, "Y2": 0.38581, "X3": 0.522, "Y3": 0.40367, "X4": 0.501, "Y4": 0.40367, "page": 0, "Index": 77}, {"Word": "first", "Confidence": 0.942, "X1": 0.539, "Y1": 0.38601, "X2": 0.559, "Y2": 0.38581, "X3": 0.558, "Y3": 0.40367, "X4": 0.539, "Y4": 0.40238, "page": 0, "Index": 78}, {"Word": "period", "Confidence": 0.981, "X1": 0.561, "Y1": 0.38601, "X2": 0.594, "Y2": 0.38581, "X3": 0.594, "Y3": 0.40367, "X4": 0.561, "Y4": 0.40367, "page": 0, "Index": 79}, {"Word": "to", "Confidence": 0.998, "X1": 0.597, "Y1": 0.38601, "X2": 0.607, "Y2": 0.38581, "X3": 0.606, "Y3": 0.40367, "X4": 0.596, "Y4": 0.40367, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.994, "X1": 0.609, "Y1": 0.38601, "X2": 0.626, "Y2": 0.38581, "X3": 0.626, "Y3": 0.40367, "X4": 0.609, "Y4": 0.40367, "page": 0, "Index": 81}, {"Word": "second.", "Confidence": 0.921, "X1": 0.629, "Y1": 0.3873, "X2": 0.672, "Y2": 0.3871, "X3": 0.671, "Y3": 0.40367, "X4": 0.628, "Y4": 0.40367, "page": 0, "Index": 82}, {"Word": "MEN", "Confidence": 0.998, "X1": 0.177, "Y1": 0.42601, "X2": 0.199, "Y2": 0.42581, "X3": 0.198, "Y3": 0.44109, "X4": 0.176, "Y4": 0.4398, "page": 0, "Index": 83}, {"Word": "WOME", "Confidence": 0.986, "X1": 0.55, "Y1": 0.42214, "X2": 0.586, "Y2": 0.42194, "X3": 0.586, "Y3": 0.4398, "X4": 0.549, "Y4": 0.4398, "page": 0, "Index": 84}, {"Word": "%", "Confidence": 0.99, "X1": 0.732, "Y1": 0.4531, "X2": 0.739, "Y2": 0.4529, "X3": 0.738, "Y3": 0.4669, "X4": 0.731, "Y4": 0.4669, "page": 0, "Index": 85}, {"Word": "Incidence", "Confidence": 0.323, "X1": 0.298, "Y1": 0.45568, "X2": 0.342, "Y2": 0.45548, "X3": 0.342, "Y3": 0.46819, "X4": 0.297, "Y4": 0.46819, "page": 0, "Index": 86}, {"Word": "%", "Confidence": 0.992, "X1": 0.357, "Y1": 0.45439, "X2": 0.363, "Y2": 0.45419, "X3": 0.363, "Y3": 0.46819, "X4": 0.357, "Y4": 0.46819, "page": 0, "Index": 87}, {"Word": "change,", "Confidence": 0.939, "X1": 0.367, "Y1": 0.45568, "X2": 0.407, "Y2": 0.45548, "X3": 0.407, "Y3": 0.47077, "X4": 0.367, "Y4": 0.46819, "page": 0, "Index": 88}, {"Word": "Mortality", "Confidence": 0.797, "X1": 0.425, "Y1": 0.45439, "X2": 0.469, "Y2": 0.45419, "X3": 0.468, "Y3": 0.46948, "X4": 0.424, "Y4": 0.46819, "page": 0, "Index": 89}, {"Word": "%", "Confidence": 0.995, "X1": 0.479, "Y1": 0.45439, "X2": 0.485, "Y2": 0.45419, "X3": 0.485, "Y3": 0.46948, "X4": 0.479, "Y4": 0.46948, "page": 0, "Index": 90}, {"Word": "change,", "Confidence": 0.668, "X1": 0.489, "Y1": 0.45697, "X2": 0.528, "Y2": 0.45677, "X3": 0.528, "Y3": 0.46948, "X4": 0.489, "Y4": 0.46948, "page": 0, "Index": 91}, {"Word": "Incidence", "Confidence": 0.9, "X1": 0.674, "Y1": 0.45439, "X2": 0.717, "Y2": 0.45419, "X3": 0.717, "Y3": 0.46819, "X4": 0.673, "Y4": 0.4669, "page": 0, "Index": 92}, {"Word": "change,", "Confidence": 0.662, "X1": 0.742, "Y1": 0.45439, "X2": 0.781, "Y2": 0.45419, "X3": 0.78, "Y3": 0.46948, "X4": 0.742, "Y4": 0.4669, "page": 0, "Index": 93}, {"Word": "Mortality", "Confidence": 0.382, "X1": 0.801, "Y1": 0.4531, "X2": 0.844, "Y2": 0.4529, "X3": 0.843, "Y3": 0.46819, "X4": 0.8, "Y4": 0.4669, "page": 0, "Index": 94}, {"Word": "%", "Confidence": 0.981, "X1": 0.854, "Y1": 0.4531, "X2": 0.861, "Y2": 0.4529, "X3": 0.861, "Y3": 0.46819, "X4": 0.854, "Y4": 0.46819, "page": 0, "Index": 95}, {"Word": "change,", "Confidence": 0.848, "X1": 0.865, "Y1": 0.45439, "X2": 0.903, "Y2": 0.45419, "X3": 0.903, "Y3": 0.46819, "X4": 0.865, "Y4": 0.46819, "page": 0, "Index": 96}, {"Word": "per", "Confidence": 0.847, "X1": 0.312, "Y1": 0.47117, "X2": 0.329, "Y2": 0.47097, "X3": 0.329, "Y3": 0.48109, "X4": 0.312, "Y4": 0.48109, "page": 0, "Index": 97}, {"Word": "'75-79", "Confidence": 0.815, "X1": 0.358, "Y1": 0.46988, "X2": 0.392, "Y2": 0.46968, "X3": 0.391, "Y3": 0.48238, "X4": 0.357, "Y4": 0.48238, "page": 0, "Index": 98}, {"Word": "1o", "Confidence": 0.398, "X1": 0.394, "Y1": 0.46988, "X2": 0.406, "Y2": 0.46968, "X3": 0.406, "Y3": 0.48238, "X4": 0.394, "Y4": 0.48238, "page": 0, "Index": 99}, {"Word": "per", "Confidence": 0.753, "X1": 0.439, "Y1": 0.46988, "X2": 0.455, "Y2": 0.46968, "X3": 0.455, "Y3": 0.48109, "X4": 0.439, "Y4": 0.48109, "page": 0, "Index": 100}, {"Word": "'75-79", "Confidence": 0.776, "X1": 0.479, "Y1": 0.46988, "X2": 0.513, "Y2": 0.46968, "X3": 0.513, "Y3": 0.48238, "X4": 0.479, "Y4": 0.48109, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.993, "X1": 0.517, "Y1": 0.46988, "X2": 0.528, "Y2": 0.46968, "X3": 0.527, "Y3": 0.48367, "X4": 0.516, "Y4": 0.48238, "page": 0, "Index": 102}, {"Word": "per", "Confidence": 0.494, "X1": 0.687, "Y1": 0.46859, "X2": 0.704, "Y2": 0.46839, "X3": 0.704, "Y3": 0.4798, "X4": 0.687, "Y4": 0.4798, "page": 0, "Index": 103}, {"Word": "$75-'79", "Confidence": 0.625, "X1": 0.731, "Y1": 0.46859, "X2": 0.767, "Y2": 0.46839, "X3": 0.766, "Y3": 0.48109, "X4": 0.73, "Y4": 0.4798, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.994, "X1": 0.77, "Y1": 0.46988, "X2": 0.781, "Y2": 0.46968, "X3": 0.781, "Y3": 0.48238, "X4": 0.77, "Y4": 0.48109, "page": 0, "Index": 105}, {"Word": "per", "Confidence": 0.997, "X1": 0.814, "Y1": 0.46988, "X2": 0.829, "Y2": 0.46968, "X3": 0.829, "Y3": 0.4798, "X4": 0.814, "Y4": 0.4798, "page": 0, "Index": 106}, {"Word": "'75-179", "Confidence": 0.602, "X1": 0.852, "Y1": 0.46859, "X2": 0.888, "Y2": 0.46839, "X3": 0.888, "Y3": 0.48109, "X4": 0.852, "Y4": 0.4798, "page": 0, "Index": 107}, {"Word": "to", "Confidence": 0.057, "X1": 0.891, "Y1": 0.46859, "X2": 0.902, "Y2": 0.46839, "X3": 0.903, "Y3": 0.48109, "X4": 0.891, "Y4": 0.48109, "page": 0, "Index": 108}, {"Word": "Type", "Confidence": 0.774, "X1": 0.169, "Y1": 0.48407, "X2": 0.192, "Y2": 0.48387, "X3": 0.191, "Y3": 0.49786, "X4": 0.169, "Y4": 0.49786, "page": 0, "Index": 109}, {"Word": "of", "Confidence": 0.992, "X1": 0.194, "Y1": 0.48407, "X2": 0.204, "Y2": 0.48387, "X3": 0.203, "Y3": 0.49786, "X4": 0.193, "Y4": 0.49786, "page": 0, "Index": 110}, {"Word": "cancer", "Confidence": 0.808, "X1": 0.206, "Y1": 0.48407, "X2": 0.239, "Y2": 0.48387, "X3": 0.239, "Y3": 0.49786, "X4": 0.206, "Y4": 0.49786, "page": 0, "Index": 111}, {"Word": "100,000", "Confidence": 0.959, "X1": 0.301, "Y1": 0.48278, "X2": 0.341, "Y2": 0.48258, "X3": 0.341, "Y3": 0.49657, "X4": 0.301, "Y4": 0.49786, "page": 0, "Index": 112}, {"Word": "'87-'91", "Confidence": 0.661, "X1": 0.362, "Y1": 0.48407, "X2": 0.399, "Y2": 0.48387, "X3": 0.398, "Y3": 0.49786, "X4": 0.361, "Y4": 0.49786, "page": 0, "Index": 113}, {"Word": "100,000", "Confidence": 0.991, "X1": 0.426, "Y1": 0.48278, "X2": 0.466, "Y2": 0.48258, "X3": 0.466, "Y3": 0.49657, "X4": 0.426, "Y4": 0.49786, "page": 0, "Index": 114}, {"Word": "'87-191", "Confidence": 0.284, "X1": 0.484, "Y1": 0.48407, "X2": 0.52, "Y2": 0.48387, "X3": 0.52, "Y3": 0.49786, "X4": 0.484, "Y4": 0.49657, "page": 0, "Index": 115}, {"Word": "Type", "Confidence": 0.705, "X1": 0.543, "Y1": 0.48149, "X2": 0.565, "Y2": 0.48129, "X3": 0.564, "Y3": 0.49786, "X4": 0.543, "Y4": 0.49786, "page": 0, "Index": 116}, {"Word": "100,000", "Confidence": 0.954, "X1": 0.675, "Y1": 0.48149, "X2": 0.716, "Y2": 0.48129, "X3": 0.716, "Y3": 0.49528, "X4": 0.675, "Y4": 0.49657, "page": 0, "Index": 117}, {"Word": "'87-'91", "Confidence": 0.848, "X1": 0.737, "Y1": 0.48278, "X2": 0.774, "Y2": 0.48258, "X3": 0.774, "Y3": 0.49657, "X4": 0.737, "Y4": 0.49528, "page": 0, "Index": 118}, {"Word": "100,000", "Confidence": 0.991, "X1": 0.802, "Y1": 0.48149, "X2": 0.841, "Y2": 0.48129, "X3": 0.841, "Y3": 0.49528, "X4": 0.801, "Y4": 0.49528, "page": 0, "Index": 119}, {"Word": "'87-191", "Confidence": 0.775, "X1": 0.86, "Y1": 0.48278, "X2": 0.895, "Y2": 0.48258, "X3": 0.895, "Y3": 0.49528, "X4": 0.86, "Y4": 0.49399, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.997, "X1": 0.568, "Y1": 0.48149, "X2": 0.578, "Y2": 0.48129, "X3": 0.577, "Y3": 0.49915, "X4": 0.567, "Y4": 0.49786, "page": 0, "Index": 121}, {"Word": "cancer", "Confidence": 0.897, "X1": 0.58, "Y1": 0.48149, "X2": 0.615, "Y2": 0.48129, "X3": 0.614, "Y3": 0.49915, "X4": 0.579, "Y4": 0.49915, "page": 0, "Index": 122}, {"Word": "Prostate", "Confidence": 0.995, "X1": 0.17, "Y1": 0.50988, "X2": 0.21, "Y2": 0.50968, "X3": 0.209, "Y3": 0.52238, "X4": 0.169, "Y4": 0.52109, "page": 0, "Index": 123}, {"Word": "121.2", "Confidence": 0.993, "X1": 0.309, "Y1": 0.5073, "X2": 0.336, "Y2": 0.5071, "X3": 0.336, "Y3": 0.52109, "X4": 0.309, "Y4": 0.52109, "page": 0, "Index": 124}, {"Word": "65.6%", "Confidence": 0.991, "X1": 0.375, "Y1": 0.5073, "X2": 0.406, "Y2": 0.5071, "X3": 0.406, "Y3": 0.52109, "X4": 0.375, "Y4": 0.52109, "page": 0, "Index": 125}, {"Word": "23.6", "Confidence": 0.982, "X1": 0.435, "Y1": 0.5073, "X2": 0.456, "Y2": 0.5071, "X3": 0.456, "Y3": 0.5198, "X4": 0.435, "Y4": 0.5198, "page": 0, "Index": 126}, {"Word": "14.0%", "Confidence": 0.996, "X1": 0.498, "Y1": 0.5073, "X2": 0.527, "Y2": 0.5071, "X3": 0.527, "Y3": 0.52109, "X4": 0.498, "Y4": 0.52109, "page": 0, "Index": 127}, {"Word": "Breast", "Confidence": 0.889, "X1": 0.543, "Y1": 0.5073, "X2": 0.577, "Y2": 0.5071, "X3": 0.577, "Y3": 0.52109, "X4": 0.542, "Y4": 0.5198, "page": 0, "Index": 128}, {"Word": "113.2", "Confidence": 0.994, "X1": 0.684, "Y1": 0.50601, "X2": 0.712, "Y2": 0.50581, "X3": 0.712, "Y3": 0.5198, "X4": 0.684, "Y4": 0.5198, "page": 0, "Index": 129}, {"Word": "30.1%", "Confidence": 0.993, "X1": 0.751, "Y1": 0.50472, "X2": 0.78, "Y2": 0.50452, "X3": 0.78, "Y3": 0.5198, "X4": 0.751, "Y4": 0.5198, "page": 0, "Index": 130}, {"Word": "27.2", "Confidence": 0.664, "X1": 0.81, "Y1": 0.50472, "X2": 0.832, "Y2": 0.50452, "X3": 0.832, "Y3": 0.5198, "X4": 0.81, "Y4": 0.5198, "page": 0, "Index": 131}, {"Word": "1.9%", "Confidence": 0.981, "X1": 0.878, "Y1": 0.50343, "X2": 0.901, "Y2": 0.50323, "X3": 0.902, "Y3": 0.5198, "X4": 0.879, "Y4": 0.52109, "page": 0, "Index": 132}, {"Word": "Non-Hodgkin's", "Confidence": 0.991, "X1": 0.168, "Y1": 0.53568, "X2": 0.243, "Y2": 0.53548, "X3": 0.243, "Y3": 0.55335, "X4": 0.168, "Y4": 0.55464, "page": 0, "Index": 133}, {"Word": "lymphoma", "Confidence": 0.97, "X1": 0.246, "Y1": 0.53568, "X2": 0.302, "Y2": 0.53548, "X3": 0.301, "Y3": 0.55335, "X4": 0.246, "Y4": 0.55335, "page": 0, "Index": 134}, {"Word": "18.6", "Confidence": 0.987, "X1": 0.314, "Y1": 0.53697, "X2": 0.338, "Y2": 0.53677, "X3": 0.337, "Y3": 0.55335, "X4": 0.313, "Y4": 0.55335, "page": 0, "Index": 135}, {"Word": "60.3", "Confidence": 0.982, "X1": 0.375, "Y1": 0.53439, "X2": 0.397, "Y2": 0.53419, "X3": 0.397, "Y3": 0.55206, "X4": 0.374, "Y4": 0.55077, "page": 0, "Index": 136}, {"Word": "7.9", "Confidence": 0.437, "X1": 0.442, "Y1": 0.53181, "X2": 0.458, "Y2": 0.53161, "X3": 0.457, "Y3": 0.55077, "X4": 0.441, "Y4": 0.54948, "page": 0, "Index": 137}, {"Word": "31.7", "Confidence": 0.991, "X1": 0.496, "Y1": 0.53697, "X2": 0.52, "Y2": 0.53677, "X3": 0.519, "Y3": 0.55206, "X4": 0.496, "Y4": 0.55077, "page": 0, "Index": 138}, {"Word": "Lung", "Confidence": 0.988, "X1": 0.543, "Y1": 0.53568, "X2": 0.57, "Y2": 0.53548, "X3": 0.57, "Y3": 0.55335, "X4": 0.542, "Y4": 0.55206, "page": 0, "Index": 139}, {"Word": "41.5", "Confidence": 0.929, "X1": 0.689, "Y1": 0.53568, "X2": 0.711, "Y2": 0.53548, "X3": 0.711, "Y3": 0.54948, "X4": 0.689, "Y4": 0.54948, "page": 0, "Index": 140}, {"Word": "65.3", "Confidence": 0.994, "X1": 0.75, "Y1": 0.53568, "X2": 0.772, "Y2": 0.53548, "X3": 0.772, "Y3": 0.54948, "X4": 0.75, "Y4": 0.54948, "page": 0, "Index": 141}, {"Word": "30.9", "Confidence": 0.955, "X1": 0.811, "Y1": 0.53568, "X2": 0.832, "Y2": 0.53548, "X3": 0.832, "Y3": 0.54948, "X4": 0.81, "Y4": 0.54819, "page": 0, "Index": 142}, {"Word": "75.6", "Confidence": 0.979, "X1": 0.873, "Y1": 0.53568, "X2": 0.894, "Y2": 0.53548, "X3": 0.894, "Y3": 0.54948, "X4": 0.873, "Y4": 0.54948, "page": 0, "Index": 143}, {"Word": "Skin", "Confidence": 0.988, "X1": 0.169, "Y1": 0.56794, "X2": 0.19, "Y2": 0.56774, "X3": 0.19, "Y3": 0.58303, "X4": 0.169, "Y4": 0.58303, "page": 0, "Index": 144}, {"Word": "cancer", "Confidence": 0.993, "X1": 0.192, "Y1": 0.56923, "X2": 0.23, "Y2": 0.56903, "X3": 0.229, "Y3": 0.58303, "X4": 0.192, "Y4": 0.58303, "page": 0, "Index": 145}, {"Word": "Melanoma", "Confidence": 0.995, "X1": 0.544, "Y1": 0.56794, "X2": 0.597, "Y2": 0.56774, "X3": 0.596, "Y3": 0.58303, "X4": 0.543, "Y4": 0.58174, "page": 0, "Index": 146}, {"Word": "10.9", "Confidence": 0.966, "X1": 0.689, "Y1": 0.56536, "X2": 0.71, "Y2": 0.56516, "X3": 0.711, "Y3": 0.57915, "X4": 0.689, "Y4": 0.58045, "page": 0, "Index": 147}, {"Word": "41.6", "Confidence": 0.981, "X1": 0.749, "Y1": 0.56665, "X2": 0.772, "Y2": 0.56645, "X3": 0.772, "Y3": 0.58045, "X4": 0.749, "Y4": 0.58045, "page": 0, "Index": 148}, {"Word": "1.7", "Confidence": 0.955, "X1": 0.817, "Y1": 0.56665, "X2": 0.832, "Y2": 0.56645, "X3": 0.832, "Y3": 0.58045, "X4": 0.817, "Y4": 0.58045, "page": 0, "Index": 149}, {"Word": "6.3", "Confidence": 0.888, "X1": 0.878, "Y1": 0.56536, "X2": 0.894, "Y2": 0.56516, "X3": 0.894, "Y3": 0.57915, "X4": 0.878, "Y4": 0.57915, "page": 0, "Index": 150}, {"Word": "7.3", "Confidence": 0.818, "X1": 0.32, "Y1": 0.58343, "X2": 0.336, "Y2": 0.58323, "X3": 0.336, "Y3": 0.59722, "X4": 0.32, "Y4": 0.59722, "page": 0, "Index": 151}, {"Word": "812.5", "Confidence": 0.959, "X1": 0.369, "Y1": 0.58343, "X2": 0.396, "Y2": 0.58323, "X3": 0.396, "Y3": 0.59722, "X4": 0.368, "Y4": 0.59593, "page": 0, "Index": 152}, {"Word": "(except", "Confidence": 0.845, "X1": 0.17, "Y1": 0.58472, "X2": 0.207, "Y2": 0.58452, "X3": 0.206, "Y3": 0.5998, "X4": 0.169, "Y4": 0.5998, "page": 0, "Index": 153}, {"Word": "melanoma)", "Confidence": 0.902, "X1": 0.209, "Y1": 0.58472, "X2": 0.269, "Y2": 0.58452, "X3": 0.269, "Y3": 0.5998, "X4": 0.208, "Y4": 0.5998, "page": 0, "Index": 154}, {"Word": "1.2", "Confidence": 0.995, "X1": 0.443, "Y1": 0.58214, "X2": 0.458, "Y2": 0.58194, "X3": 0.458, "Y3": 0.59851, "X4": 0.443, "Y4": 0.59851, "page": 0, "Index": 155}, {"Word": "20.0", "Confidence": 0.987, "X1": 0.496, "Y1": 0.58214, "X2": 0.519, "Y2": 0.58194, "X3": 0.519, "Y3": 0.59851, "X4": 0.496, "Y4": 0.59851, "page": 0, "Index": 156}, {"Word": "Non-Hodgkin's", "Confidence": 0.8, "X1": 0.543, "Y1": 0.59504, "X2": 0.617, "Y2": 0.59484, "X3": 0.617, "Y3": 0.6127, "X4": 0.543, "Y4": 0.6127, "page": 0, "Index": 157}, {"Word": "lymphoma", "Confidence": 0.947, "X1": 0.62, "Y1": 0.59504, "X2": 0.676, "Y2": 0.59484, "X3": 0.677, "Y3": 0.6127, "X4": 0.62, "Y4": 0.6127, "page": 0, "Index": 158}, {"Word": "12", "Confidence": 0.998, "X1": 0.689, "Y1": 0.59504, "X2": 0.702, "Y2": 0.59484, "X3": 0.703, "Y3": 0.6127, "X4": 0.689, "Y4": 0.6127, "page": 0, "Index": 159}, {"Word": "34.8", "Confidence": 0.991, "X1": 0.75, "Y1": 0.59633, "X2": 0.772, "Y2": 0.59613, "X3": 0.772, "Y3": 0.61012, "X4": 0.75, "Y4": 0.61012, "page": 0, "Index": 160}, {"Word": "5.2", "Confidence": 0.996, "X1": 0.816, "Y1": 0.59633, "X2": 0.832, "Y2": 0.59613, "X3": 0.832, "Y3": 0.61012, "X4": 0.816, "Y4": 0.61012, "page": 0, "Index": 161}, {"Word": "26.8", "Confidence": 0.985, "X1": 0.872, "Y1": 0.59504, "X2": 0.895, "Y2": 0.59484, "X3": 0.895, "Y3": 0.61012, "X4": 0.872, "Y4": 0.61012, "page": 0, "Index": 162}, {"Word": "66.Y", "Confidence": 0.678, "X1": 0.375, "Y1": 0.6131, "X2": 0.397, "Y2": 0.6129, "X3": 0.397, "Y3": 0.6269, "X4": 0.375, "Y4": 0.62561, "page": 0, "Index": 163}, {"Word": "30.8", "Confidence": 0.924, "X1": 0.496, "Y1": 0.61181, "X2": 0.518, "Y2": 0.61161, "X3": 0.519, "Y3": 0.6269, "X4": 0.496, "Y4": 0.62819, "page": 0, "Index": 164}, {"Word": "Melanoma", "Confidence": 0.981, "X1": 0.169, "Y1": 0.61568, "X2": 0.222, "Y2": 0.61548, "X3": 0.222, "Y3": 0.62948, "X4": 0.168, "Y4": 0.62819, "page": 0, "Index": 165}, {"Word": "14.5", "Confidence": 0.987, "X1": 0.315, "Y1": 0.61439, "X2": 0.336, "Y2": 0.61419, "X3": 0.335, "Y3": 0.62819, "X4": 0.314, "Y4": 0.6269, "page": 0, "Index": 166}, {"Word": "3.4", "Confidence": 0.998, "X1": 0.441, "Y1": 0.61181, "X2": 0.457, "Y2": 0.61161, "X3": 0.457, "Y3": 0.62819, "X4": 0.441, "Y4": 0.62819, "page": 0, "Index": 167}, {"Word": "Kidney", "Confidence": 0.995, "X1": 0.543, "Y1": 0.6273, "X2": 0.579, "Y2": 0.6271, "X3": 0.579, "Y3": 0.64238, "X4": 0.542, "Y4": 0.6398, "page": 0, "Index": 168}, {"Word": "6.1", "Confidence": 0.993, "X1": 0.695, "Y1": 0.62343, "X2": 0.711, "Y2": 0.62323, "X3": 0.711, "Y3": 0.6398, "X4": 0.694, "Y4": 0.63851, "page": 0, "Index": 169}, {"Word": "38.6", "Confidence": 0.981, "X1": 0.75, "Y1": 0.62472, "X2": 0.772, "Y2": 0.62452, "X3": 0.772, "Y3": 0.63851, "X4": 0.75, "Y4": 0.63851, "page": 0, "Index": 170}, {"Word": "2.3", "Confidence": 0.882, "X1": 0.817, "Y1": 0.62472, "X2": 0.832, "Y2": 0.62452, "X3": 0.832, "Y3": 0.6398, "X4": 0.817, "Y4": 0.6398, "page": 0, "Index": 171}, {"Word": "15.0", "Confidence": 0.994, "X1": 0.873, "Y1": 0.62472, "X2": 0.894, "Y2": 0.62452, "X3": 0.894, "Y3": 0.63851, "X4": 0.873, "Y4": 0.63722, "page": 0, "Index": 172}, {"Word": "32.3", "Confidence": 0.699, "X1": 0.313, "Y1": 0.64278, "X2": 0.336, "Y2": 0.64258, "X3": 0.336, "Y3": 0.65657, "X4": 0.313, "Y4": 0.65657, "page": 0, "Index": 173}, {"Word": "5.8", "Confidence": 0.966, "X1": 0.441, "Y1": 0.64149, "X2": 0.456, "Y2": 0.64129, "X3": 0.457, "Y3": 0.65657, "X4": 0.441, "Y4": 0.65657, "page": 0, "Index": 174}, {"Word": "-19.4", "Confidence": 0.993, "X1": 0.489, "Y1": 0.64149, "X2": 0.519, "Y2": 0.64129, "X3": 0.519, "Y3": 0.65786, "X4": 0.49, "Y4": 0.65915, "page": 0, "Index": 175}, {"Word": "Bladder", "Confidence": 0.956, "X1": 0.169, "Y1": 0.64407, "X2": 0.209, "Y2": 0.64387, "X3": 0.209, "Y3": 0.65915, "X4": 0.169, "Y4": 0.65915, "page": 0, "Index": 176}, {"Word": "11.0", "Confidence": 0.986, "X1": 0.375, "Y1": 0.64149, "X2": 0.398, "Y2": 0.64129, "X3": 0.398, "Y3": 0.65915, "X4": 0.375, "Y4": 0.65786, "page": 0, "Index": 177}, {"Word": "Brain", "Confidence": 0.994, "X1": 0.543, "Y1": 0.65568, "X2": 0.569, "Y2": 0.65548, "X3": 0.569, "Y3": 0.67077, "X4": 0.543, "Y4": 0.67077, "page": 0, "Index": 178}, {"Word": "and", "Confidence": 0.998, "X1": 0.572, "Y1": 0.65568, "X2": 0.592, "Y2": 0.65548, "X3": 0.591, "Y3": 0.67077, "X4": 0.571, "Y4": 0.67077, "page": 0, "Index": 179}, {"Word": "nervous", "Confidence": 0.995, "X1": 0.594, "Y1": 0.65568, "X2": 0.636, "Y2": 0.65548, "X3": 0.635, "Y3": 0.67077, "X4": 0.594, "Y4": 0.67077, "page": 0, "Index": 180}, {"Word": "system", "Confidence": 0.966, "X1": 0.638, "Y1": 0.65568, "X2": 0.672, "Y2": 0.65548, "X3": 0.672, "Y3": 0.67077, "X4": 0.638, "Y4": 0.67077, "page": 0, "Index": 181}, {"Word": "5.7", "Confidence": 0.996, "X1": 0.695, "Y1": 0.65568, "X2": 0.71, "Y2": 0.65548, "X3": 0.71, "Y3": 0.67077, "X4": 0.694, "Y4": 0.66948, "page": 0, "Index": 182}, {"Word": "16.3", "Confidence": 0.9, "X1": 0.751, "Y1": 0.65439, "X2": 0.771, "Y2": 0.65419, "X3": 0.772, "Y3": 0.66819, "X4": 0.751, "Y4": 0.66948, "page": 0, "Index": 183}, {"Word": "3.7", "Confidence": 0.981, "X1": 0.816, "Y1": 0.6531, "X2": 0.834, "Y2": 0.6529, "X3": 0.833, "Y3": 0.66948, "X4": 0.815, "Y4": 0.66819, "page": 0, "Index": 184}, {"Word": "8.8", "Confidence": 0.873, "X1": 0.878, "Y1": 0.6531, "X2": 0.894, "Y2": 0.6529, "X3": 0.894, "Y3": 0.66819, "X4": 0.878, "Y4": 0.66819, "page": 0, "Index": 185}, {"Word": ".", "Confidence": 0.058, "X1": 0.21, "Y1": 0.67375, "X2": 0.216, "Y2": 0.67355, "X3": 0.216, "Y3": 0.68754, "X4": 0.21, "Y4": 0.68754, "page": 0, "Index": 186}, {"Word": "12.2", "Confidence": 0.981, "X1": 0.315, "Y1": 0.67246, "X2": 0.337, "Y2": 0.67226, "X3": 0.336, "Y3": 0.68754, "X4": 0.314, "Y4": 0.68625, "page": 0, "Index": 187}, {"Word": "25.8", "Confidence": 0.982, "X1": 0.375, "Y1": 0.67246, "X2": 0.398, "Y2": 0.67226, "X3": 0.397, "Y3": 0.68754, "X4": 0.374, "Y4": 0.68625, "page": 0, "Index": 188}, {"Word": "5.0", "Confidence": 0.994, "X1": 0.44, "Y1": 0.67246, "X2": 0.457, "Y2": 0.67226, "X3": 0.457, "Y3": 0.68754, "X4": 0.439, "Y4": 0.68625, "page": 0, "Index": 189}, {"Word": "11.1", "Confidence": 0.991, "X1": 0.498, "Y1": 0.67246, "X2": 0.518, "Y2": 0.67226, "X3": 0.519, "Y3": 0.68625, "X4": 0.498, "Y4": 0.68754, "page": 0, "Index": 190}, {"Word": "Kidney", "Confidence": 0.995, "X1": 0.169, "Y1": 0.67375, "X2": 0.205, "Y2": 0.67355, "X3": 0.204, "Y3": 0.68883, "X4": 0.168, "Y4": 0.68883, "page": 0, "Index": 191}, {"Word": "0.3", "Confidence": 0.958, "X1": 0.815, "Y1": 0.68278, "X2": 0.832, "Y2": 0.68258, "X3": 0.832, "Y3": 0.69786, "X4": 0.816, "Y4": 0.69786, "page": 0, "Index": 192}, {"Word": "Thyroid", "Confidence": 0.981, "X1": 0.544, "Y1": 0.68536, "X2": 0.581, "Y2": 0.68516, "X3": 0.581, "Y3": 0.70045, "X4": 0.544, "Y4": 0.70045, "page": 0, "Index": 193}, {"Word": "6.4", "Confidence": 0.998, "X1": 0.695, "Y1": 0.68536, "X2": 0.711, "Y2": 0.68516, "X3": 0.711, "Y3": 0.69915, "X4": 0.695, "Y4": 0.69915, "page": 0, "Index": 194}, {"Word": "12.3", "Confidence": 0.984, "X1": 0.752, "Y1": 0.68536, "X2": 0.773, "Y2": 0.68516, "X3": 0.773, "Y3": 0.69915, "X4": 0.752, "Y4": 0.69915, "page": 0, "Index": 195}, {"Word": "-40.0", "Confidence": 0.992, "X1": 0.865, "Y1": 0.68407, "X2": 0.894, "Y2": 0.68387, "X3": 0.894, "Y3": 0.69915, "X4": 0.865, "Y4": 0.69915, "page": 0, "Index": 196}, {"Word": "40.4", "Confidence": 0.846, "X1": 0.314, "Y1": 0.70343, "X2": 0.336, "Y2": 0.70323, "X3": 0.335, "Y3": 0.71722, "X4": 0.313, "Y4": 0.71593, "page": 0, "Index": 197}, {"Word": "5.5", "Confidence": 0.997, "X1": 0.381, "Y1": 0.70343, "X2": 0.395, "Y2": 0.70323, "X3": 0.395, "Y3": 0.71593, "X4": 0.381, "Y4": 0.71593, "page": 0, "Index": 198}, {"Word": "20.0", "Confidence": 0.941, "X1": 0.434, "Y1": 0.70214, "X2": 0.456, "Y2": 0.70194, "X3": 0.456, "Y3": 0.71593, "X4": 0.434, "Y4": 0.71722, "page": 0, "Index": 199}, {"Word": "-2.9", "Confidence": 0.955, "X1": 0.497, "Y1": 0.70214, "X2": 0.518, "Y2": 0.70194, "X3": 0.519, "Y3": 0.71722, "X4": 0.497, "Y4": 0.71722, "page": 0, "Index": 200}, {"Word": "Colon", "Confidence": 0.955, "X1": 0.168, "Y1": 0.70343, "X2": 0.199, "Y2": 0.70323, "X3": 0.198, "Y3": 0.71851, "X4": 0.167, "Y4": 0.71722, "page": 0, "Index": 201}, {"Word": "Skin", "Confidence": 0.96, "X1": 0.544, "Y1": 0.71633, "X2": 0.564, "Y2": 0.71613, "X3": 0.564, "Y3": 0.73012, "X4": 0.544, "Y4": 0.73012, "page": 0, "Index": 202}, {"Word": "cancer,", "Confidence": 0.904, "X1": 0.566, "Y1": 0.71633, "X2": 0.608, "Y2": 0.71613, "X3": 0.608, "Y3": 0.73012, "X4": 0.566, "Y4": 0.73012, "page": 0, "Index": 203}, {"Word": "82.2", "Confidence": 0.976, "X1": 0.313, "Y1": 0.7331, "X2": 0.336, "Y2": 0.7329, "X3": 0.336, "Y3": 0.7469, "X4": 0.313, "Y4": 0.74561, "page": 0, "Index": 204}, {"Word": "2.5", "Confidence": 0.995, "X1": 0.382, "Y1": 0.7331, "X2": 0.396, "Y2": 0.7329, "X3": 0.396, "Y3": 0.7469, "X4": 0.382, "Y4": 0.7469, "page": 0, "Index": 205}, {"Word": "9.4", "Confidence": 0.995, "X1": 0.502, "Y1": 0.73181, "X2": 0.519, "Y2": 0.73161, "X3": 0.519, "Y3": 0.7469, "X4": 0.502, "Y4": 0.7469, "page": 0, "Index": 206}, {"Word": "melanoma", "Confidence": 0.991, "X1": 0.58, "Y1": 0.73439, "X2": 0.634, "Y2": 0.73419, "X3": 0.634, "Y3": 0.7469, "X4": 0.579, "Y4": 0.74819, "page": 0, "Index": 207}, {"Word": "0.8", "Confidence": 0.97, "X1": 0.694, "Y1": 0.7331, "X2": 0.71, "Y2": 0.7329, "X3": 0.71, "Y3": 0.74561, "X4": 0.694, "Y4": 0.74561, "page": 0, "Index": 208}, {"Word": "100.0", "Confidence": 0.993, "X1": 0.745, "Y1": 0.73181, "X2": 0.772, "Y2": 0.73161, "X3": 0.772, "Y3": 0.74561, "X4": 0.745, "Y4": 0.74561, "page": 0, "Index": 209}, {"Word": "0.4", "Confidence": 0.965, "X1": 0.816, "Y1": 0.73181, "X2": 0.833, "Y2": 0.73161, "X3": 0.833, "Y3": 0.7469, "X4": 0.816, "Y4": 0.74561, "page": 0, "Index": 210}, {"Word": "0", "Confidence": 0.674, "X1": 0.879, "Y1": 0.73181, "X2": 0.885, "Y2": 0.73161, "X3": 0.884, "Y3": 0.74561, "X4": 0.878, "Y4": 0.74432, "page": 0, "Index": 211}, {"Word": "Lung", "Confidence": 0.988, "X1": 0.167, "Y1": 0.7331, "X2": 0.195, "Y2": 0.7329, "X3": 0.195, "Y3": 0.74819, "X4": 0.167, "Y4": 0.74948, "page": 0, "Index": 212}, {"Word": "73.3", "Confidence": 0.983, "X1": 0.435, "Y1": 0.7331, "X2": 0.457, "Y2": 0.7329, "X3": 0.457, "Y3": 0.74819, "X4": 0.435, "Y4": 0.74819, "page": 0, "Index": 213}, {"Word": "except", "Confidence": 0.961, "X1": 0.544, "Y1": 0.73439, "X2": 0.577, "Y2": 0.73419, "X3": 0.577, "Y3": 0.74819, "X4": 0.543, "Y4": 0.74948, "page": 0, "Index": 214}, {"Word": "7.9", "Confidence": 0.65, "X1": 0.32, "Y1": 0.76278, "X2": 0.333, "Y2": 0.76258, "X3": 0.333, "Y3": 0.77786, "X4": 0.32, "Y4": 0.77657, "page": 0, "Index": 215}, {"Word": "12.9", "Confidence": 0.919, "X1": 0.376, "Y1": 0.76278, "X2": 0.397, "Y2": 0.76258, "X3": 0.397, "Y3": 0.77786, "X4": 0.376, "Y4": 0.77657, "page": 0, "Index": 216}, {"Word": "5.", "Confidence": 0.848, "X1": 0.441, "Y1": 0.76278, "X2": 0.454, "Y2": 0.76258, "X3": 0.453, "Y3": 0.77786, "X4": 0.44, "Y4": 0.77657, "page": 0, "Index": 217}, {"Word": "8.0", "Confidence": 0.96, "X1": 0.503, "Y1": 0.76149, "X2": 0.518, "Y2": 0.76129, "X3": 0.518, "Y3": 0.77657, "X4": 0.502, "Y4": 0.77528, "page": 0, "Index": 218}, {"Word": "1.7", "Confidence": 0.998, "X1": 0.695, "Y1": 0.7602, "X2": 0.711, "Y2": 0.76, "X3": 0.712, "Y3": 0.77657, "X4": 0.696, "Y4": 0.77786, "page": 0, "Index": 219}, {"Word": "21.4", "Confidence": 0.981, "X1": 0.751, "Y1": 0.76149, "X2": 0.772, "Y2": 0.76129, "X3": 0.772, "Y3": 0.77657, "X4": 0.751, "Y4": 0.77657, "page": 0, "Index": 220}, {"Word": "0.5", "Confidence": 0.935, "X1": 0.816, "Y1": 0.76149, "X2": 0.832, "Y2": 0.76129, "X3": 0.832, "Y3": 0.77528, "X4": 0.816, "Y4": 0.77528, "page": 0, "Index": 221}, {"Word": "25.0", "Confidence": 0.993, "X1": 0.872, "Y1": 0.76149, "X2": 0.895, "Y2": 0.76129, "X3": 0.894, "Y3": 0.77657, "X4": 0.871, "Y4": 0.77528, "page": 0, "Index": 222}, {"Word": "Brain", "Confidence": 0.955, "X1": 0.167, "Y1": 0.76278, "X2": 0.194, "Y2": 0.76258, "X3": 0.194, "Y3": 0.77915, "X4": 0.167, "Y4": 0.77915, "page": 0, "Index": 223}, {"Word": "and", "Confidence": 0.998, "X1": 0.196, "Y1": 0.76278, "X2": 0.217, "Y2": 0.76258, "X3": 0.217, "Y3": 0.77915, "X4": 0.196, "Y4": 0.77915, "page": 0, "Index": 224}, {"Word": "nervous", "Confidence": 0.995, "X1": 0.219, "Y1": 0.76278, "X2": 0.26, "Y2": 0.76258, "X3": 0.26, "Y3": 0.77915, "X4": 0.219, "Y4": 0.77915, "page": 0, "Index": 225}, {"Word": "system", "Confidence": 0.996, "X1": 0.263, "Y1": 0.76407, "X2": 0.297, "Y2": 0.76387, "X3": 0.297, "Y3": 0.77915, "X4": 0.263, "Y4": 0.77915, "page": 0, "Index": 226}, {"Word": "Larynx", "Confidence": 0.868, "X1": 0.543, "Y1": 0.76407, "X2": 0.578, "Y2": 0.76387, "X3": 0.578, "Y3": 0.77915, "X4": 0.543, "Y4": 0.77915, "page": 0, "Index": 227}, {"Word": "5.1", "Confidence": 0.996, "X1": 0.319, "Y1": 0.79117, "X2": 0.334, "Y2": 0.79097, "X3": 0.334, "Y3": 0.80754, "X4": 0.319, "Y4": 0.80754, "page": 0, "Index": 228}, {"Word": "0.3", "Confidence": 0.955, "X1": 0.439, "Y1": 0.79246, "X2": 0.457, "Y2": 0.79226, "X3": 0.457, "Y3": 0.80625, "X4": 0.44, "Y4": 0.80754, "page": 0, "Index": 229}, {"Word": "1.5", "Confidence": 0.998, "X1": 0.696, "Y1": 0.79246, "X2": 0.71, "Y2": 0.79226, "X3": 0.71, "Y3": 0.80625, "X4": 0.696, "Y4": 0.80625, "page": 0, "Index": 230}, {"Word": "25", "Confidence": 0.97, "X1": 0.75, "Y1": 0.78988, "X2": 0.764, "Y2": 0.78968, "X3": 0.764, "Y3": 0.80625, "X4": 0.75, "Y4": 0.80625, "page": 0, "Index": 231}, {"Word": "1.7", "Confidence": 0.966, "X1": 0.815, "Y1": 0.78859, "X2": 0.832, "Y2": 0.78839, "X3": 0.832, "Y3": 0.80496, "X4": 0.815, "Y4": 0.80496, "page": 0, "Index": 232}, {"Word": "13.3", "Confidence": 0.981, "X1": 0.874, "Y1": 0.79117, "X2": 0.893, "Y2": 0.79097, "X3": 0.893, "Y3": 0.80496, "X4": 0.874, "Y4": 0.80367, "page": 0, "Index": 233}, {"Word": ".", "Confidence": 0.186, "X1": 0.9, "Y1": 0.79117, "X2": 0.905, "Y2": 0.79097, "X3": 0.905, "Y3": 0.80496, "X4": 0.9, "Y4": 0.80496, "page": 0, "Index": 234}, {"Word": "Testes", "Confidence": 0.994, "X1": 0.168, "Y1": 0.79375, "X2": 0.201, "Y2": 0.79355, "X3": 0.201, "Y3": 0.80883, "X4": 0.168, "Y4": 0.80754, "page": 0, "Index": 235}, {"Word": "34.2", "Confidence": 0.982, "X1": 0.375, "Y1": 0.79375, "X2": 0.398, "Y2": 0.79355, "X3": 0.397, "Y3": 0.80883, "X4": 0.374, "Y4": 0.80754, "page": 0, "Index": 236}, {"Word": "-50.0", "Confidence": 0.997, "X1": 0.49, "Y1": 0.79246, "X2": 0.519, "Y2": 0.79226, "X3": 0.519, "Y3": 0.80883, "X4": 0.49, "Y4": 0.80754, "page": 0, "Index": 237}, {"Word": "Liver", "Confidence": 0.997, "X1": 0.542, "Y1": 0.79117, "X2": 0.572, "Y2": 0.79097, "X3": 0.572, "Y3": 0.80883, "X4": 0.542, "Y4": 0.80625, "page": 0, "Index": 238}, {"Word": "Source:", "Confidence": 0.665, "X1": 0.168, "Y1": 0.82601, "X2": 0.197, "Y2": 0.82581, "X3": 0.196, "Y3": 0.83851, "X4": 0.168, "Y4": 0.8398, "page": 0, "Index": 239}, {"Word": "Journal", "Confidence": 0.291, "X1": 0.199, "Y1": 0.82472, "X2": 0.225, "Y2": 0.82452, "X3": 0.225, "Y3": 0.83851, "X4": 0.198, "Y4": 0.83851, "page": 0, "Index": 240}, {"Word": "of", "Confidence": 0.998, "X1": 0.227, "Y1": 0.82472, "X2": 0.234, "Y2": 0.82452, "X3": 0.234, "Y3": 0.83851, "X4": 0.227, "Y4": 0.83851, "page": 0, "Index": 241}, {"Word": "the", "Confidence": 0.643, "X1": 0.236, "Y1": 0.82472, "X2": 0.248, "Y2": 0.82452, "X3": 0.247, "Y3": 0.83851, "X4": 0.236, "Y4": 0.83851, "page": 0, "Index": 242}, {"Word": "National", "Confidence": 0.669, "X1": 0.25, "Y1": 0.82472, "X2": 0.281, "Y2": 0.82452, "X3": 0.28, "Y3": 0.83851, "X4": 0.249, "Y4": 0.83851, "page": 0, "Index": 243}, {"Word": "Cancer", "Confidence": 0.687, "X1": 0.283, "Y1": 0.82601, "X2": 0.31, "Y2": 0.82581, "X3": 0.309, "Y3": 0.83851, "X4": 0.282, "Y4": 0.83851, "page": 0, "Index": 244}, {"Word": "Insblute", "Confidence": 0.64, "X1": 0.312, "Y1": 0.82601, "X2": 0.343, "Y2": 0.82581, "X3": 0.342, "Y3": 0.83851, "X4": 0.311, "Y4": 0.83851, "page": 0, "Index": 245}, {"Word": "1", "Confidence": 0.948, "X1": 0.786, "Y1": 0.90988, "X2": 0.808, "Y2": 0.90968, "X3": 0.809, "Y3": 0.95077, "X4": 0.788, "Y4": 0.95077, "page": 0, "Index": 246}, {"Word": "of", "Confidence": 0.997, "X1": 0.821, "Y1": 0.90859, "X2": 0.855, "Y2": 0.90839, "X3": 0.856, "Y3": 0.95077, "X4": 0.822, "Y4": 0.95077, "page": 0, "Index": 247}, {"Word": "3", "Confidence": 0.99, "X1": 0.865, "Y1": 0.90601, "X2": 0.886, "Y2": 0.90581, "X3": 0.886, "Y3": 0.95206, "X4": 0.865, "Y4": 0.95206, "page": 0, "Index": 248}, {"Word": "TI171812", "Confidence": 0.851, "X1": 0.018, "Y1": 0.99117, "X2": 0.017, "Y2": 0.99097, "X3": 0.002, "Y3": 0.99206, "X4": 0.002, "Y4": 0.90432, "page": 0, "Index": 249}]}	"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"
ffdm0028	1	{"lines_data": [{"Word": "While the researchers found there", "Confidence": 0.9958, "X1": 0.38194, "Y1": 0.0312, "X2": 0.61032, "Y2": 0.031, "X3": 0.61032, "Y3": 0.0438, "X4": 0.38194, "Y4": 0.0448, "page": 0}, {"Word": "During the time span studied, can-", "Confidence": 0.90783, "X1": 0.68645, "Y1": 0.0332, "X2": 0.90581, "Y2": 0.033, "X3": 0.90581, "Y3": 0.0458, "X4": 0.68645, "Y4": 0.0458, "page": 0}, {"Word": "was no reason to suspect that in-", "Confidence": 0.94286, "X1": 0.3729, "Y1": 0.0432, "X2": 0.60645, "Y2": 0.043, "X3": 0.60645, "Y3": 0.0548, "X4": 0.3729, "Y4": 0.0568, "page": 0}, {"Word": "cer incidence, adjusted for age, rose", "Confidence": 0.941, "X1": 0.67484, "Y1": 0.0442, "X2": 0.9071, "Y2": 0.044, "X3": 0.9071, "Y3": 0.0578, "X4": 0.67484, "Y4": 0.0578, "page": 0}, {"Word": "creases In common cancers like", "Confidence": 0.9856, "X1": 0.37419, "Y1": 0.0552, "X2": 0.60903, "Y2": 0.055, "X3": 0.60903, "Y3": 0.0668, "X4": 0.37419, "Y4": 0.0688, "page": 0}, {"Word": "By JANE E. BRODY", "Confidence": 0.98425, "X1": 0.13548, "Y1": 0.0632, "X2": 0.27226, "Y2": 0.063, "X3": 0.27355, "Y3": 0.0758, "X4": 0.13548, "Y4": 0.0788, "page": 0}, {"Word": "by 18.6 percent among men and by", "Confidence": 0.98271, "X1": 0.67097, "Y1": 0.0572, "X2": 0.90581, "Y2": 0.057, "X3": 0.90581, "Y3": 0.0688, "X4": 0.67226, "Y4": 0.0698, "page": 0}, {"Word": "those of the breast and prostate are", "Confidence": 0.99257, "X1": 0.3729, "Y1": 0.0672, "X2": 0.60774, "Y2": 0.067, "X3": 0.60774, "Y3": 0.0788, "X4": 0.3729, "Y4": 0.0798, "page": 0}, {"Word": "12.4 percent among women. Prostate", "Confidence": 0.975, "X1": 0.67355, "Y1": 0.0682, "X2": 0.9071, "Y2": 0.068, "X3": 0.9071, "Y3": 0.0808, "X4": 0.67355, "Y4": 0.0808, "page": 0}, {"Word": "in any significant way the result of", "Confidence": 0.995, "X1": 0.3729, "Y1": 0.0782, "X2": 0.60903, "Y2": 0.078, "X3": 0.60903, "Y3": 0.0908, "X4": 0.3729, "Y4": 0.0918, "page": 0}, {"Word": "cancer contributed most heavily to", "Confidence": 0.9834, "X1": 0.67355, "Y1": 0.0802, "X2": 0.90581, "Y2": 0.08, "X3": 0.90581, "Y3": 0.0918, "X4": 0.67355, "Y4": 0.0928, "page": 0}, {"Word": "THE news about cancer is", "Confidence": 0.9852, "X1": 0.14065, "Y1": 0.0902, "X2": 0.32129, "Y2": 0.09, "X3": 0.32129, "Y3": 0.1058, "X4": 0.14065, "Y4": 0.1078, "page": 0}, {"Word": "exposure to cancer-causing sub-", "Confidence": 0.9915, "X1": 0.3729, "Y1": 0.0912, "X2": 0.60774, "Y2": 0.091, "X3": 0.60774, "Y3": 0.1028, "X4": 0.3729, "Y4": 0.1038, "page": 0}, {"Word": "the increase in cancers among men.", "Confidence": 0.9805, "X1": 0.67226, "Y1": 0.0932, "X2": 0.90581, "Y2": 0.093, "X3": 0.90581, "Y3": 0.1038, "X4": 0.67226, "Y4": 0.1038, "page": 0}, {"Word": "both good and bad, a new", "Confidence": 0.98633, "X1": 0.13935, "Y1": 0.0992, "X2": 0.32129, "Y2": 0.099, "X3": 0.32129, "Y3": 0.1168, "X4": 0.13935, "Y4": 0.1178, "page": 0}, {"Word": "stances in the environment, they not-", "Confidence": 0.97333, "X1": 0.37161, "Y1": 0.1032, "X2": 0.60774, "Y2": 0.103, "X3": 0.60774, "Y3": 0.1138, "X4": 0.37161, "Y4": 0.1148, "page": 0}, {"Word": "The researchers attributed all or", "Confidence": 0.9904, "X1": 0.67355, "Y1": 0.1032, "X2": 0.90452, "Y2": 0.103, "X3": 0.90581, "Y3": 0.1148, "X4": 0.67355, "Y4": 0.1148, "page": 0}, {"Word": "ed that for other cancers, \"some", "Confidence": 0.96867, "X1": 0.3729, "Y1": 0.1132, "X2": 0.61032, "Y2": 0.113, "X3": 0.61032, "Y3": 0.1268, "X4": 0.3729, "Y4": 0.1268, "page": 0}, {"Word": "nearly all of this rise to wider detec-", "Confidence": 0.95787, "X1": 0.67355, "Y1": 0.1152, "X2": 0.9071, "Y2": 0.115, "X3": 0.9071, "Y3": 0.1258, "X4": 0.67355, "Y4": 0.1268, "page": 0}, {"Word": "trends remain unexplained and", "Confidence": 0.995, "X1": 0.37419, "Y1": 0.1252, "X2": 0.60774, "Y2": 0.125, "X3": 0.60774, "Y3": 0.1368, "X4": 0.37419, "Y4": 0.1388, "page": 0}, {"Word": "tion of early cancers through the", "Confidence": 0.98533, "X1": 0.67226, "Y1": 0.1252, "X2": 0.91097, "Y2": 0.125, "X3": 0.91097, "Y3": 0.1378, "X4": 0.67226, "Y4": 0.1398, "page": 0}, {"Word": "ysis shows: more of it", "Confidence": 0.7332, "X1": 0.09032, "Y1": 0.0912, "X2": 0.32258, "Y2": 0.091, "X3": 0.32129, "Y3": 0.1418, "X4": 0.09032, "Y4": 0.1408, "page": 0}, {"Word": "death rates are holding steady and in", "Confidence": 0.99157, "X1": 0.09032, "Y1": 0.1372, "X2": 0.32129, "Y2": 0.137, "X3": 0.32129, "Y3": 0.1478, "X4": 0.09032, "Y4": 0.1498, "page": 0}, {"Word": "is being . diagnosed, but", "Confidence": 0.7892, "X1": 0.13032, "Y1": 0.1202, "X2": 0.32258, "Y2": 0.12, "X3": 0.32258, "Y3": 0.1388, "X4": 0.12903, "Y4": 0.1378, "page": 0}, {"Word": "might reflect changing exposures to", "Confidence": 0.9646, "X1": 0.3729, "Y1": 0.1372, "X2": 0.60774, "Y2": 0.137, "X3": 0.60774, "Y3": 0.1488, "X4": 0.3729, "Y4": 0.1498, "page": 0}, {"Word": "treatment of benign prostate disease", "Confidence": 0.9936, "X1": 0.67484, "Y1": 0.1392, "X2": 0.9071, "Y2": 0.139, "X3": 0.9071, "Y3": 0.1508, "X4": 0.67484, "Y4": 0.1498, "page": 0}, {"Word": "some cases are even declining, espe-", "Confidence": 0.91683, "X1": 0.09032, "Y1": 0.1492, "X2": 0.32129, "Y2": 0.149, "X3": 0.32129, "Y3": 0.1608, "X4": 0.09032, "Y4": 0.1618, "page": 0}, {"Word": "carcinogens yet to be identified and", "Confidence": 0.9915, "X1": 0.37419, "Y1": 0.1492, "X2": 0.60903, "Y2": 0.149, "X3": 0.60903, "Y3": 0.1608, "X4": 0.37419, "Y4": 0.1618, "page": 0}, {"Word": "and the use of a highly sensitive", "Confidence": 0.99643, "X1": 0.67355, "Y1": 0.1502, "X2": 0.90581, "Y2": 0.15, "X3": 0.90581, "Y3": 0.1618, "X4": 0.67355, "Y4": 0.1618, "page": 0}, {"Word": "cially among younger Americans.", "Confidence": 0.92275, "X1": 0.08903, "Y1": 0.1602, "X2": 0.32129, "Y2": 0.16, "X3": 0.32129, "Y3": 0.1708, "X4": 0.08903, "Y4": 0.1728, "page": 0}, {"Word": "clarified.\"", "Confidence": 0.779, "X1": 0.37548, "Y1": 0.1602, "X2": 0.44774, "Y2": 0.16, "X3": 0.44774, "Y3": 0.1698, "X4": 0.37548, "Y4": 0.1718, "page": 0}, {"Word": "blood test for prostate-specific anti-", "Confidence": 0.9134, "X1": 0.67484, "Y1": 0.1612, "X2": 0.9071, "Y2": 0.161, "X3": 0.9071, "Y3": 0.1738, "X4": 0.67484, "Y4": 0.1738, "page": 0}, {"Word": "And despite a widespread belief to", "Confidence": 0.96017, "X1": 0.08903, "Y1": 0.1712, "X2": 0.32129, "Y2": 0.171, "X3": 0.32129, "Y3": 0.1828, "X4": 0.08903, "Y4": 0.1838, "page": 0}, {"Word": "One of Dr. Devesa's co-authors,", "Confidence": 0.9346, "X1": 0.37935, "Y1": 0.1712, "X2": 0.60903, "Y2": 0.171, "X3": 0.60903, "Y3": 0.1838, "X4": 0.37935, "Y4": 0.1838, "page": 0}, {"Word": "gen, or P.S.A.", "Confidence": 0.95833, "X1": 0.67355, "Y1": 0.1732, "X2": 0.76516, "Y2": 0.173, "X3": 0.76516, "Y3": 0.1848, "X4": 0.67355, "Y4": 0.1848, "page": 0}, {"Word": "the contrary, there is no evidence of", "Confidence": 0.98171, "X1": 0.08903, "Y1": 0.1832, "X2": 0.32129, "Y2": 0.183, "X3": 0.32129, "Y3": 0.1948, "X4": 0.08903, "Y4": 0.1948, "page": 0}, {"Word": "Dr. William J. Blot, an epidemiolo-", "Confidence": 0.9655, "X1": 0.37677, "Y1": 0.1832, "X2": 0.60903, "Y2": 0.183, "X3": 0.60903, "Y3": 0.1958, "X4": 0.37677, "Y4": 0.1958, "page": 0}, {"Word": "Other major contributors to the", "Confidence": 0.9874, "X1": 0.68258, "Y1": 0.1842, "X2": 0.9071, "Y2": 0.184, "X3": 0.9071, "Y3": 0.1958, "X4": 0.68258, "Y4": 0.1968, "page": 0}, {"Word": "a cancer epidemic.", "Confidence": 0.98833, "X1": 0.08903, "Y1": 0.1952, "X2": 0.21161, "Y2": 0.195, "X3": 0.21161, "Y3": 0.2068, "X4": 0.08903, "Y4": 0.2068, "page": 0}, {"Word": "gist now working for the Internation-", "Confidence": 0.97033, "X1": 0.37419, "Y1": 0.1942, "X2": 0.60903, "Y2": 0.194, "X3": 0.60903, "Y3": 0.2068, "X4": 0.37419, "Y4": 0.2068, "page": 0}, {"Word": "rise in cancers in men were non-", "Confidence": 0.99129, "X1": 0.67355, "Y1": 0.1962, "X2": 0.90839, "Y2": 0.196, "X3": 0.90839, "Y3": 0.2078, "X4": 0.67355, "Y4": 0.2078, "page": 0}, {"Word": "The analysis, published In today's", "Confidence": 0.9456, "X1": 0.10323, "Y1": 0.2082, "X2": 0.32387, "Y2": 0.208, "X3": 0.32387, "Y3": 0.2208, "X4": 0.10323, "Y4": 0.2238, "page": 0}, {"Word": "al Epidemiology Institute Inc ., a re-", "Confidence": 0.90886, "X1": 0.37161, "Y1": 0.2062, "X2": 0.60903, "Y2": 0.206, "X3": 0.60903, "Y3": 0.2188, "X4": 0.37161, "Y4": 0.2188, "page": 0}, {"Word": "Hodgkin's lymphoma and Kaposi's", "Confidence": 0.987, "X1": 0.67355, "Y1": 0.2072, "X2": 0.9071, "Y2": 0.207, "X3": 0.9071, "Y3": 0.2198, "X4": 0.67355, "Y4": 0.2198, "page": 0}, {"Word": "issue of The Journal of the National", "Confidence": 0.96757, "X1": 0.08903, "Y1": 0.2222, "X2": 0.32258, "Y2": 0.222, "X3": 0.32258, "Y3": 0.2328, "X4": 0.08903, "Y4": 0.2358, "page": 0}, {"Word": "search and consulting firm in Rock-", "Confidence": 0.98217, "X1": 0.37419, "Y1": 0.2182, "X2": 0.60903, "Y2": 0.218, "X3": 0.60903, "Y3": 0.2298, "X4": 0.37419, "Y4": 0.2308, "page": 0}, {"Word": "sarcoma in men with AIDS, and mel-", "Confidence": 0.98029, "X1": 0.67355, "Y1": 0.2182, "X2": 0.90839, "Y2": 0.218, "X3": 0.90839, "Y3": 0.2308, "X4": 0.67355, "Y4": 0.2318, "page": 0}, {"Word": "Cancer Institute, Is the most detailed", "Confidence": 0.90433, "X1": 0.09032, "Y1": 0.2322, "X2": 0.32387, "Y2": 0.232, "X3": 0.32387, "Y3": 0.2438, "X4": 0.09032, "Y4": 0.2468, "page": 0}, {"Word": "ville, Md ., said the rise in non-Hodg-", "Confidence": 0.96788, "X1": 0.37548, "Y1": 0.2302, "X2": 0.60903, "Y2": 0.23, "X3": 0.60903, "Y3": 0.2428, "X4": 0.37548, "Y4": 0.2428, "page": 0}, {"Word": "anoma. Among young men, there", "Confidence": 0.9512, "X1": 0.67484, "Y1": 0.2312, "X2": 0.9071, "Y2": 0.231, "X3": 0.9071, "Y3": 0.2438, "X4": 0.67484, "Y4": 0.2438, "page": 0}, {"Word": "and comprehensive look yet at re-", "Confidence": 0.94667, "X1": 0.09161, "Y1": 0.2452, "X2": 0.32258, "Y2": 0.245, "X3": 0.32258, "Y3": 0.2558, "X4": 0.09161, "Y4": 0.2588, "page": 0}, {"Word": "kin's lymphoma, the cancer that", "Confidence": 0.9874, "X1": 0.37419, "Y1": 0.2412, "X2": 0.61161, "Y2": 0.241, "X3": 0.61161, "Y3": 0.2528, "X4": 0.37419, "Y4": 0.2538, "page": 0}, {"Word": "was a rise in cancers of the oral", "Confidence": 0.9625, "X1": 0.67484, "Y1": 0.2432, "X2": 0.90968, "Y2": 0.243, "X3": 0.90968, "Y3": 0.2558, "X4": 0.67484, "Y4": 0.2548, "page": 0}, {"Word": "cent trends in cancer incidence and", "Confidence": 0.99283, "X1": 0.09032, "Y1": 0.2562, "X2": 0.32258, "Y2": 0.256, "X3": 0.32258, "Y3": 0.2678, "X4": 0.09032, "Y4": 0.2708, "page": 0}, {"Word": "killed Jacqueline Kennedy Onassis,", "Confidence": 0.88925, "X1": 0.37548, "Y1": 0.2522, "X2": 0.61161, "Y2": 0.252, "X3": 0.61161, "Y3": 0.2638, "X4": 0.37548, "Y4": 0.2658, "page": 0}, {"Word": "cavity and throat, which might be", "Confidence": 0.99233, "X1": 0.67484, "Y1": 0.2532, "X2": 0.91097, "Y2": 0.253, "X3": 0.91097, "Y3": 0.2678, "X4": 0.67484, "Y4": 0.2688, "page": 0}, {"Word": "while partly explained by its associa-", "Confidence": 0.89817, "X1": 0.37806, "Y1": 0.2642, "X2": 0.61161, "Y2": 0.264, "X3": 0.61161, "Y3": 0.2758, "X4": 0.37806, "Y4": 0.2768, "page": 0}, {"Word": "related to their increased use of", "Confidence": 0.98883, "X1": 0.67355, "Y1": 0.2652, "X2": 0.90968, "Y2": 0.265, "X3": 0.90968, "Y3": 0.2768, "X4": 0.67355, "Y4": 0.2788, "page": 0}, {"Word": "mortality in the United States. The", "Confidence": 0.97567, "X1": 0.08774, "Y1": 0.2682, "X2": 0.32387, "Y2": 0.268, "X3": 0.32387, "Y3": 0.2788, "X4": 0.08903, "Y4": 0.2828, "page": 0}, {"Word": "trends for 28 cancers in men and 30", "Confidence": 0.9925, "X1": 0.09032, "Y1": 0.2792, "X2": 0.32258, "Y2": 0.279, "X3": 0.32258, "Y3": 0.2908, "X4": 0.09032, "Y4": 0.2938, "page": 0}, {"Word": "tion with AIDS, was also possibly", "Confidence": 0.96983, "X1": 0.37677, "Y1": 0.2762, "X2": 0.61032, "Y2": 0.276, "X3": 0.61032, "Y3": 0.2888, "X4": 0.37677, "Y4": 0.2888, "page": 0}, {"Word": "smokeless tobacco and alcohol.", "Confidence": 0.97575, "X1": 0.67355, "Y1": 0.2782, "X2": 0.87613, "Y2": 0.278, "X3": 0.87613, "Y3": 0.2888, "X4": 0.67355, "Y4": 0.2898, "page": 0}, {"Word": "cancers in women suggest that even", "Confidence": 0.99133, "X1": 0.08903, "Y1": 0.2912, "X2": 0.32645, "Y2": 0.291, "X3": 0.32774, "Y3": 0.3028, "X4": 0.09032, "Y4": 0.3058, "page": 0}, {"Word": "influenced by environmental expo-", "Confidence": 0.98275, "X1": 0.37677, "Y1": 0.2882, "X2": 0.61032, "Y2": 0.288, "X3": 0.61032, "Y3": 0.2998, "X4": 0.37677, "Y4": 0.2998, "page": 0}, {"Word": "Among women, increased rates of", "Confidence": 0.9632, "X1": 0.68387, "Y1": 0.2912, "X2": 0.91226, "Y2": 0.291, "X3": 0.91226, "Y3": 0.3038, "X4": 0.68387, "Y4": 0.3048, "page": 0}, {"Word": "while more cancers are being diag-", "Confidence": 0.98667, "X1": 0.08903, "Y1": 0.3032, "X2": 0.32645, "Y2": 0.303, "X3": 0.32774, "Y3": 0.3148, "X4": 0.08903, "Y4": 0.3178, "page": 0}, {"Word": "sures. But, he added in an interview,", "Confidence": 0.97543, "X1": 0.37806, "Y1": 0.3002, "X2": 0.61032, "Y2": 0.3, "X3": 0.61032, "Y3": 0.3118, "X4": 0.37806, "Y4": 0.3118, "page": 0}, {"Word": "breast and lung cancers accounted", "Confidence": 0.993, "X1": 0.67613, "Y1": 0.3042, "X2": 0.90839, "Y2": 0.304, "X3": 0.90839, "Y3": 0.3158, "X4": 0.67484, "Y4": 0.3148, "page": 0}, {"Word": "nosed, people treated for cancer are", "Confidence": 0.97983, "X1": 0.08903, "Y1": 0.3152, "X2": 0.32645, "Y2": 0.315, "X3": 0.32645, "Y3": 0.3278, "X4": 0.08903, "Y4": 0.3298, "page": 0}, {"Word": "\"lymphomas are relatively minor", "Confidence": 0.97825, "X1": 0.37548, "Y1": 0.3102, "X2": 0.61161, "Y2": 0.31, "X3": 0.61161, "Y3": 0.3238, "X4": 0.37548, "Y4": 0.3238, "page": 0}, {"Word": "for the overwhelming majority of", "Confidence": 0.9872, "X1": 0.67484, "Y1": 0.3152, "X2": 0.90968, "Y2": 0.315, "X3": 0.90968, "Y3": 0.3278, "X4": 0.67484, "Y4": 0.3268, "page": 0}, {"Word": "living longer. The latest data also", "Confidence": 0.802, "X1": 0.09161, "Y1": 0.3252, "X2": 0.32645, "Y2": 0.325, "X3": 0.32645, "Y3": 0.3378, "X4": 0.09161, "Y4": 0.3398, "page": 0}, {"Word": "types of cancer.\"", "Confidence": 0.97467, "X1": 0.37935, "Y1": 0.3232, "X2": 0.4929, "Y2": 0.323, "X3": 0.4929, "Y3": 0.3328, "X4": 0.37935, "Y4": 0.3358, "page": 0}, {"Word": "Another co-author, Dr. Joseph F.", "Confidence": 0.9692, "X1": 0.3871, "Y1": 0.3332, "X2": 0.61032, "Y2": 0.333, "X3": 0.61032, "Y3": 0.3458, "X4": 0.3871, "Y4": 0.3478, "page": 0}, {"Word": "the rise in the incidence of cancer.", "Confidence": 0.98871, "X1": 0.67355, "Y1": 0.3272, "X2": 0.90968, "Y2": 0.327, "X3": 0.90968, "Y3": 0.3388, "X4": 0.67355, "Y4": 0.3388, "page": 0}, {"Word": "reveal that in the first two years of", "Confidence": 0.94875, "X1": 0.09161, "Y1": 0.3372, "X2": 0.32645, "Y2": 0.337, "X3": 0.32645, "Y3": 0.3488, "X4": 0.0929, "Y4": 0.3518, "page": 0}, {"Word": "Fraumen! Jr ., an epidemiologist at", "Confidence": 0.979, "X1": 0.37806, "Y1": 0.3452, "X2": 0.6129, "Y2": 0.345, "X3": 0.6129, "Y3": 0.3578, "X4": 0.37806, "Y4": 0.3588, "page": 0}, {"Word": "The researchers said the ever-wid-", "Confidence": 0.9254, "X1": 0.67484, "Y1": 0.3372, "X2": 0.90839, "Y2": 0.337, "X3": 0.90839, "Y3": 0.3488, "X4": 0.67484, "Y4": 0.3498, "page": 0}, {"Word": "this decade, death rates from cancer", "Confidence": 0.9905, "X1": 0.09161, "Y1": 0.3492, "X2": 0.32645, "Y2": 0.349, "X3": 0.32645, "Y3": 0.3608, "X4": 0.09161, "Y4": 0.3628, "page": 0}, {"Word": "ening use of routine screening mam-", "Confidence": 0.995, "X1": 0.67613, "Y1": 0.3502, "X2": 0.91097, "Y2": 0.35, "X3": 0.91097, "Y3": 0.3618, "X4": 0.67613, "Y4": 0.3618, "page": 0}, {"Word": "-", "Confidence": 0.941, "X1": 0.92387, "Y1": 0.3672, "X2": 0.92516, "Y2": 0.367, "X3": 0.91484, "Y3": 0.3658, "X4": 0.91484, "Y4": 0.3478, "page": 0}, {"Word": "In the United States declined for the", "Confidence": 0.97971, "X1": 0.0929, "Y1": 0.3602, "X2": 0.32645, "Y2": 0.36, "X3": 0.32645, "Y3": 0.3728, "X4": 0.0929, "Y4": 0.3758, "page": 0}, {"Word": "the cancer institute, said it was pos-", "Confidence": 0.947, "X1": 0.37806, "Y1": 0.3562, "X2": 0.61419, "Y2": 0.356, "X3": 0.61419, "Y3": 0.3688, "X4": 0.37806, "Y4": 0.3698, "page": 0}, {"Word": "mography was mainly responsible", "Confidence": 0.994, "X1": 0.67355, "Y1": 0.3612, "X2": 0.91097, "Y2": 0.361, "X3": 0.91097, "Y3": 0.3728, "X4": 0.67355, "Y4": 0.3728, "page": 0}, {"Word": "first time since records have been", "Confidence": 0.9655, "X1": 0.0929, "Y1": 0.3722, "X2": 0.32645, "Y2": 0.372, "X3": 0.32645, "Y3": 0.3838, "X4": 0.0929, "Y4": 0.3868, "page": 0}, {"Word": "sible that environmental factors", "Confidence": 0.968, "X1": 0.37677, "Y1": 0.3692, "X2": 0.61032, "Y2": 0.369, "X3": 0.61032, "Y3": 0.3808, "X4": 0.37677, "Y4": 0.3818, "page": 0}, {"Word": "for the 30.1 percent rise in breast", "Confidence": 0.959, "X1": 0.67484, "Y1": 0.3732, "X2": 0.91226, "Y2": 0.373, "X3": 0.91226, "Y3": 0.3848, "X4": 0.67484, "Y4": 0.3848, "page": 0}, {"Word": "kept", "Confidence": 0.886, "X1": 0.09548, "Y1": 0.3862, "X2": 0.12516, "Y2": 0.386, "X3": 0.12516, "Y3": 0.3968, "X4": 0.09548, "Y4": 0.3968, "page": 0}, {"Word": "might be involved in Increases in", "Confidence": 0.97667, "X1": 0.37935, "Y1": 0.3802, "X2": 0.61161, "Y2": 0.38, "X3": 0.61161, "Y3": 0.3928, "X4": 0.37935, "Y4": 0.3928, "page": 0}, {"Word": "cancer incidence. Mammography is", "Confidence": 0.97275, "X1": 0.67613, "Y1": 0.3852, "X2": 0.91097, "Y2": 0.385, "X3": 0.91097, "Y3": 0.3968, "X4": 0.67613, "Y4": 0.3958, "page": 0}, {"Word": "The analysis was prepared by Dr.", "Confidence": 0.996, "X1": 0.10452, "Y1": 0.3952, "X2": 0.32645, "Y2": 0.395, "X3": 0.32645, "Y3": 0.4078, "X4": 0.10452, "Y4": 0.4088, "page": 0}, {"Word": "cancers of the brain, liver, testicles", "Confidence": 0.875, "X1": 0.37935, "Y1": 0.3922, "X2": 0.61161, "Y2": 0.392, "X3": 0.61161, "Y3": 0.4038, "X4": 0.37935, "Y4": 0.4048, "page": 0}, {"Word": "and kidneys, but he added that what", "Confidence": 0.991, "X1": 0.37677, "Y1": 0.4032, "X2": 0.61161, "Y2": 0.403, "X3": 0.61161, "Y3": 0.4158, "X4": 0.37677, "Y4": 0.4158, "page": 0}, {"Word": "picking up many early cancers that", "Confidence": 0.92067, "X1": 0.67355, "Y1": 0.3962, "X2": 0.91226, "Y2": 0.396, "X3": 0.91226, "Y3": 0.4088, "X4": 0.67355, "Y4": 0.4078, "page": 0}, {"Word": "Susan S. Devesa, an epidemiologist", "Confidence": 0.9444, "X1": 0.09548, "Y1": 0.4082, "X2": 0.32774, "Y2": 0.408, "X3": 0.32774, "Y3": 0.4188, "X4": 0.09548, "Y4": 0.4208, "page": 0}, {"Word": "these might be was not known.", "Confidence": 0.99017, "X1": 0.37806, "Y1": 0.4162, "X2": 0.58065, "Y2": 0.416, "X3": 0.58065, "Y3": 0.4278, "X4": 0.37806, "Y4": 0.4278, "page": 0}, {"Word": "might not have become clinically", "Confidence": 0.9882, "X1": 0.67355, "Y1": 0.4082, "X2": 0.90839, "Y2": 0.408, "X3": 0.90839, "Y3": 0.4208, "X4": 0.67355, "Y4": 0.4208, "page": 0}, {"Word": "and biostatistician, and her col-", "Confidence": 0.9516, "X1": 0.09161, "Y1": 0.4182, "X2": 0.32903, "Y2": 0.418, "X3": 0.32903, "Y3": 0.4308, "X4": 0.09161, "Y4": 0.4328, "page": 0}, {"Word": "As for breast cancer, the rise in", "Confidence": 0.98957, "X1": 0.38968, "Y1": 0.4262, "X2": 0.61161, "Y2": 0.426, "X3": 0.61161, "Y3": 0.4378, "X4": 0.38968, "Y4": 0.4388, "page": 0}, {"Word": "apparent for several years.", "Confidence": 0.9955, "X1": 0.67484, "Y1": 0.4202, "X2": 0.85677, "Y2": 0.42, "X3": 0.85677, "Y3": 0.4318, "X4": 0.67484, "Y4": 0.4308, "page": 0}, {"Word": "leagues at the National Cancer Insti-", "Confidence": 0.83767, "X1": 0.09419, "Y1": 0.4312, "X2": 0.33032, "Y2": 0.431, "X3": 0.33032, "Y3": 0.4428, "X4": 0.09419, "Y4": 0.4448, "page": 0}, {"Word": "Dr. Philip Cole, an epidemiologist", "Confidence": 0.9606, "X1": 0.69032, "Y1": 0.4322, "X2": 0.90839, "Y2": 0.432, "X3": 0.90839, "Y3": 0.4438, "X4": 0.69032, "Y4": 0.4418, "page": 0}, {"Word": "tute in Bethesda, Md. These were", "Confidence": 0.98617, "X1": 0.09548, "Y1": 0.4422, "X2": 0.32774, "Y2": 0.442, "X3": 0.32903, "Y3": 0.4538, "X4": 0.09548, "Y4": 0.4558, "page": 0}, {"Word": "tumors that are stimulated by estro-", "Confidence": 0.98083, "X1": 0.37677, "Y1": 0.4382, "X2": 0.6129, "Y2": 0.438, "X3": 0.6129, "Y3": 0.4498, "X4": 0.37677, "Y4": 0.4508, "page": 0}, {"Word": "at the University of Alabama School", "Confidence": 0.94033, "X1": 0.67613, "Y1": 0.4432, "X2": 0.90968, "Y2": 0.443, "X3": 0.90968, "Y3": 0.4538, "X4": 0.67613, "Y4": 0.4548, "page": 0}, {"Word": "among the major reasons they found", "Confidence": 0.9945, "X1": 0.09677, "Y1": 0.4532, "X2": 0.32774, "Y2": 0.453, "X3": 0.32774, "Y3": 0.4648, "X4": 0.09677, "Y4": 0.4678, "page": 0}, {"Word": "gen, but not in those that do not", "Confidence": 0.98113, "X1": 0.37806, "Y1": 0.4502, "X2": 0.61161, "Y2": 0.45, "X3": 0.6129, "Y3": 0.4618, "X4": 0.37806, "Y4": 0.4638, "page": 0}, {"Word": "of Public Health who commented on", "Confidence": 0.9005, "X1": 0.67355, "Y1": 0.4542, "X2": 0.90968, "Y2": 0.454, "X3": 0.90839, "Y3": 0.4658, "X4": 0.67355, "Y4": 0.4658, "page": 0}, {"Word": "for the rise in the incidence of can-", "Confidence": 0.99275, "X1": 0.09677, "Y1": 0.4652, "X2": 0.32903, "Y2": 0.465, "X3": 0.32903, "Y3": 0.4768, "X4": 0.09677, "Y4": 0.4788, "page": 0}, {"Word": "respond to estrogen, \"suggests that", "Confidence": 0.9628, "X1": 0.37677, "Y1": 0.4612, "X2": 0.6129, "Y2": 0.461, "X3": 0.6129, "Y3": 0.4728, "X4": 0.37677, "Y4": 0.4748, "page": 0}, {"Word": "some hormonal factor may be in-", "Confidence": 0.99383, "X1": 0.37935, "Y1": 0.4732, "X2": 0.6129, "Y2": 0.473, "X3": 0.6129, "Y3": 0.4848, "X4": 0.37935, "Y4": 0.4858, "page": 0}, {"Word": "the study in an editorial in the same", "Confidence": 0.99213, "X1": 0.67484, "Y1": 0.4662, "X2": 0.90968, "Y2": 0.466, "X3": 0.90968, "Y3": 0.4788, "X4": 0.67484, "Y4": 0.4778, "page": 0}, {"Word": "-", "Confidence": 0.819, "X1": 0.92516, "Y1": 0.4842, "X2": 0.92516, "Y2": 0.484, "X3": 0.91613, "Y3": 0.4838, "X4": 0.91742, "Y4": 0.4658, "page": 0}, {"Word": "cer:", "Confidence": 0.934, "X1": 0.09677, "Y1": 0.4792, "X2": 0.12516, "Y2": 0.479, "X3": 0.12387, "Y3": 0.4888, "X4": 0.09677, "Y4": 0.4878, "page": 0}, {"Word": "volved,\" Dr. Fraumeni said. He list-", "Confidence": 0.884, "X1": 0.37935, "Y1": 0.4842, "X2": 0.61419, "Y2": 0.484, "X3": 0.61419, "Y3": 0.4958, "X4": 0.37935, "Y4": 0.4968, "page": 0}, {"Word": "issue of the journal, added that", "Confidence": 0.97667, "X1": 0.67613, "Y1": 0.4772, "X2": 0.91097, "Y2": 0.477, "X3": 0.91097, "Y3": 0.4888, "X4": 0.67613, "Y4": 0.4888, "page": 0}, {"Word": "\"Improvements in cancer screen-", "Confidence": 0.832, "X1": 0.1071, "Y1": 0.4882, "X2": 0.32903, "Y2": 0.488, "X3": 0.32903, "Y3": 0.4998, "X4": 0.1071, "Y4": 0.5008, "page": 0}, {"Word": "ed as possible external Influences", "Confidence": 0.9146, "X1": 0.37935, "Y1": 0.4962, "X2": 0.61032, "Y2": 0.496, "X3": 0.61161, "Y3": 0.5078, "X4": 0.37935, "Y4": 0.5088, "page": 0}, {"Word": "changes in reproductive habits,", "Confidence": 0.9615, "X1": 0.67355, "Y1": 0.4892, "X2": 0.90839, "Y2": 0.489, "X3": 0.90968, "Y3": 0.5008, "X4": 0.67355, "Y4": 0.5008, "page": 0}, {"Word": "ing and early diagnosis, which have", "Confidence": 0.9855, "X1": 0.09806, "Y1": 0.4992, "X2": 0.32774, "Y2": 0.499, "X3": 0.32903, "Y3": 0.5108, "X4": 0.09806, "Y4": 0.5138, "page": 0}, {"Word": "namely a tendency to delay child-", "Confidence": 0.93417, "X1": 0.67613, "Y1": 0.5012, "X2": 0.90968, "Y2": 0.501, "X3": 0.90968, "Y3": 0.5128, "X4": 0.67613, "Y4": 0.5128, "page": 0}, {"Word": "contributed heavily to increases in", "Confidence": 0.97, "X1": 0.09677, "Y1": 0.5112, "X2": 0.33032, "Y2": 0.511, "X3": 0.33032, "Y3": 0.5228, "X4": 0.09677, "Y4": 0.5258, "page": 0}, {"Word": "the use of contraceptive and meno-", "Confidence": 0.98967, "X1": 0.37806, "Y1": 0.5082, "X2": 0.6129, "Y2": 0.508, "X3": 0.6129, "Y3": 0.5198, "X4": 0.37806, "Y4": 0.5208, "page": 0}, {"Word": "bearing and to have fewer children,", "Confidence": 0.92917, "X1": 0.67484, "Y1": 0.5122, "X2": 0.90968, "Y2": 0.512, "X3": 0.90968, "Y3": 0.5248, "X4": 0.67484, "Y4": 0.5238, "page": 0}, {"Word": "the numbers of cancers of the", "Confidence": 0.99467, "X1": 0.09548, "Y1": 0.5212, "X2": 0.33032, "Y2": 0.521, "X3": 0.33032, "Y3": 0.5328, "X4": 0.09548, "Y4": 0.5368, "page": 0}, {"Word": "pausal hormones and exposure to", "Confidence": 0.9728, "X1": 0.37935, "Y1": 0.5202, "X2": 0.61161, "Y2": 0.52, "X3": 0.6129, "Y3": 0.5298, "X4": 0.37935, "Y4": 0.5318, "page": 0}, {"Word": "were also likely factors in the rise in I", "Confidence": 0.892, "X1": 0.67355, "Y1": 0.5242, "X2": 0.92774, "Y2": 0.524, "X3": 0.92774, "Y3": 0.5358, "X4": 0.67355, "Y4": 0.5358, "page": 0}, {"Word": "breast, prostate and brain that are", "Confidence": 0.98833, "X1": 0.09677, "Y1": 0.5342, "X2": 0.33032, "Y2": 0.534, "X3": 0.33032, "Y3": 0.5458, "X4": 0.09677, "Y4": 0.5478, "page": 0}, {"Word": "estrogen-like compounds in plants", "Confidence": 0.99425, "X1": 0.37935, "Y1": 0.5312, "X2": 0.6129, "Y2": 0.531, "X3": 0.6129, "Y3": 0.5428, "X4": 0.37935, "Y4": 0.5438, "page": 0}, {"Word": "breast cancer. As for lung cancer.", "Confidence": 0.97533, "X1": 0.67484, "Y1": 0.5362, "X2": 0.91355, "Y2": 0.536, "X3": 0.91355, "Y3": 0.5478, "X4": 0.67484, "Y4": 0.5468, "page": 0}, {"Word": "diagnosed.", "Confidence": 0.991, "X1": 0.09806, "Y1": 0.5482, "X2": 0.16645, "Y2": 0.548, "X3": 0.16645, "Y3": 0.5578, "X4": 0.09806, "Y4": 0.5588, "page": 0}, {"Word": "--...", "Confidence": 0.449, "X1": 0.92516, "Y1": 0.5542, "X2": 0.92516, "Y2": 0.554, "X3": 0.91613, "Y3": 0.5538, "X4": 0.91613, "Y4": 0.5098, "page": 0}, {"Word": "the researchers cited cigarette", "Confidence": 0.9715, "X1": 0.67613, "Y1": 0.5472, "X2": 0.91097, "Y2": 0.547, "X3": 0.91097, "Y3": 0.5588, "X4": 0.67613, "Y4": 0.5578, "page": 0}, {"Word": "4Smoking, which has resulted in a", "Confidence": 0.95483, "X1": 0.11355, "Y1": 0.5612, "X2": 0.3329, "Y2": 0.561, "X3": 0.3329, "Y3": 0.5728, "X4": 0.11355, "Y4": 0.5748, "page": 0}, {"Word": "smoking as the main cause of the", "Confidence": 0.99614, "X1": 0.67484, "Y1": 0.5582, "X2": 0.91226, "Y2": 0.558, "X3": 0.91226, "Y3": 0.5698, "X4": 0.67484, "Y4": 0.5698, "page": 0}, {"Word": "rise in related cancers, especially", "Confidence": 0.9722, "X1": 0.09806, "Y1": 0.5732, "X2": 0.3329, "Y2": 0.573, "X3": 0.3329, "Y3": 0.5848, "X4": 0.09935, "Y4": 0.5878, "page": 0}, {"Word": "and to chlorinated hydrocarbons", "Confidence": 0.8915, "X1": 0.37806, "Y1": 0.5682, "X2": 0.61161, "Y2": 0.568, "X3": 0.61161, "Y3": 0.5818, "X4": 0.37806, "Y4": 0.5808, "page": 0}, {"Word": "65.3 percent increase in incidence in", "Confidence": 0.98783, "X1": 0.67742, "Y1": 0.5692, "X2": 0.91226, "Y2": 0.569, "X3": 0.91226, "Y3": 0.5818, "X4": 0.67742, "Y4": 0.5818, "page": 0}, {"Word": "lung cancer in women and bladder", "Confidence": 0.97383, "X1": 0.09935, "Y1": 0.5852, "X2": 0.3329, "Y2": 0.585, "X3": 0.3329, "Y3": 0.5968, "X4": 0.09935, "Y4": 0.5988, "page": 0}, {"Word": "that act like estrogens.", "Confidence": 0.9765, "X1": 0.37935, "Y1": 0.5812, "X2": 0.53161, "Y2": 0.581, "X3": 0.53161, "Y3": 0.5928, "X4": 0.37935, "Y4": 0.5908, "page": 0}, {"Word": "women. By contrast, lung cancer", "Confidence": 0.9498, "X1": 0.67484, "Y1": 0.5822, "X2": 0.91355, "Y2": 0.582, "X3": 0.91355, "Y3": 0.5938, "X4": 0.67484, "Y4": 0.5938, "page": 0}, {"Word": "Still, the research team concluded,", "Confidence": 0.9146, "X1": 0.3871, "Y1": 0.5912, "X2": 0.61161, "Y2": 0.591, "X3": 0.61161, "Y3": 0.6038, "X4": 0.3871, "Y4": 0.6028, "page": 0}, {"Word": "rose by only 2.5 percent in men.", "Confidence": 0.96914, "X1": 0.67484, "Y1": 0.5932, "X2": 0.90968, "Y2": 0.593, "X3": 0.90968, "Y3": 0.6058, "X4": 0.67484, "Y4": 0.6058, "page": 0}, {"Word": "cancer in men.", "Confidence": 0.93433, "X1": 0.09806, "Y1": 0.5982, "X2": 0.19742, "Y2": 0.598, "X3": 0.19742, "Y3": 0.6088, "X4": 0.09806, "Y4": 0.6098, "page": 0}, {"Word": "\"Increasing exposure to general en-", "Confidence": 0.9872, "X1": 0.37935, "Y1": 0.6042, "X2": 0.6129, "Y2": 0.604, "X3": 0.6129, "Y3": 0.6158, "X4": 0.37935, "Y4": 0.6138, "page": 0}, {"Word": "many more of whom have quit", "Confidence": 0.98583, "X1": 0.67484, "Y1": 0.6042, "X2": 0.91097, "Y2": 0.604, "X3": 0.91097, "Y3": 0.6168, "X4": 0.67484, "Y4": 0.6168, "page": 0}, {"Word": "\"Increased exposure to the sun,", "Confidence": 0.8502, "X1": 0.10839, "Y1": 0.6062, "X2": 0.33161, "Y2": 0.606, "X3": 0.33161, "Y3": 0.6188, "X4": 0.10968, "Y4": 0.6218, "page": 0}, {"Word": "vironmental hazards seems unlikely", "Confidence": 0.93, "X1": 0.37935, "Y1": 0.6162, "X2": 0.6129, "Y2": 0.616, "X3": 0.6129, "Y3": 0.6278, "X4": 0.37935, "Y4": 0.6278, "page": 0}, {"Word": "smoking in recent decades.", "Confidence": 0.96725, "X1": 0.67871, "Y1": 0.6162, "X2": 0.85419, "Y2": 0.616, "X3": 0.85419, "Y3": 0.6278, "X4": 0.67871, "Y4": 0.6268, "page": 0}, {"Word": "with an accompanying increase in", "Confidence": 0.9666, "X1": 0.10065, "Y1": 0.6182, "X2": 0.33161, "Y2": 0.618, "X3": 0.33161, "Y3": 0.6308, "X4": 0.10065, "Y4": 0.6328, "page": 0}, {"Word": "melanomas.", "Confidence": 0.661, "X1": 0.10194, "Y1": 0.6332, "X2": 0.18323, "Y2": 0.633, "X3": 0.18323, "Y3": 0.6428, "X4": 0.10194, "Y4": 0.6438, "page": 0}, {"Word": "to have had a major impact on the", "Confidence": 0.99375, "X1": 0.37935, "Y1": 0.6282, "X2": 0.6129, "Y2": 0.628, "X3": 0.6129, "Y3": 0.6398, "X4": 0.37935, "Y4": 0.6398, "page": 0}, {"Word": "As for cancers on the decline, the", "Confidence": 0.995, "X1": 0.69161, "Y1": 0.6272, "X2": 0.91097, "Y2": 0.627, "X3": 0.91097, "Y3": 0.6398, "X4": 0.69161, "Y4": 0.6398, "page": 0}, {"Word": "\"The AIDS epidemic, which has", "Confidence": 0.8362, "X1": 0.10839, "Y1": 0.6412, "X2": 0.3329, "Y2": 0.641, "X3": 0.3329, "Y3": 0.6528, "X4": 0.10839, "Y4": 0.6558, "page": 0}, {"Word": "overall trends in cancer rates.\" But", "Confidence": 0.961, "X1": 0.37806, "Y1": 0.6392, "X2": 0.61548, "Y2": 0.639, "X3": 0.61548, "Y3": 0.6498, "X4": 0.37806, "Y4": 0.6518, "page": 0}, {"Word": "analysis showed that the largest de-", "Confidence": 0.97867, "X1": 0.67484, "Y1": 0.6402, "X2": 0.91097, "Y2": 0.64, "X3": 0.91097, "Y3": 0.6518, "X4": 0.67484, "Y4": 0.6508, "page": 0}, {"Word": "led to a rise in cancers like non-", "Confidence": 0.99, "X1": 0.10194, "Y1": 0.6542, "X2": 0.3329, "Y2": 0.654, "X3": 0.3329, "Y3": 0.6658, "X4": 0.10194, "Y4": 0.6678, "page": 0}, {"Word": "the team added, \"Rising rates for", "Confidence": 0.9845, "X1": 0.37935, "Y1": 0.6502, "X2": 0.61419, "Y2": 0.65, "X3": 0.61419, "Y3": 0.6618, "X4": 0.37935, "Y4": 0.6628, "page": 0}, {"Word": "crease occurred for cancer of the", "Confidence": 0.94783, "X1": 0.67742, "Y1": 0.6502, "X2": 0.90839, "Y2": 0.65, "X3": 0.90839, "Y3": 0.6628, "X4": 0.67742, "Y4": 0.6628, "page": 0}, {"Word": "certain tumors have been clearly", "Confidence": 0.9622, "X1": 0.37935, "Y1": 0.6622, "X2": 0.6129, "Y2": 0.662, "X3": 0.6129, "Y3": 0.6738, "X4": 0.37935, "Y4": 0.6738, "page": 0}, {"Word": "uterus, a decline that the research-", "Confidence": 0.99133, "X1": 0.67613, "Y1": 0.6622, "X2": 0.90968, "Y2": 0.662, "X3": 0.90968, "Y3": 0.6748, "X4": 0.67613, "Y4": 0.6738, "page": 0}, {"Word": "influenced by changing exposures to", "Confidence": 0.9794, "X1": 0.37806, "Y1": 0.6742, "X2": 0.6129, "Y2": 0.674, "X3": 0.61161, "Y3": 0.6868, "X4": 0.37806, "Y4": 0.6848, "page": 0}, {"Word": "ers related to the now-standard", "Confidence": 0.9864, "X1": 0.67613, "Y1": 0.6742, "X2": 0.90839, "Y2": 0.674, "X3": 0.90839, "Y3": 0.6858, "X4": 0.67613, "Y4": 0.6858, "page": 0}, {"Word": "tobacco smoking. H.I.V. infection", "Confidence": 0.847, "X1": 0.37935, "Y1": 0.6852, "X2": 0.61419, "Y2": 0.685, "X3": 0.61419, "Y3": 0.6978, "X4": 0.37935, "Y4": 0.6968, "page": 0}, {"Word": "practice of adding progesterone to", "Confidence": 0.974, "X1": 0.67355, "Y1": 0.6862, "X2": 0.91226, "Y2": 0.686, "X3": 0.91226, "Y3": 0.6968, "X4": 0.67355, "Y4": 0.6968, "page": 0}, {"Word": "and sunlight.\"", "Confidence": 0.827, "X1": 0.37677, "Y1": 0.6962, "X2": 0.47742, "Y2": 0.696, "X3": 0.47742, "Y3": 0.7068, "X4": 0.37677, "Y4": 0.7088, "page": 0}, {"Word": "the estrogen used by millions post-", "Confidence": 0.917, "X1": 0.67484, "Y1": 0.6962, "X2": 0.91097, "Y2": 0.696, "X3": 0.91097, "Y3": 0.7088, "X4": 0.67484, "Y4": 0.7088, "page": 0}, {"Word": "-----------", "Confidence": 0.199, "X1": 0.92645, "Y1": 0.7172, "X2": 0.92516, "Y2": 0.717, "X3": 0.91484, "Y3": 0.7168, "X4": 0.91484, "Y4": 0.5878, "page": 0}, {"Word": "The researchers' analysis com-", "Confidence": 0.976, "X1": 0.39097, "Y1": 0.7082, "X2": 0.61419, "Y2": 0.708, "X3": 0.61419, "Y3": 0.7198, "X4": 0.39097, "Y4": 0.7198, "page": 0}, {"Word": "menopausal women, Stomach can-", "Confidence": 0.849, "X1": 0.67613, "Y1": 0.7092, "X2": 0.91226, "Y2": 0.709, "X3": 0.91226, "Y3": 0.7198, "X4": 0.67613, "Y4": 0.7208, "page": 0}, {"Word": "People treated", "Confidence": 0.996, "X1": 0.10194, "Y1": 0.7032, "X2": 0.3329, "Y2": 0.703, "X3": 0.33419, "Y3": 0.7318, "X4": 0.10194, "Y4": 0.7358, "page": 0}, {"Word": "pared the number of cancer cases", "Confidence": 0.9895, "X1": 0.37935, "Y1": 0.7192, "X2": 0.61419, "Y2": 0.719, "X3": 0.61419, "Y3": 0.7328, "X4": 0.37935, "Y4": 0.7328, "page": 0}, {"Word": "cer, which has been declining for", "Confidence": 0.97317, "X1": 0.67613, "Y1": 0.7192, "X2": 0.91484, "Y2": 0.719, "X3": 0.91484, "Y3": 0.7318, "X4": 0.67613, "Y4": 0.7318, "page": 0}, {"Word": "and deaths per 100,000 people in dif-", "Confidence": 0.983, "X1": 0.37935, "Y1": 0.7312, "X2": 0.61032, "Y2": 0.731, "X3": 0.61032, "Y3": 0.7438, "X4": 0.37935, "Y4": 0.7428, "page": 0}, {"Word": "decades, continued to fall, \"most", "Confidence": 0.9438, "X1": 0.67484, "Y1": 0.7322, "X2": 0.91097, "Y2": 0.732, "X3": 0.91097, "Y3": 0.7438, "X4": 0.67484, "Y4": 0.7428, "page": 0}, {"Word": "--", "Confidence": 0.884, "X1": 0.92516, "Y1": 0.7402, "X2": 0.92516, "Y2": 0.74, "X3": 0.91613, "Y3": 0.7398, "X4": 0.91613, "Y4": 0.7168, "page": 0}, {"Word": "ferent age groups during two peri-", "Confidence": 0.942, "X1": 0.37935, "Y1": 0.7432, "X2": 0.6129, "Y2": 0.743, "X3": 0.6129, "Y3": 0.7548, "X4": 0.37935, "Y4": 0.7548, "page": 0}, {"Word": "likely related to improvements in", "Confidence": 0.9658, "X1": 0.67742, "Y1": 0.7432, "X2": 0.90968, "Y2": 0.743, "X3": 0.90968, "Y3": 0.7558, "X4": 0.67742, "Y4": 0.7548, "page": 0}, {"Word": "for cancer are", "Confidence": 0.997, "X1": 0.10194, "Y1": 0.7402, "X2": 0.32516, "Y2": 0.74, "X3": 0.32516, "Y3": 0.7638, "X4": 0.10194, "Y4": 0.7658, "page": 0}, {"Word": "ods: 1975 through 1979 and 1987", "Confidence": 0.96783, "X1": 0.37806, "Y1": 0.7542, "X2": 0.61419, "Y2": 0.754, "X3": 0.61419, "Y3": 0.7668, "X4": 0.37806, "Y4": 0.7668, "page": 0}, {"Word": "diet, Including availability of fresh", "Confidence": 0.9582, "X1": 0.67613, "Y1": 0.7552, "X2": 0.91097, "Y2": 0.755, "X3": 0.91097, "Y3": 0.7668, "X4": 0.67613, "Y4": 0.7668, "page": 0}, {"Word": "through 1991. Although the data rep-", "Confidence": 0.95967, "X1": 0.37677, "Y1": 0.7672, "X2": 0.61548, "Y2": 0.767, "X3": 0.61548, "Y3": 0.7788, "X4": 0.37677, "Y4": 0.7778, "page": 0}, {"Word": "fruits and vegetables, better meth-", "Confidence": 0.9008, "X1": 0.67613, "Y1": 0.7672, "X2": 0.91226, "Y2": 0.767, "X3": 0.91226, "Y3": 0.7788, "X4": 0.67613, "Y4": 0.7788, "page": 0}, {"Word": "resent only those cancers that oc-", "Confidence": 0.9225, "X1": 0.37935, "Y1": 0.7782, "X2": 0.6129, "Y2": 0.778, "X3": 0.6129, "Y3": 0.7908, "X4": 0.37935, "Y4": 0.7908, "page": 0}, {"Word": "ods of food preservation,\" including", "Confidence": 0.9648, "X1": 0.67742, "Y1": 0.7782, "X2": 0.91097, "Y2": 0.778, "X3": 0.91097, "Y3": 0.7908, "X4": 0.67742, "Y4": 0.7908, "page": 0}, {"Word": "living longer.", "Confidence": 0.9965, "X1": 0.10323, "Y1": 0.7692, "X2": 0.30968, "Y2": 0.769, "X3": 0.30968, "Y3": 0.7998, "X4": 0.10323, "Y4": 0.8018, "page": 0}, {"Word": "curred among whites In this country.", "Confidence": 0.97467, "X1": 0.37935, "Y1": 0.7902, "X2": 0.6129, "Y2": 0.79, "X3": 0.6129, "Y3": 0.8018, "X4": 0.37935, "Y4": 0.8018, "page": 0}, {"Word": "refrigeration. They also cited a low-", "Confidence": 0.96583, "X1": 0.67484, "Y1": 0.7902, "X2": 0.91097, "Y2": 0.79, "X3": 0.91097, "Y3": 0.8018, "X4": 0.67484, "Y4": 0.8018, "page": 0}, {"Word": "the researchers did examine rates in", "Confidence": 0.9955, "X1": 0.37935, "Y1": 0.8022, "X2": 0.61161, "Y2": 0.802, "X3": 0.61161, "Y3": 0.8128, "X4": 0.37935, "Y4": 0.8128, "page": 0}, {"Word": "ered prevalence of infection by Heli-", "Confidence": 0.9745, "X1": 0.67484, "Y1": 0.8022, "X2": 0.90968, "Y2": 0.802, "X3": 0.90968, "Y3": 0.8138, "X4": 0.67484, "Y4": 0.8128, "page": 0}, {"Word": "other groups and said, acknowledg-", "Confidence": 0.891, "X1": 0.37935, "Y1": 0.8122, "X2": 0.6129, "Y2": 0.812, "X3": 0.6129, "Y3": 0.8248, "X4": 0.37935, "Y4": 0.8248, "page": 0}, {"Word": "cobacter pylori, the bacterium that", "Confidence": 0.9388, "X1": 0.67484, "Y1": 0.8132, "X2": 0.90968, "Y2": 0.813, "X3": 0.90968, "Y3": 0.8238, "X4": 0.67484, "Y4": 0.8248, "page": 0}, {"Word": "ing some exceptions, that \"patterns", "Confidence": 0.9654, "X1": 0.37935, "Y1": 0.8242, "X2": 0.6129, "Y2": 0.824, "X3": 0.6129, "Y3": 0.8368, "X4": 0.37935, "Y4": 0.8368, "page": 0}, {"Word": "is now known to cause ulcers and to", "Confidence": 0.99188, "X1": 0.68, "Y1": 0.8252, "X2": 0.91226, "Y2": 0.825, "X3": 0.91226, "Y3": 0.8358, "X4": 0.68, "Y4": 0.8358, "page": 0}, {"Word": "among blacks generally resembled", "Confidence": 0.99475, "X1": 0.37806, "Y1": 0.8352, "X2": 0.61419, "Y2": 0.835, "X3": 0.61419, "Y3": 0.8478, "X4": 0.37806, "Y4": 0.8478, "page": 0}, {"Word": "Hodgkin's lymphoma and Kaposi's", "Confidence": 0.98425, "X1": 0.10323, "Y1": 0.8372, "X2": 0.33935, "Y2": 0.837, "X3": 0.33935, "Y3": 0.8498, "X4": 0.10323, "Y4": 0.8528, "page": 0}, {"Word": "chose among whites.\"", "Confidence": 0.80567, "X1": 0.37806, "Y1": 0.8462, "X2": 0.52774, "Y2": 0.846, "X3": 0.52774, "Y3": 0.8578, "X4": 0.37806, "Y4": 0.8598, "page": 0}, {"Word": "play a role in stomach cancer.", "Confidence": 0.94667, "X1": 0.67484, "Y1": 0.8352, "X2": 0.87097, "Y2": 0.835, "X3": 0.87097, "Y3": 0.8488, "X4": 0.67484, "Y4": 0.8488, "page": 0}, {"Word": "sarcoma.", "Confidence": 0.835, "X1": 0.10839, "Y1": 0.8532, "X2": 0.16903, "Y2": 0.853, "X3": 0.16903, "Y3": 0.8638, "X4": 0.10839, "Y4": 0.8638, "page": 0}, {"Word": "2 of 3", "Confidence": 0.98533, "X1": 0.72, "Y1": 0.8682, "X2": 0.83871, "Y2": 0.868, "X3": 0.83871, "Y3": 0.8978, "X4": 0.72, "Y4": 0.8988, "page": 0}], "words_data": [{"Word": "While", "Confidence": 0.994, "X1": 0.3871, "Y1": 0.0322, "X2": 0.42323, "Y2": 0.032, "X3": 0.42194, "Y3": 0.0448, "X4": 0.38581, "Y4": 0.0448, "page": 0, "Index": 0}, {"Word": "the", "Confidence": 0.998, "X1": 0.4271, "Y1": 0.0322, "X2": 0.44774, "Y2": 0.032, "X3": 0.44645, "Y3": 0.0438, "X4": 0.42581, "Y4": 0.0448, "page": 0, "Index": 1}, {"Word": "researchers", "Confidence": 0.993, "X1": 0.45032, "Y1": 0.0322, "X2": 0.52774, "Y2": 0.032, "X3": 0.52774, "Y3": 0.0438, "X4": 0.45032, "Y4": 0.0438, "page": 0, "Index": 2}, {"Word": "found", "Confidence": 0.997, "X1": 0.53032, "Y1": 0.0322, "X2": 0.56645, "Y2": 0.032, "X3": 0.56645, "Y3": 0.0438, "X4": 0.53032, "Y4": 0.0438, "page": 0, "Index": 3}, {"Word": "there", "Confidence": 0.997, "X1": 0.57032, "Y1": 0.0322, "X2": 0.60645, "Y2": 0.032, "X3": 0.60645, "Y3": 0.0438, "X4": 0.57032, "Y4": 0.0438, "page": 0, "Index": 4}, {"Word": "During", "Confidence": 0.995, "X1": 0.68774, "Y1": 0.0332, "X2": 0.73161, "Y2": 0.033, "X3": 0.73032, "Y3": 0.0458, "X4": 0.68645, "Y4": 0.0458, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.998, "X1": 0.73548, "Y1": 0.0332, "X2": 0.75484, "Y2": 0.033, "X3": 0.75355, "Y3": 0.0458, "X4": 0.73419, "Y4": 0.0458, "page": 0, "Index": 6}, {"Word": "time", "Confidence": 0.985, "X1": 0.75742, "Y1": 0.0332, "X2": 0.7871, "Y2": 0.033, "X3": 0.78581, "Y3": 0.0448, "X4": 0.75742, "Y4": 0.0448, "page": 0, "Index": 7}, {"Word": "span", "Confidence": 0.808, "X1": 0.78968, "Y1": 0.0332, "X2": 0.82065, "Y2": 0.033, "X3": 0.81935, "Y3": 0.0458, "X4": 0.78968, "Y4": 0.0448, "page": 0, "Index": 8}, {"Word": "studied,", "Confidence": 0.67, "X1": 0.82323, "Y1": 0.0332, "X2": 0.87226, "Y2": 0.033, "X3": 0.87226, "Y3": 0.0458, "X4": 0.82323, "Y4": 0.0458, "page": 0, "Index": 9}, {"Word": "can-", "Confidence": 0.991, "X1": 0.87613, "Y1": 0.0342, "X2": 0.90581, "Y2": 0.034, "X3": 0.90581, "Y3": 0.0468, "X4": 0.87484, "Y4": 0.0458, "page": 0, "Index": 10}, {"Word": "was", "Confidence": 0.998, "X1": 0.37548, "Y1": 0.0452, "X2": 0.40129, "Y2": 0.045, "X3": 0.4, "Y3": 0.0568, "X4": 0.37419, "Y4": 0.0578, "page": 0, "Index": 11}, {"Word": "no", "Confidence": 0.739, "X1": 0.40516, "Y1": 0.0452, "X2": 0.42323, "Y2": 0.045, "X3": 0.42194, "Y3": 0.0568, "X4": 0.40387, "Y4": 0.0568, "page": 0, "Index": 12}, {"Word": "reason", "Confidence": 0.994, "X1": 0.42839, "Y1": 0.0452, "X2": 0.47226, "Y2": 0.045, "X3": 0.47226, "Y3": 0.0558, "X4": 0.4271, "Y4": 0.0568, "page": 0, "Index": 13}, {"Word": "to", "Confidence": 0.998, "X1": 0.47871, "Y1": 0.0452, "X2": 0.49548, "Y2": 0.045, "X3": 0.49419, "Y3": 0.0558, "X4": 0.47871, "Y4": 0.0558, "page": 0, "Index": 14}, {"Word": "suspect", "Confidence": 0.993, "X1": 0.49935, "Y1": 0.0442, "X2": 0.55097, "Y2": 0.044, "X3": 0.55097, "Y3": 0.0558, "X4": 0.49935, "Y4": 0.0558, "page": 0, "Index": 15}, {"Word": "that", "Confidence": 0.88, "X1": 0.55355, "Y1": 0.0442, "X2": 0.58323, "Y2": 0.044, "X3": 0.58452, "Y3": 0.0548, "X4": 0.55355, "Y4": 0.0558, "page": 0, "Index": 16}, {"Word": "in-", "Confidence": 0.998, "X1": 0.5871, "Y1": 0.0432, "X2": 0.60645, "Y2": 0.043, "X3": 0.60645, "Y3": 0.0548, "X4": 0.5871, "Y4": 0.0548, "page": 0, "Index": 17}, {"Word": "cer", "Confidence": 0.856, "X1": 0.67613, "Y1": 0.0462, "X2": 0.69419, "Y2": 0.046, "X3": 0.69419, "Y3": 0.0578, "X4": 0.67613, "Y4": 0.0578, "page": 0, "Index": 18}, {"Word": "incidence,", "Confidence": 0.944, "X1": 0.69677, "Y1": 0.0452, "X2": 0.76129, "Y2": 0.045, "X3": 0.76, "Y3": 0.0568, "X4": 0.69677, "Y4": 0.0578, "page": 0, "Index": 19}, {"Word": "adjusted", "Confidence": 0.935, "X1": 0.76387, "Y1": 0.0452, "X2": 0.82065, "Y2": 0.045, "X3": 0.81935, "Y3": 0.0568, "X4": 0.76387, "Y4": 0.0568, "page": 0, "Index": 20}, {"Word": "for", "Confidence": 0.998, "X1": 0.82323, "Y1": 0.0452, "X2": 0.84258, "Y2": 0.045, "X3": 0.84258, "Y3": 0.0578, "X4": 0.82323, "Y4": 0.0568, "page": 0, "Index": 21}, {"Word": "age,", "Confidence": 0.96, "X1": 0.84645, "Y1": 0.0452, "X2": 0.87226, "Y2": 0.045, "X3": 0.87226, "Y3": 0.0578, "X4": 0.84516, "Y4": 0.0578, "page": 0, "Index": 22}, {"Word": "rose", "Confidence": 0.953, "X1": 0.87613, "Y1": 0.0452, "X2": 0.90581, "Y2": 0.045, "X3": 0.90452, "Y3": 0.0578, "X4": 0.87484, "Y4": 0.0578, "page": 0, "Index": 23}, {"Word": "creases", "Confidence": 0.994, "X1": 0.37419, "Y1": 0.0572, "X2": 0.42452, "Y2": 0.057, "X3": 0.42452, "Y3": 0.0678, "X4": 0.37419, "Y4": 0.0688, "page": 0, "Index": 24}, {"Word": "In", "Confidence": 0.957, "X1": 0.43226, "Y1": 0.0572, "X2": 0.44645, "Y2": 0.057, "X3": 0.44645, "Y3": 0.0678, "X4": 0.43226, "Y4": 0.0678, "page": 0, "Index": 25}, {"Word": "common", "Confidence": 0.991, "X1": 0.45419, "Y1": 0.0562, "X2": 0.51097, "Y2": 0.056, "X3": 0.51097, "Y3": 0.0678, "X4": 0.45419, "Y4": 0.0678, "page": 0, "Index": 26}, {"Word": "cancers", "Confidence": 0.995, "X1": 0.52129, "Y1": 0.0562, "X2": 0.5729, "Y2": 0.056, "X3": 0.5729, "Y3": 0.0678, "X4": 0.52129, "Y4": 0.0678, "page": 0, "Index": 27}, {"Word": "like", "Confidence": 0.991, "X1": 0.57935, "Y1": 0.0552, "X2": 0.60645, "Y2": 0.055, "X3": 0.60645, "Y3": 0.0678, "X4": 0.57935, "Y4": 0.0678, "page": 0, "Index": 28}, {"Word": "By", "Confidence": 0.992, "X1": 0.13806, "Y1": 0.0652, "X2": 0.15484, "Y2": 0.065, "X3": 0.15355, "Y3": 0.0778, "X4": 0.13548, "Y4": 0.0788, "page": 0, "Index": 29}, {"Word": "JANE", "Confidence": 0.988, "X1": 0.15742, "Y1": 0.0642, "X2": 0.19613, "Y2": 0.064, "X3": 0.19484, "Y3": 0.0768, "X4": 0.15613, "Y4": 0.0778, "page": 0, "Index": 30}, {"Word": "E.", "Confidence": 0.96, "X1": 0.2, "Y1": 0.0642, "X2": 0.2129, "Y2": 0.064, "X3": 0.21161, "Y3": 0.0768, "X4": 0.19871, "Y4": 0.0768, "page": 0, "Index": 31}, {"Word": "BRODY", "Confidence": 0.997, "X1": 0.21677, "Y1": 0.0642, "X2": 0.26839, "Y2": 0.064, "X3": 0.2671, "Y3": 0.0758, "X4": 0.21419, "Y4": 0.0768, "page": 0, "Index": 32}, {"Word": "by", "Confidence": 0.998, "X1": 0.67355, "Y1": 0.0582, "X2": 0.69032, "Y2": 0.058, "X3": 0.69032, "Y3": 0.0698, "X4": 0.67355, "Y4": 0.0708, "page": 0, "Index": 33}, {"Word": "18.6", "Confidence": 0.902, "X1": 0.69419, "Y1": 0.0572, "X2": 0.71871, "Y2": 0.057, "X3": 0.71871, "Y3": 0.0698, "X4": 0.69419, "Y4": 0.0698, "page": 0, "Index": 34}, {"Word": "percent", "Confidence": 0.992, "X1": 0.72129, "Y1": 0.0572, "X2": 0.7729, "Y2": 0.057, "X3": 0.7729, "Y3": 0.0688, "X4": 0.72129, "Y4": 0.0698, "page": 0, "Index": 35}, {"Word": "among", "Confidence": 0.993, "X1": 0.77548, "Y1": 0.0572, "X2": 0.82194, "Y2": 0.057, "X3": 0.82194, "Y3": 0.0688, "X4": 0.77548, "Y4": 0.0688, "page": 0, "Index": 36}, {"Word": "men", "Confidence": 0.998, "X1": 0.82581, "Y1": 0.0572, "X2": 0.85419, "Y2": 0.057, "X3": 0.85419, "Y3": 0.0688, "X4": 0.82452, "Y4": 0.0688, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.85806, "Y1": 0.0572, "X2": 0.88258, "Y2": 0.057, "X3": 0.88129, "Y3": 0.0688, "X4": 0.85677, "Y4": 0.0688, "page": 0, "Index": 38}, {"Word": "by", "Confidence": 0.998, "X1": 0.88645, "Y1": 0.0572, "X2": 0.90452, "Y2": 0.057, "X3": 0.90323, "Y3": 0.0688, "X4": 0.88516, "Y4": 0.0688, "page": 0, "Index": 39}, {"Word": "those", "Confidence": 0.997, "X1": 0.37419, "Y1": 0.0692, "X2": 0.40774, "Y2": 0.069, "X3": 0.40774, "Y3": 0.0798, "X4": 0.37419, "Y4": 0.0798, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.998, "X1": 0.41161, "Y1": 0.0682, "X2": 0.42452, "Y2": 0.068, "X3": 0.42452, "Y3": 0.0798, "X4": 0.41032, "Y4": 0.0798, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.42839, "Y1": 0.0682, "X2": 0.44903, "Y2": 0.068, "X3": 0.44774, "Y3": 0.0798, "X4": 0.4271, "Y4": 0.0798, "page": 0, "Index": 42}, {"Word": "breast", "Confidence": 0.997, "X1": 0.45161, "Y1": 0.0682, "X2": 0.49548, "Y2": 0.068, "X3": 0.49548, "Y3": 0.0798, "X4": 0.45161, "Y4": 0.0798, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.998, "X1": 0.49806, "Y1": 0.0682, "X2": 0.52258, "Y2": 0.068, "X3": 0.52258, "Y3": 0.0798, "X4": 0.49806, "Y4": 0.0798, "page": 0, "Index": 44}, {"Word": "prostate", "Confidence": 0.962, "X1": 0.52645, "Y1": 0.0682, "X2": 0.58065, "Y2": 0.068, "X3": 0.57935, "Y3": 0.0788, "X4": 0.52516, "Y4": 0.0798, "page": 0, "Index": 45}, {"Word": "are", "Confidence": 0.998, "X1": 0.58323, "Y1": 0.0682, "X2": 0.60645, "Y2": 0.068, "X3": 0.60645, "Y3": 0.0788, "X4": 0.58323, "Y4": 0.0788, "page": 0, "Index": 46}, {"Word": "12.4", "Confidence": 0.929, "X1": 0.67355, "Y1": 0.0692, "X2": 0.69548, "Y2": 0.069, "X3": 0.69548, "Y3": 0.0808, "X4": 0.67484, "Y4": 0.0808, "page": 0, "Index": 47}, {"Word": "percent", "Confidence": 0.993, "X1": 0.69806, "Y1": 0.0692, "X2": 0.7471, "Y2": 0.069, "X3": 0.7471, "Y3": 0.0818, "X4": 0.69935, "Y4": 0.0808, "page": 0, "Index": 48}, {"Word": "among", "Confidence": 0.995, "X1": 0.75097, "Y1": 0.0692, "X2": 0.79484, "Y2": 0.069, "X3": 0.79355, "Y3": 0.0818, "X4": 0.75097, "Y4": 0.0818, "page": 0, "Index": 49}, {"Word": "women.", "Confidence": 0.963, "X1": 0.79742, "Y1": 0.0692, "X2": 0.84516, "Y2": 0.069, "X3": 0.84516, "Y3": 0.0808, "X4": 0.79742, "Y4": 0.0818, "page": 0, "Index": 50}, {"Word": "Prostate", "Confidence": 0.995, "X1": 0.84903, "Y1": 0.0702, "X2": 0.90581, "Y2": 0.07, "X3": 0.90581, "Y3": 0.0808, "X4": 0.84774, "Y4": 0.0808, "page": 0, "Index": 51}, {"Word": "in", "Confidence": 0.997, "X1": 0.37419, "Y1": 0.0802, "X2": 0.38839, "Y2": 0.08, "X3": 0.38839, "Y3": 0.0918, "X4": 0.37419, "Y4": 0.0918, "page": 0, "Index": 52}, {"Word": "any", "Confidence": 0.998, "X1": 0.39226, "Y1": 0.0802, "X2": 0.41677, "Y2": 0.08, "X3": 0.41548, "Y3": 0.0918, "X4": 0.39097, "Y4": 0.0918, "page": 0, "Index": 53}, {"Word": "significant", "Confidence": 0.983, "X1": 0.41935, "Y1": 0.0802, "X2": 0.49032, "Y2": 0.08, "X3": 0.49032, "Y3": 0.0918, "X4": 0.41935, "Y4": 0.0918, "page": 0, "Index": 54}, {"Word": "way", "Confidence": 0.998, "X1": 0.4929, "Y1": 0.0792, "X2": 0.52129, "Y2": 0.079, "X3": 0.52129, "Y3": 0.0918, "X4": 0.4929, "Y4": 0.0918, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.998, "X1": 0.52387, "Y1": 0.0792, "X2": 0.54581, "Y2": 0.079, "X3": 0.54581, "Y3": 0.0918, "X4": 0.52387, "Y4": 0.0918, "page": 0, "Index": 56}, {"Word": "result", "Confidence": 0.993, "X1": 0.54839, "Y1": 0.0792, "X2": 0.58839, "Y2": 0.079, "X3": 0.58968, "Y3": 0.0908, "X4": 0.54839, "Y4": 0.0918, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.59226, "Y1": 0.0792, "X2": 0.60903, "Y2": 0.079, "X3": 0.60903, "Y3": 0.0908, "X4": 0.59226, "Y4": 0.0908, "page": 0, "Index": 58}, {"Word": "cancer", "Confidence": 0.992, "X1": 0.67355, "Y1": 0.0812, "X2": 0.71871, "Y2": 0.081, "X3": 0.71871, "Y3": 0.0928, "X4": 0.67355, "Y4": 0.0928, "page": 0, "Index": 59}, {"Word": "contributed", "Confidence": 0.991, "X1": 0.72258, "Y1": 0.0812, "X2": 0.79742, "Y2": 0.081, "X3": 0.79613, "Y3": 0.0928, "X4": 0.72258, "Y4": 0.0928, "page": 0, "Index": 60}, {"Word": "most", "Confidence": 0.988, "X1": 0.80258, "Y1": 0.0812, "X2": 0.83484, "Y2": 0.081, "X3": 0.83355, "Y3": 0.0918, "X4": 0.80129, "Y4": 0.0928, "page": 0, "Index": 61}, {"Word": "heavily", "Confidence": 0.991, "X1": 0.83742, "Y1": 0.0812, "X2": 0.88774, "Y2": 0.081, "X3": 0.88645, "Y3": 0.0928, "X4": 0.83742, "Y4": 0.0918, "page": 0, "Index": 62}, {"Word": "to", "Confidence": 0.955, "X1": 0.89032, "Y1": 0.0812, "X2": 0.90581, "Y2": 0.081, "X3": 0.90452, "Y3": 0.0928, "X4": 0.89032, "Y4": 0.0928, "page": 0, "Index": 63}, {"Word": "THE", "Confidence": 0.957, "X1": 0.14065, "Y1": 0.0912, "X2": 0.16516, "Y2": 0.091, "X3": 0.16645, "Y3": 0.1068, "X4": 0.14194, "Y4": 0.1088, "page": 0, "Index": 64}, {"Word": "news", "Confidence": 0.982, "X1": 0.17032, "Y1": 0.0912, "X2": 0.20774, "Y2": 0.091, "X3": 0.20903, "Y3": 0.1038, "X4": 0.17161, "Y4": 0.1068, "page": 0, "Index": 65}, {"Word": "about", "Confidence": 0.995, "X1": 0.21161, "Y1": 0.0912, "X2": 0.25161, "Y2": 0.091, "X3": 0.2529, "Y3": 0.1028, "X4": 0.2129, "Y4": 0.1038, "page": 0, "Index": 66}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.25548, "Y1": 0.0912, "X2": 0.30323, "Y2": 0.091, "X3": 0.30323, "Y3": 0.1028, "X4": 0.25548, "Y4": 0.1028, "page": 0, "Index": 67}, {"Word": "is", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.0912, "X2": 0.32258, "Y2": 0.091, "X3": 0.32258, "Y3": 0.1028, "X4": 0.3071, "Y4": 0.1028, "page": 0, "Index": 68}, {"Word": "exposure", "Confidence": 0.991, "X1": 0.37419, "Y1": 0.0932, "X2": 0.43226, "Y2": 0.093, "X3": 0.43226, "Y3": 0.1038, "X4": 0.37419, "Y4": 0.1038, "page": 0, "Index": 69}, {"Word": "to", "Confidence": 0.998, "X1": 0.44387, "Y1": 0.0922, "X2": 0.45806, "Y2": 0.092, "X3": 0.45806, "Y3": 0.1038, "X4": 0.44387, "Y4": 0.1038, "page": 0, "Index": 70}, {"Word": "cancer-causing", "Confidence": 0.992, "X1": 0.46839, "Y1": 0.0922, "X2": 0.56645, "Y2": 0.092, "X3": 0.56645, "Y3": 0.1038, "X4": 0.46839, "Y4": 0.1038, "page": 0, "Index": 71}, {"Word": "sub-", "Confidence": 0.985, "X1": 0.57806, "Y1": 0.0912, "X2": 0.60774, "Y2": 0.091, "X3": 0.60645, "Y3": 0.1028, "X4": 0.57677, "Y4": 0.1028, "page": 0, "Index": 72}, {"Word": "the", "Confidence": 0.994, "X1": 0.67355, "Y1": 0.0932, "X2": 0.69419, "Y2": 0.093, "X3": 0.6929, "Y3": 0.1038, "X4": 0.67355, "Y4": 0.1038, "page": 0, "Index": 73}, {"Word": "increase", "Confidence": 0.941, "X1": 0.69677, "Y1": 0.0932, "X2": 0.75097, "Y2": 0.093, "X3": 0.75097, "Y3": 0.1048, "X4": 0.69677, "Y4": 0.1048, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.998, "X1": 0.75355, "Y1": 0.0932, "X2": 0.76774, "Y2": 0.093, "X3": 0.76774, "Y3": 0.1048, "X4": 0.75355, "Y4": 0.1048, "page": 0, "Index": 75}, {"Word": "cancers", "Confidence": 0.995, "X1": 0.77032, "Y1": 0.0932, "X2": 0.82194, "Y2": 0.093, "X3": 0.82194, "Y3": 0.1048, "X4": 0.77032, "Y4": 0.1048, "page": 0, "Index": 76}, {"Word": "among", "Confidence": 0.996, "X1": 0.82452, "Y1": 0.0932, "X2": 0.86968, "Y2": 0.093, "X3": 0.86839, "Y3": 0.1048, "X4": 0.82452, "Y4": 0.1048, "page": 0, "Index": 77}, {"Word": "men.", "Confidence": 0.959, "X1": 0.87226, "Y1": 0.0942, "X2": 0.9071, "Y2": 0.094, "X3": 0.90581, "Y3": 0.1048, "X4": 0.87226, "Y4": 0.1048, "page": 0, "Index": 78}, {"Word": "both", "Confidence": 0.988, "X1": 0.14323, "Y1": 0.1012, "X2": 0.17032, "Y2": 0.101, "X3": 0.1729, "Y3": 0.1168, "X4": 0.14581, "Y4": 0.1178, "page": 0, "Index": 79}, {"Word": "good", "Confidence": 0.991, "X1": 0.17419, "Y1": 0.1032, "X2": 0.20774, "Y2": 0.103, "X3": 0.21032, "Y3": 0.1148, "X4": 0.17677, "Y4": 0.1158, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.998, "X1": 0.21161, "Y1": 0.1032, "X2": 0.23871, "Y2": 0.103, "X3": 0.24, "Y3": 0.1148, "X4": 0.21419, "Y4": 0.1148, "page": 0, "Index": 81}, {"Word": "bad,", "Confidence": 0.955, "X1": 0.24258, "Y1": 0.1032, "X2": 0.27355, "Y2": 0.103, "X3": 0.27355, "Y3": 0.1148, "X4": 0.24387, "Y4": 0.1148, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.27613, "Y1": 0.1032, "X2": 0.28645, "Y2": 0.103, "X3": 0.28774, "Y3": 0.1148, "X4": 0.27742, "Y4": 0.1148, "page": 0, "Index": 83}, {"Word": "new", "Confidence": 0.991, "X1": 0.29032, "Y1": 0.1022, "X2": 0.31742, "Y2": 0.102, "X3": 0.31742, "Y3": 0.1158, "X4": 0.29161, "Y4": 0.1148, "page": 0, "Index": 84}, {"Word": "stances", "Confidence": 0.995, "X1": 0.37419, "Y1": 0.1042, "X2": 0.42065, "Y2": 0.104, "X3": 0.42065, "Y3": 0.1148, "X4": 0.37419, "Y4": 0.1148, "page": 0, "Index": 85}, {"Word": "in", "Confidence": 0.992, "X1": 0.42452, "Y1": 0.1042, "X2": 0.43613, "Y2": 0.104, "X3": 0.43613, "Y3": 0.1148, "X4": 0.42323, "Y4": 0.1148, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.44, "Y1": 0.1042, "X2": 0.45935, "Y2": 0.104, "X3": 0.45935, "Y3": 0.1148, "X4": 0.43871, "Y4": 0.1148, "page": 0, "Index": 87}, {"Word": "environment,", "Confidence": 0.978, "X1": 0.46194, "Y1": 0.1032, "X2": 0.5471, "Y2": 0.103, "X3": 0.5471, "Y3": 0.1148, "X4": 0.46194, "Y4": 0.1148, "page": 0, "Index": 88}, {"Word": "they", "Confidence": 0.991, "X1": 0.54968, "Y1": 0.1032, "X2": 0.57806, "Y2": 0.103, "X3": 0.57806, "Y3": 0.1148, "X4": 0.54968, "Y4": 0.1148, "page": 0, "Index": 89}, {"Word": "not-", "Confidence": 0.886, "X1": 0.58194, "Y1": 0.1032, "X2": 0.60774, "Y2": 0.103, "X3": 0.60774, "Y3": 0.1148, "X4": 0.58065, "Y4": 0.1148, "page": 0, "Index": 90}, {"Word": "The", "Confidence": 0.991, "X1": 0.67613, "Y1": 0.1042, "X2": 0.69935, "Y2": 0.104, "X3": 0.69935, "Y3": 0.1158, "X4": 0.67613, "Y4": 0.1158, "page": 0, "Index": 91}, {"Word": "researchers", "Confidence": 0.98, "X1": 0.70581, "Y1": 0.1042, "X2": 0.78452, "Y2": 0.104, "X3": 0.78452, "Y3": 0.1158, "X4": 0.70581, "Y4": 0.1158, "page": 0, "Index": 92}, {"Word": "attributed", "Confidence": 0.994, "X1": 0.79226, "Y1": 0.1042, "X2": 0.85677, "Y2": 0.104, "X3": 0.85548, "Y3": 0.1158, "X4": 0.79097, "Y4": 0.1158, "page": 0, "Index": 93}, {"Word": "all", "Confidence": 0.996, "X1": 0.86452, "Y1": 0.1042, "X2": 0.88516, "Y2": 0.104, "X3": 0.88516, "Y3": 0.1158, "X4": 0.86323, "Y4": 0.1158, "page": 0, "Index": 94}, {"Word": "or", "Confidence": 0.991, "X1": 0.88903, "Y1": 0.1042, "X2": 0.90581, "Y2": 0.104, "X3": 0.90452, "Y3": 0.1148, "X4": 0.88774, "Y4": 0.1158, "page": 0, "Index": 95}, {"Word": "shows:", "Confidence": 0.991, "X1": 0.19871, "Y1": 0.1122, "X2": 0.24387, "Y2": 0.112, "X3": 0.24387, "Y3": 0.1268, "X4": 0.19871, "Y4": 0.1278, "page": 0, "Index": 96}, {"Word": "more", "Confidence": 0.964, "X1": 0.25032, "Y1": 0.1122, "X2": 0.28258, "Y2": 0.112, "X3": 0.28258, "Y3": 0.1268, "X4": 0.25032, "Y4": 0.1268, "page": 0, "Index": 97}, {"Word": "of", "Confidence": 0.958, "X1": 0.28903, "Y1": 0.1112, "X2": 0.29935, "Y2": 0.111, "X3": 0.29935, "Y3": 0.1258, "X4": 0.28903, "Y4": 0.1258, "page": 0, "Index": 98}, {"Word": "it", "Confidence": 0.732, "X1": 0.30581, "Y1": 0.1112, "X2": 0.32129, "Y2": 0.111, "X3": 0.32129, "Y3": 0.1258, "X4": 0.30581, "Y4": 0.1258, "page": 0, "Index": 99}, {"Word": "ed", "Confidence": 0.995, "X1": 0.37419, "Y1": 0.1142, "X2": 0.39097, "Y2": 0.114, "X3": 0.39097, "Y3": 0.1268, "X4": 0.37419, "Y4": 0.1278, "page": 0, "Index": 100}, {"Word": "that", "Confidence": 0.988, "X1": 0.39613, "Y1": 0.1142, "X2": 0.4271, "Y2": 0.114, "X3": 0.4271, "Y3": 0.1268, "X4": 0.39613, "Y4": 0.1268, "page": 0, "Index": 101}, {"Word": "for", "Confidence": 0.998, "X1": 0.43097, "Y1": 0.1142, "X2": 0.4529, "Y2": 0.114, "X3": 0.45161, "Y3": 0.1258, "X4": 0.42968, "Y4": 0.1268, "page": 0, "Index": 102}, {"Word": "other", "Confidence": 0.972, "X1": 0.45806, "Y1": 0.1142, "X2": 0.49548, "Y2": 0.114, "X3": 0.49548, "Y3": 0.1258, "X4": 0.45806, "Y4": 0.1258, "page": 0, "Index": 103}, {"Word": "cancers,", "Confidence": 0.904, "X1": 0.50194, "Y1": 0.1152, "X2": 0.56, "Y2": 0.115, "X3": 0.56, "Y3": 0.1258, "X4": 0.50065, "Y4": 0.1258, "page": 0, "Index": 104}, {"Word": "\"some", "Confidence": 0.955, "X1": 0.56387, "Y1": 0.1152, "X2": 0.60774, "Y2": 0.115, "X3": 0.60645, "Y3": 0.1268, "X4": 0.56258, "Y4": 0.1258, "page": 0, "Index": 105}, {"Word": "nearly", "Confidence": 0.816, "X1": 0.67355, "Y1": 0.1162, "X2": 0.71355, "Y2": 0.116, "X3": 0.71484, "Y3": 0.1278, "X4": 0.67484, "Y4": 0.1278, "page": 0, "Index": 106}, {"Word": "all", "Confidence": 0.998, "X1": 0.71742, "Y1": 0.1162, "X2": 0.73419, "Y2": 0.116, "X3": 0.73419, "Y3": 0.1278, "X4": 0.71742, "Y4": 0.1278, "page": 0, "Index": 107}, {"Word": "of", "Confidence": 0.997, "X1": 0.73677, "Y1": 0.1162, "X2": 0.74968, "Y2": 0.116, "X3": 0.74968, "Y3": 0.1268, "X4": 0.73677, "Y4": 0.1278, "page": 0, "Index": 108}, {"Word": "this", "Confidence": 0.988, "X1": 0.75226, "Y1": 0.1152, "X2": 0.77806, "Y2": 0.115, "X3": 0.77806, "Y3": 0.1268, "X4": 0.75226, "Y4": 0.1268, "page": 0, "Index": 109}, {"Word": "rise", "Confidence": 0.984, "X1": 0.78065, "Y1": 0.1152, "X2": 0.80516, "Y2": 0.115, "X3": 0.80516, "Y3": 0.1268, "X4": 0.78065, "Y4": 0.1268, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.997, "X1": 0.80903, "Y1": 0.1152, "X2": 0.82194, "Y2": 0.115, "X3": 0.82194, "Y3": 0.1268, "X4": 0.80903, "Y4": 0.1268, "page": 0, "Index": 111}, {"Word": "wider", "Confidence": 0.997, "X1": 0.82581, "Y1": 0.1162, "X2": 0.86194, "Y2": 0.116, "X3": 0.86194, "Y3": 0.1268, "X4": 0.82452, "Y4": 0.1268, "page": 0, "Index": 112}, {"Word": "detec-", "Confidence": 0.886, "X1": 0.86452, "Y1": 0.1162, "X2": 0.9071, "Y2": 0.116, "X3": 0.90581, "Y3": 0.1268, "X4": 0.86452, "Y4": 0.1268, "page": 0, "Index": 113}, {"Word": "is", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.1222, "X2": 0.16, "Y2": 0.122, "X3": 0.15871, "Y3": 0.1378, "X4": 0.14323, "Y4": 0.1388, "page": 0, "Index": 114}, {"Word": "being", "Confidence": 0.911, "X1": 0.16645, "Y1": 0.1252, "X2": 0.20258, "Y2": 0.125, "X3": 0.20258, "Y3": 0.1378, "X4": 0.16645, "Y4": 0.1378, "page": 0, "Index": 115}, {"Word": "ysis", "Confidence": 0.021, "X1": 0.17032, "Y1": 0.1102, "X2": 0.19097, "Y2": 0.11, "X3": 0.19097, "Y3": 0.1288, "X4": 0.17032, "Y4": 0.1308, "page": 0, "Index": 116}, {"Word": ".", "Confidence": 0.107, "X1": 0.20645, "Y1": 0.1252, "X2": 0.2129, "Y2": 0.125, "X3": 0.21161, "Y3": 0.1378, "X4": 0.20645, "Y4": 0.1378, "page": 0, "Index": 117}, {"Word": "diagnosed,", "Confidence": 0.932, "X1": 0.21548, "Y1": 0.1262, "X2": 0.29161, "Y2": 0.126, "X3": 0.29161, "Y3": 0.1378, "X4": 0.21548, "Y4": 0.1378, "page": 0, "Index": 118}, {"Word": "but", "Confidence": 0.998, "X1": 0.29677, "Y1": 0.1242, "X2": 0.32258, "Y2": 0.124, "X3": 0.32258, "Y3": 0.1378, "X4": 0.29548, "Y4": 0.1378, "page": 0, "Index": 119}, {"Word": "remain", "Confidence": 0.996, "X1": 0.42839, "Y1": 0.1262, "X2": 0.47742, "Y2": 0.126, "X3": 0.47742, "Y3": 0.1378, "X4": 0.42839, "Y4": 0.1388, "page": 0, "Index": 120}, {"Word": "unexplained", "Confidence": 0.992, "X1": 0.49032, "Y1": 0.1262, "X2": 0.56903, "Y2": 0.126, "X3": 0.56774, "Y3": 0.1378, "X4": 0.49032, "Y4": 0.1378, "page": 0, "Index": 121}, {"Word": "and", "Confidence": 0.998, "X1": 0.58194, "Y1": 0.1262, "X2": 0.60645, "Y2": 0.126, "X3": 0.60645, "Y3": 0.1378, "X4": 0.58194, "Y4": 0.1378, "page": 0, "Index": 122}, {"Word": "trends", "Confidence": 0.994, "X1": 0.37419, "Y1": 0.1272, "X2": 0.41806, "Y2": 0.127, "X3": 0.41806, "Y3": 0.1388, "X4": 0.37419, "Y4": 0.1388, "page": 0, "Index": 123}, {"Word": "tion", "Confidence": 0.994, "X1": 0.67355, "Y1": 0.1282, "X2": 0.69935, "Y2": 0.128, "X3": 0.69935, "Y3": 0.1398, "X4": 0.67355, "Y4": 0.1398, "page": 0, "Index": 124}, {"Word": "of", "Confidence": 0.998, "X1": 0.70452, "Y1": 0.1282, "X2": 0.72129, "Y2": 0.128, "X3": 0.72258, "Y3": 0.1398, "X4": 0.70452, "Y4": 0.1398, "page": 0, "Index": 125}, {"Word": "early", "Confidence": 0.993, "X1": 0.72516, "Y1": 0.1272, "X2": 0.76129, "Y2": 0.127, "X3": 0.76129, "Y3": 0.1388, "X4": 0.72645, "Y4": 0.1388, "page": 0, "Index": 126}, {"Word": "cancers", "Confidence": 0.996, "X1": 0.76645, "Y1": 0.1272, "X2": 0.82065, "Y2": 0.127, "X3": 0.82065, "Y3": 0.1388, "X4": 0.76645, "Y4": 0.1388, "page": 0, "Index": 127}, {"Word": "through", "Confidence": 0.933, "X1": 0.82581, "Y1": 0.1262, "X2": 0.87742, "Y2": 0.126, "X3": 0.87613, "Y3": 0.1388, "X4": 0.82581, "Y4": 0.1388, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.998, "X1": 0.88387, "Y1": 0.1252, "X2": 0.9071, "Y2": 0.125, "X3": 0.90581, "Y3": 0.1388, "X4": 0.88258, "Y4": 0.1388, "page": 0, "Index": 129}, {"Word": "death", "Confidence": 0.994, "X1": 0.0929, "Y1": 0.1382, "X2": 0.12387, "Y2": 0.138, "X3": 0.12258, "Y3": 0.1498, "X4": 0.09161, "Y4": 0.1498, "page": 0, "Index": 130}, {"Word": "rates", "Confidence": 0.997, "X1": 0.12774, "Y1": 0.1382, "X2": 0.15871, "Y2": 0.138, "X3": 0.15742, "Y3": 0.1498, "X4": 0.12645, "Y4": 0.1498, "page": 0, "Index": 131}, {"Word": "are", "Confidence": 0.998, "X1": 0.16258, "Y1": 0.1382, "X2": 0.18323, "Y2": 0.138, "X3": 0.18194, "Y3": 0.1498, "X4": 0.16129, "Y4": 0.1498, "page": 0, "Index": 132}, {"Word": "holding", "Confidence": 0.963, "X1": 0.18581, "Y1": 0.1382, "X2": 0.23355, "Y2": 0.138, "X3": 0.23226, "Y3": 0.1488, "X4": 0.18452, "Y4": 0.1498, "page": 0, "Index": 133}, {"Word": "steady", "Confidence": 0.993, "X1": 0.23613, "Y1": 0.1382, "X2": 0.27871, "Y2": 0.138, "X3": 0.27742, "Y3": 0.1488, "X4": 0.23613, "Y4": 0.1488, "page": 0, "Index": 134}, {"Word": "and", "Confidence": 0.998, "X1": 0.28129, "Y1": 0.1372, "X2": 0.30452, "Y2": 0.137, "X3": 0.30323, "Y3": 0.1488, "X4": 0.28, "Y4": 0.1488, "page": 0, "Index": 135}, {"Word": "in", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.1372, "X2": 0.32129, "Y2": 0.137, "X3": 0.32, "Y3": 0.1488, "X4": 0.30581, "Y4": 0.1488, "page": 0, "Index": 136}, {"Word": "might", "Confidence": 0.991, "X1": 0.37548, "Y1": 0.1382, "X2": 0.4129, "Y2": 0.138, "X3": 0.4129, "Y3": 0.1498, "X4": 0.37419, "Y4": 0.1508, "page": 0, "Index": 137}, {"Word": "reflect", "Confidence": 0.847, "X1": 0.41548, "Y1": 0.1382, "X2": 0.45935, "Y2": 0.138, "X3": 0.45935, "Y3": 0.1498, "X4": 0.41548, "Y4": 0.1498, "page": 0, "Index": 138}, {"Word": "changing", "Confidence": 0.995, "X1": 0.46323, "Y1": 0.1382, "X2": 0.52129, "Y2": 0.138, "X3": 0.52129, "Y3": 0.1498, "X4": 0.46194, "Y4": 0.1498, "page": 0, "Index": 139}, {"Word": "exposures", "Confidence": 0.992, "X1": 0.52387, "Y1": 0.1382, "X2": 0.59097, "Y2": 0.138, "X3": 0.59097, "Y3": 0.1498, "X4": 0.52387, "Y4": 0.1498, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.998, "X1": 0.59355, "Y1": 0.1382, "X2": 0.60774, "Y2": 0.138, "X3": 0.60774, "Y3": 0.1498, "X4": 0.59355, "Y4": 0.1498, "page": 0, "Index": 141}, {"Word": "treatment", "Confidence": 0.991, "X1": 0.67484, "Y1": 0.1392, "X2": 0.73677, "Y2": 0.139, "X3": 0.73677, "Y3": 0.1508, "X4": 0.67484, "Y4": 0.1508, "page": 0, "Index": 142}, {"Word": "of", "Confidence": 0.997, "X1": 0.74065, "Y1": 0.1392, "X2": 0.75226, "Y2": 0.139, "X3": 0.75226, "Y3": 0.1508, "X4": 0.73935, "Y4": 0.1508, "page": 0, "Index": 143}, {"Word": "benign", "Confidence": 0.991, "X1": 0.75484, "Y1": 0.1392, "X2": 0.79871, "Y2": 0.139, "X3": 0.79871, "Y3": 0.1508, "X4": 0.75484, "Y4": 0.1508, "page": 0, "Index": 144}, {"Word": "prostate", "Confidence": 0.994, "X1": 0.80129, "Y1": 0.1392, "X2": 0.85419, "Y2": 0.139, "X3": 0.85419, "Y3": 0.1508, "X4": 0.80129, "Y4": 0.1508, "page": 0, "Index": 145}, {"Word": "disease", "Confidence": 0.995, "X1": 0.85677, "Y1": 0.1402, "X2": 0.90581, "Y2": 0.14, "X3": 0.90452, "Y3": 0.1508, "X4": 0.85677, "Y4": 0.1508, "page": 0, "Index": 146}, {"Word": "some", "Confidence": 0.991, "X1": 0.09161, "Y1": 0.1502, "X2": 0.12258, "Y2": 0.15, "X3": 0.12258, "Y3": 0.1618, "X4": 0.09161, "Y4": 0.1628, "page": 0, "Index": 147}, {"Word": "cases", "Confidence": 0.997, "X1": 0.12516, "Y1": 0.1502, "X2": 0.16, "Y2": 0.15, "X3": 0.16, "Y3": 0.1608, "X4": 0.12516, "Y4": 0.1618, "page": 0, "Index": 148}, {"Word": "are", "Confidence": 0.998, "X1": 0.16387, "Y1": 0.1502, "X2": 0.18452, "Y2": 0.15, "X3": 0.18452, "Y3": 0.1608, "X4": 0.16258, "Y4": 0.1608, "page": 0, "Index": 149}, {"Word": "even", "Confidence": 0.987, "X1": 0.18839, "Y1": 0.1502, "X2": 0.21935, "Y2": 0.15, "X3": 0.21806, "Y3": 0.1608, "X4": 0.1871, "Y4": 0.1608, "page": 0, "Index": 150}, {"Word": "declining,", "Confidence": 0.866, "X1": 0.22194, "Y1": 0.1502, "X2": 0.28387, "Y2": 0.15, "X3": 0.28387, "Y3": 0.1608, "X4": 0.22194, "Y4": 0.1608, "page": 0, "Index": 151}, {"Word": "espe-", "Confidence": 0.662, "X1": 0.28645, "Y1": 0.1502, "X2": 0.32258, "Y2": 0.15, "X3": 0.32129, "Y3": 0.1608, "X4": 0.28645, "Y4": 0.1608, "page": 0, "Index": 152}, {"Word": "carcinogens", "Confidence": 0.978, "X1": 0.37548, "Y1": 0.1502, "X2": 0.4529, "Y2": 0.15, "X3": 0.4529, "Y3": 0.1618, "X4": 0.37548, "Y4": 0.1618, "page": 0, "Index": 153}, {"Word": "yet", "Confidence": 0.997, "X1": 0.45548, "Y1": 0.1492, "X2": 0.47742, "Y2": 0.149, "X3": 0.47742, "Y3": 0.1618, "X4": 0.45548, "Y4": 0.1618, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.48, "Y1": 0.1492, "X2": 0.49548, "Y2": 0.149, "X3": 0.49548, "Y3": 0.1618, "X4": 0.48, "Y4": 0.1618, "page": 0, "Index": 155}, {"Word": "be", "Confidence": 0.997, "X1": 0.49806, "Y1": 0.1492, "X2": 0.51355, "Y2": 0.149, "X3": 0.51355, "Y3": 0.1618, "X4": 0.49806, "Y4": 0.1618, "page": 0, "Index": 156}, {"Word": "identified", "Confidence": 0.981, "X1": 0.51613, "Y1": 0.1492, "X2": 0.57935, "Y2": 0.149, "X3": 0.57935, "Y3": 0.1618, "X4": 0.51613, "Y4": 0.1618, "page": 0, "Index": 157}, {"Word": "and", "Confidence": 0.998, "X1": 0.58323, "Y1": 0.1492, "X2": 0.60774, "Y2": 0.149, "X3": 0.60774, "Y3": 0.1618, "X4": 0.58323, "Y4": 0.1618, "page": 0, "Index": 158}, {"Word": "and", "Confidence": 0.998, "X1": 0.67484, "Y1": 0.1512, "X2": 0.69806, "Y2": 0.151, "X3": 0.69935, "Y3": 0.1628, "X4": 0.67484, "Y4": 0.1618, "page": 0, "Index": 159}, {"Word": "the", "Confidence": 0.996, "X1": 0.70452, "Y1": 0.1512, "X2": 0.72645, "Y2": 0.151, "X3": 0.72774, "Y3": 0.1628, "X4": 0.70581, "Y4": 0.1628, "page": 0, "Index": 160}, {"Word": "use", "Confidence": 0.998, "X1": 0.7329, "Y1": 0.1512, "X2": 0.75613, "Y2": 0.151, "X3": 0.75613, "Y3": 0.1628, "X4": 0.7329, "Y4": 0.1628, "page": 0, "Index": 161}, {"Word": "of", "Confidence": 0.998, "X1": 0.76129, "Y1": 0.1512, "X2": 0.77935, "Y2": 0.151, "X3": 0.77935, "Y3": 0.1628, "X4": 0.76258, "Y4": 0.1628, "page": 0, "Index": 162}, {"Word": "a", "Confidence": 0.996, "X1": 0.78452, "Y1": 0.1512, "X2": 0.79355, "Y2": 0.151, "X3": 0.79355, "Y3": 0.1628, "X4": 0.78452, "Y4": 0.1628, "page": 0, "Index": 163}, {"Word": "highly", "Confidence": 0.994, "X1": 0.8, "Y1": 0.1512, "X2": 0.84129, "Y2": 0.151, "X3": 0.84258, "Y3": 0.1628, "X4": 0.8, "Y4": 0.1628, "page": 0, "Index": 164}, {"Word": "sensitive", "Confidence": 0.995, "X1": 0.84774, "Y1": 0.1502, "X2": 0.90581, "Y2": 0.15, "X3": 0.90581, "Y3": 0.1618, "X4": 0.84774, "Y4": 0.1628, "page": 0, "Index": 165}, {"Word": "cially", "Confidence": 0.827, "X1": 0.09161, "Y1": 0.1622, "X2": 0.12645, "Y2": 0.162, "X3": 0.12516, "Y3": 0.1728, "X4": 0.09032, "Y4": 0.1728, "page": 0, "Index": 166}, {"Word": "among", "Confidence": 0.991, "X1": 0.13419, "Y1": 0.1612, "X2": 0.17806, "Y2": 0.161, "X3": 0.17677, "Y3": 0.1728, "X4": 0.1329, "Y4": 0.1728, "page": 0, "Index": 167}, {"Word": "younger", "Confidence": 0.994, "X1": 0.18452, "Y1": 0.1612, "X2": 0.24, "Y2": 0.161, "X3": 0.23871, "Y3": 0.1718, "X4": 0.18452, "Y4": 0.1728, "page": 0, "Index": 168}, {"Word": "Americans.", "Confidence": 0.879, "X1": 0.24774, "Y1": 0.1602, "X2": 0.32258, "Y2": 0.16, "X3": 0.32129, "Y3": 0.1708, "X4": 0.24645, "Y4": 0.1718, "page": 0, "Index": 169}, {"Word": "clarified.\"", "Confidence": 0.779, "X1": 0.37677, "Y1": 0.1602, "X2": 0.44129, "Y2": 0.16, "X3": 0.44129, "Y3": 0.1708, "X4": 0.37677, "Y4": 0.1728, "page": 0, "Index": 170}, {"Word": "blood", "Confidence": 0.953, "X1": 0.67484, "Y1": 0.1622, "X2": 0.70839, "Y2": 0.162, "X3": 0.70839, "Y3": 0.1738, "X4": 0.67484, "Y4": 0.1738, "page": 0, "Index": 171}, {"Word": "test", "Confidence": 0.988, "X1": 0.71226, "Y1": 0.1632, "X2": 0.73677, "Y2": 0.163, "X3": 0.73677, "Y3": 0.1738, "X4": 0.71226, "Y4": 0.1738, "page": 0, "Index": 172}, {"Word": "for", "Confidence": 0.998, "X1": 0.74065, "Y1": 0.1632, "X2": 0.76129, "Y2": 0.163, "X3": 0.76129, "Y3": 0.1738, "X4": 0.73935, "Y4": 0.1738, "page": 0, "Index": 173}, {"Word": "prostate-specific", "Confidence": 0.967, "X1": 0.76387, "Y1": 0.1622, "X2": 0.87226, "Y2": 0.162, "X3": 0.87226, "Y3": 0.1738, "X4": 0.76387, "Y4": 0.1738, "page": 0, "Index": 174}, {"Word": "anti-", "Confidence": 0.661, "X1": 0.87613, "Y1": 0.1622, "X2": 0.9071, "Y2": 0.162, "X3": 0.9071, "Y3": 0.1738, "X4": 0.87613, "Y4": 0.1738, "page": 0, "Index": 175}, {"Word": "And", "Confidence": 0.998, "X1": 0.09032, "Y1": 0.1732, "X2": 0.11613, "Y2": 0.173, "X3": 0.11613, "Y3": 0.1838, "X4": 0.08903, "Y4": 0.1848, "page": 0, "Index": 176}, {"Word": "despite", "Confidence": 0.991, "X1": 0.12129, "Y1": 0.1722, "X2": 0.16774, "Y2": 0.172, "X3": 0.16645, "Y3": 0.1838, "X4": 0.12, "Y4": 0.1838, "page": 0, "Index": 177}, {"Word": "a", "Confidence": 0.998, "X1": 0.17161, "Y1": 0.1722, "X2": 0.18065, "Y2": 0.172, "X3": 0.17935, "Y3": 0.1838, "X4": 0.17161, "Y4": 0.1838, "page": 0, "Index": 178}, {"Word": "widespread", "Confidence": 0.955, "X1": 0.18581, "Y1": 0.1722, "X2": 0.26194, "Y2": 0.172, "X3": 0.26065, "Y3": 0.1828, "X4": 0.18581, "Y4": 0.1838, "page": 0, "Index": 179}, {"Word": "belief", "Confidence": 0.821, "X1": 0.26452, "Y1": 0.1722, "X2": 0.30452, "Y2": 0.172, "X3": 0.30323, "Y3": 0.1828, "X4": 0.26452, "Y4": 0.1828, "page": 0, "Index": 180}, {"Word": "to", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.1712, "X2": 0.32129, "Y2": 0.171, "X3": 0.32129, "Y3": 0.1828, "X4": 0.30581, "Y4": 0.1828, "page": 0, "Index": 181}, {"Word": "One", "Confidence": 0.998, "X1": 0.38839, "Y1": 0.1722, "X2": 0.41677, "Y2": 0.172, "X3": 0.41548, "Y3": 0.1838, "X4": 0.3871, "Y4": 0.1838, "page": 0, "Index": 182}, {"Word": "of", "Confidence": 0.998, "X1": 0.42065, "Y1": 0.1722, "X2": 0.43742, "Y2": 0.172, "X3": 0.43742, "Y3": 0.1838, "X4": 0.41935, "Y4": 0.1838, "page": 0, "Index": 183}, {"Word": "Dr.", "Confidence": 0.992, "X1": 0.44129, "Y1": 0.1722, "X2": 0.4671, "Y2": 0.172, "X3": 0.46581, "Y3": 0.1838, "X4": 0.44, "Y4": 0.1838, "page": 0, "Index": 184}, {"Word": "Devesa's", "Confidence": 0.995, "X1": 0.46968, "Y1": 0.1722, "X2": 0.53161, "Y2": 0.172, "X3": 0.53032, "Y3": 0.1838, "X4": 0.46968, "Y4": 0.1838, "page": 0, "Index": 185}, {"Word": "co-authors,", "Confidence": 0.69, "X1": 0.53548, "Y1": 0.1722, "X2": 0.61032, "Y2": 0.172, "X3": 0.60903, "Y3": 0.1848, "X4": 0.53548, "Y4": 0.1838, "page": 0, "Index": 186}, {"Word": "gen,", "Confidence": 0.892, "X1": 0.67484, "Y1": 0.1742, "X2": 0.70194, "Y2": 0.174, "X3": 0.70065, "Y3": 0.1858, "X4": 0.67484, "Y4": 0.1858, "page": 0, "Index": 187}, {"Word": "or", "Confidence": 0.992, "X1": 0.70452, "Y1": 0.1742, "X2": 0.71871, "Y2": 0.174, "X3": 0.71871, "Y3": 0.1848, "X4": 0.70452, "Y4": 0.1858, "page": 0, "Index": 188}, {"Word": "P.S.A.", "Confidence": 0.991, "X1": 0.72258, "Y1": 0.1742, "X2": 0.76516, "Y2": 0.174, "X3": 0.76387, "Y3": 0.1848, "X4": 0.72129, "Y4": 0.1848, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.996, "X1": 0.09032, "Y1": 0.1842, "X2": 0.10968, "Y2": 0.184, "X3": 0.10968, "Y3": 0.1958, "X4": 0.09032, "Y4": 0.1958, "page": 0, "Index": 190}, {"Word": "contrary,", "Confidence": 0.98, "X1": 0.11355, "Y1": 0.1842, "X2": 0.1729, "Y2": 0.184, "X3": 0.1729, "Y3": 0.1958, "X4": 0.11226, "Y4": 0.1958, "page": 0, "Index": 191}, {"Word": "there", "Confidence": 0.963, "X1": 0.17548, "Y1": 0.1842, "X2": 0.21032, "Y2": 0.184, "X3": 0.21032, "Y3": 0.1958, "X4": 0.17548, "Y4": 0.1958, "page": 0, "Index": 192}, {"Word": "is", "Confidence": 0.997, "X1": 0.2129, "Y1": 0.1842, "X2": 0.22452, "Y2": 0.184, "X3": 0.22452, "Y3": 0.1958, "X4": 0.2129, "Y4": 0.1958, "page": 0, "Index": 193}, {"Word": "no", "Confidence": 0.997, "X1": 0.2271, "Y1": 0.1842, "X2": 0.24387, "Y2": 0.184, "X3": 0.24387, "Y3": 0.1958, "X4": 0.2271, "Y4": 0.1958, "page": 0, "Index": 194}, {"Word": "evidence", "Confidence": 0.941, "X1": 0.24774, "Y1": 0.1842, "X2": 0.30452, "Y2": 0.184, "X3": 0.30323, "Y3": 0.1948, "X4": 0.24645, "Y4": 0.1958, "page": 0, "Index": 195}, {"Word": "of", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.1842, "X2": 0.32258, "Y2": 0.184, "X3": 0.32258, "Y3": 0.1948, "X4": 0.3071, "Y4": 0.1948, "page": 0, "Index": 196}, {"Word": "Dr.", "Confidence": 0.996, "X1": 0.37806, "Y1": 0.1842, "X2": 0.39742, "Y2": 0.184, "X3": 0.39742, "Y3": 0.1958, "X4": 0.37806, "Y4": 0.1958, "page": 0, "Index": 197}, {"Word": "William", "Confidence": 0.994, "X1": 0.40129, "Y1": 0.1842, "X2": 0.44774, "Y2": 0.184, "X3": 0.44774, "Y3": 0.1958, "X4": 0.40129, "Y4": 0.1958, "page": 0, "Index": 198}, {"Word": "J.", "Confidence": 0.998, "X1": 0.45806, "Y1": 0.1842, "X2": 0.47226, "Y2": 0.184, "X3": 0.47226, "Y3": 0.1958, "X4": 0.45806, "Y4": 0.1958, "page": 0, "Index": 199}, {"Word": "Blot,", "Confidence": 0.926, "X1": 0.47484, "Y1": 0.1842, "X2": 0.5071, "Y2": 0.184, "X3": 0.5071, "Y3": 0.1958, "X4": 0.47484, "Y4": 0.1958, "page": 0, "Index": 200}, {"Word": "an", "Confidence": 0.998, "X1": 0.50968, "Y1": 0.1842, "X2": 0.52774, "Y2": 0.184, "X3": 0.52645, "Y3": 0.1958, "X4": 0.50968, "Y4": 0.1958, "page": 0, "Index": 201}, {"Word": "epidemiolo-", "Confidence": 0.881, "X1": 0.53032, "Y1": 0.1832, "X2": 0.60903, "Y2": 0.183, "X3": 0.60903, "Y3": 0.1968, "X4": 0.53032, "Y4": 0.1958, "page": 0, "Index": 202}, {"Word": "Other", "Confidence": 0.995, "X1": 0.68774, "Y1": 0.1852, "X2": 0.72645, "Y2": 0.185, "X3": 0.72645, "Y3": 0.1968, "X4": 0.68774, "Y4": 0.1968, "page": 0, "Index": 203}, {"Word": "major", "Confidence": 0.955, "X1": 0.73161, "Y1": 0.1862, "X2": 0.77419, "Y2": 0.186, "X3": 0.77419, "Y3": 0.1968, "X4": 0.73161, "Y4": 0.1968, "page": 0, "Index": 204}, {"Word": "contributors", "Confidence": 0.991, "X1": 0.77806, "Y1": 0.1852, "X2": 0.85935, "Y2": 0.185, "X3": 0.85935, "Y3": 0.1968, "X4": 0.77806, "Y4": 0.1968, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.998, "X1": 0.86452, "Y1": 0.1852, "X2": 0.87871, "Y2": 0.185, "X3": 0.87871, "Y3": 0.1968, "X4": 0.86452, "Y4": 0.1968, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.998, "X1": 0.88387, "Y1": 0.1842, "X2": 0.90581, "Y2": 0.184, "X3": 0.90581, "Y3": 0.1968, "X4": 0.88387, "Y4": 0.1968, "page": 0, "Index": 207}, {"Word": "a", "Confidence": 0.991, "X1": 0.09032, "Y1": 0.1962, "X2": 0.09806, "Y2": 0.196, "X3": 0.09806, "Y3": 0.2078, "X4": 0.09032, "Y4": 0.2078, "page": 0, "Index": 208}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.10065, "Y1": 0.1962, "X2": 0.14581, "Y2": 0.196, "X3": 0.14581, "Y3": 0.2078, "X4": 0.10065, "Y4": 0.2078, "page": 0, "Index": 209}, {"Word": "epidemic.", "Confidence": 0.978, "X1": 0.14839, "Y1": 0.1962, "X2": 0.21161, "Y2": 0.196, "X3": 0.21161, "Y3": 0.2078, "X4": 0.14839, "Y4": 0.2078, "page": 0, "Index": 210}, {"Word": "gist", "Confidence": 0.912, "X1": 0.37419, "Y1": 0.1962, "X2": 0.39742, "Y2": 0.196, "X3": 0.39742, "Y3": 0.2078, "X4": 0.37548, "Y4": 0.2078, "page": 0, "Index": 211}, {"Word": "now", "Confidence": 0.991, "X1": 0.4, "Y1": 0.1952, "X2": 0.4271, "Y2": 0.195, "X3": 0.4271, "Y3": 0.2078, "X4": 0.40129, "Y4": 0.2078, "page": 0, "Index": 212}, {"Word": "working", "Confidence": 0.991, "X1": 0.42968, "Y1": 0.1952, "X2": 0.48258, "Y2": 0.195, "X3": 0.48258, "Y3": 0.2068, "X4": 0.42968, "Y4": 0.2078, "page": 0, "Index": 213}, {"Word": "for", "Confidence": 0.998, "X1": 0.48516, "Y1": 0.1952, "X2": 0.50452, "Y2": 0.195, "X3": 0.50452, "Y3": 0.2068, "X4": 0.48516, "Y4": 0.2068, "page": 0, "Index": 214}, {"Word": "the", "Confidence": 0.998, "X1": 0.5071, "Y1": 0.1952, "X2": 0.52645, "Y2": 0.195, "X3": 0.52645, "Y3": 0.2068, "X4": 0.5071, "Y4": 0.2068, "page": 0, "Index": 215}, {"Word": "Internation-", "Confidence": 0.932, "X1": 0.53032, "Y1": 0.1952, "X2": 0.60903, "Y2": 0.195, "X3": 0.60774, "Y3": 0.2078, "X4": 0.53032, "Y4": 0.2068, "page": 0, "Index": 216}, {"Word": "rise", "Confidence": 0.981, "X1": 0.67484, "Y1": 0.1972, "X2": 0.70065, "Y2": 0.197, "X3": 0.70065, "Y3": 0.2088, "X4": 0.67484, "Y4": 0.2088, "page": 0, "Index": 217}, {"Word": "in", "Confidence": 0.998, "X1": 0.70581, "Y1": 0.1972, "X2": 0.72, "Y2": 0.197, "X3": 0.72, "Y3": 0.2088, "X4": 0.70581, "Y4": 0.2088, "page": 0, "Index": 218}, {"Word": "cancers", "Confidence": 0.995, "X1": 0.72516, "Y1": 0.1972, "X2": 0.77677, "Y2": 0.197, "X3": 0.77677, "Y3": 0.2088, "X4": 0.72516, "Y4": 0.2088, "page": 0, "Index": 219}, {"Word": "in", "Confidence": 0.998, "X1": 0.78323, "Y1": 0.1972, "X2": 0.79742, "Y2": 0.197, "X3": 0.79742, "Y3": 0.2088, "X4": 0.78194, "Y4": 0.2088, "page": 0, "Index": 220}, {"Word": "men", "Confidence": 0.998, "X1": 0.80258, "Y1": 0.1972, "X2": 0.83226, "Y2": 0.197, "X3": 0.83097, "Y3": 0.2088, "X4": 0.80258, "Y4": 0.2088, "page": 0, "Index": 221}, {"Word": "were", "Confidence": 0.989, "X1": 0.83871, "Y1": 0.1972, "X2": 0.87097, "Y2": 0.197, "X3": 0.87097, "Y3": 0.2088, "X4": 0.83742, "Y4": 0.2088, "page": 0, "Index": 222}, {"Word": "non-", "Confidence": 0.98, "X1": 0.87613, "Y1": 0.1972, "X2": 0.90839, "Y2": 0.197, "X3": 0.9071, "Y3": 0.2088, "X4": 0.87613, "Y4": 0.2088, "page": 0, "Index": 223}, {"Word": "The", "Confidence": 0.998, "X1": 0.10452, "Y1": 0.2112, "X2": 0.12903, "Y2": 0.211, "X3": 0.12903, "Y3": 0.2238, "X4": 0.10452, "Y4": 0.2238, "page": 0, "Index": 224}, {"Word": "analysis,", "Confidence": 0.789, "X1": 0.13161, "Y1": 0.2112, "X2": 0.18839, "Y2": 0.211, "X3": 0.18839, "Y3": 0.2228, "X4": 0.13161, "Y4": 0.2238, "page": 0, "Index": 225}, {"Word": "published", "Confidence": 0.954, "X1": 0.19097, "Y1": 0.2102, "X2": 0.25419, "Y2": 0.21, "X3": 0.25419, "Y3": 0.2228, "X4": 0.19097, "Y4": 0.2228, "page": 0, "Index": 226}, {"Word": "In", "Confidence": 0.994, "X1": 0.25806, "Y1": 0.2102, "X2": 0.27097, "Y2": 0.21, "X3": 0.26968, "Y3": 0.2218, "X4": 0.25677, "Y4": 0.2228, "page": 0, "Index": 227}, {"Word": "today's", "Confidence": 0.993, "X1": 0.27355, "Y1": 0.2092, "X2": 0.32387, "Y2": 0.209, "X3": 0.32258, "Y3": 0.2218, "X4": 0.27355, "Y4": 0.2218, "page": 0, "Index": 228}, {"Word": "al", "Confidence": 0.996, "X1": 0.37548, "Y1": 0.2062, "X2": 0.38839, "Y2": 0.206, "X3": 0.38839, "Y3": 0.2188, "X4": 0.37548, "Y4": 0.2188, "page": 0, "Index": 229}, {"Word": "Epidemiology", "Confidence": 0.841, "X1": 0.39097, "Y1": 0.2072, "X2": 0.48129, "Y2": 0.207, "X3": 0.48258, "Y3": 0.2188, "X4": 0.39226, "Y4": 0.2188, "page": 0, "Index": 230}, {"Word": "Institute", "Confidence": 0.957, "X1": 0.48516, "Y1": 0.2072, "X2": 0.53935, "Y2": 0.207, "X3": 0.53935, "Y3": 0.2188, "X4": 0.48516, "Y4": 0.2188, "page": 0, "Index": 231}, {"Word": "Inc", "Confidence": 0.934, "X1": 0.54323, "Y1": 0.2072, "X2": 0.56129, "Y2": 0.207, "X3": 0.56129, "Y3": 0.2188, "X4": 0.54323, "Y4": 0.2188, "page": 0, "Index": 232}, {"Word": ".,", "Confidence": 0.963, "X1": 0.56516, "Y1": 0.2072, "X2": 0.5729, "Y2": 0.207, "X3": 0.5729, "Y3": 0.2188, "X4": 0.56516, "Y4": 0.2188, "page": 0, "Index": 233}, {"Word": "a", "Confidence": 0.676, "X1": 0.57677, "Y1": 0.2072, "X2": 0.58452, "Y2": 0.207, "X3": 0.58452, "Y3": 0.2188, "X4": 0.57677, "Y4": 0.2188, "page": 0, "Index": 234}, {"Word": "re-", "Confidence": 0.995, "X1": 0.58839, "Y1": 0.2072, "X2": 0.60903, "Y2": 0.207, "X3": 0.60903, "Y3": 0.2188, "X4": 0.58839, "Y4": 0.2188, "page": 0, "Index": 235}, {"Word": "Hodgkin's", "Confidence": 0.991, "X1": 0.67484, "Y1": 0.2092, "X2": 0.74065, "Y2": 0.209, "X3": 0.74065, "Y3": 0.2208, "X4": 0.67484, "Y4": 0.2198, "page": 0, "Index": 236}, {"Word": "lymphoma", "Confidence": 0.965, "X1": 0.74323, "Y1": 0.2092, "X2": 0.81419, "Y2": 0.209, "X3": 0.81419, "Y3": 0.2208, "X4": 0.74323, "Y4": 0.2208, "page": 0, "Index": 237}, {"Word": "and", "Confidence": 0.998, "X1": 0.81935, "Y1": 0.2082, "X2": 0.84516, "Y2": 0.208, "X3": 0.84516, "Y3": 0.2208, "X4": 0.81935, "Y4": 0.2208, "page": 0, "Index": 238}, {"Word": "Kaposi's", "Confidence": 0.994, "X1": 0.84903, "Y1": 0.2072, "X2": 0.9071, "Y2": 0.207, "X3": 0.9071, "Y3": 0.2198, "X4": 0.84903, "Y4": 0.2198, "page": 0, "Index": 239}, {"Word": "issue", "Confidence": 0.997, "X1": 0.09032, "Y1": 0.2242, "X2": 0.12387, "Y2": 0.224, "X3": 0.12387, "Y3": 0.2358, "X4": 0.09032, "Y4": 0.2368, "page": 0, "Index": 240}, {"Word": "of", "Confidence": 0.998, "X1": 0.12645, "Y1": 0.2242, "X2": 0.14065, "Y2": 0.224, "X3": 0.14065, "Y3": 0.2358, "X4": 0.12645, "Y4": 0.2358, "page": 0, "Index": 241}, {"Word": "The", "Confidence": 0.994, "X1": 0.14452, "Y1": 0.2242, "X2": 0.16774, "Y2": 0.224, "X3": 0.16774, "Y3": 0.2358, "X4": 0.14452, "Y4": 0.2358, "page": 0, "Index": 242}, {"Word": "Journal", "Confidence": 0.991, "X1": 0.17161, "Y1": 0.2232, "X2": 0.22194, "Y2": 0.223, "X3": 0.22194, "Y3": 0.2348, "X4": 0.17032, "Y4": 0.2348, "page": 0, "Index": 243}, {"Word": "of", "Confidence": 0.998, "X1": 0.22452, "Y1": 0.2232, "X2": 0.23871, "Y2": 0.223, "X3": 0.23871, "Y3": 0.2338, "X4": 0.22452, "Y4": 0.2348, "page": 0, "Index": 244}, {"Word": "the", "Confidence": 0.998, "X1": 0.24129, "Y1": 0.2232, "X2": 0.26194, "Y2": 0.223, "X3": 0.26194, "Y3": 0.2338, "X4": 0.24129, "Y4": 0.2338, "page": 0, "Index": 245}, {"Word": "National", "Confidence": 0.797, "X1": 0.26581, "Y1": 0.2222, "X2": 0.32387, "Y2": 0.222, "X3": 0.32258, "Y3": 0.2328, "X4": 0.26452, "Y4": 0.2338, "page": 0, "Index": 246}, {"Word": "search", "Confidence": 0.991, "X1": 0.37548, "Y1": 0.2202, "X2": 0.41806, "Y2": 0.22, "X3": 0.41806, "Y3": 0.2308, "X4": 0.37548, "Y4": 0.2308, "page": 0, "Index": 247}, {"Word": "and", "Confidence": 0.998, "X1": 0.42194, "Y1": 0.2192, "X2": 0.44645, "Y2": 0.219, "X3": 0.44645, "Y3": 0.2308, "X4": 0.42194, "Y4": 0.2308, "page": 0, "Index": 248}, {"Word": "consulting", "Confidence": 0.968, "X1": 0.44903, "Y1": 0.2192, "X2": 0.51613, "Y2": 0.219, "X3": 0.51613, "Y3": 0.2308, "X4": 0.44903, "Y4": 0.2308, "page": 0, "Index": 249}, {"Word": "firm", "Confidence": 0.99, "X1": 0.51871, "Y1": 0.2192, "X2": 0.54323, "Y2": 0.219, "X3": 0.54323, "Y3": 0.2308, "X4": 0.51871, "Y4": 0.2308, "page": 0, "Index": 250}, {"Word": "in", "Confidence": 0.997, "X1": 0.55226, "Y1": 0.2192, "X2": 0.56645, "Y2": 0.219, "X3": 0.56516, "Y3": 0.2308, "X4": 0.55226, "Y4": 0.2308, "page": 0, "Index": 251}, {"Word": "Rock-", "Confidence": 0.949, "X1": 0.56903, "Y1": 0.2182, "X2": 0.60903, "Y2": 0.218, "X3": 0.60903, "Y3": 0.2298, "X4": 0.56903, "Y4": 0.2308, "page": 0, "Index": 252}, {"Word": "sarcoma", "Confidence": 0.994, "X1": 0.67484, "Y1": 0.2202, "X2": 0.72903, "Y2": 0.22, "X3": 0.72903, "Y3": 0.2318, "X4": 0.67484, "Y4": 0.2318, "page": 0, "Index": 253}, {"Word": "in", "Confidence": 0.998, "X1": 0.7329, "Y1": 0.2202, "X2": 0.74452, "Y2": 0.22, "X3": 0.74452, "Y3": 0.2318, "X4": 0.7329, "Y4": 0.2318, "page": 0, "Index": 254}, {"Word": "men", "Confidence": 0.998, "X1": 0.74839, "Y1": 0.2202, "X2": 0.77548, "Y2": 0.22, "X3": 0.77548, "Y3": 0.2318, "X4": 0.7471, "Y4": 0.2318, "page": 0, "Index": 255}, {"Word": "with", "Confidence": 0.989, "X1": 0.77935, "Y1": 0.2202, "X2": 0.80645, "Y2": 0.22, "X3": 0.80645, "Y3": 0.2318, "X4": 0.77806, "Y4": 0.2318, "page": 0, "Index": 256}, {"Word": "AIDS,", "Confidence": 0.955, "X1": 0.81032, "Y1": 0.2202, "X2": 0.84645, "Y2": 0.22, "X3": 0.84645, "Y3": 0.2318, "X4": 0.80903, "Y4": 0.2318, "page": 0, "Index": 257}, {"Word": "and", "Confidence": 0.998, "X1": 0.85032, "Y1": 0.2192, "X2": 0.87226, "Y2": 0.219, "X3": 0.87226, "Y3": 0.2318, "X4": 0.84903, "Y4": 0.2318, "page": 0, "Index": 258}, {"Word": "mel-", "Confidence": 0.93, "X1": 0.87613, "Y1": 0.2192, "X2": 0.90839, "Y2": 0.219, "X3": 0.90839, "Y3": 0.2318, "X4": 0.87484, "Y4": 0.2318, "page": 0, "Index": 259}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.09161, "Y1": 0.2352, "X2": 0.13548, "Y2": 0.235, "X3": 0.13548, "Y3": 0.2468, "X4": 0.09161, "Y4": 0.2468, "page": 0, "Index": 260}, {"Word": "Institute,", "Confidence": 0.936, "X1": 0.13935, "Y1": 0.2352, "X2": 0.19613, "Y2": 0.235, "X3": 0.19613, "Y3": 0.2458, "X4": 0.13935, "Y4": 0.2468, "page": 0, "Index": 261}, {"Word": "Is", "Confidence": 0.886, "X1": 0.19871, "Y1": 0.2352, "X2": 0.20903, "Y2": 0.235, "X3": 0.20903, "Y3": 0.2458, "X4": 0.19871, "Y4": 0.2458, "page": 0, "Index": 262}, {"Word": "the", "Confidence": 0.998, "X1": 0.21161, "Y1": 0.2352, "X2": 0.23226, "Y2": 0.235, "X3": 0.23226, "Y3": 0.2458, "X4": 0.21161, "Y4": 0.2458, "page": 0, "Index": 263}, {"Word": "most", "Confidence": 0.987, "X1": 0.23484, "Y1": 0.2342, "X2": 0.2671, "Y2": 0.234, "X3": 0.2671, "Y3": 0.2458, "X4": 0.23484, "Y4": 0.2458, "page": 0, "Index": 264}, {"Word": "detailed", "Confidence": 0.622, "X1": 0.27097, "Y1": 0.2322, "X2": 0.32129, "Y2": 0.232, "X3": 0.32129, "Y3": 0.2438, "X4": 0.26968, "Y4": 0.2448, "page": 0, "Index": 265}, {"Word": "ville,", "Confidence": 0.993, "X1": 0.37677, "Y1": 0.2312, "X2": 0.40774, "Y2": 0.231, "X3": 0.40645, "Y3": 0.2428, "X4": 0.37548, "Y4": 0.2428, "page": 0, "Index": 266}, {"Word": "Md", "Confidence": 0.956, "X1": 0.41032, "Y1": 0.2302, "X2": 0.42839, "Y2": 0.23, "X3": 0.42839, "Y3": 0.2428, "X4": 0.41032, "Y4": 0.2428, "page": 0, "Index": 267}, {"Word": ".,", "Confidence": 0.877, "X1": 0.43226, "Y1": 0.2302, "X2": 0.43871, "Y2": 0.23, "X3": 0.43871, "Y3": 0.2428, "X4": 0.43097, "Y4": 0.2428, "page": 0, "Index": 268}, {"Word": "said", "Confidence": 0.991, "X1": 0.44258, "Y1": 0.2312, "X2": 0.46968, "Y2": 0.231, "X3": 0.46839, "Y3": 0.2428, "X4": 0.44129, "Y4": 0.2428, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.994, "X1": 0.47226, "Y1": 0.2312, "X2": 0.49419, "Y2": 0.231, "X3": 0.4929, "Y3": 0.2428, "X4": 0.47226, "Y4": 0.2428, "page": 0, "Index": 270}, {"Word": "rise", "Confidence": 0.987, "X1": 0.49677, "Y1": 0.2312, "X2": 0.52258, "Y2": 0.231, "X3": 0.52258, "Y3": 0.2428, "X4": 0.49677, "Y4": 0.2428, "page": 0, "Index": 271}, {"Word": "in", "Confidence": 0.998, "X1": 0.52645, "Y1": 0.2312, "X2": 0.53806, "Y2": 0.231, "X3": 0.53806, "Y3": 0.2428, "X4": 0.52516, "Y4": 0.2428, "page": 0, "Index": 272}, {"Word": "non-Hodg-", "Confidence": 0.947, "X1": 0.54194, "Y1": 0.2312, "X2": 0.60903, "Y2": 0.231, "X3": 0.60774, "Y3": 0.2428, "X4": 0.54065, "Y4": 0.2428, "page": 0, "Index": 273}, {"Word": "anoma.", "Confidence": 0.784, "X1": 0.67484, "Y1": 0.2322, "X2": 0.72645, "Y2": 0.232, "X3": 0.72645, "Y3": 0.2438, "X4": 0.67484, "Y4": 0.2438, "page": 0, "Index": 274}, {"Word": "Among", "Confidence": 0.996, "X1": 0.72903, "Y1": 0.2322, "X2": 0.77548, "Y2": 0.232, "X3": 0.77677, "Y3": 0.2438, "X4": 0.72903, "Y4": 0.2438, "page": 0, "Index": 275}, {"Word": "young", "Confidence": 0.996, "X1": 0.78323, "Y1": 0.2322, "X2": 0.82452, "Y2": 0.232, "X3": 0.82452, "Y3": 0.2438, "X4": 0.78323, "Y4": 0.2438, "page": 0, "Index": 276}, {"Word": "men,", "Confidence": 0.982, "X1": 0.83097, "Y1": 0.2322, "X2": 0.8671, "Y2": 0.232, "X3": 0.8671, "Y3": 0.2438, "X4": 0.83097, "Y4": 0.2438, "page": 0, "Index": 277}, {"Word": "there", "Confidence": 0.998, "X1": 0.86968, "Y1": 0.2312, "X2": 0.90581, "Y2": 0.231, "X3": 0.90581, "Y3": 0.2438, "X4": 0.87097, "Y4": 0.2438, "page": 0, "Index": 278}, {"Word": "comprehensive", "Confidence": 0.963, "X1": 0.12, "Y1": 0.2462, "X2": 0.21935, "Y2": 0.246, "X3": 0.21935, "Y3": 0.2578, "X4": 0.12, "Y4": 0.2588, "page": 0, "Index": 279}, {"Word": "look", "Confidence": 0.731, "X1": 0.22194, "Y1": 0.2462, "X2": 0.25161, "Y2": 0.246, "X3": 0.25161, "Y3": 0.2578, "X4": 0.22194, "Y4": 0.2578, "page": 0, "Index": 280}, {"Word": "yet", "Confidence": 0.998, "X1": 0.25677, "Y1": 0.2462, "X2": 0.28, "Y2": 0.246, "X3": 0.28, "Y3": 0.2568, "X4": 0.25677, "Y4": 0.2578, "page": 0, "Index": 281}, {"Word": "at", "Confidence": 0.998, "X1": 0.28258, "Y1": 0.2452, "X2": 0.29806, "Y2": 0.245, "X3": 0.29806, "Y3": 0.2568, "X4": 0.28387, "Y4": 0.2568, "page": 0, "Index": 282}, {"Word": "re-", "Confidence": 0.993, "X1": 0.30065, "Y1": 0.2452, "X2": 0.32258, "Y2": 0.245, "X3": 0.32258, "Y3": 0.2558, "X4": 0.30194, "Y4": 0.2568, "page": 0, "Index": 283}, {"Word": "kin's", "Confidence": 0.994, "X1": 0.37548, "Y1": 0.2432, "X2": 0.40903, "Y2": 0.243, "X3": 0.40903, "Y3": 0.2548, "X4": 0.37548, "Y4": 0.2548, "page": 0, "Index": 284}, {"Word": "lymphoma,", "Confidence": 0.961, "X1": 0.41548, "Y1": 0.2432, "X2": 0.49419, "Y2": 0.243, "X3": 0.49419, "Y3": 0.2538, "X4": 0.41548, "Y4": 0.2548, "page": 0, "Index": 285}, {"Word": "the", "Confidence": 0.998, "X1": 0.49806, "Y1": 0.2422, "X2": 0.52, "Y2": 0.242, "X3": 0.52, "Y3": 0.2538, "X4": 0.49806, "Y4": 0.2538, "page": 0, "Index": 286}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.52774, "Y1": 0.2422, "X2": 0.57419, "Y2": 0.242, "X3": 0.57419, "Y3": 0.2538, "X4": 0.52774, "Y4": 0.2538, "page": 0, "Index": 287}, {"Word": "that", "Confidence": 0.988, "X1": 0.58065, "Y1": 0.2422, "X2": 0.61032, "Y2": 0.242, "X3": 0.61032, "Y3": 0.2538, "X4": 0.58065, "Y4": 0.2538, "page": 0, "Index": 288}, {"Word": "was", "Confidence": 0.994, "X1": 0.67484, "Y1": 0.2442, "X2": 0.70194, "Y2": 0.244, "X3": 0.70194, "Y3": 0.2548, "X4": 0.67484, "Y4": 0.2548, "page": 0, "Index": 289}, {"Word": "a", "Confidence": 0.883, "X1": 0.70839, "Y1": 0.2442, "X2": 0.71613, "Y2": 0.244, "X3": 0.71613, "Y3": 0.2548, "X4": 0.70839, "Y4": 0.2548, "page": 0, "Index": 290}, {"Word": "rise", "Confidence": 0.991, "X1": 0.72258, "Y1": 0.2442, "X2": 0.74968, "Y2": 0.244, "X3": 0.74968, "Y3": 0.2548, "X4": 0.72258, "Y4": 0.2548, "page": 0, "Index": 291}, {"Word": "in", "Confidence": 0.998, "X1": 0.75226, "Y1": 0.2442, "X2": 0.76774, "Y2": 0.244, "X3": 0.76774, "Y3": 0.2548, "X4": 0.75226, "Y4": 0.2548, "page": 0, "Index": 292}, {"Word": "cancers", "Confidence": 0.996, "X1": 0.7729, "Y1": 0.2432, "X2": 0.8271, "Y2": 0.243, "X3": 0.8271, "Y3": 0.2558, "X4": 0.7729, "Y4": 0.2548, "page": 0, "Index": 293}, {"Word": "of", "Confidence": 0.998, "X1": 0.83097, "Y1": 0.2432, "X2": 0.84645, "Y2": 0.243, "X3": 0.84645, "Y3": 0.2558, "X4": 0.83097, "Y4": 0.2558, "page": 0, "Index": 294}, {"Word": "the", "Confidence": 0.994, "X1": 0.85032, "Y1": 0.2432, "X2": 0.87355, "Y2": 0.243, "X3": 0.87226, "Y3": 0.2558, "X4": 0.84903, "Y4": 0.2558, "page": 0, "Index": 295}, {"Word": "oral", "Confidence": 0.846, "X1": 0.87742, "Y1": 0.2432, "X2": 0.90968, "Y2": 0.243, "X3": 0.90839, "Y3": 0.2558, "X4": 0.87742, "Y4": 0.2558, "page": 0, "Index": 296}, {"Word": "and", "Confidence": 0.997, "X1": 0.0929, "Y1": 0.2472, "X2": 0.11484, "Y2": 0.247, "X3": 0.11484, "Y3": 0.2588, "X4": 0.0929, "Y4": 0.2588, "page": 0, "Index": 297}, {"Word": "killed", "Confidence": 0.96, "X1": 0.37548, "Y1": 0.2542, "X2": 0.4129, "Y2": 0.254, "X3": 0.4129, "Y3": 0.2658, "X4": 0.37677, "Y4": 0.2658, "page": 0, "Index": 298}, {"Word": "Jacqueline", "Confidence": 0.777, "X1": 0.41677, "Y1": 0.2542, "X2": 0.48774, "Y2": 0.254, "X3": 0.48774, "Y3": 0.2658, "X4": 0.41806, "Y4": 0.2658, "page": 0, "Index": 299}, {"Word": "Kennedy", "Confidence": 0.996, "X1": 0.4929, "Y1": 0.2542, "X2": 0.54968, "Y2": 0.254, "X3": 0.54968, "Y3": 0.2648, "X4": 0.4929, "Y4": 0.2658, "page": 0, "Index": 300}, {"Word": "Onassis,", "Confidence": 0.824, "X1": 0.55226, "Y1": 0.2522, "X2": 0.61161, "Y2": 0.252, "X3": 0.61161, "Y3": 0.2638, "X4": 0.55226, "Y4": 0.2648, "page": 0, "Index": 301}, {"Word": "cavity", "Confidence": 0.993, "X1": 0.67484, "Y1": 0.2552, "X2": 0.71742, "Y2": 0.255, "X3": 0.71742, "Y3": 0.2668, "X4": 0.67484, "Y4": 0.2678, "page": 0, "Index": 302}, {"Word": "and", "Confidence": 0.998, "X1": 0.72129, "Y1": 0.2552, "X2": 0.7471, "Y2": 0.255, "X3": 0.74581, "Y3": 0.2668, "X4": 0.72129, "Y4": 0.2668, "page": 0, "Index": 303}, {"Word": "throat,", "Confidence": 0.97, "X1": 0.75097, "Y1": 0.2552, "X2": 0.79871, "Y2": 0.255, "X3": 0.79742, "Y3": 0.2668, "X4": 0.75097, "Y4": 0.2668, "page": 0, "Index": 304}, {"Word": "which", "Confidence": 0.998, "X1": 0.80129, "Y1": 0.2552, "X2": 0.84129, "Y2": 0.255, "X3": 0.84, "Y3": 0.2668, "X4": 0.80129, "Y4": 0.2668, "page": 0, "Index": 305}, {"Word": "might", "Confidence": 0.997, "X1": 0.84516, "Y1": 0.2542, "X2": 0.88645, "Y2": 0.254, "X3": 0.88516, "Y3": 0.2678, "X4": 0.84387, "Y4": 0.2668, "page": 0, "Index": 306}, {"Word": "cent", "Confidence": 0.983, "X1": 0.09032, "Y1": 0.2592, "X2": 0.11871, "Y2": 0.259, "X3": 0.12, "Y3": 0.2708, "X4": 0.09161, "Y4": 0.2708, "page": 0, "Index": 307}, {"Word": "trends", "Confidence": 0.991, "X1": 0.12258, "Y1": 0.2592, "X2": 0.16387, "Y2": 0.259, "X3": 0.16387, "Y3": 0.2698, "X4": 0.12258, "Y4": 0.2708, "page": 0, "Index": 308}, {"Word": "in", "Confidence": 0.998, "X1": 0.16645, "Y1": 0.2592, "X2": 0.18065, "Y2": 0.259, "X3": 0.18065, "Y3": 0.2698, "X4": 0.16774, "Y4": 0.2698, "page": 0, "Index": 309}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.18323, "Y1": 0.2582, "X2": 0.22968, "Y2": 0.258, "X3": 0.22968, "Y3": 0.2688, "X4": 0.18452, "Y4": 0.2698, "page": 0, "Index": 310}, {"Word": "incidence", "Confidence": 0.991, "X1": 0.23226, "Y1": 0.2572, "X2": 0.29419, "Y2": 0.257, "X3": 0.29419, "Y3": 0.2688, "X4": 0.23226, "Y4": 0.2688, "page": 0, "Index": 311}, {"Word": "and", "Confidence": 0.998, "X1": 0.29677, "Y1": 0.2562, "X2": 0.32258, "Y2": 0.256, "X3": 0.32387, "Y3": 0.2688, "X4": 0.29806, "Y4": 0.2688, "page": 0, "Index": 312}, {"Word": "while", "Confidence": 0.849, "X1": 0.37935, "Y1": 0.2662, "X2": 0.40903, "Y2": 0.266, "X3": 0.40903, "Y3": 0.2778, "X4": 0.37806, "Y4": 0.2778, "page": 0, "Index": 313}, {"Word": "partly", "Confidence": 0.955, "X1": 0.4129, "Y1": 0.2662, "X2": 0.45032, "Y2": 0.266, "X3": 0.45032, "Y3": 0.2778, "X4": 0.41161, "Y4": 0.2778, "page": 0, "Index": 314}, {"Word": "explained", "Confidence": 0.648, "X1": 0.45419, "Y1": 0.2652, "X2": 0.51613, "Y2": 0.265, "X3": 0.51484, "Y3": 0.2768, "X4": 0.4529, "Y4": 0.2778, "page": 0, "Index": 315}, {"Word": "by", "Confidence": 0.998, "X1": 0.51871, "Y1": 0.2652, "X2": 0.53419, "Y2": 0.265, "X3": 0.5329, "Y3": 0.2768, "X4": 0.51871, "Y4": 0.2768, "page": 0, "Index": 316}, {"Word": "its", "Confidence": 0.998, "X1": 0.53677, "Y1": 0.2652, "X2": 0.55226, "Y2": 0.265, "X3": 0.55226, "Y3": 0.2768, "X4": 0.53677, "Y4": 0.2768, "page": 0, "Index": 317}, {"Word": "associa-", "Confidence": 0.941, "X1": 0.55484, "Y1": 0.2652, "X2": 0.61161, "Y2": 0.265, "X3": 0.61032, "Y3": 0.2768, "X4": 0.55484, "Y4": 0.2768, "page": 0, "Index": 318}, {"Word": "related", "Confidence": 0.955, "X1": 0.67484, "Y1": 0.2672, "X2": 0.72129, "Y2": 0.267, "X3": 0.72129, "Y3": 0.2778, "X4": 0.67484, "Y4": 0.2788, "page": 0, "Index": 319}, {"Word": "to", "Confidence": 0.998, "X1": 0.72903, "Y1": 0.2672, "X2": 0.74323, "Y2": 0.267, "X3": 0.74323, "Y3": 0.2778, "X4": 0.72903, "Y4": 0.2778, "page": 0, "Index": 320}, {"Word": "their", "Confidence": 0.997, "X1": 0.74968, "Y1": 0.2672, "X2": 0.78452, "Y2": 0.267, "X3": 0.78452, "Y3": 0.2778, "X4": 0.74968, "Y4": 0.2778, "page": 0, "Index": 321}, {"Word": "increased", "Confidence": 0.993, "X1": 0.78968, "Y1": 0.2662, "X2": 0.85419, "Y2": 0.266, "X3": 0.85419, "Y3": 0.2778, "X4": 0.78968, "Y4": 0.2778, "page": 0, "Index": 322}, {"Word": "use", "Confidence": 0.992, "X1": 0.86194, "Y1": 0.2662, "X2": 0.88516, "Y2": 0.266, "X3": 0.88516, "Y3": 0.2778, "X4": 0.86194, "Y4": 0.2778, "page": 0, "Index": 323}, {"Word": "be", "Confidence": 0.998, "X1": 0.88903, "Y1": 0.2532, "X2": 0.90968, "Y2": 0.253, "X3": 0.9071, "Y3": 0.2688, "X4": 0.88774, "Y4": 0.2678, "page": 0, "Index": 324}, {"Word": "of", "Confidence": 0.998, "X1": 0.89161, "Y1": 0.2652, "X2": 0.90839, "Y2": 0.265, "X3": 0.90839, "Y3": 0.2778, "X4": 0.89161, "Y4": 0.2778, "page": 0, "Index": 325}, {"Word": "mortality", "Confidence": 0.968, "X1": 0.09032, "Y1": 0.2702, "X2": 0.15226, "Y2": 0.27, "X3": 0.15355, "Y3": 0.2818, "X4": 0.09161, "Y4": 0.2828, "page": 0, "Index": 326}, {"Word": "in", "Confidence": 0.997, "X1": 0.15613, "Y1": 0.2702, "X2": 0.17032, "Y2": 0.27, "X3": 0.17032, "Y3": 0.2818, "X4": 0.15613, "Y4": 0.2818, "page": 0, "Index": 327}, {"Word": "the", "Confidence": 0.998, "X1": 0.1729, "Y1": 0.2702, "X2": 0.19742, "Y2": 0.27, "X3": 0.19742, "Y3": 0.2818, "X4": 0.17419, "Y4": 0.2818, "page": 0, "Index": 328}, {"Word": "United", "Confidence": 0.997, "X1": 0.2, "Y1": 0.2692, "X2": 0.24387, "Y2": 0.269, "X3": 0.24516, "Y3": 0.2808, "X4": 0.20129, "Y4": 0.2818, "page": 0, "Index": 329}, {"Word": "States.", "Confidence": 0.939, "X1": 0.24903, "Y1": 0.2682, "X2": 0.29419, "Y2": 0.268, "X3": 0.29419, "Y3": 0.2808, "X4": 0.24903, "Y4": 0.2808, "page": 0, "Index": 330}, {"Word": "The", "Confidence": 0.955, "X1": 0.29806, "Y1": 0.2682, "X2": 0.32258, "Y2": 0.268, "X3": 0.32258, "Y3": 0.2798, "X4": 0.29806, "Y4": 0.2808, "page": 0, "Index": 331}, {"Word": "trends", "Confidence": 0.993, "X1": 0.09161, "Y1": 0.2822, "X2": 0.1329, "Y2": 0.282, "X3": 0.1329, "Y3": 0.2938, "X4": 0.09161, "Y4": 0.2938, "page": 0, "Index": 332}, {"Word": "for", "Confidence": 0.998, "X1": 0.13548, "Y1": 0.2822, "X2": 0.15742, "Y2": 0.282, "X3": 0.15742, "Y3": 0.2938, "X4": 0.13548, "Y4": 0.2938, "page": 0, "Index": 333}, {"Word": "28", "Confidence": 0.996, "X1": 0.16, "Y1": 0.2822, "X2": 0.17419, "Y2": 0.282, "X3": 0.17419, "Y3": 0.2938, "X4": 0.16, "Y4": 0.2938, "page": 0, "Index": 334}, {"Word": "cancers", "Confidence": 0.995, "X1": 0.17677, "Y1": 0.2812, "X2": 0.2271, "Y2": 0.281, "X3": 0.22839, "Y3": 0.2928, "X4": 0.17677, "Y4": 0.2938, "page": 0, "Index": 335}, {"Word": "in", "Confidence": 0.998, "X1": 0.23097, "Y1": 0.2812, "X2": 0.24516, "Y2": 0.281, "X3": 0.24516, "Y3": 0.2928, "X4": 0.23097, "Y4": 0.2928, "page": 0, "Index": 336}, {"Word": "men", "Confidence": 0.998, "X1": 0.24774, "Y1": 0.2802, "X2": 0.27742, "Y2": 0.28, "X3": 0.27742, "Y3": 0.2918, "X4": 0.24903, "Y4": 0.2928, "page": 0, "Index": 337}, {"Word": "and", "Confidence": 0.998, "X1": 0.28, "Y1": 0.2802, "X2": 0.30452, "Y2": 0.28, "X3": 0.30581, "Y3": 0.2918, "X4": 0.28129, "Y4": 0.2918, "page": 0, "Index": 338}, {"Word": "30", "Confidence": 0.964, "X1": 0.30839, "Y1": 0.2792, "X2": 0.32258, "Y2": 0.279, "X3": 0.32387, "Y3": 0.2908, "X4": 0.30839, "Y4": 0.2918, "page": 0, "Index": 339}, {"Word": "tion", "Confidence": 0.985, "X1": 0.37806, "Y1": 0.2772, "X2": 0.40129, "Y2": 0.277, "X3": 0.40129, "Y3": 0.2888, "X4": 0.37806, "Y4": 0.2888, "page": 0, "Index": 340}, {"Word": "with", "Confidence": 0.989, "X1": 0.40774, "Y1": 0.2772, "X2": 0.43742, "Y2": 0.277, "X3": 0.43742, "Y3": 0.2888, "X4": 0.40774, "Y4": 0.2888, "page": 0, "Index": 341}, {"Word": "AIDS,", "Confidence": 0.882, "X1": 0.44387, "Y1": 0.2772, "X2": 0.48645, "Y2": 0.277, "X3": 0.48645, "Y3": 0.2898, "X4": 0.44387, "Y4": 0.2888, "page": 0, "Index": 342}, {"Word": "was", "Confidence": 0.998, "X1": 0.48903, "Y1": 0.2772, "X2": 0.51742, "Y2": 0.277, "X3": 0.51742, "Y3": 0.2898, "X4": 0.48903, "Y4": 0.2898, "page": 0, "Index": 343}, {"Word": "also", "Confidence": 0.97, "X1": 0.52129, "Y1": 0.2772, "X2": 0.54968, "Y2": 0.277, "X3": 0.54968, "Y3": 0.2888, "X4": 0.52129, "Y4": 0.2898, "page": 0, "Index": 344}, {"Word": "possibly", "Confidence": 0.995, "X1": 0.55484, "Y1": 0.2772, "X2": 0.61032, "Y2": 0.277, "X3": 0.60903, "Y3": 0.2888, "X4": 0.55484, "Y4": 0.2888, "page": 0, "Index": 345}, {"Word": "smokeless", "Confidence": 0.993, "X1": 0.67484, "Y1": 0.2792, "X2": 0.74194, "Y2": 0.279, "X3": 0.74065, "Y3": 0.2898, "X4": 0.67484, "Y4": 0.2898, "page": 0, "Index": 346}, {"Word": "tobacco", "Confidence": 0.981, "X1": 0.74452, "Y1": 0.2792, "X2": 0.79484, "Y2": 0.279, "X3": 0.79355, "Y3": 0.2898, "X4": 0.74323, "Y4": 0.2898, "page": 0, "Index": 347}, {"Word": "and", "Confidence": 0.996, "X1": 0.79742, "Y1": 0.2792, "X2": 0.82323, "Y2": 0.279, "X3": 0.82194, "Y3": 0.2898, "X4": 0.79742, "Y4": 0.2898, "page": 0, "Index": 348}, {"Word": "alcohol.", "Confidence": 0.933, "X1": 0.82581, "Y1": 0.2792, "X2": 0.87613, "Y2": 0.279, "X3": 0.87613, "Y3": 0.2898, "X4": 0.82581, "Y4": 0.2898, "page": 0, "Index": 349}, {"Word": "cancers", "Confidence": 0.992, "X1": 0.09161, "Y1": 0.2942, "X2": 0.14194, "Y2": 0.294, "X3": 0.14194, "Y3": 0.3058, "X4": 0.0929, "Y4": 0.3068, "page": 0, "Index": 350}, {"Word": "in", "Confidence": 0.997, "X1": 0.14452, "Y1": 0.2942, "X2": 0.15742, "Y2": 0.294, "X3": 0.15742, "Y3": 0.3058, "X4": 0.14452, "Y4": 0.3058, "page": 0, "Index": 351}, {"Word": "women", "Confidence": 0.993, "X1": 0.16, "Y1": 0.2932, "X2": 0.20774, "Y2": 0.293, "X3": 0.20774, "Y3": 0.3048, "X4": 0.16, "Y4": 0.3058, "page": 0, "Index": 352}, {"Word": "suggest", "Confidence": 0.994, "X1": 0.21032, "Y1": 0.2932, "X2": 0.26065, "Y2": 0.293, "X3": 0.25935, "Y3": 0.3038, "X4": 0.21032, "Y4": 0.3048, "page": 0, "Index": 353}, {"Word": "that", "Confidence": 0.986, "X1": 0.26323, "Y1": 0.2922, "X2": 0.28903, "Y2": 0.292, "X3": 0.28903, "Y3": 0.3038, "X4": 0.26323, "Y4": 0.3038, "page": 0, "Index": 354}, {"Word": "even", "Confidence": 0.986, "X1": 0.29161, "Y1": 0.2922, "X2": 0.32258, "Y2": 0.292, "X3": 0.32129, "Y3": 0.3038, "X4": 0.29161, "Y4": 0.3038, "page": 0, "Index": 355}, {"Word": "influenced", "Confidence": 0.947, "X1": 0.37677, "Y1": 0.2892, "X2": 0.44258, "Y2": 0.289, "X3": 0.44258, "Y3": 0.3008, "X4": 0.37677, "Y4": 0.3008, "page": 0, "Index": 356}, {"Word": "by", "Confidence": 0.998, "X1": 0.44903, "Y1": 0.2892, "X2": 0.4671, "Y2": 0.289, "X3": 0.4671, "Y3": 0.3008, "X4": 0.44903, "Y4": 0.3008, "page": 0, "Index": 357}, {"Word": "environmental", "Confidence": 0.991, "X1": 0.47355, "Y1": 0.2892, "X2": 0.57032, "Y2": 0.289, "X3": 0.57032, "Y3": 0.2998, "X4": 0.47226, "Y4": 0.3008, "page": 0, "Index": 358}, {"Word": "expo-", "Confidence": 0.995, "X1": 0.5729, "Y1": 0.2892, "X2": 0.61161, "Y2": 0.289, "X3": 0.61161, "Y3": 0.2998, "X4": 0.5729, "Y4": 0.2998, "page": 0, "Index": 359}, {"Word": "Among", "Confidence": 0.993, "X1": 0.68903, "Y1": 0.2932, "X2": 0.73548, "Y2": 0.293, "X3": 0.73419, "Y3": 0.3048, "X4": 0.68774, "Y4": 0.3048, "page": 0, "Index": 360}, {"Word": "women,", "Confidence": 0.981, "X1": 0.73806, "Y1": 0.2922, "X2": 0.78839, "Y2": 0.292, "X3": 0.7871, "Y3": 0.3048, "X4": 0.73677, "Y4": 0.3048, "page": 0, "Index": 361}, {"Word": "increased", "Confidence": 0.847, "X1": 0.79097, "Y1": 0.2922, "X2": 0.8529, "Y2": 0.292, "X3": 0.85161, "Y3": 0.3048, "X4": 0.78968, "Y4": 0.3048, "page": 0, "Index": 362}, {"Word": "rates", "Confidence": 0.997, "X1": 0.85548, "Y1": 0.2922, "X2": 0.88903, "Y2": 0.292, "X3": 0.88774, "Y3": 0.3048, "X4": 0.85419, "Y4": 0.3048, "page": 0, "Index": 363}, {"Word": "of", "Confidence": 0.998, "X1": 0.8929, "Y1": 0.2912, "X2": 0.91097, "Y2": 0.291, "X3": 0.90968, "Y3": 0.3048, "X4": 0.89161, "Y4": 0.3048, "page": 0, "Index": 364}, {"Word": "while", "Confidence": 0.993, "X1": 0.0929, "Y1": 0.3062, "X2": 0.12903, "Y2": 0.306, "X3": 0.12903, "Y3": 0.3178, "X4": 0.0929, "Y4": 0.3188, "page": 0, "Index": 365}, {"Word": "more", "Confidence": 0.989, "X1": 0.13161, "Y1": 0.3052, "X2": 0.16645, "Y2": 0.305, "X3": 0.16645, "Y3": 0.3168, "X4": 0.13161, "Y4": 0.3178, "page": 0, "Index": 366}, {"Word": "cancers", "Confidence": 0.994, "X1": 0.16903, "Y1": 0.3042, "X2": 0.22065, "Y2": 0.304, "X3": 0.22065, "Y3": 0.3168, "X4": 0.16903, "Y4": 0.3168, "page": 0, "Index": 367}, {"Word": "are", "Confidence": 0.998, "X1": 0.22323, "Y1": 0.3042, "X2": 0.24774, "Y2": 0.304, "X3": 0.24774, "Y3": 0.3158, "X4": 0.22323, "Y4": 0.3158, "page": 0, "Index": 368}, {"Word": "being", "Confidence": 0.991, "X1": 0.25032, "Y1": 0.3042, "X2": 0.28645, "Y2": 0.304, "X3": 0.28645, "Y3": 0.3158, "X4": 0.25032, "Y4": 0.3158, "page": 0, "Index": 369}, {"Word": "diag-", "Confidence": 0.955, "X1": 0.29032, "Y1": 0.3032, "X2": 0.32645, "Y2": 0.303, "X3": 0.32645, "Y3": 0.3158, "X4": 0.28903, "Y4": 0.3158, "page": 0, "Index": 370}, {"Word": "sures.", "Confidence": 0.927, "X1": 0.37806, "Y1": 0.3002, "X2": 0.41419, "Y2": 0.3, "X3": 0.41419, "Y3": 0.3128, "X4": 0.37935, "Y4": 0.3118, "page": 0, "Index": 371}, {"Word": "But,", "Confidence": 0.981, "X1": 0.41806, "Y1": 0.3002, "X2": 0.44387, "Y2": 0.3, "X3": 0.44516, "Y3": 0.3128, "X4": 0.41806, "Y4": 0.3128, "page": 0, "Index": 372}, {"Word": "he", "Confidence": 0.997, "X1": 0.44774, "Y1": 0.3002, "X2": 0.46452, "Y2": 0.3, "X3": 0.46452, "Y3": 0.3128, "X4": 0.44774, "Y4": 0.3128, "page": 0, "Index": 373}, {"Word": "added", "Confidence": 0.997, "X1": 0.4671, "Y1": 0.3002, "X2": 0.50581, "Y2": 0.3, "X3": 0.50452, "Y3": 0.3128, "X4": 0.4671, "Y4": 0.3128, "page": 0, "Index": 374}, {"Word": "in", "Confidence": 0.998, "X1": 0.50839, "Y1": 0.3002, "X2": 0.52129, "Y2": 0.3, "X3": 0.52129, "Y3": 0.3128, "X4": 0.50839, "Y4": 0.3128, "page": 0, "Index": 375}, {"Word": "an", "Confidence": 0.998, "X1": 0.52516, "Y1": 0.3002, "X2": 0.54065, "Y2": 0.3, "X3": 0.53935, "Y3": 0.3128, "X4": 0.52516, "Y4": 0.3128, "page": 0, "Index": 376}, {"Word": "interview,", "Confidence": 0.93, "X1": 0.54323, "Y1": 0.3002, "X2": 0.61032, "Y2": 0.3, "X3": 0.61032, "Y3": 0.3118, "X4": 0.54323, "Y4": 0.3128, "page": 0, "Index": 377}, {"Word": "breast", "Confidence": 0.997, "X1": 0.67613, "Y1": 0.3042, "X2": 0.71871, "Y2": 0.304, "X3": 0.71742, "Y3": 0.3158, "X4": 0.67613, "Y4": 0.3158, "page": 0, "Index": 378}, {"Word": "and", "Confidence": 0.998, "X1": 0.72129, "Y1": 0.3042, "X2": 0.7471, "Y2": 0.304, "X3": 0.74581, "Y3": 0.3158, "X4": 0.72129, "Y4": 0.3158, "page": 0, "Index": 379}, {"Word": "lung", "Confidence": 0.982, "X1": 0.74968, "Y1": 0.3042, "X2": 0.78065, "Y2": 0.304, "X3": 0.78065, "Y3": 0.3158, "X4": 0.74968, "Y4": 0.3158, "page": 0, "Index": 380}, {"Word": "cancers", "Confidence": 0.993, "X1": 0.78452, "Y1": 0.3042, "X2": 0.83742, "Y2": 0.304, "X3": 0.83613, "Y3": 0.3158, "X4": 0.78452, "Y4": 0.3158, "page": 0, "Index": 381}, {"Word": "accounted", "Confidence": 0.995, "X1": 0.84, "Y1": 0.3052, "X2": 0.9071, "Y2": 0.305, "X3": 0.90581, "Y3": 0.3168, "X4": 0.84, "Y4": 0.3158, "page": 0, "Index": 382}, {"Word": "people", "Confidence": 0.937, "X1": 0.13548, "Y1": 0.3162, "X2": 0.17677, "Y2": 0.316, "X3": 0.17677, "Y3": 0.3278, "X4": 0.13677, "Y4": 0.3288, "page": 0, "Index": 383}, {"Word": "treated", "Confidence": 0.996, "X1": 0.17935, "Y1": 0.3162, "X2": 0.22839, "Y2": 0.316, "X3": 0.22839, "Y3": 0.3268, "X4": 0.18065, "Y4": 0.3278, "page": 0, "Index": 384}, {"Word": "for", "Confidence": 0.998, "X1": 0.23097, "Y1": 0.3162, "X2": 0.25032, "Y2": 0.316, "X3": 0.25032, "Y3": 0.3268, "X4": 0.23097, "Y4": 0.3268, "page": 0, "Index": 385}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.2529, "Y1": 0.3162, "X2": 0.29677, "Y2": 0.316, "X3": 0.29806, "Y3": 0.3278, "X4": 0.25419, "Y4": 0.3268, "page": 0, "Index": 386}, {"Word": "are", "Confidence": 0.998, "X1": 0.30065, "Y1": 0.3162, "X2": 0.32516, "Y2": 0.316, "X3": 0.32516, "Y3": 0.3278, "X4": 0.30065, "Y4": 0.3278, "page": 0, "Index": 387}, {"Word": "\"lymphomas", "Confidence": 0.924, "X1": 0.37677, "Y1": 0.3122, "X2": 0.46323, "Y2": 0.312, "X3": 0.46323, "Y3": 0.3248, "X4": 0.37677, "Y4": 0.3228, "page": 0, "Index": 388}, {"Word": "are", "Confidence": 0.998, "X1": 0.46839, "Y1": 0.3122, "X2": 0.4929, "Y2": 0.312, "X3": 0.4929, "Y3": 0.3248, "X4": 0.46839, "Y4": 0.3248, "page": 0, "Index": 389}, {"Word": "relatively", "Confidence": 0.994, "X1": 0.49806, "Y1": 0.3112, "X2": 0.56258, "Y2": 0.311, "X3": 0.56258, "Y3": 0.3238, "X4": 0.49806, "Y4": 0.3248, "page": 0, "Index": 390}, {"Word": "minor", "Confidence": 0.997, "X1": 0.56903, "Y1": 0.3112, "X2": 0.61161, "Y2": 0.311, "X3": 0.61032, "Y3": 0.3238, "X4": 0.56774, "Y4": 0.3238, "page": 0, "Index": 391}, {"Word": "for", "Confidence": 0.994, "X1": 0.67484, "Y1": 0.3152, "X2": 0.69548, "Y2": 0.315, "X3": 0.69677, "Y3": 0.3268, "X4": 0.67484, "Y4": 0.3278, "page": 0, "Index": 392}, {"Word": "the", "Confidence": 0.994, "X1": 0.70194, "Y1": 0.3152, "X2": 0.72387, "Y2": 0.315, "X3": 0.72387, "Y3": 0.3268, "X4": 0.70194, "Y4": 0.3268, "page": 0, "Index": 393}, {"Word": "overwhelming", "Confidence": 0.958, "X1": 0.72903, "Y1": 0.3162, "X2": 0.82194, "Y2": 0.316, "X3": 0.82194, "Y3": 0.3278, "X4": 0.72903, "Y4": 0.3268, "page": 0, "Index": 394}, {"Word": "nosed,", "Confidence": 0.953, "X1": 0.09161, "Y1": 0.3172, "X2": 0.1329, "Y2": 0.317, "X3": 0.13419, "Y3": 0.3288, "X4": 0.0929, "Y4": 0.3308, "page": 0, "Index": 395}, {"Word": "also", "Confidence": 0.71, "X1": 0.29548, "Y1": 0.3252, "X2": 0.32516, "Y2": 0.325, "X3": 0.32516, "Y3": 0.3378, "X4": 0.29677, "Y4": 0.3388, "page": 0, "Index": 396}, {"Word": "types", "Confidence": 0.991, "X1": 0.37935, "Y1": 0.3242, "X2": 0.4129, "Y2": 0.324, "X3": 0.4129, "Y3": 0.3358, "X4": 0.37935, "Y4": 0.3358, "page": 0, "Index": 397}, {"Word": "of", "Confidence": 0.997, "X1": 0.41548, "Y1": 0.3242, "X2": 0.42968, "Y2": 0.324, "X3": 0.42968, "Y3": 0.3348, "X4": 0.41548, "Y4": 0.3358, "page": 0, "Index": 398}, {"Word": "cancer.\"", "Confidence": 0.936, "X1": 0.43226, "Y1": 0.3242, "X2": 0.48903, "Y2": 0.324, "X3": 0.48903, "Y3": 0.3328, "X4": 0.43226, "Y4": 0.3348, "page": 0, "Index": 399}, {"Word": "majority", "Confidence": 0.995, "X1": 0.82839, "Y1": 0.3162, "X2": 0.88774, "Y2": 0.316, "X3": 0.88645, "Y3": 0.3288, "X4": 0.82839, "Y4": 0.3278, "page": 0, "Index": 400}, {"Word": "of", "Confidence": 0.995, "X1": 0.8929, "Y1": 0.3162, "X2": 0.90968, "Y2": 0.316, "X3": 0.90839, "Y3": 0.3288, "X4": 0.89161, "Y4": 0.3288, "page": 0, "Index": 401}, {"Word": "living", "Confidence": 0.466, "X1": 0.0929, "Y1": 0.3282, "X2": 0.13032, "Y2": 0.328, "X3": 0.13161, "Y3": 0.3398, "X4": 0.0929, "Y4": 0.3408, "page": 0, "Index": 402}, {"Word": "longer.", "Confidence": 0.669, "X1": 0.13419, "Y1": 0.3282, "X2": 0.18452, "Y2": 0.328, "X3": 0.18452, "Y3": 0.3398, "X4": 0.13419, "Y4": 0.3398, "page": 0, "Index": 403}, {"Word": "The", "Confidence": 0.994, "X1": 0.1871, "Y1": 0.3272, "X2": 0.21419, "Y2": 0.327, "X3": 0.21419, "Y3": 0.3398, "X4": 0.18839, "Y4": 0.3398, "page": 0, "Index": 404}, {"Word": "latest", "Confidence": 0.991, "X1": 0.21677, "Y1": 0.3272, "X2": 0.25806, "Y2": 0.327, "X3": 0.25806, "Y3": 0.3388, "X4": 0.21806, "Y4": 0.3388, "page": 0, "Index": 405}, {"Word": "data", "Confidence": 0.982, "X1": 0.26065, "Y1": 0.3262, "X2": 0.29161, "Y2": 0.326, "X3": 0.29161, "Y3": 0.3388, "X4": 0.26194, "Y4": 0.3388, "page": 0, "Index": 406}, {"Word": "Another", "Confidence": 0.993, "X1": 0.38968, "Y1": 0.3352, "X2": 0.44387, "Y2": 0.335, "X3": 0.44387, "Y3": 0.3468, "X4": 0.39097, "Y4": 0.3468, "page": 0, "Index": 407}, {"Word": "co-author,", "Confidence": 0.931, "X1": 0.44774, "Y1": 0.3342, "X2": 0.51484, "Y2": 0.334, "X3": 0.51355, "Y3": 0.3458, "X4": 0.44774, "Y4": 0.3468, "page": 0, "Index": 408}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.51742, "Y1": 0.3342, "X2": 0.54065, "Y2": 0.334, "X3": 0.54065, "Y3": 0.3458, "X4": 0.51742, "Y4": 0.3458, "page": 0, "Index": 409}, {"Word": "Joseph", "Confidence": 0.932, "X1": 0.54452, "Y1": 0.3332, "X2": 0.58968, "Y2": 0.333, "X3": 0.58839, "Y3": 0.3458, "X4": 0.54323, "Y4": 0.3458, "page": 0, "Index": 410}, {"Word": "F.", "Confidence": 0.992, "X1": 0.59484, "Y1": 0.3332, "X2": 0.61032, "Y2": 0.333, "X3": 0.60903, "Y3": 0.3458, "X4": 0.59355, "Y4": 0.3458, "page": 0, "Index": 411}, {"Word": "the", "Confidence": 0.995, "X1": 0.67484, "Y1": 0.3282, "X2": 0.69677, "Y2": 0.328, "X3": 0.69806, "Y3": 0.3398, "X4": 0.67613, "Y4": 0.3398, "page": 0, "Index": 412}, {"Word": "rise", "Confidence": 0.988, "X1": 0.70065, "Y1": 0.3272, "X2": 0.72774, "Y2": 0.327, "X3": 0.72774, "Y3": 0.3388, "X4": 0.70065, "Y4": 0.3388, "page": 0, "Index": 413}, {"Word": "in", "Confidence": 0.998, "X1": 0.73032, "Y1": 0.3272, "X2": 0.74452, "Y2": 0.327, "X3": 0.74452, "Y3": 0.3388, "X4": 0.73161, "Y4": 0.3388, "page": 0, "Index": 414}, {"Word": "the", "Confidence": 0.996, "X1": 0.74839, "Y1": 0.3272, "X2": 0.77032, "Y2": 0.327, "X3": 0.77161, "Y3": 0.3388, "X4": 0.74968, "Y4": 0.3388, "page": 0, "Index": 415}, {"Word": "incidence", "Confidence": 0.991, "X1": 0.77419, "Y1": 0.3272, "X2": 0.83742, "Y2": 0.327, "X3": 0.83742, "Y3": 0.3388, "X4": 0.77419, "Y4": 0.3388, "page": 0, "Index": 416}, {"Word": "of", "Confidence": 0.998, "X1": 0.84, "Y1": 0.3272, "X2": 0.85548, "Y2": 0.327, "X3": 0.85548, "Y3": 0.3388, "X4": 0.84, "Y4": 0.3388, "page": 0, "Index": 417}, {"Word": "cancer.", "Confidence": 0.955, "X1": 0.85806, "Y1": 0.3282, "X2": 0.91097, "Y2": 0.328, "X3": 0.90968, "Y3": 0.3398, "X4": 0.85806, "Y4": 0.3388, "page": 0, "Index": 418}, {"Word": "reveal", "Confidence": 0.633, "X1": 0.09419, "Y1": 0.3402, "X2": 0.13548, "Y2": 0.34, "X3": 0.13548, "Y3": 0.3518, "X4": 0.09419, "Y4": 0.3528, "page": 0, "Index": 419}, {"Word": "that", "Confidence": 0.986, "X1": 0.13806, "Y1": 0.3402, "X2": 0.16516, "Y2": 0.34, "X3": 0.16516, "Y3": 0.3508, "X4": 0.13806, "Y4": 0.3518, "page": 0, "Index": 420}, {"Word": "in", "Confidence": 0.998, "X1": 0.16774, "Y1": 0.3402, "X2": 0.18194, "Y2": 0.34, "X3": 0.18194, "Y3": 0.3508, "X4": 0.16774, "Y4": 0.3508, "page": 0, "Index": 421}, {"Word": "the", "Confidence": 0.998, "X1": 0.18452, "Y1": 0.3392, "X2": 0.20645, "Y2": 0.339, "X3": 0.20774, "Y3": 0.3508, "X4": 0.18452, "Y4": 0.3508, "page": 0, "Index": 422}, {"Word": "first", "Confidence": 0.992, "X1": 0.21032, "Y1": 0.3392, "X2": 0.24, "Y2": 0.339, "X3": 0.24, "Y3": 0.3498, "X4": 0.21032, "Y4": 0.3508, "page": 0, "Index": 423}, {"Word": "two", "Confidence": 0.996, "X1": 0.24258, "Y1": 0.3392, "X2": 0.2671, "Y2": 0.339, "X3": 0.2671, "Y3": 0.3498, "X4": 0.24258, "Y4": 0.3498, "page": 0, "Index": 424}, {"Word": "years", "Confidence": 0.994, "X1": 0.26968, "Y1": 0.3382, "X2": 0.3071, "Y2": 0.338, "X3": 0.30839, "Y3": 0.3498, "X4": 0.27097, "Y4": 0.3498, "page": 0, "Index": 425}, {"Word": "of", "Confidence": 0.993, "X1": 0.31097, "Y1": 0.3382, "X2": 0.32645, "Y2": 0.338, "X3": 0.32645, "Y3": 0.3498, "X4": 0.31097, "Y4": 0.3498, "page": 0, "Index": 426}, {"Word": "Fraumen!", "Confidence": 0.992, "X1": 0.37935, "Y1": 0.3472, "X2": 0.44387, "Y2": 0.347, "X3": 0.44387, "Y3": 0.3578, "X4": 0.37935, "Y4": 0.3588, "page": 0, "Index": 427}, {"Word": "Jr", "Confidence": 0.993, "X1": 0.44774, "Y1": 0.3472, "X2": 0.45935, "Y2": 0.347, "X3": 0.45935, "Y3": 0.3578, "X4": 0.44645, "Y4": 0.3578, "page": 0, "Index": 428}, {"Word": ".,", "Confidence": 0.991, "X1": 0.46194, "Y1": 0.3472, "X2": 0.47097, "Y2": 0.347, "X3": 0.47097, "Y3": 0.3578, "X4": 0.46194, "Y4": 0.3578, "page": 0, "Index": 429}, {"Word": "an", "Confidence": 0.998, "X1": 0.47484, "Y1": 0.3462, "X2": 0.49161, "Y2": 0.346, "X3": 0.49161, "Y3": 0.3578, "X4": 0.47355, "Y4": 0.3578, "page": 0, "Index": 430}, {"Word": "epidemiologist", "Confidence": 0.902, "X1": 0.49548, "Y1": 0.3462, "X2": 0.59226, "Y2": 0.346, "X3": 0.59097, "Y3": 0.3578, "X4": 0.49548, "Y4": 0.3578, "page": 0, "Index": 431}, {"Word": "at", "Confidence": 0.998, "X1": 0.59484, "Y1": 0.3462, "X2": 0.61161, "Y2": 0.346, "X3": 0.61161, "Y3": 0.3578, "X4": 0.59484, "Y4": 0.3578, "page": 0, "Index": 432}, {"Word": "The", "Confidence": 0.998, "X1": 0.67742, "Y1": 0.3392, "X2": 0.70194, "Y2": 0.339, "X3": 0.70194, "Y3": 0.3498, "X4": 0.67742, "Y4": 0.3498, "page": 0, "Index": 433}, {"Word": "researchers", "Confidence": 0.994, "X1": 0.70452, "Y1": 0.3392, "X2": 0.78323, "Y2": 0.339, "X3": 0.78452, "Y3": 0.3498, "X4": 0.70452, "Y4": 0.3498, "page": 0, "Index": 434}, {"Word": "said", "Confidence": 0.648, "X1": 0.7871, "Y1": 0.3392, "X2": 0.81677, "Y2": 0.339, "X3": 0.81677, "Y3": 0.3498, "X4": 0.7871, "Y4": 0.3498, "page": 0, "Index": 435}, {"Word": "the", "Confidence": 0.993, "X1": 0.81935, "Y1": 0.3382, "X2": 0.84258, "Y2": 0.338, "X3": 0.84258, "Y3": 0.3498, "X4": 0.81935, "Y4": 0.3498, "page": 0, "Index": 436}, {"Word": "ever-wid-", "Confidence": 0.994, "X1": 0.84516, "Y1": 0.3372, "X2": 0.90839, "Y2": 0.337, "X3": 0.90839, "Y3": 0.3498, "X4": 0.84516, "Y4": 0.3498, "page": 0, "Index": 437}, {"Word": "-", "Confidence": 0.941, "X1": 0.92516, "Y1": 0.3542, "X2": 0.92516, "Y2": 0.354, "X3": 0.91484, "Y3": 0.3538, "X4": 0.91484, "Y4": 0.3488, "page": 0, "Index": 438}, {"Word": "this", "Confidence": 0.985, "X1": 0.09419, "Y1": 0.3522, "X2": 0.11742, "Y2": 0.352, "X3": 0.11742, "Y3": 0.3628, "X4": 0.09419, "Y4": 0.3638, "page": 0, "Index": 439}, {"Word": "decade,", "Confidence": 0.991, "X1": 0.12, "Y1": 0.3512, "X2": 0.16774, "Y2": 0.351, "X3": 0.16774, "Y3": 0.3628, "X4": 0.12, "Y4": 0.3628, "page": 0, "Index": 440}, {"Word": "death", "Confidence": 0.993, "X1": 0.17161, "Y1": 0.3512, "X2": 0.20645, "Y2": 0.351, "X3": 0.20645, "Y3": 0.3618, "X4": 0.17161, "Y4": 0.3628, "page": 0, "Index": 441}, {"Word": "rates", "Confidence": 0.996, "X1": 0.20903, "Y1": 0.3512, "X2": 0.24258, "Y2": 0.351, "X3": 0.24258, "Y3": 0.3618, "X4": 0.20903, "Y4": 0.3618, "page": 0, "Index": 442}, {"Word": "from", "Confidence": 0.983, "X1": 0.24645, "Y1": 0.3502, "X2": 0.27355, "Y2": 0.35, "X3": 0.27355, "Y3": 0.3618, "X4": 0.24645, "Y4": 0.3618, "page": 0, "Index": 443}, {"Word": "cancer", "Confidence": 0.995, "X1": 0.28129, "Y1": 0.3502, "X2": 0.32645, "Y2": 0.35, "X3": 0.32645, "Y3": 0.3608, "X4": 0.28129, "Y4": 0.3618, "page": 0, "Index": 444}, {"Word": "ening", "Confidence": 0.994, "X1": 0.67613, "Y1": 0.3512, "X2": 0.70968, "Y2": 0.351, "X3": 0.70968, "Y3": 0.3628, "X4": 0.67613, "Y4": 0.3628, "page": 0, "Index": 445}, {"Word": "use", "Confidence": 0.998, "X1": 0.71226, "Y1": 0.3502, "X2": 0.73548, "Y2": 0.35, "X3": 0.73548, "Y3": 0.3618, "X4": 0.71226, "Y4": 0.3618, "page": 0, "Index": 446}, {"Word": "of", "Confidence": 0.998, "X1": 0.73806, "Y1": 0.3502, "X2": 0.75097, "Y2": 0.35, "X3": 0.75097, "Y3": 0.3618, "X4": 0.73806, "Y4": 0.3618, "page": 0, "Index": 447}, {"Word": "routine", "Confidence": 0.994, "X1": 0.75355, "Y1": 0.3502, "X2": 0.8, "Y2": 0.35, "X3": 0.8, "Y3": 0.3618, "X4": 0.75355, "Y4": 0.3618, "page": 0, "Index": 448}, {"Word": "screening", "Confidence": 0.995, "X1": 0.80387, "Y1": 0.3502, "X2": 0.86452, "Y2": 0.35, "X3": 0.86452, "Y3": 0.3618, "X4": 0.80387, "Y4": 0.3618, "page": 0, "Index": 449}, {"Word": "mam-", "Confidence": 0.991, "X1": 0.86839, "Y1": 0.3502, "X2": 0.91097, "Y2": 0.35, "X3": 0.91097, "Y3": 0.3628, "X4": 0.8671, "Y4": 0.3618, "page": 0, "Index": 450}, {"Word": "In", "Confidence": 0.967, "X1": 0.09419, "Y1": 0.3642, "X2": 0.1071, "Y2": 0.364, "X3": 0.10581, "Y3": 0.3748, "X4": 0.0929, "Y4": 0.3748, "page": 0, "Index": 451}, {"Word": "the", "Confidence": 0.998, "X1": 0.10968, "Y1": 0.3632, "X2": 0.13161, "Y2": 0.363, "X3": 0.13161, "Y3": 0.3748, "X4": 0.10968, "Y4": 0.3748, "page": 0, "Index": 452}, {"Word": "United", "Confidence": 0.955, "X1": 0.13548, "Y1": 0.3632, "X2": 0.17677, "Y2": 0.363, "X3": 0.17548, "Y3": 0.3738, "X4": 0.13419, "Y4": 0.3748, "page": 0, "Index": 453}, {"Word": "States", "Confidence": 0.996, "X1": 0.17935, "Y1": 0.3622, "X2": 0.22065, "Y2": 0.362, "X3": 0.21935, "Y3": 0.3738, "X4": 0.17935, "Y4": 0.3738, "page": 0, "Index": 454}, {"Word": "declined", "Confidence": 0.946, "X1": 0.22323, "Y1": 0.3612, "X2": 0.27742, "Y2": 0.361, "X3": 0.27613, "Y3": 0.3728, "X4": 0.22323, "Y4": 0.3738, "page": 0, "Index": 455}, {"Word": "for", "Confidence": 0.998, "X1": 0.28, "Y1": 0.3612, "X2": 0.29935, "Y2": 0.361, "X3": 0.29806, "Y3": 0.3728, "X4": 0.28, "Y4": 0.3728, "page": 0, "Index": 456}, {"Word": "the", "Confidence": 0.998, "X1": 0.30194, "Y1": 0.3612, "X2": 0.32516, "Y2": 0.361, "X3": 0.32387, "Y3": 0.3728, "X4": 0.30194, "Y4": 0.3728, "page": 0, "Index": 457}, {"Word": "the", "Confidence": 0.998, "X1": 0.37935, "Y1": 0.3582, "X2": 0.39742, "Y2": 0.358, "X3": 0.39742, "Y3": 0.3698, "X4": 0.37935, "Y4": 0.3698, "page": 0, "Index": 458}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.4, "Y1": 0.3582, "X2": 0.44516, "Y2": 0.358, "X3": 0.44516, "Y3": 0.3698, "X4": 0.40129, "Y4": 0.3698, "page": 0, "Index": 459}, {"Word": "institute,", "Confidence": 0.982, "X1": 0.44774, "Y1": 0.3582, "X2": 0.50581, "Y2": 0.358, "X3": 0.50581, "Y3": 0.3698, "X4": 0.44903, "Y4": 0.3698, "page": 0, "Index": 460}, {"Word": "said", "Confidence": 0.927, "X1": 0.50839, "Y1": 0.3582, "X2": 0.53548, "Y2": 0.358, "X3": 0.53548, "Y3": 0.3698, "X4": 0.50839, "Y4": 0.3698, "page": 0, "Index": 461}, {"Word": "it", "Confidence": 0.997, "X1": 0.53806, "Y1": 0.3572, "X2": 0.54839, "Y2": 0.357, "X3": 0.54839, "Y3": 0.3698, "X4": 0.53806, "Y4": 0.3698, "page": 0, "Index": 462}, {"Word": "was", "Confidence": 0.995, "X1": 0.55226, "Y1": 0.3572, "X2": 0.57935, "Y2": 0.357, "X3": 0.57935, "Y3": 0.3698, "X4": 0.55226, "Y4": 0.3698, "page": 0, "Index": 463}, {"Word": "pos-", "Confidence": 0.733, "X1": 0.58194, "Y1": 0.3572, "X2": 0.61419, "Y2": 0.357, "X3": 0.61419, "Y3": 0.3688, "X4": 0.58194, "Y4": 0.3698, "page": 0, "Index": 464}, {"Word": "mography", "Confidence": 0.994, "X1": 0.67613, "Y1": 0.3622, "X2": 0.74194, "Y2": 0.362, "X3": 0.74194, "Y3": 0.3738, "X4": 0.67613, "Y4": 0.3738, "page": 0, "Index": 465}, {"Word": "was", "Confidence": 0.998, "X1": 0.74839, "Y1": 0.3622, "X2": 0.77548, "Y2": 0.362, "X3": 0.77548, "Y3": 0.3738, "X4": 0.74839, "Y4": 0.3738, "page": 0, "Index": 466}, {"Word": "mainly", "Confidence": 0.991, "X1": 0.78065, "Y1": 0.3622, "X2": 0.82839, "Y2": 0.362, "X3": 0.82839, "Y3": 0.3738, "X4": 0.78065, "Y4": 0.3738, "page": 0, "Index": 467}, {"Word": "responsible", "Confidence": 0.993, "X1": 0.83355, "Y1": 0.3622, "X2": 0.90968, "Y2": 0.362, "X3": 0.90839, "Y3": 0.3738, "X4": 0.83355, "Y4": 0.3738, "page": 0, "Index": 468}, {"Word": "first", "Confidence": 0.885, "X1": 0.09548, "Y1": 0.3752, "X2": 0.12387, "Y2": 0.375, "X3": 0.12387, "Y3": 0.3868, "X4": 0.09419, "Y4": 0.3868, "page": 0, "Index": 469}, {"Word": "time", "Confidence": 0.938, "X1": 0.12774, "Y1": 0.3752, "X2": 0.15871, "Y2": 0.375, "X3": 0.15742, "Y3": 0.3858, "X4": 0.12645, "Y4": 0.3868, "page": 0, "Index": 470}, {"Word": "since", "Confidence": 0.997, "X1": 0.16258, "Y1": 0.3742, "X2": 0.19742, "Y2": 0.374, "X3": 0.19742, "Y3": 0.3858, "X4": 0.16129, "Y4": 0.3858, "page": 0, "Index": 471}, {"Word": "records", "Confidence": 0.995, "X1": 0.20129, "Y1": 0.3732, "X2": 0.2529, "Y2": 0.373, "X3": 0.2529, "Y3": 0.3848, "X4": 0.2, "Y4": 0.3858, "page": 0, "Index": 472}, {"Word": "have", "Confidence": 0.991, "X1": 0.25677, "Y1": 0.3732, "X2": 0.28903, "Y2": 0.373, "X3": 0.28903, "Y3": 0.3848, "X4": 0.25548, "Y4": 0.3848, "page": 0, "Index": 473}, {"Word": "been", "Confidence": 0.987, "X1": 0.2929, "Y1": 0.3722, "X2": 0.32387, "Y2": 0.372, "X3": 0.32387, "Y3": 0.3848, "X4": 0.2929, "Y4": 0.3848, "page": 0, "Index": 474}, {"Word": "sible", "Confidence": 0.991, "X1": 0.37806, "Y1": 0.3692, "X2": 0.41032, "Y2": 0.369, "X3": 0.40903, "Y3": 0.3818, "X4": 0.37677, "Y4": 0.3828, "page": 0, "Index": 475}, {"Word": "that", "Confidence": 0.979, "X1": 0.41935, "Y1": 0.3692, "X2": 0.44903, "Y2": 0.369, "X3": 0.44774, "Y3": 0.3818, "X4": 0.41935, "Y4": 0.3818, "page": 0, "Index": 476}, {"Word": "environmental", "Confidence": 0.908, "X1": 0.45677, "Y1": 0.3692, "X2": 0.55484, "Y2": 0.369, "X3": 0.55484, "Y3": 0.3808, "X4": 0.45677, "Y4": 0.3818, "page": 0, "Index": 477}, {"Word": "factors", "Confidence": 0.994, "X1": 0.56129, "Y1": 0.3702, "X2": 0.61032, "Y2": 0.37, "X3": 0.61032, "Y3": 0.3798, "X4": 0.56129, "Y4": 0.3808, "page": 0, "Index": 478}, {"Word": "for", "Confidence": 0.994, "X1": 0.67613, "Y1": 0.3722, "X2": 0.69677, "Y2": 0.372, "X3": 0.69677, "Y3": 0.3848, "X4": 0.67613, "Y4": 0.3838, "page": 0, "Index": 479}, {"Word": "the", "Confidence": 0.995, "X1": 0.70065, "Y1": 0.3732, "X2": 0.72387, "Y2": 0.373, "X3": 0.72387, "Y3": 0.3848, "X4": 0.70065, "Y4": 0.3848, "page": 0, "Index": 480}, {"Word": "30.1", "Confidence": 0.941, "X1": 0.72774, "Y1": 0.3732, "X2": 0.75355, "Y2": 0.373, "X3": 0.75355, "Y3": 0.3848, "X4": 0.72774, "Y4": 0.3848, "page": 0, "Index": 481}, {"Word": "percent", "Confidence": 0.802, "X1": 0.75871, "Y1": 0.3732, "X2": 0.81032, "Y2": 0.373, "X3": 0.81032, "Y3": 0.3858, "X4": 0.75871, "Y4": 0.3848, "page": 0, "Index": 482}, {"Word": "rise", "Confidence": 0.988, "X1": 0.81419, "Y1": 0.3732, "X2": 0.84129, "Y2": 0.373, "X3": 0.84, "Y3": 0.3858, "X4": 0.8129, "Y4": 0.3858, "page": 0, "Index": 483}, {"Word": "in", "Confidence": 0.996, "X1": 0.84387, "Y1": 0.3732, "X2": 0.85935, "Y2": 0.373, "X3": 0.85935, "Y3": 0.3858, "X4": 0.84387, "Y4": 0.3858, "page": 0, "Index": 484}, {"Word": "breast", "Confidence": 0.997, "X1": 0.86452, "Y1": 0.3732, "X2": 0.90968, "Y2": 0.373, "X3": 0.90839, "Y3": 0.3848, "X4": 0.86323, "Y4": 0.3858, "page": 0, "Index": 485}, {"Word": "kept", "Confidence": 0.886, "X1": 0.09548, "Y1": 0.3862, "X2": 0.12387, "Y2": 0.386, "X3": 0.12516, "Y3": 0.3958, "X4": 0.09548, "Y4": 0.3968, "page": 0, "Index": 486}, {"Word": "might", "Confidence": 0.994, "X1": 0.37935, "Y1": 0.3812, "X2": 0.41935, "Y2": 0.381, "X3": 0.41806, "Y3": 0.3928, "X4": 0.37935, "Y4": 0.3938, "page": 0, "Index": 487}, {"Word": "be", "Confidence": 0.998, "X1": 0.42194, "Y1": 0.3812, "X2": 0.44, "Y2": 0.381, "X3": 0.44, "Y3": 0.3928, "X4": 0.42194, "Y4": 0.3928, "page": 0, "Index": 488}, {"Word": "involved", "Confidence": 0.881, "X1": 0.44516, "Y1": 0.3812, "X2": 0.50194, "Y2": 0.381, "X3": 0.50065, "Y3": 0.3928, "X4": 0.44516, "Y4": 0.3928, "page": 0, "Index": 489}, {"Word": "in", "Confidence": 0.998, "X1": 0.5071, "Y1": 0.3812, "X2": 0.52129, "Y2": 0.381, "X3": 0.52129, "Y3": 0.3928, "X4": 0.50581, "Y4": 0.3928, "page": 0, "Index": 490}, {"Word": "Increases", "Confidence": 0.991, "X1": 0.52774, "Y1": 0.3812, "X2": 0.59097, "Y2": 0.381, "X3": 0.59097, "Y3": 0.3928, "X4": 0.52645, "Y4": 0.3928, "page": 0, "Index": 491}, {"Word": "in", "Confidence": 0.998, "X1": 0.59613, "Y1": 0.3812, "X2": 0.61032, "Y2": 0.381, "X3": 0.61032, "Y3": 0.3928, "X4": 0.59484, "Y4": 0.3928, "page": 0, "Index": 492}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.67613, "Y1": 0.3852, "X2": 0.71871, "Y2": 0.385, "X3": 0.71871, "Y3": 0.3968, "X4": 0.67613, "Y4": 0.3958, "page": 0, "Index": 493}, {"Word": "incidence.", "Confidence": 0.941, "X1": 0.72258, "Y1": 0.3852, "X2": 0.78839, "Y2": 0.385, "X3": 0.7871, "Y3": 0.3968, "X4": 0.72258, "Y4": 0.3968, "page": 0, "Index": 494}, {"Word": "Mammography", "Confidence": 0.958, "X1": 0.79097, "Y1": 0.3852, "X2": 0.89032, "Y2": 0.385, "X3": 0.89032, "Y3": 0.3968, "X4": 0.79097, "Y4": 0.3968, "page": 0, "Index": 495}, {"Word": "is", "Confidence": 0.998, "X1": 0.89419, "Y1": 0.3852, "X2": 0.90839, "Y2": 0.385, "X3": 0.90839, "Y3": 0.3968, "X4": 0.8929, "Y4": 0.3968, "page": 0, "Index": 496}, {"Word": "cancers", "Confidence": 0.973, "X1": 0.37935, "Y1": 0.3932, "X2": 0.42839, "Y2": 0.393, "X3": 0.42839, "Y3": 0.4048, "X4": 0.37935, "Y4": 0.4058, "page": 0, "Index": 497}, {"Word": "of", "Confidence": 0.998, "X1": 0.43226, "Y1": 0.3932, "X2": 0.44645, "Y2": 0.393, "X3": 0.44645, "Y3": 0.4048, "X4": 0.43226, "Y4": 0.4048, "page": 0, "Index": 498}, {"Word": "the", "Confidence": 0.995, "X1": 0.44903, "Y1": 0.3922, "X2": 0.47097, "Y2": 0.392, "X3": 0.47097, "Y3": 0.4048, "X4": 0.44903, "Y4": 0.4048, "page": 0, "Index": 499}, {"Word": "brain,", "Confidence": 0.674, "X1": 0.47484, "Y1": 0.3922, "X2": 0.51355, "Y2": 0.392, "X3": 0.51355, "Y3": 0.4048, "X4": 0.47484, "Y4": 0.4048, "page": 0, "Index": 500}, {"Word": "liver,", "Confidence": 0.941, "X1": 0.51742, "Y1": 0.3922, "X2": 0.55226, "Y2": 0.392, "X3": 0.55226, "Y3": 0.4048, "X4": 0.51742, "Y4": 0.4048, "page": 0, "Index": 501}, {"Word": "testicles", "Confidence": 0.669, "X1": 0.55484, "Y1": 0.3932, "X2": 0.61161, "Y2": 0.393, "X3": 0.61161, "Y3": 0.4048, "X4": 0.55484, "Y4": 0.4048, "page": 0, "Index": 502}, {"Word": "The", "Confidence": 0.998, "X1": 0.10968, "Y1": 0.3972, "X2": 0.1329, "Y2": 0.397, "X3": 0.1329, "Y3": 0.4088, "X4": 0.10968, "Y4": 0.4088, "page": 0, "Index": 503}, {"Word": "analysis", "Confidence": 0.995, "X1": 0.13548, "Y1": 0.3962, "X2": 0.18839, "Y2": 0.396, "X3": 0.18839, "Y3": 0.4088, "X4": 0.13548, "Y4": 0.4088, "page": 0, "Index": 504}, {"Word": "was", "Confidence": 0.998, "X1": 0.19226, "Y1": 0.3962, "X2": 0.21806, "Y2": 0.396, "X3": 0.21806, "Y3": 0.4088, "X4": 0.19226, "Y4": 0.4088, "page": 0, "Index": 505}, {"Word": "prepared", "Confidence": 0.996, "X1": 0.22065, "Y1": 0.3962, "X2": 0.28, "Y2": 0.396, "X3": 0.28, "Y3": 0.4088, "X4": 0.22065, "Y4": 0.4088, "page": 0, "Index": 506}, {"Word": "by", "Confidence": 0.998, "X1": 0.28387, "Y1": 0.3962, "X2": 0.29935, "Y2": 0.396, "X3": 0.29935, "Y3": 0.4088, "X4": 0.28387, "Y4": 0.4088, "page": 0, "Index": 507}, {"Word": "Dr.", "Confidence": 0.991, "X1": 0.30194, "Y1": 0.3962, "X2": 0.32774, "Y2": 0.396, "X3": 0.32774, "Y3": 0.4088, "X4": 0.30194, "Y4": 0.4088, "page": 0, "Index": 508}, {"Word": "and", "Confidence": 0.998, "X1": 0.37935, "Y1": 0.4052, "X2": 0.40129, "Y2": 0.405, "X3": 0.4, "Y3": 0.4168, "X4": 0.37806, "Y4": 0.4168, "page": 0, "Index": 509}, {"Word": "kidneys,", "Confidence": 0.991, "X1": 0.40387, "Y1": 0.4052, "X2": 0.45806, "Y2": 0.405, "X3": 0.45806, "Y3": 0.4158, "X4": 0.40387, "Y4": 0.4168, "page": 0, "Index": 510}, {"Word": "but", "Confidence": 0.998, "X1": 0.46194, "Y1": 0.4052, "X2": 0.48258, "Y2": 0.405, "X3": 0.48258, "Y3": 0.4158, "X4": 0.46065, "Y4": 0.4158, "page": 0, "Index": 511}, {"Word": "he", "Confidence": 0.997, "X1": 0.48645, "Y1": 0.4042, "X2": 0.50323, "Y2": 0.404, "X3": 0.50323, "Y3": 0.4158, "X4": 0.48516, "Y4": 0.4158, "page": 0, "Index": 512}, {"Word": "added", "Confidence": 0.996, "X1": 0.50581, "Y1": 0.4042, "X2": 0.54452, "Y2": 0.404, "X3": 0.54452, "Y3": 0.4158, "X4": 0.50581, "Y4": 0.4158, "page": 0, "Index": 513}, {"Word": "that", "Confidence": 0.987, "X1": 0.5471, "Y1": 0.4042, "X2": 0.57548, "Y2": 0.404, "X3": 0.57419, "Y3": 0.4158, "X4": 0.5471, "Y4": 0.4158, "page": 0, "Index": 514}, {"Word": "what", "Confidence": 0.97, "X1": 0.57806, "Y1": 0.4042, "X2": 0.6129, "Y2": 0.404, "X3": 0.61161, "Y3": 0.4158, "X4": 0.57806, "Y4": 0.4158, "page": 0, "Index": 515}, {"Word": "picking", "Confidence": 0.955, "X1": 0.67484, "Y1": 0.3972, "X2": 0.72258, "Y2": 0.397, "X3": 0.72258, "Y3": 0.4088, "X4": 0.67613, "Y4": 0.4088, "page": 0, "Index": 516}, {"Word": "up", "Confidence": 0.997, "X1": 0.72516, "Y1": 0.3972, "X2": 0.74194, "Y2": 0.397, "X3": 0.74323, "Y3": 0.4088, "X4": 0.72516, "Y4": 0.4088, "page": 0, "Index": 517}, {"Word": "many", "Confidence": 0.991, "X1": 0.7471, "Y1": 0.3972, "X2": 0.78452, "Y2": 0.397, "X3": 0.78452, "Y3": 0.4088, "X4": 0.7471, "Y4": 0.4088, "page": 0, "Index": 518}, {"Word": "early", "Confidence": 0.62, "X1": 0.7871, "Y1": 0.3972, "X2": 0.82323, "Y2": 0.397, "X3": 0.82323, "Y3": 0.4088, "X4": 0.7871, "Y4": 0.4088, "page": 0, "Index": 519}, {"Word": "cancers", "Confidence": 0.996, "X1": 0.82581, "Y1": 0.3972, "X2": 0.87613, "Y2": 0.397, "X3": 0.87613, "Y3": 0.4088, "X4": 0.82581, "Y4": 0.4088, "page": 0, "Index": 520}, {"Word": "that", "Confidence": 0.965, "X1": 0.88, "Y1": 0.3982, "X2": 0.90968, "Y2": 0.398, "X3": 0.90968, "Y3": 0.4088, "X4": 0.87871, "Y4": 0.4088, "page": 0, "Index": 521}, {"Word": "Susan", "Confidence": 0.997, "X1": 0.09548, "Y1": 0.4092, "X2": 0.1329, "Y2": 0.409, "X3": 0.13419, "Y3": 0.4208, "X4": 0.09548, "Y4": 0.4218, "page": 0, "Index": 522}, {"Word": "S.", "Confidence": 0.886, "X1": 0.13806, "Y1": 0.4092, "X2": 0.15097, "Y2": 0.409, "X3": 0.15226, "Y3": 0.4208, "X4": 0.13806, "Y4": 0.4208, "page": 0, "Index": 523}, {"Word": "Devesa,", "Confidence": 0.993, "X1": 0.15484, "Y1": 0.4092, "X2": 0.20774, "Y2": 0.409, "X3": 0.20774, "Y3": 0.4208, "X4": 0.15484, "Y4": 0.4208, "page": 0, "Index": 524}, {"Word": "an", "Confidence": 0.998, "X1": 0.21032, "Y1": 0.4092, "X2": 0.2271, "Y2": 0.409, "X3": 0.2271, "Y3": 0.4198, "X4": 0.21032, "Y4": 0.4198, "page": 0, "Index": 525}, {"Word": "epidemiologist", "Confidence": 0.848, "X1": 0.23097, "Y1": 0.4082, "X2": 0.32774, "Y2": 0.408, "X3": 0.32774, "Y3": 0.4188, "X4": 0.23097, "Y4": 0.4198, "page": 0, "Index": 526}, {"Word": "these", "Confidence": 0.994, "X1": 0.37935, "Y1": 0.4162, "X2": 0.4129, "Y2": 0.416, "X3": 0.4129, "Y3": 0.4278, "X4": 0.37935, "Y4": 0.4278, "page": 0, "Index": 527}, {"Word": "might", "Confidence": 0.998, "X1": 0.41548, "Y1": 0.4162, "X2": 0.45419, "Y2": 0.416, "X3": 0.45419, "Y3": 0.4278, "X4": 0.41548, "Y4": 0.4278, "page": 0, "Index": 528}, {"Word": "be", "Confidence": 0.998, "X1": 0.45806, "Y1": 0.4162, "X2": 0.47484, "Y2": 0.416, "X3": 0.47484, "Y3": 0.4278, "X4": 0.45677, "Y4": 0.4278, "page": 0, "Index": 529}, {"Word": "was", "Confidence": 0.991, "X1": 0.47742, "Y1": 0.4172, "X2": 0.50323, "Y2": 0.417, "X3": 0.50323, "Y3": 0.4278, "X4": 0.47742, "Y4": 0.4278, "page": 0, "Index": 530}, {"Word": "not", "Confidence": 0.998, "X1": 0.5071, "Y1": 0.4172, "X2": 0.52774, "Y2": 0.417, "X3": 0.52645, "Y3": 0.4278, "X4": 0.50581, "Y4": 0.4278, "page": 0, "Index": 531}, {"Word": "known.", "Confidence": 0.962, "X1": 0.53032, "Y1": 0.4172, "X2": 0.58065, "Y2": 0.417, "X3": 0.58065, "Y3": 0.4278, "X4": 0.53032, "Y4": 0.4278, "page": 0, "Index": 532}, {"Word": "might", "Confidence": 0.991, "X1": 0.67613, "Y1": 0.4082, "X2": 0.71742, "Y2": 0.408, "X3": 0.71742, "Y3": 0.4208, "X4": 0.67484, "Y4": 0.4208, "page": 0, "Index": 533}, {"Word": "not", "Confidence": 0.998, "X1": 0.72129, "Y1": 0.4082, "X2": 0.74581, "Y2": 0.408, "X3": 0.74581, "Y3": 0.4198, "X4": 0.72129, "Y4": 0.4208, "page": 0, "Index": 534}, {"Word": "have", "Confidence": 0.989, "X1": 0.74968, "Y1": 0.4082, "X2": 0.78323, "Y2": 0.408, "X3": 0.78323, "Y3": 0.4198, "X4": 0.74839, "Y4": 0.4198, "page": 0, "Index": 535}, {"Word": "become", "Confidence": 0.994, "X1": 0.78968, "Y1": 0.4082, "X2": 0.84129, "Y2": 0.408, "X3": 0.84129, "Y3": 0.4198, "X4": 0.78968, "Y4": 0.4198, "page": 0, "Index": 536}, {"Word": "clinically", "Confidence": 0.969, "X1": 0.84645, "Y1": 0.4092, "X2": 0.90839, "Y2": 0.409, "X3": 0.9071, "Y3": 0.4208, "X4": 0.84645, "Y4": 0.4198, "page": 0, "Index": 537}, {"Word": "and", "Confidence": 0.998, "X1": 0.09548, "Y1": 0.4212, "X2": 0.12, "Y2": 0.421, "X3": 0.12, "Y3": 0.4328, "X4": 0.09548, "Y4": 0.4328, "page": 0, "Index": 538}, {"Word": "biostatistician,", "Confidence": 0.809, "X1": 0.13032, "Y1": 0.4202, "X2": 0.22839, "Y2": 0.42, "X3": 0.2271, "Y3": 0.4308, "X4": 0.13032, "Y4": 0.4328, "page": 0, "Index": 539}, {"Word": "and", "Confidence": 0.998, "X1": 0.23355, "Y1": 0.4202, "X2": 0.25935, "Y2": 0.42, "X3": 0.25935, "Y3": 0.4308, "X4": 0.23355, "Y4": 0.4308, "page": 0, "Index": 540}, {"Word": "her", "Confidence": 0.972, "X1": 0.26839, "Y1": 0.4192, "X2": 0.2929, "Y2": 0.419, "X3": 0.2929, "Y3": 0.4308, "X4": 0.2671, "Y4": 0.4308, "page": 0, "Index": 541}, {"Word": "col-", "Confidence": 0.981, "X1": 0.30065, "Y1": 0.4192, "X2": 0.32903, "Y2": 0.419, "X3": 0.32774, "Y3": 0.4308, "X4": 0.30065, "Y4": 0.4308, "page": 0, "Index": 542}, {"Word": "apparent", "Confidence": 0.995, "X1": 0.67613, "Y1": 0.4212, "X2": 0.73419, "Y2": 0.421, "X3": 0.73419, "Y3": 0.4318, "X4": 0.67613, "Y4": 0.4318, "page": 0, "Index": 543}, {"Word": "for", "Confidence": 0.998, "X1": 0.73677, "Y1": 0.4202, "X2": 0.75742, "Y2": 0.42, "X3": 0.75613, "Y3": 0.4318, "X4": 0.73677, "Y4": 0.4318, "page": 0, "Index": 544}, {"Word": "several", "Confidence": 0.994, "X1": 0.76, "Y1": 0.4212, "X2": 0.80903, "Y2": 0.421, "X3": 0.80903, "Y3": 0.4318, "X4": 0.76, "Y4": 0.4318, "page": 0, "Index": 545}, {"Word": "years.", "Confidence": 0.995, "X1": 0.8129, "Y1": 0.4212, "X2": 0.85677, "Y2": 0.421, "X3": 0.85677, "Y3": 0.4318, "X4": 0.81161, "Y4": 0.4318, "page": 0, "Index": 546}, {"Word": "leagues", "Confidence": 0.618, "X1": 0.09548, "Y1": 0.4322, "X2": 0.14323, "Y2": 0.432, "X3": 0.14452, "Y3": 0.4438, "X4": 0.09548, "Y4": 0.4448, "page": 0, "Index": 547}, {"Word": "at", "Confidence": 0.997, "X1": 0.1471, "Y1": 0.4322, "X2": 0.16, "Y2": 0.432, "X3": 0.16, "Y3": 0.4438, "X4": 0.1471, "Y4": 0.4438, "page": 0, "Index": 548}, {"Word": "the", "Confidence": 0.998, "X1": 0.16258, "Y1": 0.4322, "X2": 0.18194, "Y2": 0.432, "X3": 0.18194, "Y3": 0.4428, "X4": 0.16258, "Y4": 0.4438, "page": 0, "Index": 549}, {"Word": "National", "Confidence": 0.802, "X1": 0.18452, "Y1": 0.4312, "X2": 0.24129, "Y2": 0.431, "X3": 0.24, "Y3": 0.4428, "X4": 0.18452, "Y4": 0.4428, "page": 0, "Index": 550}, {"Word": "Cancer", "Confidence": 0.643, "X1": 0.24387, "Y1": 0.4312, "X2": 0.28903, "Y2": 0.431, "X3": 0.28774, "Y3": 0.4428, "X4": 0.24387, "Y4": 0.4428, "page": 0, "Index": 551}, {"Word": "Insti-", "Confidence": 0.968, "X1": 0.29161, "Y1": 0.4322, "X2": 0.33032, "Y2": 0.432, "X3": 0.32903, "Y3": 0.4428, "X4": 0.29161, "Y4": 0.4428, "page": 0, "Index": 552}, {"Word": "As", "Confidence": 0.998, "X1": 0.39226, "Y1": 0.4282, "X2": 0.41032, "Y2": 0.428, "X3": 0.41032, "Y3": 0.4388, "X4": 0.39226, "Y4": 0.4388, "page": 0, "Index": 553}, {"Word": "for", "Confidence": 0.958, "X1": 0.41419, "Y1": 0.4282, "X2": 0.43613, "Y2": 0.428, "X3": 0.43613, "Y3": 0.4388, "X4": 0.41419, "Y4": 0.4388, "page": 0, "Index": 554}, {"Word": "breast", "Confidence": 0.997, "X1": 0.43871, "Y1": 0.4282, "X2": 0.48387, "Y2": 0.428, "X3": 0.48387, "Y3": 0.4388, "X4": 0.43871, "Y4": 0.4388, "page": 0, "Index": 555}, {"Word": "cancer,", "Confidence": 0.992, "X1": 0.48645, "Y1": 0.4282, "X2": 0.53677, "Y2": 0.428, "X3": 0.53548, "Y3": 0.4388, "X4": 0.48645, "Y4": 0.4388, "page": 0, "Index": 556}, {"Word": "the", "Confidence": 0.996, "X1": 0.53935, "Y1": 0.4272, "X2": 0.56129, "Y2": 0.427, "X3": 0.56129, "Y3": 0.4388, "X4": 0.53935, "Y4": 0.4388, "page": 0, "Index": 557}, {"Word": "rise", "Confidence": 0.988, "X1": 0.56516, "Y1": 0.4272, "X2": 0.59097, "Y2": 0.427, "X3": 0.59097, "Y3": 0.4388, "X4": 0.56516, "Y4": 0.4388, "page": 0, "Index": 558}, {"Word": "in", "Confidence": 0.998, "X1": 0.59613, "Y1": 0.4262, "X2": 0.61032, "Y2": 0.426, "X3": 0.61032, "Y3": 0.4388, "X4": 0.59613, "Y4": 0.4388, "page": 0, "Index": 559}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.69032, "Y1": 0.4312, "X2": 0.71226, "Y2": 0.431, "X3": 0.71226, "Y3": 0.4428, "X4": 0.69161, "Y4": 0.4428, "page": 0, "Index": 560}, {"Word": "Philip", "Confidence": 0.886, "X1": 0.71484, "Y1": 0.4322, "X2": 0.75355, "Y2": 0.432, "X3": 0.75484, "Y3": 0.4428, "X4": 0.71484, "Y4": 0.4428, "page": 0, "Index": 561}, {"Word": "Cole,", "Confidence": 0.996, "X1": 0.75742, "Y1": 0.4322, "X2": 0.78968, "Y2": 0.432, "X3": 0.79097, "Y3": 0.4438, "X4": 0.75742, "Y4": 0.4428, "page": 0, "Index": 562}, {"Word": "an", "Confidence": 0.998, "X1": 0.79355, "Y1": 0.4322, "X2": 0.81032, "Y2": 0.432, "X3": 0.81032, "Y3": 0.4438, "X4": 0.79355, "Y4": 0.4438, "page": 0, "Index": 563}, {"Word": "epidemiologist", "Confidence": 0.925, "X1": 0.8129, "Y1": 0.4322, "X2": 0.90839, "Y2": 0.432, "X3": 0.90839, "Y3": 0.4438, "X4": 0.8129, "Y4": 0.4438, "page": 0, "Index": 564}, {"Word": "tute", "Confidence": 0.983, "X1": 0.09548, "Y1": 0.4442, "X2": 0.12129, "Y2": 0.444, "X3": 0.12129, "Y3": 0.4558, "X4": 0.09548, "Y4": 0.4568, "page": 0, "Index": 565}, {"Word": "in", "Confidence": 0.998, "X1": 0.12774, "Y1": 0.4442, "X2": 0.14194, "Y2": 0.444, "X3": 0.14194, "Y3": 0.4548, "X4": 0.12774, "Y4": 0.4558, "page": 0, "Index": 566}, {"Word": "Bethesda,", "Confidence": 0.991, "X1": 0.1471, "Y1": 0.4432, "X2": 0.21419, "Y2": 0.443, "X3": 0.2129, "Y3": 0.4538, "X4": 0.1471, "Y4": 0.4548, "page": 0, "Index": 567}, {"Word": "Md.", "Confidence": 0.958, "X1": 0.21677, "Y1": 0.4432, "X2": 0.24774, "Y2": 0.443, "X3": 0.24645, "Y3": 0.4538, "X4": 0.21548, "Y4": 0.4538, "page": 0, "Index": 568}, {"Word": "These", "Confidence": 0.998, "X1": 0.25032, "Y1": 0.4432, "X2": 0.28774, "Y2": 0.443, "X3": 0.28774, "Y3": 0.4538, "X4": 0.25032, "Y4": 0.4538, "page": 0, "Index": 569}, {"Word": "were", "Confidence": 0.989, "X1": 0.29419, "Y1": 0.4432, "X2": 0.32774, "Y2": 0.443, "X3": 0.32645, "Y3": 0.4538, "X4": 0.29419, "Y4": 0.4538, "page": 0, "Index": 570}, {"Word": "tumors", "Confidence": 0.94, "X1": 0.37806, "Y1": 0.4402, "X2": 0.42323, "Y2": 0.44, "X3": 0.42323, "Y3": 0.4508, "X4": 0.37806, "Y4": 0.4508, "page": 0, "Index": 571}, {"Word": "that", "Confidence": 0.988, "X1": 0.4271, "Y1": 0.4402, "X2": 0.45419, "Y2": 0.44, "X3": 0.4529, "Y3": 0.4508, "X4": 0.42581, "Y4": 0.4508, "page": 0, "Index": 572}, {"Word": "are", "Confidence": 0.998, "X1": 0.45677, "Y1": 0.4402, "X2": 0.47871, "Y2": 0.44, "X3": 0.47871, "Y3": 0.4508, "X4": 0.45548, "Y4": 0.4508, "page": 0, "Index": 573}, {"Word": "stimulated", "Confidence": 0.967, "X1": 0.48129, "Y1": 0.4392, "X2": 0.54968, "Y2": 0.439, "X3": 0.54839, "Y3": 0.4508, "X4": 0.48129, "Y4": 0.4508, "page": 0, "Index": 574}, {"Word": "by", "Confidence": 0.998, "X1": 0.55226, "Y1": 0.4392, "X2": 0.57032, "Y2": 0.439, "X3": 0.56903, "Y3": 0.4508, "X4": 0.55226, "Y4": 0.4508, "page": 0, "Index": 575}, {"Word": "estro-", "Confidence": 0.994, "X1": 0.5729, "Y1": 0.4392, "X2": 0.6129, "Y2": 0.439, "X3": 0.6129, "Y3": 0.4498, "X4": 0.57161, "Y4": 0.4508, "page": 0, "Index": 576}, {"Word": "at", "Confidence": 0.998, "X1": 0.67742, "Y1": 0.4442, "X2": 0.68903, "Y2": 0.444, "X3": 0.68903, "Y3": 0.4548, "X4": 0.67742, "Y4": 0.4548, "page": 0, "Index": 577}, {"Word": "the", "Confidence": 0.991, "X1": 0.69161, "Y1": 0.4442, "X2": 0.71355, "Y2": 0.444, "X3": 0.71355, "Y3": 0.4548, "X4": 0.69161, "Y4": 0.4548, "page": 0, "Index": 578}, {"Word": "University", "Confidence": 0.994, "X1": 0.71613, "Y1": 0.4432, "X2": 0.78452, "Y2": 0.443, "X3": 0.78323, "Y3": 0.4548, "X4": 0.71613, "Y4": 0.4548, "page": 0, "Index": 579}, {"Word": "of", "Confidence": 0.998, "X1": 0.7871, "Y1": 0.4432, "X2": 0.80129, "Y2": 0.443, "X3": 0.8, "Y3": 0.4548, "X4": 0.7871, "Y4": 0.4548, "page": 0, "Index": 580}, {"Word": "Alabama", "Confidence": 0.993, "X1": 0.80387, "Y1": 0.4442, "X2": 0.86194, "Y2": 0.444, "X3": 0.86065, "Y3": 0.4548, "X4": 0.80258, "Y4": 0.4548, "page": 0, "Index": 581}, {"Word": "School", "Confidence": 0.668, "X1": 0.86452, "Y1": 0.4442, "X2": 0.90968, "Y2": 0.444, "X3": 0.90968, "Y3": 0.4548, "X4": 0.86452, "Y4": 0.4548, "page": 0, "Index": 582}, {"Word": "among", "Confidence": 0.993, "X1": 0.09677, "Y1": 0.4562, "X2": 0.13806, "Y2": 0.456, "X3": 0.13806, "Y3": 0.4678, "X4": 0.09677, "Y4": 0.4678, "page": 0, "Index": 583}, {"Word": "the", "Confidence": 0.998, "X1": 0.14194, "Y1": 0.4552, "X2": 0.16129, "Y2": 0.455, "X3": 0.16129, "Y3": 0.4668, "X4": 0.14194, "Y4": 0.4678, "page": 0, "Index": 584}, {"Word": "major", "Confidence": 0.997, "X1": 0.16516, "Y1": 0.4552, "X2": 0.20387, "Y2": 0.455, "X3": 0.20387, "Y3": 0.4668, "X4": 0.16516, "Y4": 0.4668, "page": 0, "Index": 585}, {"Word": "reasons", "Confidence": 0.993, "X1": 0.20774, "Y1": 0.4542, "X2": 0.25677, "Y2": 0.454, "X3": 0.25677, "Y3": 0.4658, "X4": 0.20774, "Y4": 0.4668, "page": 0, "Index": 586}, {"Word": "they", "Confidence": 0.989, "X1": 0.26065, "Y1": 0.4542, "X2": 0.28774, "Y2": 0.454, "X3": 0.28774, "Y3": 0.4658, "X4": 0.26065, "Y4": 0.4658, "page": 0, "Index": 587}, {"Word": "found", "Confidence": 0.997, "X1": 0.29032, "Y1": 0.4532, "X2": 0.32774, "Y2": 0.453, "X3": 0.32645, "Y3": 0.4658, "X4": 0.29032, "Y4": 0.4658, "page": 0, "Index": 588}, {"Word": "gen,", "Confidence": 0.902, "X1": 0.37935, "Y1": 0.4512, "X2": 0.40903, "Y2": 0.451, "X3": 0.40774, "Y3": 0.4638, "X4": 0.37806, "Y4": 0.4638, "page": 0, "Index": 589}, {"Word": "but", "Confidence": 0.994, "X1": 0.41161, "Y1": 0.4512, "X2": 0.43742, "Y2": 0.451, "X3": 0.43742, "Y3": 0.4628, "X4": 0.41161, "Y4": 0.4638, "page": 0, "Index": 590}, {"Word": "not", "Confidence": 0.998, "X1": 0.44, "Y1": 0.4512, "X2": 0.46581, "Y2": 0.451, "X3": 0.46581, "Y3": 0.4628, "X4": 0.44, "Y4": 0.4628, "page": 0, "Index": 591}, {"Word": "in", "Confidence": 0.998, "X1": 0.46968, "Y1": 0.4512, "X2": 0.48516, "Y2": 0.451, "X3": 0.48387, "Y3": 0.4628, "X4": 0.46839, "Y4": 0.4628, "page": 0, "Index": 592}, {"Word": "those", "Confidence": 0.996, "X1": 0.49032, "Y1": 0.4502, "X2": 0.52645, "Y2": 0.45, "X3": 0.52645, "Y3": 0.4628, "X4": 0.48903, "Y4": 0.4628, "page": 0, "Index": 593}, {"Word": "that", "Confidence": 0.969, "X1": 0.53161, "Y1": 0.4502, "X2": 0.56258, "Y2": 0.45, "X3": 0.56129, "Y3": 0.4618, "X4": 0.53032, "Y4": 0.4628, "page": 0, "Index": 594}, {"Word": "do", "Confidence": 0.994, "X1": 0.56645, "Y1": 0.4502, "X2": 0.58323, "Y2": 0.45, "X3": 0.58323, "Y3": 0.4618, "X4": 0.56645, "Y4": 0.4618, "page": 0, "Index": 595}, {"Word": "not", "Confidence": 0.998, "X1": 0.58839, "Y1": 0.4512, "X2": 0.6129, "Y2": 0.451, "X3": 0.6129, "Y3": 0.4628, "X4": 0.58839, "Y4": 0.4628, "page": 0, "Index": 596}, {"Word": "of", "Confidence": 0.857, "X1": 0.67613, "Y1": 0.4552, "X2": 0.68903, "Y2": 0.455, "X3": 0.68903, "Y3": 0.4668, "X4": 0.67613, "Y4": 0.4668, "page": 0, "Index": 597}, {"Word": "Public", "Confidence": 0.97, "X1": 0.69161, "Y1": 0.4552, "X2": 0.7329, "Y2": 0.455, "X3": 0.7329, "Y3": 0.4668, "X4": 0.69161, "Y4": 0.4668, "page": 0, "Index": 598}, {"Word": "Health", "Confidence": 0.617, "X1": 0.73548, "Y1": 0.4552, "X2": 0.78065, "Y2": 0.455, "X3": 0.78065, "Y3": 0.4668, "X4": 0.73548, "Y4": 0.4668, "page": 0, "Index": 599}, {"Word": "who", "Confidence": 0.998, "X1": 0.78323, "Y1": 0.4552, "X2": 0.80903, "Y2": 0.455, "X3": 0.80903, "Y3": 0.4668, "X4": 0.78323, "Y4": 0.4668, "page": 0, "Index": 600}, {"Word": "commented", "Confidence": 0.991, "X1": 0.8129, "Y1": 0.4552, "X2": 0.88774, "Y2": 0.455, "X3": 0.88774, "Y3": 0.4668, "X4": 0.8129, "Y4": 0.4668, "page": 0, "Index": 601}, {"Word": "on", "Confidence": 0.97, "X1": 0.89161, "Y1": 0.4552, "X2": 0.9071, "Y2": 0.455, "X3": 0.9071, "Y3": 0.4668, "X4": 0.89161, "Y4": 0.4668, "page": 0, "Index": 602}, {"Word": "incidence", "Confidence": 0.994, "X1": 0.21677, "Y1": 0.4652, "X2": 0.27871, "Y2": 0.465, "X3": 0.27742, "Y3": 0.4778, "X4": 0.21677, "Y4": 0.4788, "page": 0, "Index": 603}, {"Word": "of", "Confidence": 0.998, "X1": 0.28129, "Y1": 0.4652, "X2": 0.29548, "Y2": 0.465, "X3": 0.29419, "Y3": 0.4778, "X4": 0.28129, "Y4": 0.4778, "page": 0, "Index": 604}, {"Word": "can-", "Confidence": 0.971, "X1": 0.29806, "Y1": 0.4652, "X2": 0.32903, "Y2": 0.465, "X3": 0.32903, "Y3": 0.4768, "X4": 0.29806, "Y4": 0.4778, "page": 0, "Index": 605}, {"Word": "respond", "Confidence": 0.991, "X1": 0.37806, "Y1": 0.4632, "X2": 0.43097, "Y2": 0.463, "X3": 0.43097, "Y3": 0.4748, "X4": 0.37806, "Y4": 0.4748, "page": 0, "Index": 606}, {"Word": "to", "Confidence": 0.998, "X1": 0.43355, "Y1": 0.4632, "X2": 0.44774, "Y2": 0.463, "X3": 0.44774, "Y3": 0.4748, "X4": 0.43355, "Y4": 0.4748, "page": 0, "Index": 607}, {"Word": "estrogen,", "Confidence": 0.955, "X1": 0.45161, "Y1": 0.4622, "X2": 0.51226, "Y2": 0.462, "X3": 0.51226, "Y3": 0.4748, "X4": 0.45161, "Y4": 0.4748, "page": 0, "Index": 608}, {"Word": "\"suggests", "Confidence": 0.882, "X1": 0.51613, "Y1": 0.4622, "X2": 0.58065, "Y2": 0.462, "X3": 0.58065, "Y3": 0.4738, "X4": 0.51484, "Y4": 0.4738, "page": 0, "Index": 609}, {"Word": "that", "Confidence": 0.988, "X1": 0.58452, "Y1": 0.4622, "X2": 0.6129, "Y2": 0.462, "X3": 0.6129, "Y3": 0.4738, "X4": 0.58323, "Y4": 0.4738, "page": 0, "Index": 610}, {"Word": "study", "Confidence": 0.994, "X1": 0.69935, "Y1": 0.4662, "X2": 0.73419, "Y2": 0.466, "X3": 0.73419, "Y3": 0.4778, "X4": 0.69935, "Y4": 0.4778, "page": 0, "Index": 611}, {"Word": "in", "Confidence": 0.998, "X1": 0.73806, "Y1": 0.4662, "X2": 0.75226, "Y2": 0.466, "X3": 0.75226, "Y3": 0.4778, "X4": 0.73806, "Y4": 0.4778, "page": 0, "Index": 612}, {"Word": "an", "Confidence": 0.998, "X1": 0.75484, "Y1": 0.4662, "X2": 0.77032, "Y2": 0.466, "X3": 0.77032, "Y3": 0.4778, "X4": 0.75484, "Y4": 0.4778, "page": 0, "Index": 613}, {"Word": "editorial", "Confidence": 0.969, "X1": 0.77419, "Y1": 0.4662, "X2": 0.82968, "Y2": 0.466, "X3": 0.82968, "Y3": 0.4778, "X4": 0.77419, "Y4": 0.4778, "page": 0, "Index": 614}, {"Word": "-", "Confidence": 0.819, "X1": 0.92516, "Y1": 0.4722, "X2": 0.92516, "Y2": 0.472, "X3": 0.91613, "Y3": 0.4718, "X4": 0.91613, "Y4": 0.4678, "page": 0, "Index": 615}, {"Word": "for", "Confidence": 0.994, "X1": 0.09806, "Y1": 0.4672, "X2": 0.11613, "Y2": 0.467, "X3": 0.11613, "Y3": 0.4788, "X4": 0.09677, "Y4": 0.4788, "page": 0, "Index": 616}, {"Word": "the", "Confidence": 0.998, "X1": 0.12, "Y1": 0.4672, "X2": 0.14065, "Y2": 0.467, "X3": 0.14065, "Y3": 0.4788, "X4": 0.11871, "Y4": 0.4788, "page": 0, "Index": 617}, {"Word": "rise", "Confidence": 0.991, "X1": 0.14452, "Y1": 0.4662, "X2": 0.17032, "Y2": 0.466, "X3": 0.17032, "Y3": 0.4788, "X4": 0.14323, "Y4": 0.4788, "page": 0, "Index": 618}, {"Word": "in", "Confidence": 0.998, "X1": 0.17419, "Y1": 0.4662, "X2": 0.18839, "Y2": 0.466, "X3": 0.1871, "Y3": 0.4788, "X4": 0.1729, "Y4": 0.4788, "page": 0, "Index": 619}, {"Word": "the", "Confidence": 0.998, "X1": 0.19097, "Y1": 0.4662, "X2": 0.21419, "Y2": 0.466, "X3": 0.2129, "Y3": 0.4788, "X4": 0.19097, "Y4": 0.4788, "page": 0, "Index": 620}, {"Word": "some", "Confidence": 0.981, "X1": 0.37935, "Y1": 0.4752, "X2": 0.41548, "Y2": 0.475, "X3": 0.41548, "Y3": 0.4868, "X4": 0.37935, "Y4": 0.4868, "page": 0, "Index": 621}, {"Word": "hormonal", "Confidence": 0.991, "X1": 0.41806, "Y1": 0.4742, "X2": 0.48645, "Y2": 0.474, "X3": 0.48516, "Y3": 0.4858, "X4": 0.41806, "Y4": 0.4858, "page": 0, "Index": 622}, {"Word": "factor", "Confidence": 0.997, "X1": 0.48903, "Y1": 0.4742, "X2": 0.52903, "Y2": 0.474, "X3": 0.52903, "Y3": 0.4858, "X4": 0.48903, "Y4": 0.4858, "page": 0, "Index": 623}, {"Word": "may", "Confidence": 0.998, "X1": 0.53548, "Y1": 0.4742, "X2": 0.56387, "Y2": 0.474, "X3": 0.56387, "Y3": 0.4858, "X4": 0.53419, "Y4": 0.4858, "page": 0, "Index": 624}, {"Word": "be", "Confidence": 0.998, "X1": 0.57032, "Y1": 0.4742, "X2": 0.58839, "Y2": 0.474, "X3": 0.5871, "Y3": 0.4858, "X4": 0.56903, "Y4": 0.4858, "page": 0, "Index": 625}, {"Word": "in-", "Confidence": 0.998, "X1": 0.59355, "Y1": 0.4742, "X2": 0.6129, "Y2": 0.474, "X3": 0.61161, "Y3": 0.4858, "X4": 0.59226, "Y4": 0.4858, "page": 0, "Index": 626}, {"Word": "the", "Confidence": 0.996, "X1": 0.67613, "Y1": 0.4672, "X2": 0.69548, "Y2": 0.467, "X3": 0.69548, "Y3": 0.4788, "X4": 0.67613, "Y4": 0.4788, "page": 0, "Index": 627}, {"Word": "in", "Confidence": 0.997, "X1": 0.83226, "Y1": 0.4672, "X2": 0.84516, "Y2": 0.467, "X3": 0.84516, "Y3": 0.4788, "X4": 0.83226, "Y4": 0.4788, "page": 0, "Index": 628}, {"Word": "the", "Confidence": 0.998, "X1": 0.84774, "Y1": 0.4672, "X2": 0.86968, "Y2": 0.467, "X3": 0.86839, "Y3": 0.4788, "X4": 0.84774, "Y4": 0.4788, "page": 0, "Index": 629}, {"Word": "same", "Confidence": 0.987, "X1": 0.87226, "Y1": 0.4682, "X2": 0.90839, "Y2": 0.468, "X3": 0.90839, "Y3": 0.4788, "X4": 0.87226, "Y4": 0.4788, "page": 0, "Index": 630}, {"Word": "cer:", "Confidence": 0.934, "X1": 0.09806, "Y1": 0.4792, "X2": 0.12516, "Y2": 0.479, "X3": 0.12387, "Y3": 0.4888, "X4": 0.09806, "Y4": 0.4878, "page": 0, "Index": 631}, {"Word": "volved,\"", "Confidence": 0.768, "X1": 0.38065, "Y1": 0.4852, "X2": 0.43226, "Y2": 0.485, "X3": 0.43226, "Y3": 0.4968, "X4": 0.38065, "Y4": 0.4978, "page": 0, "Index": 632}, {"Word": "Dr.", "Confidence": 0.958, "X1": 0.43484, "Y1": 0.4852, "X2": 0.45806, "Y2": 0.485, "X3": 0.45806, "Y3": 0.4968, "X4": 0.43613, "Y4": 0.4968, "page": 0, "Index": 633}, {"Word": "Fraumeni", "Confidence": 0.993, "X1": 0.46065, "Y1": 0.4852, "X2": 0.52516, "Y2": 0.485, "X3": 0.52516, "Y3": 0.4968, "X4": 0.46194, "Y4": 0.4968, "page": 0, "Index": 634}, {"Word": "said.", "Confidence": 0.725, "X1": 0.52903, "Y1": 0.4852, "X2": 0.56, "Y2": 0.485, "X3": 0.56, "Y3": 0.4968, "X4": 0.52774, "Y4": 0.4968, "page": 0, "Index": 635}, {"Word": "He", "Confidence": 0.996, "X1": 0.56387, "Y1": 0.4852, "X2": 0.58194, "Y2": 0.485, "X3": 0.58065, "Y3": 0.4958, "X4": 0.56258, "Y4": 0.4968, "page": 0, "Index": 636}, {"Word": "list-", "Confidence": 0.864, "X1": 0.58581, "Y1": 0.4852, "X2": 0.61419, "Y2": 0.485, "X3": 0.6129, "Y3": 0.4958, "X4": 0.58452, "Y4": 0.4958, "page": 0, "Index": 637}, {"Word": "issue", "Confidence": 0.994, "X1": 0.67613, "Y1": 0.4782, "X2": 0.70968, "Y2": 0.478, "X3": 0.70968, "Y3": 0.4898, "X4": 0.67613, "Y4": 0.4888, "page": 0, "Index": 638}, {"Word": "of", "Confidence": 0.998, "X1": 0.71742, "Y1": 0.4782, "X2": 0.73419, "Y2": 0.478, "X3": 0.73419, "Y3": 0.4898, "X4": 0.71742, "Y4": 0.4898, "page": 0, "Index": 639}, {"Word": "the", "Confidence": 0.998, "X1": 0.74065, "Y1": 0.4782, "X2": 0.76258, "Y2": 0.478, "X3": 0.76258, "Y3": 0.4898, "X4": 0.74065, "Y4": 0.4898, "page": 0, "Index": 640}, {"Word": "journal,", "Confidence": 0.886, "X1": 0.77161, "Y1": 0.4782, "X2": 0.8271, "Y2": 0.478, "X3": 0.8271, "Y3": 0.4898, "X4": 0.77161, "Y4": 0.4898, "page": 0, "Index": 641}, {"Word": "added", "Confidence": 0.997, "X1": 0.83226, "Y1": 0.4782, "X2": 0.87097, "Y2": 0.478, "X3": 0.86968, "Y3": 0.4898, "X4": 0.83226, "Y4": 0.4898, "page": 0, "Index": 642}, {"Word": "that", "Confidence": 0.987, "X1": 0.88, "Y1": 0.4782, "X2": 0.90968, "Y2": 0.478, "X3": 0.90968, "Y3": 0.4888, "X4": 0.88, "Y4": 0.4898, "page": 0, "Index": 643}, {"Word": "\"Improvements", "Confidence": 0.394, "X1": 0.11097, "Y1": 0.4892, "X2": 0.21419, "Y2": 0.489, "X3": 0.21419, "Y3": 0.5008, "X4": 0.11097, "Y4": 0.5018, "page": 0, "Index": 644}, {"Word": "in", "Confidence": 0.997, "X1": 0.21677, "Y1": 0.4892, "X2": 0.22968, "Y2": 0.489, "X3": 0.22968, "Y3": 0.5008, "X4": 0.21677, "Y4": 0.5008, "page": 0, "Index": 645}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.23355, "Y1": 0.4892, "X2": 0.27742, "Y2": 0.489, "X3": 0.27742, "Y3": 0.5008, "X4": 0.23355, "Y4": 0.5008, "page": 0, "Index": 646}, {"Word": "screen-", "Confidence": 0.941, "X1": 0.28, "Y1": 0.4892, "X2": 0.33032, "Y2": 0.489, "X3": 0.33032, "Y3": 0.4998, "X4": 0.28, "Y4": 0.5008, "page": 0, "Index": 647}, {"Word": "external", "Confidence": 0.958, "X1": 0.48387, "Y1": 0.4972, "X2": 0.54065, "Y2": 0.497, "X3": 0.54065, "Y3": 0.5078, "X4": 0.48387, "Y4": 0.5088, "page": 0, "Index": 648}, {"Word": "Influences", "Confidence": 0.797, "X1": 0.54323, "Y1": 0.4982, "X2": 0.61032, "Y2": 0.498, "X3": 0.60903, "Y3": 0.5078, "X4": 0.54323, "Y4": 0.5078, "page": 0, "Index": 649}, {"Word": "changes", "Confidence": 0.996, "X1": 0.67613, "Y1": 0.4902, "X2": 0.73032, "Y2": 0.49, "X3": 0.73032, "Y3": 0.5018, "X4": 0.67742, "Y4": 0.5018, "page": 0, "Index": 650}, {"Word": "in", "Confidence": 0.998, "X1": 0.74065, "Y1": 0.4902, "X2": 0.75613, "Y2": 0.49, "X3": 0.75613, "Y3": 0.5018, "X4": 0.74065, "Y4": 0.5018, "page": 0, "Index": 651}, {"Word": "reproductive", "Confidence": 0.991, "X1": 0.76645, "Y1": 0.4902, "X2": 0.8529, "Y2": 0.49, "X3": 0.85161, "Y3": 0.5018, "X4": 0.76645, "Y4": 0.5018, "page": 0, "Index": 652}, {"Word": "habits,", "Confidence": 0.861, "X1": 0.86323, "Y1": 0.4902, "X2": 0.90968, "Y2": 0.49, "X3": 0.90839, "Y3": 0.5008, "X4": 0.86194, "Y4": 0.5018, "page": 0, "Index": 653}, {"Word": "ing", "Confidence": 0.994, "X1": 0.09935, "Y1": 0.5022, "X2": 0.11871, "Y2": 0.502, "X3": 0.11871, "Y3": 0.5138, "X4": 0.09935, "Y4": 0.5138, "page": 0, "Index": 654}, {"Word": "and", "Confidence": 0.998, "X1": 0.12129, "Y1": 0.5022, "X2": 0.14581, "Y2": 0.502, "X3": 0.14581, "Y3": 0.5138, "X4": 0.12129, "Y4": 0.5138, "page": 0, "Index": 655}, {"Word": "early", "Confidence": 0.993, "X1": 0.14839, "Y1": 0.5012, "X2": 0.18323, "Y2": 0.501, "X3": 0.18323, "Y3": 0.5128, "X4": 0.14968, "Y4": 0.5128, "page": 0, "Index": 656}, {"Word": "diagnosis,", "Confidence": 0.946, "X1": 0.18581, "Y1": 0.5012, "X2": 0.2529, "Y2": 0.501, "X3": 0.2529, "Y3": 0.5118, "X4": 0.1871, "Y4": 0.5128, "page": 0, "Index": 657}, {"Word": "which", "Confidence": 0.994, "X1": 0.25548, "Y1": 0.5002, "X2": 0.29161, "Y2": 0.5, "X3": 0.29161, "Y3": 0.5118, "X4": 0.25548, "Y4": 0.5118, "page": 0, "Index": 658}, {"Word": "have", "Confidence": 0.988, "X1": 0.29419, "Y1": 0.5002, "X2": 0.32774, "Y2": 0.5, "X3": 0.32774, "Y3": 0.5118, "X4": 0.29419, "Y4": 0.5118, "page": 0, "Index": 659}, {"Word": "ed", "Confidence": 0.998, "X1": 0.38065, "Y1": 0.4982, "X2": 0.39484, "Y2": 0.498, "X3": 0.39484, "Y3": 0.5088, "X4": 0.38065, "Y4": 0.5088, "page": 0, "Index": 660}, {"Word": "as", "Confidence": 0.998, "X1": 0.40129, "Y1": 0.4972, "X2": 0.41806, "Y2": 0.497, "X3": 0.41935, "Y3": 0.5088, "X4": 0.40258, "Y4": 0.5088, "page": 0, "Index": 661}, {"Word": "possible", "Confidence": 0.822, "X1": 0.42323, "Y1": 0.4972, "X2": 0.47742, "Y2": 0.497, "X3": 0.47742, "Y3": 0.5088, "X4": 0.42452, "Y4": 0.5088, "page": 0, "Index": 662}, {"Word": "namely", "Confidence": 0.63, "X1": 0.67613, "Y1": 0.5022, "X2": 0.72516, "Y2": 0.502, "X3": 0.72516, "Y3": 0.5138, "X4": 0.67613, "Y4": 0.5138, "page": 0, "Index": 663}, {"Word": "a", "Confidence": 0.998, "X1": 0.73032, "Y1": 0.5022, "X2": 0.73935, "Y2": 0.502, "X3": 0.73935, "Y3": 0.5138, "X4": 0.73032, "Y4": 0.5138, "page": 0, "Index": 664}, {"Word": "tendency", "Confidence": 0.991, "X1": 0.74452, "Y1": 0.5012, "X2": 0.80387, "Y2": 0.501, "X3": 0.80387, "Y3": 0.5128, "X4": 0.74452, "Y4": 0.5138, "page": 0, "Index": 665}, {"Word": "to", "Confidence": 0.998, "X1": 0.81032, "Y1": 0.5012, "X2": 0.82452, "Y2": 0.501, "X3": 0.82452, "Y3": 0.5128, "X4": 0.80903, "Y4": 0.5128, "page": 0, "Index": 666}, {"Word": "delay", "Confidence": 0.997, "X1": 0.82839, "Y1": 0.5022, "X2": 0.86581, "Y2": 0.502, "X3": 0.86581, "Y3": 0.5128, "X4": 0.82839, "Y4": 0.5128, "page": 0, "Index": 667}, {"Word": "child-", "Confidence": 0.991, "X1": 0.87097, "Y1": 0.5022, "X2": 0.90968, "Y2": 0.502, "X3": 0.90968, "Y3": 0.5138, "X4": 0.87097, "Y4": 0.5128, "page": 0, "Index": 668}, {"Word": "contributed", "Confidence": 0.991, "X1": 0.09806, "Y1": 0.5132, "X2": 0.17032, "Y2": 0.513, "X3": 0.17032, "Y3": 0.5238, "X4": 0.09806, "Y4": 0.5258, "page": 0, "Index": 669}, {"Word": "heavily", "Confidence": 0.954, "X1": 0.17548, "Y1": 0.5122, "X2": 0.22452, "Y2": 0.512, "X3": 0.22452, "Y3": 0.5238, "X4": 0.17548, "Y4": 0.5238, "page": 0, "Index": 670}, {"Word": "to", "Confidence": 0.913, "X1": 0.22839, "Y1": 0.5122, "X2": 0.24387, "Y2": 0.512, "X3": 0.24387, "Y3": 0.5228, "X4": 0.22839, "Y4": 0.5238, "page": 0, "Index": 671}, {"Word": "increases", "Confidence": 0.994, "X1": 0.24774, "Y1": 0.5122, "X2": 0.31097, "Y2": 0.512, "X3": 0.31097, "Y3": 0.5228, "X4": 0.24774, "Y4": 0.5228, "page": 0, "Index": 672}, {"Word": "in", "Confidence": 0.998, "X1": 0.31484, "Y1": 0.5122, "X2": 0.32774, "Y2": 0.512, "X3": 0.32903, "Y3": 0.5228, "X4": 0.31484, "Y4": 0.5228, "page": 0, "Index": 673}, {"Word": "the", "Confidence": 0.998, "X1": 0.37935, "Y1": 0.5102, "X2": 0.4, "Y2": 0.51, "X3": 0.4, "Y3": 0.5208, "X4": 0.37935, "Y4": 0.5208, "page": 0, "Index": 674}, {"Word": "use", "Confidence": 0.993, "X1": 0.40387, "Y1": 0.5092, "X2": 0.4271, "Y2": 0.509, "X3": 0.4271, "Y3": 0.5198, "X4": 0.40387, "Y4": 0.5208, "page": 0, "Index": 675}, {"Word": "of", "Confidence": 0.998, "X1": 0.43097, "Y1": 0.5092, "X2": 0.44645, "Y2": 0.509, "X3": 0.44645, "Y3": 0.5198, "X4": 0.42968, "Y4": 0.5198, "page": 0, "Index": 676}, {"Word": "contraceptive", "Confidence": 0.991, "X1": 0.44903, "Y1": 0.5092, "X2": 0.53677, "Y2": 0.509, "X3": 0.53677, "Y3": 0.5198, "X4": 0.44903, "Y4": 0.5198, "page": 0, "Index": 677}, {"Word": "and", "Confidence": 0.998, "X1": 0.54194, "Y1": 0.5092, "X2": 0.56645, "Y2": 0.509, "X3": 0.56516, "Y3": 0.5198, "X4": 0.54194, "Y4": 0.5198, "page": 0, "Index": 678}, {"Word": "meno-", "Confidence": 0.96, "X1": 0.57032, "Y1": 0.5102, "X2": 0.61419, "Y2": 0.51, "X3": 0.6129, "Y3": 0.5198, "X4": 0.57032, "Y4": 0.5198, "page": 0, "Index": 679}, {"Word": "bearing", "Confidence": 0.993, "X1": 0.67613, "Y1": 0.5132, "X2": 0.72645, "Y2": 0.513, "X3": 0.72645, "Y3": 0.5248, "X4": 0.67613, "Y4": 0.5248, "page": 0, "Index": 680}, {"Word": "and", "Confidence": 0.998, "X1": 0.72903, "Y1": 0.5132, "X2": 0.75355, "Y2": 0.513, "X3": 0.75355, "Y3": 0.5248, "X4": 0.72903, "Y4": 0.5248, "page": 0, "Index": 681}, {"Word": "to", "Confidence": 0.998, "X1": 0.75742, "Y1": 0.5132, "X2": 0.77032, "Y2": 0.513, "X3": 0.77032, "Y3": 0.5248, "X4": 0.75613, "Y4": 0.5248, "page": 0, "Index": 682}, {"Word": "have", "Confidence": 0.985, "X1": 0.77419, "Y1": 0.5132, "X2": 0.80645, "Y2": 0.513, "X3": 0.80645, "Y3": 0.5248, "X4": 0.7729, "Y4": 0.5248, "page": 0, "Index": 683}, {"Word": "fewer", "Confidence": 0.981, "X1": 0.81032, "Y1": 0.5132, "X2": 0.84774, "Y2": 0.513, "X3": 0.84774, "Y3": 0.5248, "X4": 0.81032, "Y4": 0.5248, "page": 0, "Index": 684}, {"Word": "children,", "Confidence": 0.62, "X1": 0.85032, "Y1": 0.5142, "X2": 0.90968, "Y2": 0.514, "X3": 0.90968, "Y3": 0.5248, "X4": 0.85032, "Y4": 0.5248, "page": 0, "Index": 685}, {"Word": "the", "Confidence": 0.991, "X1": 0.09677, "Y1": 0.5262, "X2": 0.11871, "Y2": 0.526, "X3": 0.12, "Y3": 0.5368, "X4": 0.09806, "Y4": 0.5368, "page": 0, "Index": 686}, {"Word": "numbers", "Confidence": 0.995, "X1": 0.12774, "Y1": 0.5252, "X2": 0.18581, "Y2": 0.525, "X3": 0.1871, "Y3": 0.5358, "X4": 0.12903, "Y4": 0.5368, "page": 0, "Index": 687}, {"Word": "of", "Confidence": 0.991, "X1": 0.19613, "Y1": 0.5242, "X2": 0.2129, "Y2": 0.524, "X3": 0.2129, "Y3": 0.5348, "X4": 0.19613, "Y4": 0.5358, "page": 0, "Index": 688}, {"Word": "cancers", "Confidence": 0.996, "X1": 0.22065, "Y1": 0.5232, "X2": 0.27355, "Y2": 0.523, "X3": 0.27355, "Y3": 0.5348, "X4": 0.22065, "Y4": 0.5348, "page": 0, "Index": 689}, {"Word": "of", "Confidence": 0.997, "X1": 0.28258, "Y1": 0.5222, "X2": 0.29806, "Y2": 0.522, "X3": 0.29935, "Y3": 0.5338, "X4": 0.28258, "Y4": 0.5348, "page": 0, "Index": 690}, {"Word": "the", "Confidence": 0.998, "X1": 0.3071, "Y1": 0.5222, "X2": 0.32903, "Y2": 0.522, "X3": 0.32903, "Y3": 0.5338, "X4": 0.3071, "Y4": 0.5338, "page": 0, "Index": 691}, {"Word": "pausal", "Confidence": 0.994, "X1": 0.37935, "Y1": 0.5212, "X2": 0.42323, "Y2": 0.521, "X3": 0.42452, "Y3": 0.5318, "X4": 0.37935, "Y4": 0.5328, "page": 0, "Index": 692}, {"Word": "hormones", "Confidence": 0.906, "X1": 0.4271, "Y1": 0.5202, "X2": 0.49419, "Y2": 0.52, "X3": 0.49419, "Y3": 0.5318, "X4": 0.42839, "Y4": 0.5318, "page": 0, "Index": 693}, {"Word": "and", "Confidence": 0.971, "X1": 0.49935, "Y1": 0.5202, "X2": 0.52387, "Y2": 0.52, "X3": 0.52387, "Y3": 0.5308, "X4": 0.49935, "Y4": 0.5308, "page": 0, "Index": 694}, {"Word": "exposure", "Confidence": 0.995, "X1": 0.53032, "Y1": 0.5202, "X2": 0.58968, "Y2": 0.52, "X3": 0.58968, "Y3": 0.5298, "X4": 0.53032, "Y4": 0.5308, "page": 0, "Index": 695}, {"Word": "to", "Confidence": 0.998, "X1": 0.59613, "Y1": 0.5202, "X2": 0.61161, "Y2": 0.52, "X3": 0.61032, "Y3": 0.5298, "X4": 0.59613, "Y4": 0.5298, "page": 0, "Index": 696}, {"Word": "were", "Confidence": 0.986, "X1": 0.67613, "Y1": 0.5242, "X2": 0.70839, "Y2": 0.524, "X3": 0.70839, "Y3": 0.5358, "X4": 0.67613, "Y4": 0.5368, "page": 0, "Index": 697}, {"Word": "also", "Confidence": 0.944, "X1": 0.71097, "Y1": 0.5252, "X2": 0.73677, "Y2": 0.525, "X3": 0.73677, "Y3": 0.5358, "X4": 0.71097, "Y4": 0.5358, "page": 0, "Index": 698}, {"Word": "likely", "Confidence": 0.996, "X1": 0.73935, "Y1": 0.5252, "X2": 0.77548, "Y2": 0.525, "X3": 0.77548, "Y3": 0.5358, "X4": 0.73935, "Y4": 0.5358, "page": 0, "Index": 699}, {"Word": "factors", "Confidence": 0.995, "X1": 0.77806, "Y1": 0.5252, "X2": 0.82452, "Y2": 0.525, "X3": 0.82452, "Y3": 0.5358, "X4": 0.77806, "Y4": 0.5358, "page": 0, "Index": 700}, {"Word": "in", "Confidence": 0.998, "X1": 0.8271, "Y1": 0.5252, "X2": 0.84, "Y2": 0.525, "X3": 0.84, "Y3": 0.5358, "X4": 0.8271, "Y4": 0.5358, "page": 0, "Index": 701}, {"Word": "the", "Confidence": 0.998, "X1": 0.84258, "Y1": 0.5252, "X2": 0.86194, "Y2": 0.525, "X3": 0.86323, "Y3": 0.5358, "X4": 0.84258, "Y4": 0.5358, "page": 0, "Index": 702}, {"Word": "rise", "Confidence": 0.988, "X1": 0.86581, "Y1": 0.5252, "X2": 0.89161, "Y2": 0.525, "X3": 0.89161, "Y3": 0.5358, "X4": 0.86581, "Y4": 0.5358, "page": 0, "Index": 703}, {"Word": "in", "Confidence": 0.998, "X1": 0.89419, "Y1": 0.5252, "X2": 0.9071, "Y2": 0.525, "X3": 0.90839, "Y3": 0.5368, "X4": 0.89419, "Y4": 0.5358, "page": 0, "Index": 704}, {"Word": "I", "Confidence": 0.125, "X1": 0.91613, "Y1": 0.5252, "X2": 0.92516, "Y2": 0.525, "X3": 0.92516, "Y3": 0.5368, "X4": 0.91742, "Y4": 0.5368, "page": 0, "Index": 705}, {"Word": "breast,", "Confidence": 0.961, "X1": 0.09806, "Y1": 0.5362, "X2": 0.14323, "Y2": 0.536, "X3": 0.14323, "Y3": 0.5478, "X4": 0.09806, "Y4": 0.5488, "page": 0, "Index": 706}, {"Word": "prostate", "Confidence": 0.994, "X1": 0.14581, "Y1": 0.5362, "X2": 0.20129, "Y2": 0.536, "X3": 0.20129, "Y3": 0.5478, "X4": 0.1471, "Y4": 0.5478, "page": 0, "Index": 707}, {"Word": "and", "Confidence": 0.998, "X1": 0.20516, "Y1": 0.5352, "X2": 0.23097, "Y2": 0.535, "X3": 0.22968, "Y3": 0.5468, "X4": 0.20516, "Y4": 0.5478, "page": 0, "Index": 708}, {"Word": "brain", "Confidence": 0.991, "X1": 0.23355, "Y1": 0.5352, "X2": 0.27097, "Y2": 0.535, "X3": 0.27097, "Y3": 0.5468, "X4": 0.23355, "Y4": 0.5468, "page": 0, "Index": 709}, {"Word": "that", "Confidence": 0.988, "X1": 0.27484, "Y1": 0.5352, "X2": 0.30194, "Y2": 0.535, "X3": 0.30065, "Y3": 0.5468, "X4": 0.27355, "Y4": 0.5468, "page": 0, "Index": 710}, {"Word": "are", "Confidence": 0.998, "X1": 0.30452, "Y1": 0.5352, "X2": 0.32903, "Y2": 0.535, "X3": 0.32774, "Y3": 0.5468, "X4": 0.30452, "Y4": 0.5468, "page": 0, "Index": 711}, {"Word": "estrogen-like", "Confidence": 0.991, "X1": 0.38065, "Y1": 0.5322, "X2": 0.46452, "Y2": 0.532, "X3": 0.46323, "Y3": 0.5438, "X4": 0.37935, "Y4": 0.5448, "page": 0, "Index": 712}, {"Word": "compounds", "Confidence": 0.994, "X1": 0.47097, "Y1": 0.5322, "X2": 0.54452, "Y2": 0.532, "X3": 0.54452, "Y3": 0.5428, "X4": 0.46968, "Y4": 0.5438, "page": 0, "Index": 713}, {"Word": "in", "Confidence": 0.998, "X1": 0.54968, "Y1": 0.5322, "X2": 0.56387, "Y2": 0.532, "X3": 0.56387, "Y3": 0.5428, "X4": 0.54839, "Y4": 0.5428, "page": 0, "Index": 714}, {"Word": "plants", "Confidence": 0.994, "X1": 0.57032, "Y1": 0.5322, "X2": 0.6129, "Y2": 0.532, "X3": 0.61161, "Y3": 0.5438, "X4": 0.56903, "Y4": 0.5428, "page": 0, "Index": 715}, {"Word": "breast", "Confidence": 0.996, "X1": 0.67613, "Y1": 0.5362, "X2": 0.71871, "Y2": 0.536, "X3": 0.72, "Y3": 0.5468, "X4": 0.67613, "Y4": 0.5468, "page": 0, "Index": 716}, {"Word": "cancer.", "Confidence": 0.993, "X1": 0.72258, "Y1": 0.5362, "X2": 0.77419, "Y2": 0.536, "X3": 0.77419, "Y3": 0.5478, "X4": 0.72258, "Y4": 0.5468, "page": 0, "Index": 717}, {"Word": "As", "Confidence": 0.998, "X1": 0.77677, "Y1": 0.5362, "X2": 0.79484, "Y2": 0.536, "X3": 0.79484, "Y3": 0.5478, "X4": 0.77677, "Y4": 0.5478, "page": 0, "Index": 718}, {"Word": "for", "Confidence": 0.998, "X1": 0.8, "Y1": 0.5362, "X2": 0.82194, "Y2": 0.536, "X3": 0.82194, "Y3": 0.5478, "X4": 0.8, "Y4": 0.5478, "page": 0, "Index": 719}, {"Word": "lung", "Confidence": 0.987, "X1": 0.82452, "Y1": 0.5362, "X2": 0.85419, "Y2": 0.536, "X3": 0.85419, "Y3": 0.5478, "X4": 0.82452, "Y4": 0.5478, "page": 0, "Index": 720}, {"Word": "cancer.", "Confidence": 0.88, "X1": 0.85935, "Y1": 0.5372, "X2": 0.91226, "Y2": 0.537, "X3": 0.91097, "Y3": 0.5488, "X4": 0.85935, "Y4": 0.5478, "page": 0, "Index": 721}, {"Word": "--...", "Confidence": 0.449, "X1": 0.92516, "Y1": 0.5492, "X2": 0.92516, "Y2": 0.549, "X3": 0.91742, "Y3": 0.5498, "X4": 0.91742, "Y4": 0.5118, "page": 0, "Index": 722}, {"Word": "diagnosed.", "Confidence": 0.991, "X1": 0.10065, "Y1": 0.5482, "X2": 0.16645, "Y2": 0.548, "X3": 0.16645, "Y3": 0.5588, "X4": 0.09935, "Y4": 0.5598, "page": 0, "Index": 723}, {"Word": "the", "Confidence": 0.993, "X1": 0.67742, "Y1": 0.5472, "X2": 0.69935, "Y2": 0.547, "X3": 0.69935, "Y3": 0.5588, "X4": 0.67742, "Y4": 0.5588, "page": 0, "Index": 724}, {"Word": "researchers", "Confidence": 0.993, "X1": 0.71226, "Y1": 0.5482, "X2": 0.78968, "Y2": 0.548, "X3": 0.78968, "Y3": 0.5588, "X4": 0.71097, "Y4": 0.5588, "page": 0, "Index": 725}, {"Word": "cited", "Confidence": 0.934, "X1": 0.80258, "Y1": 0.5482, "X2": 0.83484, "Y2": 0.548, "X3": 0.83484, "Y3": 0.5588, "X4": 0.80258, "Y4": 0.5588, "page": 0, "Index": 726}, {"Word": "cigarette", "Confidence": 0.966, "X1": 0.84903, "Y1": 0.5482, "X2": 0.90968, "Y2": 0.548, "X3": 0.90839, "Y3": 0.5588, "X4": 0.84903, "Y4": 0.5588, "page": 0, "Index": 727}, {"Word": "4Smoking,", "Confidence": 0.798, "X1": 0.11484, "Y1": 0.5622, "X2": 0.17935, "Y2": 0.562, "X3": 0.17806, "Y3": 0.5748, "X4": 0.11484, "Y4": 0.5748, "page": 0, "Index": 728}, {"Word": "which", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.5622, "X2": 0.21935, "Y2": 0.562, "X3": 0.21935, "Y3": 0.5748, "X4": 0.18194, "Y4": 0.5748, "page": 0, "Index": 729}, {"Word": "has", "Confidence": 0.998, "X1": 0.22194, "Y1": 0.5622, "X2": 0.24645, "Y2": 0.562, "X3": 0.24645, "Y3": 0.5738, "X4": 0.22194, "Y4": 0.5748, "page": 0, "Index": 730}, {"Word": "resulted", "Confidence": 0.941, "X1": 0.24903, "Y1": 0.5622, "X2": 0.30065, "Y2": 0.562, "X3": 0.30194, "Y3": 0.5738, "X4": 0.24903, "Y4": 0.5738, "page": 0, "Index": 731}, {"Word": "in", "Confidence": 0.998, "X1": 0.30452, "Y1": 0.5622, "X2": 0.31742, "Y2": 0.562, "X3": 0.31742, "Y3": 0.5738, "X4": 0.30452, "Y4": 0.5738, "page": 0, "Index": 732}, {"Word": "a", "Confidence": 0.996, "X1": 0.32, "Y1": 0.5622, "X2": 0.32903, "Y2": 0.562, "X3": 0.32903, "Y3": 0.5738, "X4": 0.32, "Y4": 0.5738, "page": 0, "Index": 733}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.67613, "Y1": 0.5592, "X2": 0.73032, "Y2": 0.559, "X3": 0.73161, "Y3": 0.5698, "X4": 0.67742, "Y4": 0.5698, "page": 0, "Index": 734}, {"Word": "as", "Confidence": 0.998, "X1": 0.73677, "Y1": 0.5592, "X2": 0.75355, "Y2": 0.559, "X3": 0.75355, "Y3": 0.5698, "X4": 0.73677, "Y4": 0.5698, "page": 0, "Index": 735}, {"Word": "the", "Confidence": 0.998, "X1": 0.75742, "Y1": 0.5592, "X2": 0.77935, "Y2": 0.559, "X3": 0.77935, "Y3": 0.5698, "X4": 0.75742, "Y4": 0.5698, "page": 0, "Index": 736}, {"Word": "main", "Confidence": 0.988, "X1": 0.78452, "Y1": 0.5592, "X2": 0.81935, "Y2": 0.559, "X3": 0.81935, "Y3": 0.5698, "X4": 0.78452, "Y4": 0.5698, "page": 0, "Index": 737}, {"Word": "cause", "Confidence": 0.998, "X1": 0.82452, "Y1": 0.5592, "X2": 0.86194, "Y2": 0.559, "X3": 0.86194, "Y3": 0.5698, "X4": 0.82452, "Y4": 0.5698, "page": 0, "Index": 738}, {"Word": "of", "Confidence": 0.998, "X1": 0.86581, "Y1": 0.5592, "X2": 0.88258, "Y2": 0.559, "X3": 0.88258, "Y3": 0.5698, "X4": 0.86581, "Y4": 0.5698, "page": 0, "Index": 739}, {"Word": "the", "Confidence": 0.998, "X1": 0.88516, "Y1": 0.5592, "X2": 0.90839, "Y2": 0.559, "X3": 0.90839, "Y3": 0.5698, "X4": 0.88645, "Y4": 0.5698, "page": 0, "Index": 740}, {"Word": "rise", "Confidence": 0.981, "X1": 0.09935, "Y1": 0.5752, "X2": 0.12516, "Y2": 0.575, "X3": 0.12516, "Y3": 0.5878, "X4": 0.09935, "Y4": 0.5878, "page": 0, "Index": 741}, {"Word": "in", "Confidence": 0.997, "X1": 0.13032, "Y1": 0.5752, "X2": 0.14581, "Y2": 0.575, "X3": 0.14581, "Y3": 0.5868, "X4": 0.13161, "Y4": 0.5868, "page": 0, "Index": 742}, {"Word": "related", "Confidence": 0.961, "X1": 0.15097, "Y1": 0.5752, "X2": 0.19742, "Y2": 0.575, "X3": 0.19742, "Y3": 0.5858, "X4": 0.15097, "Y4": 0.5868, "page": 0, "Index": 743}, {"Word": "cancers,", "Confidence": 0.953, "X1": 0.20387, "Y1": 0.5742, "X2": 0.26194, "Y2": 0.574, "X3": 0.26194, "Y3": 0.5848, "X4": 0.20387, "Y4": 0.5858, "page": 0, "Index": 744}, {"Word": "especially", "Confidence": 0.969, "X1": 0.26452, "Y1": 0.5742, "X2": 0.33032, "Y2": 0.574, "X3": 0.33032, "Y3": 0.5858, "X4": 0.26581, "Y4": 0.5848, "page": 0, "Index": 745}, {"Word": "and", "Confidence": 0.941, "X1": 0.38065, "Y1": 0.5692, "X2": 0.40387, "Y2": 0.569, "X3": 0.40258, "Y3": 0.5808, "X4": 0.37935, "Y4": 0.5808, "page": 0, "Index": 746}, {"Word": "to", "Confidence": 0.997, "X1": 0.4129, "Y1": 0.5682, "X2": 0.42839, "Y2": 0.568, "X3": 0.42839, "Y3": 0.5798, "X4": 0.4129, "Y4": 0.5798, "page": 0, "Index": 747}, {"Word": "chlorinated", "Confidence": 0.683, "X1": 0.43742, "Y1": 0.5682, "X2": 0.51226, "Y2": 0.568, "X3": 0.51226, "Y3": 0.5798, "X4": 0.43613, "Y4": 0.5798, "page": 0, "Index": 748}, {"Word": "hydrocarbons", "Confidence": 0.945, "X1": 0.52, "Y1": 0.5692, "X2": 0.6129, "Y2": 0.569, "X3": 0.61161, "Y3": 0.5818, "X4": 0.52, "Y4": 0.5808, "page": 0, "Index": 749}, {"Word": "65.3", "Confidence": 0.991, "X1": 0.67742, "Y1": 0.5702, "X2": 0.70065, "Y2": 0.57, "X3": 0.70194, "Y3": 0.5818, "X4": 0.67871, "Y4": 0.5818, "page": 0, "Index": 750}, {"Word": "percent", "Confidence": 0.955, "X1": 0.70452, "Y1": 0.5702, "X2": 0.75226, "Y2": 0.57, "X3": 0.75226, "Y3": 0.5818, "X4": 0.70452, "Y4": 0.5818, "page": 0, "Index": 751}, {"Word": "increase", "Confidence": 0.994, "X1": 0.75484, "Y1": 0.5702, "X2": 0.81032, "Y2": 0.57, "X3": 0.81032, "Y3": 0.5818, "X4": 0.75484, "Y4": 0.5818, "page": 0, "Index": 752}, {"Word": "in", "Confidence": 0.998, "X1": 0.81419, "Y1": 0.5702, "X2": 0.8271, "Y2": 0.57, "X3": 0.8271, "Y3": 0.5818, "X4": 0.81419, "Y4": 0.5818, "page": 0, "Index": 753}, {"Word": "incidence", "Confidence": 0.991, "X1": 0.82968, "Y1": 0.5702, "X2": 0.89161, "Y2": 0.57, "X3": 0.89032, "Y3": 0.5818, "X4": 0.82968, "Y4": 0.5818, "page": 0, "Index": 754}, {"Word": "in", "Confidence": 0.998, "X1": 0.89419, "Y1": 0.5702, "X2": 0.90839, "Y2": 0.57, "X3": 0.9071, "Y3": 0.5818, "X4": 0.89419, "Y4": 0.5818, "page": 0, "Index": 755}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.13161, "Y1": 0.5862, "X2": 0.17677, "Y2": 0.586, "X3": 0.17677, "Y3": 0.5978, "X4": 0.13161, "Y4": 0.5988, "page": 0, "Index": 756}, {"Word": "in", "Confidence": 0.998, "X1": 0.18065, "Y1": 0.5862, "X2": 0.19484, "Y2": 0.586, "X3": 0.19484, "Y3": 0.5968, "X4": 0.18065, "Y4": 0.5978, "page": 0, "Index": 757}, {"Word": "women", "Confidence": 0.996, "X1": 0.19871, "Y1": 0.5862, "X2": 0.24516, "Y2": 0.586, "X3": 0.24516, "Y3": 0.5968, "X4": 0.19871, "Y4": 0.5968, "page": 0, "Index": 758}, {"Word": "and", "Confidence": 0.998, "X1": 0.25032, "Y1": 0.5852, "X2": 0.27613, "Y2": 0.585, "X3": 0.27613, "Y3": 0.5968, "X4": 0.25032, "Y4": 0.5968, "page": 0, "Index": 759}, {"Word": "bladder", "Confidence": 0.913, "X1": 0.27871, "Y1": 0.5862, "X2": 0.33032, "Y2": 0.586, "X3": 0.33032, "Y3": 0.5968, "X4": 0.27871, "Y4": 0.5968, "page": 0, "Index": 760}, {"Word": "that", "Confidence": 0.986, "X1": 0.37935, "Y1": 0.5812, "X2": 0.40516, "Y2": 0.581, "X3": 0.40516, "Y3": 0.5918, "X4": 0.37935, "Y4": 0.5918, "page": 0, "Index": 761}, {"Word": "act", "Confidence": 0.994, "X1": 0.40774, "Y1": 0.5812, "X2": 0.42839, "Y2": 0.581, "X3": 0.42839, "Y3": 0.5918, "X4": 0.40774, "Y4": 0.5918, "page": 0, "Index": 762}, {"Word": "like", "Confidence": 0.971, "X1": 0.43226, "Y1": 0.5812, "X2": 0.45677, "Y2": 0.581, "X3": 0.45677, "Y3": 0.5918, "X4": 0.43226, "Y4": 0.5918, "page": 0, "Index": 763}, {"Word": "estrogens.", "Confidence": 0.955, "X1": 0.46065, "Y1": 0.5822, "X2": 0.53032, "Y2": 0.582, "X3": 0.53032, "Y3": 0.5928, "X4": 0.46065, "Y4": 0.5918, "page": 0, "Index": 764}, {"Word": "women.", "Confidence": 0.908, "X1": 0.67742, "Y1": 0.5822, "X2": 0.73032, "Y2": 0.582, "X3": 0.73032, "Y3": 0.5938, "X4": 0.67742, "Y4": 0.5938, "page": 0, "Index": 765}, {"Word": "By", "Confidence": 0.998, "X1": 0.73419, "Y1": 0.5822, "X2": 0.75355, "Y2": 0.582, "X3": 0.75355, "Y3": 0.5938, "X4": 0.73419, "Y4": 0.5938, "page": 0, "Index": 766}, {"Word": "contrast,", "Confidence": 0.863, "X1": 0.76129, "Y1": 0.5822, "X2": 0.82323, "Y2": 0.582, "X3": 0.82323, "Y3": 0.5938, "X4": 0.76129, "Y4": 0.5938, "page": 0, "Index": 767}, {"Word": "lung", "Confidence": 0.983, "X1": 0.82581, "Y1": 0.5822, "X2": 0.85548, "Y2": 0.582, "X3": 0.85548, "Y3": 0.5938, "X4": 0.82581, "Y4": 0.5938, "page": 0, "Index": 768}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.86323, "Y1": 0.5832, "X2": 0.90968, "Y2": 0.583, "X3": 0.90968, "Y3": 0.5948, "X4": 0.86323, "Y4": 0.5938, "page": 0, "Index": 769}, {"Word": "lung", "Confidence": 0.941, "X1": 0.09935, "Y1": 0.5872, "X2": 0.12774, "Y2": 0.587, "X3": 0.12774, "Y3": 0.5988, "X4": 0.09935, "Y4": 0.5998, "page": 0, "Index": 770}, {"Word": "Still,", "Confidence": 0.831, "X1": 0.39226, "Y1": 0.5922, "X2": 0.42065, "Y2": 0.592, "X3": 0.42065, "Y3": 0.6038, "X4": 0.39097, "Y4": 0.6038, "page": 0, "Index": 771}, {"Word": "the", "Confidence": 0.998, "X1": 0.42323, "Y1": 0.5922, "X2": 0.44387, "Y2": 0.592, "X3": 0.44387, "Y3": 0.6038, "X4": 0.42323, "Y4": 0.6038, "page": 0, "Index": 772}, {"Word": "research", "Confidence": 0.994, "X1": 0.44774, "Y1": 0.5922, "X2": 0.50323, "Y2": 0.592, "X3": 0.50323, "Y3": 0.6038, "X4": 0.44645, "Y4": 0.6038, "page": 0, "Index": 773}, {"Word": "team", "Confidence": 0.955, "X1": 0.50581, "Y1": 0.5922, "X2": 0.53548, "Y2": 0.592, "X3": 0.53548, "Y3": 0.6038, "X4": 0.50581, "Y4": 0.6038, "page": 0, "Index": 774}, {"Word": "concluded,", "Confidence": 0.795, "X1": 0.54194, "Y1": 0.5922, "X2": 0.61161, "Y2": 0.592, "X3": 0.61161, "Y3": 0.6038, "X4": 0.54194, "Y4": 0.6038, "page": 0, "Index": 775}, {"Word": "rose", "Confidence": 0.983, "X1": 0.67613, "Y1": 0.5942, "X2": 0.70581, "Y2": 0.594, "X3": 0.70581, "Y3": 0.6058, "X4": 0.67613, "Y4": 0.6058, "page": 0, "Index": 776}, {"Word": "by", "Confidence": 0.998, "X1": 0.71226, "Y1": 0.5942, "X2": 0.72903, "Y2": 0.594, "X3": 0.73032, "Y3": 0.6058, "X4": 0.71226, "Y4": 0.6058, "page": 0, "Index": 777}, {"Word": "only", "Confidence": 0.981, "X1": 0.73548, "Y1": 0.5942, "X2": 0.76516, "Y2": 0.594, "X3": 0.76645, "Y3": 0.6048, "X4": 0.73548, "Y4": 0.6058, "page": 0, "Index": 778}, {"Word": "2.5", "Confidence": 0.995, "X1": 0.77161, "Y1": 0.5942, "X2": 0.79226, "Y2": 0.594, "X3": 0.79226, "Y3": 0.6048, "X4": 0.77161, "Y4": 0.6048, "page": 0, "Index": 779}, {"Word": "percent", "Confidence": 0.995, "X1": 0.79742, "Y1": 0.5942, "X2": 0.85032, "Y2": 0.594, "X3": 0.85032, "Y3": 0.6058, "X4": 0.79871, "Y4": 0.6048, "page": 0, "Index": 780}, {"Word": "in", "Confidence": 0.998, "X1": 0.85419, "Y1": 0.5942, "X2": 0.86839, "Y2": 0.594, "X3": 0.86968, "Y3": 0.6058, "X4": 0.85548, "Y4": 0.6058, "page": 0, "Index": 781}, {"Word": "men.", "Confidence": 0.834, "X1": 0.87484, "Y1": 0.5952, "X2": 0.90968, "Y2": 0.595, "X3": 0.91097, "Y3": 0.6068, "X4": 0.87613, "Y4": 0.6058, "page": 0, "Index": 782}, {"Word": "cancer", "Confidence": 0.995, "X1": 0.09935, "Y1": 0.5992, "X2": 0.14323, "Y2": 0.599, "X3": 0.14323, "Y3": 0.6098, "X4": 0.09935, "Y4": 0.6108, "page": 0, "Index": 783}, {"Word": "in", "Confidence": 0.997, "X1": 0.1471, "Y1": 0.5992, "X2": 0.16, "Y2": 0.599, "X3": 0.16, "Y3": 0.6088, "X4": 0.14581, "Y4": 0.6098, "page": 0, "Index": 784}, {"Word": "men.", "Confidence": 0.811, "X1": 0.16387, "Y1": 0.5982, "X2": 0.19742, "Y2": 0.598, "X3": 0.19742, "Y3": 0.6088, "X4": 0.16258, "Y4": 0.6088, "page": 0, "Index": 785}, {"Word": "\"Increasing", "Confidence": 0.959, "X1": 0.38065, "Y1": 0.6032, "X2": 0.45548, "Y2": 0.603, "X3": 0.45548, "Y3": 0.6148, "X4": 0.38065, "Y4": 0.6148, "page": 0, "Index": 786}, {"Word": "exposure", "Confidence": 0.991, "X1": 0.45806, "Y1": 0.6042, "X2": 0.51742, "Y2": 0.604, "X3": 0.51742, "Y3": 0.6158, "X4": 0.45806, "Y4": 0.6148, "page": 0, "Index": 787}, {"Word": "to", "Confidence": 0.998, "X1": 0.52, "Y1": 0.6042, "X2": 0.5329, "Y2": 0.604, "X3": 0.5329, "Y3": 0.6158, "X4": 0.52, "Y4": 0.6158, "page": 0, "Index": 788}, {"Word": "general", "Confidence": 0.994, "X1": 0.53677, "Y1": 0.6042, "X2": 0.58581, "Y2": 0.604, "X3": 0.58581, "Y3": 0.6158, "X4": 0.53548, "Y4": 0.6158, "page": 0, "Index": 789}, {"Word": "en-", "Confidence": 0.994, "X1": 0.58968, "Y1": 0.6042, "X2": 0.6129, "Y2": 0.604, "X3": 0.6129, "Y3": 0.6158, "X4": 0.58839, "Y4": 0.6158, "page": 0, "Index": 790}, {"Word": "many", "Confidence": 0.991, "X1": 0.67742, "Y1": 0.6052, "X2": 0.71484, "Y2": 0.605, "X3": 0.71484, "Y3": 0.6168, "X4": 0.67742, "Y4": 0.6178, "page": 0, "Index": 791}, {"Word": "more", "Confidence": 0.989, "X1": 0.72387, "Y1": 0.6052, "X2": 0.75871, "Y2": 0.605, "X3": 0.75871, "Y3": 0.6168, "X4": 0.72387, "Y4": 0.6168, "page": 0, "Index": 792}, {"Word": "of", "Confidence": 0.998, "X1": 0.76774, "Y1": 0.6052, "X2": 0.78452, "Y2": 0.605, "X3": 0.78452, "Y3": 0.6158, "X4": 0.76774, "Y4": 0.6168, "page": 0, "Index": 793}, {"Word": "whom", "Confidence": 0.958, "X1": 0.79226, "Y1": 0.6052, "X2": 0.8271, "Y2": 0.605, "X3": 0.82581, "Y3": 0.6168, "X4": 0.79097, "Y4": 0.6158, "page": 0, "Index": 794}, {"Word": "have", "Confidence": 0.988, "X1": 0.84, "Y1": 0.6052, "X2": 0.87355, "Y2": 0.605, "X3": 0.87226, "Y3": 0.6168, "X4": 0.84, "Y4": 0.6168, "page": 0, "Index": 795}, {"Word": "quit", "Confidence": 0.991, "X1": 0.88129, "Y1": 0.6052, "X2": 0.91097, "Y2": 0.605, "X3": 0.91097, "Y3": 0.6178, "X4": 0.88129, "Y4": 0.6168, "page": 0, "Index": 796}, {"Word": "\"Increased", "Confidence": 0.614, "X1": 0.11355, "Y1": 0.6092, "X2": 0.18452, "Y2": 0.609, "X3": 0.18581, "Y3": 0.6208, "X4": 0.11613, "Y4": 0.6218, "page": 0, "Index": 797}, {"Word": "exposure", "Confidence": 0.992, "X1": 0.18968, "Y1": 0.6082, "X2": 0.25161, "Y2": 0.608, "X3": 0.25161, "Y3": 0.6198, "X4": 0.19097, "Y4": 0.6198, "page": 0, "Index": 798}, {"Word": "to", "Confidence": 0.998, "X1": 0.25677, "Y1": 0.6082, "X2": 0.27097, "Y2": 0.608, "X3": 0.27226, "Y3": 0.6198, "X4": 0.25677, "Y4": 0.6198, "page": 0, "Index": 799}, {"Word": "the", "Confidence": 0.998, "X1": 0.27484, "Y1": 0.6072, "X2": 0.29806, "Y2": 0.607, "X3": 0.29935, "Y3": 0.6188, "X4": 0.27613, "Y4": 0.6198, "page": 0, "Index": 800}, {"Word": "sun,", "Confidence": 0.649, "X1": 0.30194, "Y1": 0.6072, "X2": 0.33161, "Y2": 0.607, "X3": 0.33161, "Y3": 0.6188, "X4": 0.30323, "Y4": 0.6188, "page": 0, "Index": 801}, {"Word": "vironmental", "Confidence": 0.933, "X1": 0.38065, "Y1": 0.6162, "X2": 0.45677, "Y2": 0.616, "X3": 0.45548, "Y3": 0.6278, "X4": 0.37935, "Y4": 0.6278, "page": 0, "Index": 802}, {"Word": "hazards", "Confidence": 0.996, "X1": 0.45935, "Y1": 0.6162, "X2": 0.51226, "Y2": 0.616, "X3": 0.51097, "Y3": 0.6278, "X4": 0.45806, "Y4": 0.6278, "page": 0, "Index": 803}, {"Word": "seems", "Confidence": 0.994, "X1": 0.51484, "Y1": 0.6162, "X2": 0.55484, "Y2": 0.616, "X3": 0.55355, "Y3": 0.6278, "X4": 0.51484, "Y4": 0.6278, "page": 0, "Index": 804}, {"Word": "unlikely", "Confidence": 0.797, "X1": 0.55742, "Y1": 0.6162, "X2": 0.61161, "Y2": 0.616, "X3": 0.61032, "Y3": 0.6278, "X4": 0.55742, "Y4": 0.6278, "page": 0, "Index": 805}, {"Word": "smoking", "Confidence": 0.991, "X1": 0.67871, "Y1": 0.6172, "X2": 0.73032, "Y2": 0.617, "X3": 0.73032, "Y3": 0.6278, "X4": 0.67871, "Y4": 0.6278, "page": 0, "Index": 806}, {"Word": "in", "Confidence": 0.998, "X1": 0.73419, "Y1": 0.6172, "X2": 0.74839, "Y2": 0.617, "X3": 0.74839, "Y3": 0.6278, "X4": 0.73419, "Y4": 0.6278, "page": 0, "Index": 807}, {"Word": "recent", "Confidence": 0.994, "X1": 0.75097, "Y1": 0.6172, "X2": 0.79355, "Y2": 0.617, "X3": 0.79355, "Y3": 0.6278, "X4": 0.75097, "Y4": 0.6278, "page": 0, "Index": 808}, {"Word": "decades.", "Confidence": 0.886, "X1": 0.79613, "Y1": 0.6182, "X2": 0.85419, "Y2": 0.618, "X3": 0.85419, "Y3": 0.6278, "X4": 0.79613, "Y4": 0.6278, "page": 0, "Index": 809}, {"Word": "with", "Confidence": 0.998, "X1": 0.10065, "Y1": 0.6212, "X2": 0.13032, "Y2": 0.621, "X3": 0.12903, "Y3": 0.6328, "X4": 0.10065, "Y4": 0.6328, "page": 0, "Index": 810}, {"Word": "an", "Confidence": 0.998, "X1": 0.13548, "Y1": 0.6212, "X2": 0.15226, "Y2": 0.621, "X3": 0.15097, "Y3": 0.6328, "X4": 0.13419, "Y4": 0.6328, "page": 0, "Index": 811}, {"Word": "accompanying", "Confidence": 0.99, "X1": 0.15742, "Y1": 0.6202, "X2": 0.25161, "Y2": 0.62, "X3": 0.25161, "Y3": 0.6318, "X4": 0.15742, "Y4": 0.6328, "page": 0, "Index": 812}, {"Word": "increase", "Confidence": 0.85, "X1": 0.25677, "Y1": 0.6192, "X2": 0.31097, "Y2": 0.619, "X3": 0.31226, "Y3": 0.6308, "X4": 0.25677, "Y4": 0.6318, "page": 0, "Index": 813}, {"Word": "in", "Confidence": 0.997, "X1": 0.31613, "Y1": 0.6192, "X2": 0.33032, "Y2": 0.619, "X3": 0.33032, "Y3": 0.6308, "X4": 0.31613, "Y4": 0.6308, "page": 0, "Index": 814}, {"Word": "melanomas.", "Confidence": 0.661, "X1": 0.10323, "Y1": 0.6332, "X2": 0.18194, "Y2": 0.633, "X3": 0.18194, "Y3": 0.6428, "X4": 0.10194, "Y4": 0.6448, "page": 0, "Index": 815}, {"Word": "to", "Confidence": 0.997, "X1": 0.38065, "Y1": 0.6282, "X2": 0.39226, "Y2": 0.628, "X3": 0.39226, "Y3": 0.6398, "X4": 0.38065, "Y4": 0.6398, "page": 0, "Index": 816}, {"Word": "have", "Confidence": 0.97, "X1": 0.39613, "Y1": 0.6282, "X2": 0.4271, "Y2": 0.628, "X3": 0.4271, "Y3": 0.6398, "X4": 0.39484, "Y4": 0.6398, "page": 0, "Index": 817}, {"Word": "had", "Confidence": 0.998, "X1": 0.42968, "Y1": 0.6282, "X2": 0.45677, "Y2": 0.628, "X3": 0.45677, "Y3": 0.6398, "X4": 0.42968, "Y4": 0.6398, "page": 0, "Index": 818}, {"Word": "a", "Confidence": 0.995, "X1": 0.46065, "Y1": 0.6282, "X2": 0.46968, "Y2": 0.628, "X3": 0.46968, "Y3": 0.6398, "X4": 0.46065, "Y4": 0.6398, "page": 0, "Index": 819}, {"Word": "major", "Confidence": 0.997, "X1": 0.47355, "Y1": 0.6282, "X2": 0.51484, "Y2": 0.628, "X3": 0.51484, "Y3": 0.6398, "X4": 0.47355, "Y4": 0.6398, "page": 0, "Index": 820}, {"Word": "impact", "Confidence": 0.997, "X1": 0.51871, "Y1": 0.6282, "X2": 0.56516, "Y2": 0.628, "X3": 0.56516, "Y3": 0.6398, "X4": 0.51742, "Y4": 0.6398, "page": 0, "Index": 821}, {"Word": "on", "Confidence": 0.998, "X1": 0.56774, "Y1": 0.6282, "X2": 0.58581, "Y2": 0.628, "X3": 0.58452, "Y3": 0.6398, "X4": 0.56774, "Y4": 0.6398, "page": 0, "Index": 822}, {"Word": "the", "Confidence": 0.998, "X1": 0.58968, "Y1": 0.6292, "X2": 0.61161, "Y2": 0.629, "X3": 0.61161, "Y3": 0.6408, "X4": 0.58968, "Y4": 0.6408, "page": 0, "Index": 823}, {"Word": "As", "Confidence": 0.998, "X1": 0.6929, "Y1": 0.6282, "X2": 0.7071, "Y2": 0.628, "X3": 0.7071, "Y3": 0.6398, "X4": 0.6929, "Y4": 0.6398, "page": 0, "Index": 824}, {"Word": "for", "Confidence": 0.995, "X1": 0.71097, "Y1": 0.6282, "X2": 0.73161, "Y2": 0.628, "X3": 0.73161, "Y3": 0.6398, "X4": 0.71097, "Y4": 0.6398, "page": 0, "Index": 825}, {"Word": "cancers", "Confidence": 0.996, "X1": 0.73548, "Y1": 0.6282, "X2": 0.78581, "Y2": 0.628, "X3": 0.78452, "Y3": 0.6398, "X4": 0.73419, "Y4": 0.6398, "page": 0, "Index": 826}, {"Word": "on", "Confidence": 0.998, "X1": 0.78839, "Y1": 0.6282, "X2": 0.80516, "Y2": 0.628, "X3": 0.80516, "Y3": 0.6398, "X4": 0.78839, "Y4": 0.6398, "page": 0, "Index": 827}, {"Word": "the", "Confidence": 0.998, "X1": 0.80903, "Y1": 0.6282, "X2": 0.82968, "Y2": 0.628, "X3": 0.82968, "Y3": 0.6398, "X4": 0.80774, "Y4": 0.6398, "page": 0, "Index": 828}, {"Word": "decline,", "Confidence": 0.982, "X1": 0.83355, "Y1": 0.6282, "X2": 0.88387, "Y2": 0.628, "X3": 0.88258, "Y3": 0.6398, "X4": 0.83226, "Y4": 0.6398, "page": 0, "Index": 829}, {"Word": "the", "Confidence": 0.998, "X1": 0.88645, "Y1": 0.6282, "X2": 0.90968, "Y2": 0.628, "X3": 0.90839, "Y3": 0.6408, "X4": 0.88645, "Y4": 0.6408, "page": 0, "Index": 830}, {"Word": "\"The", "Confidence": 0.256, "X1": 0.11355, "Y1": 0.6432, "X2": 0.14968, "Y2": 0.643, "X3": 0.14968, "Y3": 0.6558, "X4": 0.11355, "Y4": 0.6558, "page": 0, "Index": 831}, {"Word": "AIDS", "Confidence": 0.958, "X1": 0.15355, "Y1": 0.6432, "X2": 0.18839, "Y2": 0.643, "X3": 0.18839, "Y3": 0.6548, "X4": 0.15355, "Y4": 0.6558, "page": 0, "Index": 832}, {"Word": "epidemic,", "Confidence": 0.971, "X1": 0.19355, "Y1": 0.6422, "X2": 0.25935, "Y2": 0.642, "X3": 0.26065, "Y3": 0.6548, "X4": 0.19355, "Y4": 0.6548, "page": 0, "Index": 833}, {"Word": "which", "Confidence": 0.998, "X1": 0.26323, "Y1": 0.6422, "X2": 0.30194, "Y2": 0.642, "X3": 0.30194, "Y3": 0.6538, "X4": 0.26323, "Y4": 0.6548, "page": 0, "Index": 834}, {"Word": "has", "Confidence": 0.998, "X1": 0.30581, "Y1": 0.6412, "X2": 0.33161, "Y2": 0.641, "X3": 0.33161, "Y3": 0.6538, "X4": 0.3071, "Y4": 0.6538, "page": 0, "Index": 835}, {"Word": "overall", "Confidence": 0.938, "X1": 0.37935, "Y1": 0.6402, "X2": 0.42452, "Y2": 0.64, "X3": 0.42452, "Y3": 0.6518, "X4": 0.37935, "Y4": 0.6518, "page": 0, "Index": 836}, {"Word": "trends", "Confidence": 0.995, "X1": 0.4271, "Y1": 0.6402, "X2": 0.46968, "Y2": 0.64, "X3": 0.46968, "Y3": 0.6518, "X4": 0.4271, "Y4": 0.6518, "page": 0, "Index": 837}, {"Word": "in", "Confidence": 0.995, "X1": 0.47355, "Y1": 0.6402, "X2": 0.48645, "Y2": 0.64, "X3": 0.48516, "Y3": 0.6518, "X4": 0.47226, "Y4": 0.6518, "page": 0, "Index": 838}, {"Word": "cancer", "Confidence": 0.993, "X1": 0.48903, "Y1": 0.6402, "X2": 0.53419, "Y2": 0.64, "X3": 0.53419, "Y3": 0.6508, "X4": 0.48903, "Y4": 0.6518, "page": 0, "Index": 839}, {"Word": "rates.\"", "Confidence": 0.847, "X1": 0.53806, "Y1": 0.6392, "X2": 0.58323, "Y2": 0.639, "X3": 0.58323, "Y3": 0.6508, "X4": 0.53677, "Y4": 0.6508, "page": 0, "Index": 840}, {"Word": "But", "Confidence": 0.998, "X1": 0.5871, "Y1": 0.6392, "X2": 0.6129, "Y2": 0.639, "X3": 0.61161, "Y3": 0.6508, "X4": 0.58581, "Y4": 0.6508, "page": 0, "Index": 841}, {"Word": "analysis", "Confidence": 0.938, "X1": 0.67742, "Y1": 0.6402, "X2": 0.72903, "Y2": 0.64, "X3": 0.73032, "Y3": 0.6518, "X4": 0.67742, "Y4": 0.6518, "page": 0, "Index": 842}, {"Word": "showed", "Confidence": 0.997, "X1": 0.7329, "Y1": 0.6402, "X2": 0.78065, "Y2": 0.64, "X3": 0.78065, "Y3": 0.6508, "X4": 0.7329, "Y4": 0.6518, "page": 0, "Index": 843}, {"Word": "that", "Confidence": 0.989, "X1": 0.78323, "Y1": 0.6402, "X2": 0.81032, "Y2": 0.64, "X3": 0.81032, "Y3": 0.6508, "X4": 0.78323, "Y4": 0.6508, "page": 0, "Index": 844}, {"Word": "the", "Confidence": 0.998, "X1": 0.8129, "Y1": 0.6402, "X2": 0.83484, "Y2": 0.64, "X3": 0.83484, "Y3": 0.6518, "X4": 0.8129, "Y4": 0.6508, "page": 0, "Index": 845}, {"Word": "largest", "Confidence": 0.958, "X1": 0.83871, "Y1": 0.6402, "X2": 0.88387, "Y2": 0.64, "X3": 0.88387, "Y3": 0.6518, "X4": 0.83871, "Y4": 0.6518, "page": 0, "Index": 846}, {"Word": "de-", "Confidence": 0.992, "X1": 0.88774, "Y1": 0.6412, "X2": 0.91097, "Y2": 0.641, "X3": 0.91097, "Y3": 0.6518, "X4": 0.88645, "Y4": 0.6518, "page": 0, "Index": 847}, {"Word": "led", "Confidence": 0.994, "X1": 0.10323, "Y1": 0.6562, "X2": 0.12129, "Y2": 0.656, "X3": 0.12258, "Y3": 0.6678, "X4": 0.10323, "Y4": 0.6678, "page": 0, "Index": 848}, {"Word": "to", "Confidence": 0.993, "X1": 0.12645, "Y1": 0.6562, "X2": 0.14194, "Y2": 0.656, "X3": 0.14323, "Y3": 0.6678, "X4": 0.12774, "Y4": 0.6678, "page": 0, "Index": 849}, {"Word": "a", "Confidence": 0.995, "X1": 0.1471, "Y1": 0.6552, "X2": 0.15613, "Y2": 0.655, "X3": 0.15742, "Y3": 0.6668, "X4": 0.14839, "Y4": 0.6678, "page": 0, "Index": 850}, {"Word": "rise", "Confidence": 0.988, "X1": 0.16129, "Y1": 0.6552, "X2": 0.18839, "Y2": 0.655, "X3": 0.18968, "Y3": 0.6668, "X4": 0.16258, "Y4": 0.6668, "page": 0, "Index": 851}, {"Word": "in", "Confidence": 0.998, "X1": 0.19355, "Y1": 0.6552, "X2": 0.20774, "Y2": 0.655, "X3": 0.20903, "Y3": 0.6668, "X4": 0.19484, "Y4": 0.6668, "page": 0, "Index": 852}, {"Word": "cancers", "Confidence": 0.995, "X1": 0.21419, "Y1": 0.6552, "X2": 0.2671, "Y2": 0.655, "X3": 0.26839, "Y3": 0.6658, "X4": 0.21548, "Y4": 0.6668, "page": 0, "Index": 853}, {"Word": "like", "Confidence": 0.988, "X1": 0.27226, "Y1": 0.6552, "X2": 0.29806, "Y2": 0.655, "X3": 0.29806, "Y3": 0.6658, "X4": 0.27226, "Y4": 0.6658, "page": 0, "Index": 854}, {"Word": "non-", "Confidence": 0.969, "X1": 0.30194, "Y1": 0.6542, "X2": 0.3329, "Y2": 0.654, "X3": 0.33419, "Y3": 0.6658, "X4": 0.30194, "Y4": 0.6658, "page": 0, "Index": 855}, {"Word": "the", "Confidence": 0.994, "X1": 0.38065, "Y1": 0.6512, "X2": 0.40129, "Y2": 0.651, "X3": 0.4, "Y3": 0.6628, "X4": 0.37935, "Y4": 0.6628, "page": 0, "Index": 856}, {"Word": "team", "Confidence": 0.983, "X1": 0.40516, "Y1": 0.6512, "X2": 0.43355, "Y2": 0.651, "X3": 0.43355, "Y3": 0.6628, "X4": 0.40516, "Y4": 0.6628, "page": 0, "Index": 857}, {"Word": "added,", "Confidence": 0.947, "X1": 0.44516, "Y1": 0.6512, "X2": 0.49161, "Y2": 0.651, "X3": 0.49161, "Y3": 0.6628, "X4": 0.44516, "Y4": 0.6628, "page": 0, "Index": 858}, {"Word": "\"Rising", "Confidence": 0.991, "X1": 0.49419, "Y1": 0.6512, "X2": 0.54452, "Y2": 0.651, "X3": 0.54452, "Y3": 0.6628, "X4": 0.49419, "Y4": 0.6628, "page": 0, "Index": 859}, {"Word": "rates", "Confidence": 0.997, "X1": 0.54968, "Y1": 0.6512, "X2": 0.58581, "Y2": 0.651, "X3": 0.58581, "Y3": 0.6628, "X4": 0.54968, "Y4": 0.6628, "page": 0, "Index": 860}, {"Word": "for", "Confidence": 0.995, "X1": 0.58968, "Y1": 0.6512, "X2": 0.61161, "Y2": 0.651, "X3": 0.61032, "Y3": 0.6628, "X4": 0.58839, "Y4": 0.6628, "page": 0, "Index": 861}, {"Word": "crease", "Confidence": 0.997, "X1": 0.67742, "Y1": 0.6512, "X2": 0.72129, "Y2": 0.651, "X3": 0.72129, "Y3": 0.6628, "X4": 0.67742, "Y4": 0.6628, "page": 0, "Index": 862}, {"Word": "occurred", "Confidence": 0.993, "X1": 0.72516, "Y1": 0.6512, "X2": 0.78452, "Y2": 0.651, "X3": 0.78452, "Y3": 0.6628, "X4": 0.72516, "Y4": 0.6628, "page": 0, "Index": 863}, {"Word": "for", "Confidence": 0.998, "X1": 0.78968, "Y1": 0.6512, "X2": 0.8129, "Y2": 0.651, "X3": 0.81161, "Y3": 0.6628, "X4": 0.78968, "Y4": 0.6628, "page": 0, "Index": 864}, {"Word": "cancer", "Confidence": 0.993, "X1": 0.81548, "Y1": 0.6512, "X2": 0.86194, "Y2": 0.651, "X3": 0.86194, "Y3": 0.6628, "X4": 0.81548, "Y4": 0.6628, "page": 0, "Index": 865}, {"Word": "of", "Confidence": 0.708, "X1": 0.86581, "Y1": 0.6512, "X2": 0.88258, "Y2": 0.651, "X3": 0.88258, "Y3": 0.6638, "X4": 0.86581, "Y4": 0.6628, "page": 0, "Index": 866}, {"Word": "the", "Confidence": 0.998, "X1": 0.88645, "Y1": 0.6512, "X2": 0.90839, "Y2": 0.651, "X3": 0.90839, "Y3": 0.6638, "X4": 0.88516, "Y4": 0.6638, "page": 0, "Index": 867}, {"Word": "certain", "Confidence": 0.995, "X1": 0.38065, "Y1": 0.6632, "X2": 0.42581, "Y2": 0.663, "X3": 0.42581, "Y3": 0.6748, "X4": 0.37935, "Y4": 0.6748, "page": 0, "Index": 868}, {"Word": "tumors", "Confidence": 0.938, "X1": 0.43226, "Y1": 0.6632, "X2": 0.48129, "Y2": 0.663, "X3": 0.48129, "Y3": 0.6748, "X4": 0.43226, "Y4": 0.6748, "page": 0, "Index": 869}, {"Word": "have", "Confidence": 0.991, "X1": 0.48645, "Y1": 0.6632, "X2": 0.52, "Y2": 0.663, "X3": 0.51871, "Y3": 0.6748, "X4": 0.48645, "Y4": 0.6748, "page": 0, "Index": 870}, {"Word": "been", "Confidence": 0.988, "X1": 0.52645, "Y1": 0.6632, "X2": 0.55742, "Y2": 0.663, "X3": 0.55613, "Y3": 0.6738, "X4": 0.52516, "Y4": 0.6748, "page": 0, "Index": 871}, {"Word": "clearly", "Confidence": 0.899, "X1": 0.56387, "Y1": 0.6632, "X2": 0.61161, "Y2": 0.663, "X3": 0.61032, "Y3": 0.6738, "X4": 0.56387, "Y4": 0.6738, "page": 0, "Index": 872}, {"Word": "uterus,", "Confidence": 0.991, "X1": 0.67742, "Y1": 0.6632, "X2": 0.72258, "Y2": 0.663, "X3": 0.72258, "Y3": 0.6738, "X4": 0.67613, "Y4": 0.6738, "page": 0, "Index": 873}, {"Word": "a", "Confidence": 0.996, "X1": 0.72645, "Y1": 0.6632, "X2": 0.73419, "Y2": 0.663, "X3": 0.73419, "Y3": 0.6738, "X4": 0.72516, "Y4": 0.6738, "page": 0, "Index": 874}, {"Word": "decline", "Confidence": 0.981, "X1": 0.73935, "Y1": 0.6632, "X2": 0.7871, "Y2": 0.663, "X3": 0.78581, "Y3": 0.6738, "X4": 0.73806, "Y4": 0.6738, "page": 0, "Index": 875}, {"Word": "that", "Confidence": 0.991, "X1": 0.78968, "Y1": 0.6632, "X2": 0.81806, "Y2": 0.663, "X3": 0.81806, "Y3": 0.6748, "X4": 0.78968, "Y4": 0.6738, "page": 0, "Index": 876}, {"Word": "the", "Confidence": 0.998, "X1": 0.82194, "Y1": 0.6632, "X2": 0.84387, "Y2": 0.663, "X3": 0.84387, "Y3": 0.6748, "X4": 0.82065, "Y4": 0.6748, "page": 0, "Index": 877}, {"Word": "research-", "Confidence": 0.991, "X1": 0.84645, "Y1": 0.6632, "X2": 0.91097, "Y2": 0.663, "X3": 0.91097, "Y3": 0.6748, "X4": 0.84645, "Y4": 0.6748, "page": 0, "Index": 878}, {"Word": "influenced", "Confidence": 0.959, "X1": 0.37935, "Y1": 0.6742, "X2": 0.44516, "Y2": 0.674, "X3": 0.44387, "Y3": 0.6858, "X4": 0.37935, "Y4": 0.6858, "page": 0, "Index": 879}, {"Word": "by", "Confidence": 0.998, "X1": 0.44774, "Y1": 0.6742, "X2": 0.46452, "Y2": 0.674, "X3": 0.46452, "Y3": 0.6858, "X4": 0.44774, "Y4": 0.6858, "page": 0, "Index": 880}, {"Word": "changing", "Confidence": 0.996, "X1": 0.4671, "Y1": 0.6752, "X2": 0.52645, "Y2": 0.675, "X3": 0.52645, "Y3": 0.6858, "X4": 0.4671, "Y4": 0.6858, "page": 0, "Index": 881}, {"Word": "exposures", "Confidence": 0.946, "X1": 0.52903, "Y1": 0.6752, "X2": 0.59484, "Y2": 0.675, "X3": 0.59484, "Y3": 0.6858, "X4": 0.52903, "Y4": 0.6858, "page": 0, "Index": 882}, {"Word": "to", "Confidence": 0.998, "X1": 0.59742, "Y1": 0.6752, "X2": 0.61161, "Y2": 0.675, "X3": 0.61161, "Y3": 0.6858, "X4": 0.59742, "Y4": 0.6858, "page": 0, "Index": 883}, {"Word": "ers", "Confidence": 0.998, "X1": 0.67742, "Y1": 0.6742, "X2": 0.69935, "Y2": 0.674, "X3": 0.69935, "Y3": 0.6868, "X4": 0.67742, "Y4": 0.6868, "page": 0, "Index": 884}, {"Word": "related", "Confidence": 0.981, "X1": 0.70839, "Y1": 0.6742, "X2": 0.75613, "Y2": 0.674, "X3": 0.75613, "Y3": 0.6858, "X4": 0.70839, "Y4": 0.6858, "page": 0, "Index": 885}, {"Word": "to", "Confidence": 0.998, "X1": 0.76387, "Y1": 0.6742, "X2": 0.77935, "Y2": 0.674, "X3": 0.77935, "Y3": 0.6858, "X4": 0.76387, "Y4": 0.6858, "page": 0, "Index": 886}, {"Word": "the", "Confidence": 0.998, "X1": 0.78839, "Y1": 0.6752, "X2": 0.81161, "Y2": 0.675, "X3": 0.81161, "Y3": 0.6858, "X4": 0.78839, "Y4": 0.6858, "page": 0, "Index": 887}, {"Word": "now-standard", "Confidence": 0.957, "X1": 0.81935, "Y1": 0.6742, "X2": 0.90839, "Y2": 0.674, "X3": 0.90839, "Y3": 0.6868, "X4": 0.81935, "Y4": 0.6858, "page": 0, "Index": 888}, {"Word": "tobacco", "Confidence": 0.962, "X1": 0.38065, "Y1": 0.6862, "X2": 0.42968, "Y2": 0.686, "X3": 0.42839, "Y3": 0.6978, "X4": 0.38065, "Y4": 0.6968, "page": 0, "Index": 889}, {"Word": "smoking.", "Confidence": 0.666, "X1": 0.43742, "Y1": 0.6862, "X2": 0.50323, "Y2": 0.686, "X3": 0.50194, "Y3": 0.6978, "X4": 0.43742, "Y4": 0.6978, "page": 0, "Index": 890}, {"Word": "H.I.V.", "Confidence": 0.779, "X1": 0.5071, "Y1": 0.6862, "X2": 0.54839, "Y2": 0.686, "X3": 0.5471, "Y3": 0.6978, "X4": 0.5071, "Y4": 0.6978, "page": 0, "Index": 891}, {"Word": "infection", "Confidence": 0.981, "X1": 0.55355, "Y1": 0.6862, "X2": 0.61032, "Y2": 0.686, "X3": 0.61032, "Y3": 0.6978, "X4": 0.55355, "Y4": 0.6978, "page": 0, "Index": 892}, {"Word": "practice", "Confidence": 0.991, "X1": 0.67613, "Y1": 0.6862, "X2": 0.73161, "Y2": 0.686, "X3": 0.73032, "Y3": 0.6978, "X4": 0.67613, "Y4": 0.6978, "page": 0, "Index": 893}, {"Word": "of", "Confidence": 0.998, "X1": 0.73548, "Y1": 0.6872, "X2": 0.75097, "Y2": 0.687, "X3": 0.75097, "Y3": 0.6978, "X4": 0.73548, "Y4": 0.6978, "page": 0, "Index": 894}, {"Word": "adding", "Confidence": 0.997, "X1": 0.75484, "Y1": 0.6872, "X2": 0.8, "Y2": 0.687, "X3": 0.79871, "Y3": 0.6978, "X4": 0.75355, "Y4": 0.6978, "page": 0, "Index": 895}, {"Word": "progesterone", "Confidence": 0.886, "X1": 0.80516, "Y1": 0.6862, "X2": 0.89032, "Y2": 0.686, "X3": 0.89032, "Y3": 0.6978, "X4": 0.80387, "Y4": 0.6978, "page": 0, "Index": 896}, {"Word": "to", "Confidence": 0.998, "X1": 0.89419, "Y1": 0.6862, "X2": 0.90968, "Y2": 0.686, "X3": 0.90839, "Y3": 0.6978, "X4": 0.89419, "Y4": 0.6978, "page": 0, "Index": 897}, {"Word": "sunlight.\"", "Confidence": 0.656, "X1": 0.40645, "Y1": 0.6972, "X2": 0.46968, "Y2": 0.697, "X3": 0.46968, "Y3": 0.7078, "X4": 0.40645, "Y4": 0.7088, "page": 0, "Index": 898}, {"Word": "-----------", "Confidence": 0.199, "X1": 0.92516, "Y1": 0.7042, "X2": 0.92516, "Y2": 0.704, "X3": 0.91484, "Y3": 0.7048, "X4": 0.91742, "Y4": 0.5928, "page": 0, "Index": 899}, {"Word": "and", "Confidence": 0.998, "X1": 0.37935, "Y1": 0.6982, "X2": 0.40387, "Y2": 0.698, "X3": 0.40258, "Y3": 0.7088, "X4": 0.37935, "Y4": 0.7088, "page": 0, "Index": 900}, {"Word": "the", "Confidence": 0.998, "X1": 0.67742, "Y1": 0.6982, "X2": 0.69935, "Y2": 0.698, "X3": 0.69935, "Y3": 0.7098, "X4": 0.67613, "Y4": 0.7088, "page": 0, "Index": 901}, {"Word": "estrogen", "Confidence": 0.994, "X1": 0.70323, "Y1": 0.6982, "X2": 0.75742, "Y2": 0.698, "X3": 0.75742, "Y3": 0.7098, "X4": 0.70194, "Y4": 0.7098, "page": 0, "Index": 902}, {"Word": "used", "Confidence": 0.991, "X1": 0.76258, "Y1": 0.6982, "X2": 0.79355, "Y2": 0.698, "X3": 0.79355, "Y3": 0.7098, "X4": 0.76129, "Y4": 0.7098, "page": 0, "Index": 903}, {"Word": "by", "Confidence": 0.998, "X1": 0.79742, "Y1": 0.6982, "X2": 0.81548, "Y2": 0.698, "X3": 0.81548, "Y3": 0.7098, "X4": 0.79742, "Y4": 0.7098, "page": 0, "Index": 904}, {"Word": "millions", "Confidence": 0.679, "X1": 0.81935, "Y1": 0.6972, "X2": 0.87226, "Y2": 0.697, "X3": 0.87355, "Y3": 0.7098, "X4": 0.81935, "Y4": 0.7098, "page": 0, "Index": 905}, {"Word": "post-", "Confidence": 0.842, "X1": 0.87613, "Y1": 0.6972, "X2": 0.91097, "Y2": 0.697, "X3": 0.91097, "Y3": 0.7098, "X4": 0.87613, "Y4": 0.7098, "page": 0, "Index": 906}, {"Word": "The", "Confidence": 0.994, "X1": 0.39355, "Y1": 0.7082, "X2": 0.41935, "Y2": 0.708, "X3": 0.41806, "Y3": 0.7198, "X4": 0.39226, "Y4": 0.7198, "page": 0, "Index": 907}, {"Word": "researchers'", "Confidence": 0.934, "X1": 0.42581, "Y1": 0.7082, "X2": 0.51226, "Y2": 0.708, "X3": 0.51226, "Y3": 0.7208, "X4": 0.42452, "Y4": 0.7198, "page": 0, "Index": 908}, {"Word": "analysis", "Confidence": 0.994, "X1": 0.51742, "Y1": 0.7092, "X2": 0.5729, "Y2": 0.709, "X3": 0.57161, "Y3": 0.7208, "X4": 0.51613, "Y4": 0.7208, "page": 0, "Index": 909}, {"Word": "com-", "Confidence": 0.982, "X1": 0.57806, "Y1": 0.7092, "X2": 0.61419, "Y2": 0.709, "X3": 0.61419, "Y3": 0.7208, "X4": 0.57677, "Y4": 0.7208, "page": 0, "Index": 910}, {"Word": "menopausal", "Confidence": 0.991, "X1": 0.67871, "Y1": 0.7092, "X2": 0.75742, "Y2": 0.709, "X3": 0.75742, "Y3": 0.7208, "X4": 0.67742, "Y4": 0.7208, "page": 0, "Index": 911}, {"Word": "women,", "Confidence": 0.611, "X1": 0.76129, "Y1": 0.7092, "X2": 0.8129, "Y2": 0.709, "X3": 0.8129, "Y3": 0.7208, "X4": 0.76, "Y4": 0.7208, "page": 0, "Index": 912}, {"Word": "Stomach", "Confidence": 0.994, "X1": 0.81677, "Y1": 0.7092, "X2": 0.87226, "Y2": 0.709, "X3": 0.87226, "Y3": 0.7208, "X4": 0.81548, "Y4": 0.7208, "page": 0, "Index": 913}, {"Word": "can-", "Confidence": 0.8, "X1": 0.88, "Y1": 0.7102, "X2": 0.91226, "Y2": 0.71, "X3": 0.91097, "Y3": 0.7208, "X4": 0.87871, "Y4": 0.7208, "page": 0, "Index": 914}, {"Word": "People", "Confidence": 0.995, "X1": 0.10581, "Y1": 0.7072, "X2": 0.20645, "Y2": 0.707, "X3": 0.20516, "Y3": 0.7348, "X4": 0.10194, "Y4": 0.7368, "page": 0, "Index": 915}, {"Word": "treated", "Confidence": 0.997, "X1": 0.2129, "Y1": 0.7042, "X2": 0.32903, "Y2": 0.704, "X3": 0.33032, "Y3": 0.7328, "X4": 0.2129, "Y4": 0.7348, "page": 0, "Index": 916}, {"Word": "pared", "Confidence": 0.994, "X1": 0.38065, "Y1": 0.7202, "X2": 0.41677, "Y2": 0.72, "X3": 0.41677, "Y3": 0.7328, "X4": 0.37935, "Y4": 0.7328, "page": 0, "Index": 917}, {"Word": "the", "Confidence": 0.998, "X1": 0.42194, "Y1": 0.7202, "X2": 0.44516, "Y2": 0.72, "X3": 0.44516, "Y3": 0.7328, "X4": 0.42065, "Y4": 0.7328, "page": 0, "Index": 918}, {"Word": "number", "Confidence": 0.955, "X1": 0.44903, "Y1": 0.7202, "X2": 0.50194, "Y2": 0.72, "X3": 0.50065, "Y3": 0.7318, "X4": 0.44774, "Y4": 0.7328, "page": 0, "Index": 919}, {"Word": "of", "Confidence": 0.995, "X1": 0.50452, "Y1": 0.7202, "X2": 0.52, "Y2": 0.72, "X3": 0.52, "Y3": 0.7318, "X4": 0.50452, "Y4": 0.7318, "page": 0, "Index": 920}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.52387, "Y1": 0.7212, "X2": 0.57032, "Y2": 0.721, "X3": 0.56903, "Y3": 0.7318, "X4": 0.52258, "Y4": 0.7318, "page": 0, "Index": 921}, {"Word": "cases", "Confidence": 0.998, "X1": 0.57419, "Y1": 0.7212, "X2": 0.6129, "Y2": 0.721, "X3": 0.61161, "Y3": 0.7328, "X4": 0.57419, "Y4": 0.7318, "page": 0, "Index": 922}, {"Word": "cer,", "Confidence": 0.957, "X1": 0.67742, "Y1": 0.7202, "X2": 0.70581, "Y2": 0.72, "X3": 0.70581, "Y3": 0.7318, "X4": 0.67742, "Y4": 0.7318, "page": 0, "Index": 923}, {"Word": "which", "Confidence": 0.994, "X1": 0.70839, "Y1": 0.7212, "X2": 0.7471, "Y2": 0.721, "X3": 0.7471, "Y3": 0.7328, "X4": 0.70839, "Y4": 0.7328, "page": 0, "Index": 924}, {"Word": "has", "Confidence": 0.998, "X1": 0.75226, "Y1": 0.7212, "X2": 0.77806, "Y2": 0.721, "X3": 0.77806, "Y3": 0.7328, "X4": 0.75226, "Y4": 0.7328, "page": 0, "Index": 925}, {"Word": "been", "Confidence": 0.988, "X1": 0.78452, "Y1": 0.7212, "X2": 0.81548, "Y2": 0.721, "X3": 0.81548, "Y3": 0.7328, "X4": 0.78452, "Y4": 0.7328, "page": 0, "Index": 926}, {"Word": "declining", "Confidence": 0.904, "X1": 0.82194, "Y1": 0.7202, "X2": 0.88129, "Y2": 0.72, "X3": 0.88129, "Y3": 0.7328, "X4": 0.82194, "Y4": 0.7328, "page": 0, "Index": 927}, {"Word": "for", "Confidence": 0.998, "X1": 0.88645, "Y1": 0.7202, "X2": 0.90968, "Y2": 0.72, "X3": 0.90839, "Y3": 0.7328, "X4": 0.88645, "Y4": 0.7328, "page": 0, "Index": 928}, {"Word": "--", "Confidence": 0.884, "X1": 0.92516, "Y1": 0.7332, "X2": 0.92645, "Y2": 0.733, "X3": 0.91742, "Y3": 0.7338, "X4": 0.91742, "Y4": 0.7188, "page": 0, "Index": 929}, {"Word": "and", "Confidence": 0.998, "X1": 0.38065, "Y1": 0.7312, "X2": 0.40387, "Y2": 0.731, "X3": 0.40258, "Y3": 0.7428, "X4": 0.37935, "Y4": 0.7428, "page": 0, "Index": 930}, {"Word": "deaths", "Confidence": 0.996, "X1": 0.40645, "Y1": 0.7312, "X2": 0.44903, "Y2": 0.731, "X3": 0.44903, "Y3": 0.7438, "X4": 0.40645, "Y4": 0.7428, "page": 0, "Index": 931}, {"Word": "per", "Confidence": 0.998, "X1": 0.4529, "Y1": 0.7312, "X2": 0.47613, "Y2": 0.731, "X3": 0.47613, "Y3": 0.7438, "X4": 0.45161, "Y4": 0.7438, "page": 0, "Index": 932}, {"Word": "100,000", "Confidence": 0.938, "X1": 0.47871, "Y1": 0.7322, "X2": 0.52387, "Y2": 0.732, "X3": 0.52258, "Y3": 0.7438, "X4": 0.47871, "Y4": 0.7438, "page": 0, "Index": 933}, {"Word": "people", "Confidence": 0.991, "X1": 0.52645, "Y1": 0.7322, "X2": 0.56903, "Y2": 0.732, "X3": 0.56774, "Y3": 0.7438, "X4": 0.52516, "Y4": 0.7438, "page": 0, "Index": 934}, {"Word": "in", "Confidence": 0.998, "X1": 0.57161, "Y1": 0.7322, "X2": 0.58452, "Y2": 0.732, "X3": 0.58452, "Y3": 0.7438, "X4": 0.57032, "Y4": 0.7438, "page": 0, "Index": 935}, {"Word": "dif-", "Confidence": 0.962, "X1": 0.58839, "Y1": 0.7322, "X2": 0.61161, "Y2": 0.732, "X3": 0.61032, "Y3": 0.7438, "X4": 0.5871, "Y4": 0.7438, "page": 0, "Index": 936}, {"Word": "decades,", "Confidence": 0.967, "X1": 0.67742, "Y1": 0.7322, "X2": 0.73677, "Y2": 0.732, "X3": 0.73677, "Y3": 0.7438, "X4": 0.67742, "Y4": 0.7428, "page": 0, "Index": 937}, {"Word": "continued", "Confidence": 0.972, "X1": 0.73935, "Y1": 0.7322, "X2": 0.80387, "Y2": 0.732, "X3": 0.80387, "Y3": 0.7438, "X4": 0.74065, "Y4": 0.7438, "page": 0, "Index": 938}, {"Word": "to", "Confidence": 0.998, "X1": 0.81032, "Y1": 0.7322, "X2": 0.8271, "Y2": 0.732, "X3": 0.8271, "Y3": 0.7438, "X4": 0.81032, "Y4": 0.7438, "page": 0, "Index": 939}, {"Word": "fall,", "Confidence": 0.856, "X1": 0.83226, "Y1": 0.7322, "X2": 0.86323, "Y2": 0.732, "X3": 0.86323, "Y3": 0.7438, "X4": 0.83226, "Y4": 0.7438, "page": 0, "Index": 940}, {"Word": "\"most", "Confidence": 0.926, "X1": 0.8671, "Y1": 0.7332, "X2": 0.91097, "Y2": 0.733, "X3": 0.91097, "Y3": 0.7438, "X4": 0.86839, "Y4": 0.7438, "page": 0, "Index": 941}, {"Word": "ferent", "Confidence": 0.996, "X1": 0.38065, "Y1": 0.7432, "X2": 0.42065, "Y2": 0.743, "X3": 0.41935, "Y3": 0.7548, "X4": 0.37935, "Y4": 0.7548, "page": 0, "Index": 942}, {"Word": "age", "Confidence": 0.998, "X1": 0.42323, "Y1": 0.7432, "X2": 0.44774, "Y2": 0.743, "X3": 0.44774, "Y3": 0.7548, "X4": 0.42323, "Y4": 0.7548, "page": 0, "Index": 943}, {"Word": "groups", "Confidence": 0.997, "X1": 0.4529, "Y1": 0.7442, "X2": 0.49806, "Y2": 0.744, "X3": 0.49806, "Y3": 0.7548, "X4": 0.45161, "Y4": 0.7548, "page": 0, "Index": 944}, {"Word": "during", "Confidence": 0.996, "X1": 0.50194, "Y1": 0.7442, "X2": 0.54452, "Y2": 0.744, "X3": 0.54452, "Y3": 0.7548, "X4": 0.50065, "Y4": 0.7548, "page": 0, "Index": 945}, {"Word": "two", "Confidence": 0.981, "X1": 0.54968, "Y1": 0.7442, "X2": 0.57548, "Y2": 0.744, "X3": 0.57548, "Y3": 0.7548, "X4": 0.54968, "Y4": 0.7548, "page": 0, "Index": 946}, {"Word": "peri-", "Confidence": 0.684, "X1": 0.57935, "Y1": 0.7442, "X2": 0.6129, "Y2": 0.744, "X3": 0.61161, "Y3": 0.7548, "X4": 0.57806, "Y4": 0.7548, "page": 0, "Index": 947}, {"Word": "likely", "Confidence": 0.995, "X1": 0.67742, "Y1": 0.7432, "X2": 0.71355, "Y2": 0.743, "X3": 0.71355, "Y3": 0.7558, "X4": 0.67742, "Y4": 0.7558, "page": 0, "Index": 948}, {"Word": "related", "Confidence": 0.931, "X1": 0.72, "Y1": 0.7442, "X2": 0.76645, "Y2": 0.744, "X3": 0.76645, "Y3": 0.7558, "X4": 0.72, "Y4": 0.7558, "page": 0, "Index": 949}, {"Word": "to", "Confidence": 0.996, "X1": 0.7729, "Y1": 0.7442, "X2": 0.78839, "Y2": 0.744, "X3": 0.78839, "Y3": 0.7558, "X4": 0.7729, "Y4": 0.7558, "page": 0, "Index": 950}, {"Word": "improvements", "Confidence": 0.961, "X1": 0.79355, "Y1": 0.7442, "X2": 0.88903, "Y2": 0.744, "X3": 0.88903, "Y3": 0.7548, "X4": 0.79355, "Y4": 0.7558, "page": 0, "Index": 951}, {"Word": "in", "Confidence": 0.946, "X1": 0.89419, "Y1": 0.7442, "X2": 0.90839, "Y2": 0.744, "X3": 0.90839, "Y3": 0.7548, "X4": 0.89419, "Y4": 0.7548, "page": 0, "Index": 952}, {"Word": "for", "Confidence": 0.996, "X1": 0.10452, "Y1": 0.7412, "X2": 0.14839, "Y2": 0.741, "X3": 0.1471, "Y3": 0.7648, "X4": 0.10323, "Y4": 0.7658, "page": 0, "Index": 953}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.15355, "Y1": 0.7412, "X2": 0.26194, "Y2": 0.741, "X3": 0.26065, "Y3": 0.7638, "X4": 0.15355, "Y4": 0.7648, "page": 0, "Index": 954}, {"Word": "are", "Confidence": 0.998, "X1": 0.2671, "Y1": 0.7412, "X2": 0.32, "Y2": 0.741, "X3": 0.31871, "Y3": 0.7638, "X4": 0.2671, "Y4": 0.7638, "page": 0, "Index": 955}, {"Word": "ods:", "Confidence": 0.898, "X1": 0.37935, "Y1": 0.7552, "X2": 0.41032, "Y2": 0.755, "X3": 0.41032, "Y3": 0.7668, "X4": 0.37935, "Y4": 0.7668, "page": 0, "Index": 956}, {"Word": "1975", "Confidence": 0.981, "X1": 0.41548, "Y1": 0.7552, "X2": 0.44516, "Y2": 0.755, "X3": 0.44516, "Y3": 0.7668, "X4": 0.41677, "Y4": 0.7668, "page": 0, "Index": 957}, {"Word": "through", "Confidence": 0.994, "X1": 0.4529, "Y1": 0.7552, "X2": 0.50581, "Y2": 0.755, "X3": 0.50581, "Y3": 0.7668, "X4": 0.4529, "Y4": 0.7668, "page": 0, "Index": 958}, {"Word": "1979", "Confidence": 0.981, "X1": 0.51226, "Y1": 0.7552, "X2": 0.54194, "Y2": 0.755, "X3": 0.54065, "Y3": 0.7668, "X4": 0.51226, "Y4": 0.7668, "page": 0, "Index": 959}, {"Word": "and", "Confidence": 0.998, "X1": 0.54968, "Y1": 0.7552, "X2": 0.57419, "Y2": 0.755, "X3": 0.57419, "Y3": 0.7678, "X4": 0.54839, "Y4": 0.7668, "page": 0, "Index": 960}, {"Word": "1987", "Confidence": 0.955, "X1": 0.58323, "Y1": 0.7552, "X2": 0.61161, "Y2": 0.755, "X3": 0.61161, "Y3": 0.7678, "X4": 0.58194, "Y4": 0.7678, "page": 0, "Index": 961}, {"Word": "diet,", "Confidence": 0.927, "X1": 0.67742, "Y1": 0.7562, "X2": 0.7071, "Y2": 0.756, "X3": 0.7071, "Y3": 0.7678, "X4": 0.67742, "Y4": 0.7678, "page": 0, "Index": 962}, {"Word": "Including", "Confidence": 0.961, "X1": 0.71097, "Y1": 0.7552, "X2": 0.77032, "Y2": 0.755, "X3": 0.77032, "Y3": 0.7678, "X4": 0.70968, "Y4": 0.7678, "page": 0, "Index": 963}, {"Word": "availability", "Confidence": 0.907, "X1": 0.77677, "Y1": 0.7552, "X2": 0.85032, "Y2": 0.755, "X3": 0.85032, "Y3": 0.7678, "X4": 0.77548, "Y4": 0.7678, "page": 0, "Index": 964}, {"Word": "of", "Confidence": 0.998, "X1": 0.85548, "Y1": 0.7552, "X2": 0.87097, "Y2": 0.755, "X3": 0.87097, "Y3": 0.7678, "X4": 0.85419, "Y4": 0.7678, "page": 0, "Index": 965}, {"Word": "fresh", "Confidence": 0.998, "X1": 0.87355, "Y1": 0.7552, "X2": 0.90968, "Y2": 0.755, "X3": 0.90839, "Y3": 0.7678, "X4": 0.87355, "Y4": 0.7678, "page": 0, "Index": 966}, {"Word": "through", "Confidence": 0.991, "X1": 0.37935, "Y1": 0.7672, "X2": 0.42968, "Y2": 0.767, "X3": 0.42968, "Y3": 0.7788, "X4": 0.37935, "Y4": 0.7788, "page": 0, "Index": 967}, {"Word": "1991.", "Confidence": 0.993, "X1": 0.43226, "Y1": 0.7672, "X2": 0.46323, "Y2": 0.767, "X3": 0.46323, "Y3": 0.7788, "X4": 0.43226, "Y4": 0.7788, "page": 0, "Index": 968}, {"Word": "Although", "Confidence": 0.994, "X1": 0.4671, "Y1": 0.7672, "X2": 0.52387, "Y2": 0.767, "X3": 0.52387, "Y3": 0.7788, "X4": 0.4671, "Y4": 0.7788, "page": 0, "Index": 969}, {"Word": "the", "Confidence": 0.998, "X1": 0.52774, "Y1": 0.7672, "X2": 0.54839, "Y2": 0.767, "X3": 0.54839, "Y3": 0.7788, "X4": 0.52774, "Y4": 0.7788, "page": 0, "Index": 970}, {"Word": "data", "Confidence": 0.986, "X1": 0.55097, "Y1": 0.7672, "X2": 0.58065, "Y2": 0.767, "X3": 0.58065, "Y3": 0.7788, "X4": 0.55097, "Y4": 0.7788, "page": 0, "Index": 971}, {"Word": "rep-", "Confidence": 0.796, "X1": 0.58452, "Y1": 0.7682, "X2": 0.61419, "Y2": 0.768, "X3": 0.61419, "Y3": 0.7798, "X4": 0.58323, "Y4": 0.7788, "page": 0, "Index": 972}, {"Word": "fruits", "Confidence": 0.886, "X1": 0.67742, "Y1": 0.7672, "X2": 0.71484, "Y2": 0.767, "X3": 0.71484, "Y3": 0.7788, "X4": 0.67742, "Y4": 0.7788, "page": 0, "Index": 973}, {"Word": "and", "Confidence": 0.998, "X1": 0.71871, "Y1": 0.7682, "X2": 0.74323, "Y2": 0.768, "X3": 0.74323, "Y3": 0.7798, "X4": 0.71871, "Y4": 0.7788, "page": 0, "Index": 974}, {"Word": "vegetables,", "Confidence": 0.872, "X1": 0.74839, "Y1": 0.7682, "X2": 0.82323, "Y2": 0.768, "X3": 0.82194, "Y3": 0.7798, "X4": 0.74839, "Y4": 0.7798, "page": 0, "Index": 975}, {"Word": "better", "Confidence": 0.968, "X1": 0.82581, "Y1": 0.7682, "X2": 0.8671, "Y2": 0.768, "X3": 0.86581, "Y3": 0.7798, "X4": 0.82452, "Y4": 0.7798, "page": 0, "Index": 976}, {"Word": "meth-", "Confidence": 0.78, "X1": 0.86968, "Y1": 0.7682, "X2": 0.91226, "Y2": 0.768, "X3": 0.91097, "Y3": 0.7788, "X4": 0.86968, "Y4": 0.7788, "page": 0, "Index": 977}, {"Word": "resent", "Confidence": 0.994, "X1": 0.37935, "Y1": 0.7782, "X2": 0.42065, "Y2": 0.778, "X3": 0.42194, "Y3": 0.7908, "X4": 0.37935, "Y4": 0.7908, "page": 0, "Index": 978}, {"Word": "only", "Confidence": 0.957, "X1": 0.42452, "Y1": 0.7792, "X2": 0.45419, "Y2": 0.779, "X3": 0.45548, "Y3": 0.7908, "X4": 0.42452, "Y4": 0.7908, "page": 0, "Index": 979}, {"Word": "those", "Confidence": 0.994, "X1": 0.45935, "Y1": 0.7792, "X2": 0.49677, "Y2": 0.779, "X3": 0.49677, "Y3": 0.7908, "X4": 0.45935, "Y4": 0.7908, "page": 0, "Index": 980}, {"Word": "cancers", "Confidence": 0.995, "X1": 0.50065, "Y1": 0.7792, "X2": 0.55226, "Y2": 0.779, "X3": 0.55226, "Y3": 0.7908, "X4": 0.50065, "Y4": 0.7908, "page": 0, "Index": 981}, {"Word": "that", "Confidence": 0.984, "X1": 0.55742, "Y1": 0.7792, "X2": 0.58581, "Y2": 0.779, "X3": 0.58581, "Y3": 0.7908, "X4": 0.55742, "Y4": 0.7908, "page": 0, "Index": 982}, {"Word": "oc-", "Confidence": 0.611, "X1": 0.58968, "Y1": 0.7792, "X2": 0.6129, "Y2": 0.779, "X3": 0.6129, "Y3": 0.7908, "X4": 0.58968, "Y4": 0.7908, "page": 0, "Index": 983}, {"Word": "ods", "Confidence": 0.994, "X1": 0.67742, "Y1": 0.7792, "X2": 0.70065, "Y2": 0.779, "X3": 0.70065, "Y3": 0.7908, "X4": 0.67742, "Y4": 0.7908, "page": 0, "Index": 984}, {"Word": "of", "Confidence": 0.998, "X1": 0.70323, "Y1": 0.7792, "X2": 0.71742, "Y2": 0.779, "X3": 0.71742, "Y3": 0.7908, "X4": 0.70323, "Y4": 0.7908, "page": 0, "Index": 985}, {"Word": "food", "Confidence": 0.991, "X1": 0.72, "Y1": 0.7792, "X2": 0.7471, "Y2": 0.779, "X3": 0.74839, "Y3": 0.7908, "X4": 0.72, "Y4": 0.7908, "page": 0, "Index": 986}, {"Word": "preservation,\"", "Confidence": 0.848, "X1": 0.75097, "Y1": 0.7792, "X2": 0.84645, "Y2": 0.779, "X3": 0.84516, "Y3": 0.7908, "X4": 0.75097, "Y4": 0.7908, "page": 0, "Index": 987}, {"Word": "including", "Confidence": 0.993, "X1": 0.84903, "Y1": 0.7802, "X2": 0.90968, "Y2": 0.78, "X3": 0.90839, "Y3": 0.7908, "X4": 0.84903, "Y4": 0.7908, "page": 0, "Index": 988}, {"Word": "living", "Confidence": 0.997, "X1": 0.10452, "Y1": 0.7702, "X2": 0.1871, "Y2": 0.77, "X3": 0.1871, "Y3": 0.8008, "X4": 0.10323, "Y4": 0.8028, "page": 0, "Index": 989}, {"Word": "longer.", "Confidence": 0.996, "X1": 0.19613, "Y1": 0.7692, "X2": 0.30968, "Y2": 0.769, "X3": 0.30968, "Y3": 0.7998, "X4": 0.19484, "Y4": 0.8008, "page": 0, "Index": 990}, {"Word": "curred", "Confidence": 0.995, "X1": 0.37935, "Y1": 0.7902, "X2": 0.42194, "Y2": 0.79, "X3": 0.42194, "Y3": 0.8018, "X4": 0.38065, "Y4": 0.8028, "page": 0, "Index": 991}, {"Word": "among", "Confidence": 0.995, "X1": 0.42452, "Y1": 0.7902, "X2": 0.4671, "Y2": 0.79, "X3": 0.46839, "Y3": 0.8018, "X4": 0.42452, "Y4": 0.8018, "page": 0, "Index": 992}, {"Word": "whites", "Confidence": 0.991, "X1": 0.47097, "Y1": 0.7902, "X2": 0.51226, "Y2": 0.79, "X3": 0.51226, "Y3": 0.8018, "X4": 0.47097, "Y4": 0.8018, "page": 0, "Index": 993}, {"Word": "In", "Confidence": 0.996, "X1": 0.51484, "Y1": 0.7902, "X2": 0.52645, "Y2": 0.79, "X3": 0.52645, "Y3": 0.8018, "X4": 0.51484, "Y4": 0.8018, "page": 0, "Index": 994}, {"Word": "this", "Confidence": 0.987, "X1": 0.53032, "Y1": 0.7902, "X2": 0.55355, "Y2": 0.79, "X3": 0.55355, "Y3": 0.8018, "X4": 0.53032, "Y4": 0.8018, "page": 0, "Index": 995}, {"Word": "country.", "Confidence": 0.884, "X1": 0.55742, "Y1": 0.7912, "X2": 0.6129, "Y2": 0.791, "X3": 0.6129, "Y3": 0.8018, "X4": 0.55742, "Y4": 0.8018, "page": 0, "Index": 996}, {"Word": "refrigeration.", "Confidence": 0.97, "X1": 0.67742, "Y1": 0.7912, "X2": 0.76516, "Y2": 0.791, "X3": 0.76516, "Y3": 0.8018, "X4": 0.67742, "Y4": 0.8018, "page": 0, "Index": 997}, {"Word": "They", "Confidence": 0.988, "X1": 0.76774, "Y1": 0.7912, "X2": 0.8, "Y2": 0.791, "X3": 0.8, "Y3": 0.8018, "X4": 0.76774, "Y4": 0.8018, "page": 0, "Index": 998}, {"Word": "also", "Confidence": 0.969, "X1": 0.80387, "Y1": 0.7912, "X2": 0.82968, "Y2": 0.791, "X3": 0.82968, "Y3": 0.8018, "X4": 0.80387, "Y4": 0.8018, "page": 0, "Index": 999}, {"Word": "cited", "Confidence": 0.942, "X1": 0.83226, "Y1": 0.7912, "X2": 0.86581, "Y2": 0.791, "X3": 0.86452, "Y3": 0.8018, "X4": 0.83226, "Y4": 0.8018, "page": 0, "Index": 1000}, {"Word": "a", "Confidence": 0.994, "X1": 0.86839, "Y1": 0.7912, "X2": 0.87742, "Y2": 0.791, "X3": 0.87613, "Y3": 0.8028, "X4": 0.86839, "Y4": 0.8018, "page": 0, "Index": 1001}, {"Word": "low-", "Confidence": 0.932, "X1": 0.88, "Y1": 0.7912, "X2": 0.91226, "Y2": 0.791, "X3": 0.91097, "Y3": 0.8028, "X4": 0.88, "Y4": 0.8028, "page": 0, "Index": 1002}, {"Word": "the", "Confidence": 0.991, "X1": 0.38065, "Y1": 0.8022, "X2": 0.39742, "Y2": 0.802, "X3": 0.39742, "Y3": 0.8128, "X4": 0.38065, "Y4": 0.8128, "page": 0, "Index": 1003}, {"Word": "researchers", "Confidence": 0.994, "X1": 0.40129, "Y1": 0.8022, "X2": 0.47742, "Y2": 0.802, "X3": 0.47742, "Y3": 0.8138, "X4": 0.40129, "Y4": 0.8128, "page": 0, "Index": 1004}, {"Word": "did", "Confidence": 0.998, "X1": 0.48129, "Y1": 0.8022, "X2": 0.50065, "Y2": 0.802, "X3": 0.50065, "Y3": 0.8138, "X4": 0.48, "Y4": 0.8138, "page": 0, "Index": 1005}, {"Word": "examine", "Confidence": 0.994, "X1": 0.50323, "Y1": 0.8022, "X2": 0.55742, "Y2": 0.802, "X3": 0.55742, "Y3": 0.8138, "X4": 0.50323, "Y4": 0.8138, "page": 0, "Index": 1006}, {"Word": "rates", "Confidence": 0.998, "X1": 0.56, "Y1": 0.8032, "X2": 0.59484, "Y2": 0.803, "X3": 0.59355, "Y3": 0.8138, "X4": 0.56, "Y4": 0.8138, "page": 0, "Index": 1007}, {"Word": "in", "Confidence": 0.998, "X1": 0.59742, "Y1": 0.8032, "X2": 0.61032, "Y2": 0.803, "X3": 0.60903, "Y3": 0.8138, "X4": 0.59613, "Y4": 0.8138, "page": 0, "Index": 1008}, {"Word": "ered", "Confidence": 0.931, "X1": 0.67742, "Y1": 0.8022, "X2": 0.70581, "Y2": 0.802, "X3": 0.70581, "Y3": 0.8138, "X4": 0.67742, "Y4": 0.8128, "page": 0, "Index": 1009}, {"Word": "prevalence", "Confidence": 0.991, "X1": 0.70839, "Y1": 0.8022, "X2": 0.78065, "Y2": 0.802, "X3": 0.78065, "Y3": 0.8138, "X4": 0.70839, "Y4": 0.8138, "page": 0, "Index": 1010}, {"Word": "of", "Confidence": 0.998, "X1": 0.78323, "Y1": 0.8022, "X2": 0.79613, "Y2": 0.802, "X3": 0.79613, "Y3": 0.8138, "X4": 0.78323, "Y4": 0.8138, "page": 0, "Index": 1011}, {"Word": "infection", "Confidence": 0.994, "X1": 0.79871, "Y1": 0.8022, "X2": 0.85548, "Y2": 0.802, "X3": 0.85419, "Y3": 0.8138, "X4": 0.79871, "Y4": 0.8138, "page": 0, "Index": 1012}, {"Word": "by", "Confidence": 0.992, "X1": 0.85806, "Y1": 0.8022, "X2": 0.87484, "Y2": 0.802, "X3": 0.87355, "Y3": 0.8138, "X4": 0.85806, "Y4": 0.8138, "page": 0, "Index": 1013}, {"Word": "Heli-", "Confidence": 0.941, "X1": 0.87742, "Y1": 0.8022, "X2": 0.91097, "Y2": 0.802, "X3": 0.91097, "Y3": 0.8138, "X4": 0.87742, "Y4": 0.8138, "page": 0, "Index": 1014}, {"Word": "other", "Confidence": 0.996, "X1": 0.37935, "Y1": 0.8132, "X2": 0.41419, "Y2": 0.813, "X3": 0.41419, "Y3": 0.8258, "X4": 0.37935, "Y4": 0.8258, "page": 0, "Index": 1015}, {"Word": "groups", "Confidence": 0.995, "X1": 0.41677, "Y1": 0.8132, "X2": 0.46323, "Y2": 0.813, "X3": 0.46323, "Y3": 0.8248, "X4": 0.41677, "Y4": 0.8258, "page": 0, "Index": 1016}, {"Word": "and", "Confidence": 0.998, "X1": 0.4671, "Y1": 0.8132, "X2": 0.49161, "Y2": 0.813, "X3": 0.49161, "Y3": 0.8248, "X4": 0.4671, "Y4": 0.8248, "page": 0, "Index": 1017}, {"Word": "said,", "Confidence": 0.657, "X1": 0.49548, "Y1": 0.8132, "X2": 0.52774, "Y2": 0.813, "X3": 0.52774, "Y3": 0.8248, "X4": 0.49548, "Y4": 0.8248, "page": 0, "Index": 1018}, {"Word": "acknowledg-", "Confidence": 0.809, "X1": 0.53032, "Y1": 0.8132, "X2": 0.61419, "Y2": 0.813, "X3": 0.61419, "Y3": 0.8258, "X4": 0.53032, "Y4": 0.8248, "page": 0, "Index": 1019}, {"Word": "cobacter", "Confidence": 0.995, "X1": 0.67871, "Y1": 0.8142, "X2": 0.73548, "Y2": 0.814, "X3": 0.73419, "Y3": 0.8248, "X4": 0.67742, "Y4": 0.8248, "page": 0, "Index": 1020}, {"Word": "pylori,", "Confidence": 0.958, "X1": 0.73806, "Y1": 0.8142, "X2": 0.78194, "Y2": 0.814, "X3": 0.78194, "Y3": 0.8248, "X4": 0.73677, "Y4": 0.8248, "page": 0, "Index": 1021}, {"Word": "the", "Confidence": 0.998, "X1": 0.78452, "Y1": 0.8142, "X2": 0.80774, "Y2": 0.814, "X3": 0.80645, "Y3": 0.8248, "X4": 0.78452, "Y4": 0.8248, "page": 0, "Index": 1022}, {"Word": "bacterium", "Confidence": 0.76, "X1": 0.81032, "Y1": 0.8142, "X2": 0.87355, "Y2": 0.814, "X3": 0.87226, "Y3": 0.8248, "X4": 0.81032, "Y4": 0.8248, "page": 0, "Index": 1023}, {"Word": "that", "Confidence": 0.983, "X1": 0.88258, "Y1": 0.8132, "X2": 0.91097, "Y2": 0.813, "X3": 0.90968, "Y3": 0.8248, "X4": 0.88129, "Y4": 0.8248, "page": 0, "Index": 1024}, {"Word": "ing", "Confidence": 0.998, "X1": 0.37935, "Y1": 0.8252, "X2": 0.4, "Y2": 0.825, "X3": 0.4, "Y3": 0.8368, "X4": 0.37935, "Y4": 0.8378, "page": 0, "Index": 1025}, {"Word": "some", "Confidence": 0.986, "X1": 0.40258, "Y1": 0.8242, "X2": 0.43742, "Y2": 0.824, "X3": 0.43742, "Y3": 0.8368, "X4": 0.40258, "Y4": 0.8368, "page": 0, "Index": 1026}, {"Word": "exceptions,", "Confidence": 0.955, "X1": 0.44129, "Y1": 0.8242, "X2": 0.51355, "Y2": 0.824, "X3": 0.51355, "Y3": 0.8358, "X4": 0.44, "Y4": 0.8368, "page": 0, "Index": 1027}, {"Word": "that", "Confidence": 0.991, "X1": 0.51742, "Y1": 0.8252, "X2": 0.54581, "Y2": 0.825, "X3": 0.54452, "Y3": 0.8358, "X4": 0.51613, "Y4": 0.8358, "page": 0, "Index": 1028}, {"Word": "\"patterns", "Confidence": 0.897, "X1": 0.54839, "Y1": 0.8262, "X2": 0.6129, "Y2": 0.826, "X3": 0.61161, "Y3": 0.8368, "X4": 0.5471, "Y4": 0.8358, "page": 0, "Index": 1029}, {"Word": "is", "Confidence": 0.997, "X1": 0.68, "Y1": 0.8252, "X2": 0.68903, "Y2": 0.825, "X3": 0.68903, "Y3": 0.8368, "X4": 0.68, "Y4": 0.8358, "page": 0, "Index": 1030}, {"Word": "now", "Confidence": 0.998, "X1": 0.69161, "Y1": 0.8252, "X2": 0.71613, "Y2": 0.825, "X3": 0.71613, "Y3": 0.8368, "X4": 0.69161, "Y4": 0.8368, "page": 0, "Index": 1031}, {"Word": "known", "Confidence": 0.994, "X1": 0.72129, "Y1": 0.8252, "X2": 0.76387, "Y2": 0.825, "X3": 0.76387, "Y3": 0.8368, "X4": 0.72129, "Y4": 0.8368, "page": 0, "Index": 1032}, {"Word": "to", "Confidence": 0.998, "X1": 0.76774, "Y1": 0.8252, "X2": 0.78065, "Y2": 0.825, "X3": 0.78065, "Y3": 0.8368, "X4": 0.76774, "Y4": 0.8368, "page": 0, "Index": 1033}, {"Word": "cause", "Confidence": 0.998, "X1": 0.78452, "Y1": 0.8252, "X2": 0.82065, "Y2": 0.825, "X3": 0.82065, "Y3": 0.8368, "X4": 0.78452, "Y4": 0.8368, "page": 0, "Index": 1034}, {"Word": "ulcers", "Confidence": 0.954, "X1": 0.82452, "Y1": 0.8252, "X2": 0.86452, "Y2": 0.825, "X3": 0.86452, "Y3": 0.8368, "X4": 0.82452, "Y4": 0.8368, "page": 0, "Index": 1035}, {"Word": "and", "Confidence": 0.998, "X1": 0.86839, "Y1": 0.8252, "X2": 0.8929, "Y2": 0.825, "X3": 0.8929, "Y3": 0.8368, "X4": 0.86839, "Y4": 0.8368, "page": 0, "Index": 1036}, {"Word": "to", "Confidence": 0.998, "X1": 0.89548, "Y1": 0.8252, "X2": 0.90968, "Y2": 0.825, "X3": 0.90968, "Y3": 0.8368, "X4": 0.89548, "Y4": 0.8368, "page": 0, "Index": 1037}, {"Word": "among", "Confidence": 0.996, "X1": 0.38065, "Y1": 0.8362, "X2": 0.42452, "Y2": 0.836, "X3": 0.42323, "Y3": 0.8478, "X4": 0.37935, "Y4": 0.8478, "page": 0, "Index": 1038}, {"Word": "blacks", "Confidence": 0.995, "X1": 0.42839, "Y1": 0.8362, "X2": 0.47355, "Y2": 0.836, "X3": 0.47226, "Y3": 0.8478, "X4": 0.4271, "Y4": 0.8478, "page": 0, "Index": 1039}, {"Word": "stomach", "Confidence": 0.996, "X1": 0.76645, "Y1": 0.8372, "X2": 0.82323, "Y2": 0.837, "X3": 0.82194, "Y3": 0.8478, "X4": 0.76645, "Y4": 0.8488, "page": 0, "Index": 1040}, {"Word": "Hodgkin's", "Confidence": 0.991, "X1": 0.1071, "Y1": 0.8392, "X2": 0.17161, "Y2": 0.839, "X3": 0.17032, "Y3": 0.8528, "X4": 0.10581, "Y4": 0.8538, "page": 0, "Index": 1041}, {"Word": "lymphoma", "Confidence": 0.959, "X1": 0.17548, "Y1": 0.8382, "X2": 0.24774, "Y2": 0.838, "X3": 0.24645, "Y3": 0.8518, "X4": 0.17419, "Y4": 0.8528, "page": 0, "Index": 1042}, {"Word": "and", "Confidence": 0.998, "X1": 0.25161, "Y1": 0.8382, "X2": 0.27742, "Y2": 0.838, "X3": 0.27742, "Y3": 0.8518, "X4": 0.25032, "Y4": 0.8518, "page": 0, "Index": 1043}, {"Word": "Kaposi's", "Confidence": 0.989, "X1": 0.28129, "Y1": 0.8382, "X2": 0.33935, "Y2": 0.838, "X3": 0.33935, "Y3": 0.8508, "X4": 0.28129, "Y4": 0.8518, "page": 0, "Index": 1044}, {"Word": "whites.\"", "Confidence": 0.77, "X1": 0.46581, "Y1": 0.8462, "X2": 0.52, "Y2": 0.846, "X3": 0.51871, "Y3": 0.8578, "X4": 0.46452, "Y4": 0.8588, "page": 0, "Index": 1045}, {"Word": "generally", "Confidence": 0.994, "X1": 0.47613, "Y1": 0.8362, "X2": 0.53935, "Y2": 0.836, "X3": 0.53806, "Y3": 0.8488, "X4": 0.47484, "Y4": 0.8478, "page": 0, "Index": 1046}, {"Word": "resembled", "Confidence": 0.994, "X1": 0.54194, "Y1": 0.8362, "X2": 0.61161, "Y2": 0.836, "X3": 0.60903, "Y3": 0.8488, "X4": 0.54065, "Y4": 0.8488, "page": 0, "Index": 1047}, {"Word": "play", "Confidence": 0.795, "X1": 0.67742, "Y1": 0.8362, "X2": 0.7071, "Y2": 0.836, "X3": 0.7071, "Y3": 0.8488, "X4": 0.67613, "Y4": 0.8488, "page": 0, "Index": 1048}, {"Word": "a", "Confidence": 0.995, "X1": 0.71097, "Y1": 0.8362, "X2": 0.71742, "Y2": 0.836, "X3": 0.71742, "Y3": 0.8488, "X4": 0.70968, "Y4": 0.8488, "page": 0, "Index": 1049}, {"Word": "role", "Confidence": 0.983, "X1": 0.72129, "Y1": 0.8362, "X2": 0.7471, "Y2": 0.836, "X3": 0.7471, "Y3": 0.8488, "X4": 0.72, "Y4": 0.8488, "page": 0, "Index": 1050}, {"Word": "in", "Confidence": 0.998, "X1": 0.74968, "Y1": 0.8372, "X2": 0.76387, "Y2": 0.837, "X3": 0.76258, "Y3": 0.8488, "X4": 0.74968, "Y4": 0.8488, "page": 0, "Index": 1051}, {"Word": "cancer.", "Confidence": 0.913, "X1": 0.82581, "Y1": 0.8372, "X2": 0.87226, "Y2": 0.837, "X3": 0.87226, "Y3": 0.8488, "X4": 0.82581, "Y4": 0.8478, "page": 0, "Index": 1052}, {"Word": "sarcoma.", "Confidence": 0.835, "X1": 0.10968, "Y1": 0.8542, "X2": 0.16903, "Y2": 0.854, "X3": 0.16774, "Y3": 0.8638, "X4": 0.10968, "Y4": 0.8648, "page": 0, "Index": 1053}, {"Word": "chose", "Confidence": 0.65, "X1": 0.37935, "Y1": 0.8472, "X2": 0.4129, "Y2": 0.847, "X3": 0.4129, "Y3": 0.8598, "X4": 0.37935, "Y4": 0.8598, "page": 0, "Index": 1054}, {"Word": "among", "Confidence": 0.997, "X1": 0.41677, "Y1": 0.8472, "X2": 0.46194, "Y2": 0.847, "X3": 0.46065, "Y3": 0.8588, "X4": 0.41677, "Y4": 0.8598, "page": 0, "Index": 1055}, {"Word": "2", "Confidence": 0.995, "X1": 0.7329, "Y1": 0.8692, "X2": 0.75742, "Y2": 0.869, "X3": 0.75613, "Y3": 0.8988, "X4": 0.73161, "Y4": 0.8988, "page": 0, "Index": 1056}, {"Word": "of", "Confidence": 0.98, "X1": 0.76774, "Y1": 0.8692, "X2": 0.80774, "Y2": 0.869, "X3": 0.80774, "Y3": 0.8988, "X4": 0.76774, "Y4": 0.8988, "page": 0, "Index": 1057}, {"Word": "3", "Confidence": 0.981, "X1": 0.81935, "Y1": 0.8682, "X2": 0.83871, "Y2": 0.868, "X3": 0.83871, "Y3": 0.8988, "X4": 0.81806, "Y4": 0.8988, "page": 0, "Index": 1058}]}	"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"
ffdm0028	2	{"lines_data": [{"Word": "Based on this detailed look at the", "Confidence": 0.79629, "X1": 0.27226, "Y1": 0.1492, "X2": 0.4929, "Y2": 0.149, "X3": 0.4929, "Y3": 0.1608, "X4": 0.27226, "Y4": 0.1608, "page": 0}, {"Word": "changing rates of individual cancers,", "Confidence": 0.926, "X1": 0.26323, "Y1": 0.1602, "X2": 0.49161, "Y2": 0.16, "X3": 0.49161, "Y3": 0.1728, "X4": 0.26323, "Y4": 0.1728, "page": 0}, {"Word": "Dr. Cole predicted that the new find-", "Confidence": 0.98329, "X1": 0.26065, "Y1": 0.1702, "X2": 0.49419, "Y2": 0.17, "X3": 0.49419, "Y3": 0.1818, "X4": 0.26065, "Y4": 0.1828, "page": 0}, {"Word": "ings belled the prospect of a cancer", "Confidence": 0.98571, "X1": 0.26194, "Y1": 0.1822, "X2": 0.49032, "Y2": 0.182, "X3": 0.49032, "Y3": 0.1938, "X4": 0.26194, "Y4": 0.1948, "page": 0}, {"Word": "epidemic, which he said had been", "Confidence": 0.961, "X1": 0.25806, "Y1": 0.1942, "X2": 0.49161, "Y2": 0.194, "X3": 0.49161, "Y3": 0.2048, "X4": 0.25806, "Y4": 0.2058, "page": 0}, {"Word": "predicted for more than 20 years. Dr.", "Confidence": 0.98771, "X1": 0.25806, "Y1": 0.2052, "X2": 0.49419, "Y2": 0.205, "X3": 0.49419, "Y3": 0.2168, "X4": 0.25806, "Y4": 0.2168, "page": 0}, {"Word": "Devesa's findings \"suggest that it", "Confidence": 0.9754, "X1": 0.25935, "Y1": 0.2162, "X2": 0.49419, "Y2": 0.216, "X3": 0.49419, "Y3": 0.2288, "X4": 0.25935, "Y4": 0.2278, "page": 0}, {"Word": "will not occur,\" he wrote.", "Confidence": 0.8922, "X1": 0.26323, "Y1": 0.2292, "X2": 0.42323, "Y2": 0.229, "X3": 0.42323, "Y3": 0.2398, "X4": 0.26323, "Y4": 0.2398, "page": 0}, {"Word": "During the time span studied,", "Confidence": 0.9534, "X1": 0.27484, "Y1": 0.2392, "X2": 0.49161, "Y2": 0.239, "X3": 0.49161, "Y3": 0.2528, "X4": 0.27484, "Y4": 0.2528, "page": 0}, {"Word": "overall cancer mortality rates rose", "Confidence": 0.9232, "X1": 0.25806, "Y1": 0.2512, "X2": 0.49419, "Y2": 0.251, "X3": 0.49419, "Y3": 0.2628, "X4": 0.25806, "Y4": 0.2638, "page": 0}, {"Word": "by 3 percent for men and by 6 per-", "Confidence": 0.91789, "X1": 0.25806, "Y1": 0.2622, "X2": 0.4929, "Y2": 0.262, "X3": 0.4929, "Y3": 0.2748, "X4": 0.25806, "Y4": 0.2748, "page": 0}, {"Word": "cent for women. However, except for", "Confidence": 0.94383, "X1": 0.25806, "Y1": 0.2732, "X2": 0.49419, "Y2": 0.273, "X3": 0.49419, "Y3": 0.2858, "X4": 0.25806, "Y4": 0.2858, "page": 0}, {"Word": "lung cancer, which is still a highly", "Confidence": 0.924, "X1": 0.25935, "Y1": 0.2862, "X2": 0.49161, "Y2": 0.286, "X3": 0.49161, "Y3": 0.2988, "X4": 0.25935, "Y4": 0.2978, "page": 0}, {"Word": "lethal disease that kills more than", "Confidence": 0.9325, "X1": 0.25935, "Y1": 0.2982, "X2": 0.49161, "Y2": 0.298, "X3": 0.49161, "Y3": 0.3118, "X4": 0.25935, "Y4": 0.3098, "page": 0}, {"Word": "twice as many Americans as does", "Confidence": 0.986, "X1": 0.26065, "Y1": 0.3092, "X2": 0.4929, "Y2": 0.309, "X3": 0.4929, "Y3": 0.3208, "X4": 0.26065, "Y4": 0.3208, "page": 0}, {"Word": "any other cancer and thus has an", "Confidence": 0.99543, "X1": 0.26323, "Y1": 0.3212, "X2": 0.4929, "Y2": 0.321, "X3": 0.4929, "Y3": 0.3318, "X4": 0.26323, "Y4": 0.3328, "page": 0}, {"Word": "Inordinately large effect on overall", "Confidence": 0.9554, "X1": 0.26194, "Y1": 0.3322, "X2": 0.4929, "Y2": 0.332, "X3": 0.4929, "Y3": 0.3438, "X4": 0.26194, "Y4": 0.3438, "page": 0}, {"Word": "rates, mortality rates for the major-", "Confidence": 0.91533, "X1": 0.26323, "Y1": 0.3432, "X2": 0.49032, "Y2": 0.343, "X3": 0.49032, "Y3": 0.3558, "X4": 0.26323, "Y4": 0.3568, "page": 0}, {"Word": "Heart disease is still the nation's", "Confidence": 0.97717, "X1": 0.52129, "Y1": 0.3512, "X2": 0.73935, "Y2": 0.351, "X3": 0.73935, "Y3": 0.3638, "X4": 0.52129, "Y4": 0.3638, "page": 0}, {"Word": "leading cause of death, but from 1979", "Confidence": 0.91843, "X1": 0.50581, "Y1": 0.3622, "X2": 0.73935, "Y2": 0.362, "X3": 0.73935, "Y3": 0.3748, "X4": 0.50581, "Y4": 0.3758, "page": 0}, {"Word": "to 1992, the death rate from heart", "Confidence": 0.93971, "X1": 0.5071, "Y1": 0.3742, "X2": 0.74194, "Y2": 0.374, "X3": 0.74194, "Y3": 0.3868, "X4": 0.5071, "Y4": 0.3868, "page": 0}, {"Word": "disease declined by 27.7 percent, and", "Confidence": 0.98067, "X1": 0.51226, "Y1": 0.3862, "X2": 0.74194, "Y2": 0.386, "X3": 0.74194, "Y3": 0.3978, "X4": 0.51226, "Y4": 0.3988, "page": 0}, {"Word": "The numbers", "Confidence": 0.995, "X1": 0.26968, "Y1": 0.3862, "X2": 0.48387, "Y2": 0.386, "X3": 0.48387, "Y3": 0.4108, "X4": 0.26968, "Y4": 0.4098, "page": 0}, {"Word": "Dr. Cole predicted that by the turn of", "Confidence": 0.99313, "X1": 0.51097, "Y1": 0.3982, "X2": 0.74194, "Y2": 0.398, "X3": 0.74194, "Y3": 0.4098, "X4": 0.51097, "Y4": 0.4098, "page": 0}, {"Word": "the century cancer would surpass it", "Confidence": 0.93817, "X1": 0.51097, "Y1": 0.4102, "X2": 0.74194, "Y2": 0.41, "X3": 0.74194, "Y3": 0.4208, "X4": 0.51097, "Y4": 0.4218, "page": 0}, {"Word": "as the leading killer of Americans,", "Confidence": 0.956, "X1": 0.51097, "Y1": 0.4212, "X2": 0.74323, "Y2": 0.421, "X3": 0.74323, "Y3": 0.4328, "X4": 0.51097, "Y4": 0.4328, "page": 0}, {"Word": "don't show an", "Confidence": 0.95733, "X1": 0.25935, "Y1": 0.4162, "X2": 0.48774, "Y2": 0.416, "X3": 0.48774, "Y3": 0.4408, "X4": 0.25935, "Y4": 0.4408, "page": 0}, {"Word": "\"even as Its overall mortality rate", "Confidence": 0.94267, "X1": 0.51097, "Y1": 0.4322, "X2": 0.74065, "Y2": 0.432, "X3": 0.74065, "Y3": 0.4438, "X4": 0.51097, "Y4": 0.4448, "page": 0}, {"Word": "declines.\" But it will take the lead", "Confidence": 0.94486, "X1": 0.50839, "Y1": 0.4432, "X2": 0.74323, "Y2": 0.443, "X3": 0.74323, "Y3": 0.4548, "X4": 0.50839, "Y4": 0.4548, "page": 0}, {"Word": "only temporarily. Dr. Cole predicted", "Confidence": 0.8998, "X1": 0.50968, "Y1": 0.4552, "X2": 0.74194, "Y2": 0.455, "X3": 0.74194, "Y3": 0.4668, "X4": 0.50968, "Y4": 0.4678, "page": 0}, {"Word": "epidemic.", "Confidence": 0.991, "X1": 0.26581, "Y1": 0.4432, "X2": 0.41806, "Y2": 0.443, "X3": 0.41935, "Y3": 0.4758, "X4": 0.2671, "Y4": 0.4808, "page": 0}, {"Word": "that cancer's supremacy as a killer", "Confidence": 0.93467, "X1": 0.51226, "Y1": 0.4662, "X2": 0.74323, "Y2": 0.466, "X3": 0.74323, "Y3": 0.4788, "X4": 0.51226, "Y4": 0.4788, "page": 0}, {"Word": "would fade early in the next century", "Confidence": 0.952, "X1": 0.51355, "Y1": 0.4782, "X2": 0.74323, "Y2": 0.478, "X3": 0.74323, "Y3": 0.4898, "X4": 0.51355, "Y4": 0.4898, "page": 0}, {"Word": "as progress continues to be made in", "Confidence": 0.99186, "X1": 0.51484, "Y1": 0.4892, "X2": 0.74194, "Y2": 0.489, "X3": 0.74194, "Y3": 0.5008, "X4": 0.51484, "Y4": 0.5018, "page": 0}, {"Word": "cancer prevention and early detec-", "Confidence": 0.9818, "X1": 0.51484, "Y1": 0.5012, "X2": 0.74452, "Y2": 0.501, "X3": 0.74452, "Y3": 0.5118, "X4": 0.51484, "Y4": 0.5128, "page": 0}, {"Word": "tion and in treatments that can cure", "Confidence": 0.98286, "X1": 0.51355, "Y1": 0.5132, "X2": 0.74194, "Y2": 0.513, "X3": 0.74194, "Y3": 0.5238, "X4": 0.51355, "Y4": 0.5238, "page": 0}, {"Word": "cancer or keep it at bay for many", "Confidence": 0.99325, "X1": 0.51226, "Y1": 0.5242, "X2": 0.74323, "Y2": 0.524, "X3": 0.74323, "Y3": 0.5348, "X4": 0.51226, "Y4": 0.5358, "page": 0}, {"Word": "ity of cancers remained steady or", "Confidence": 0.9945, "X1": 0.2671, "Y1": 0.5302, "X2": 0.49677, "Y2": 0.53, "X3": 0.49806, "Y3": 0.5428, "X4": 0.2671, "Y4": 0.5448, "page": 0}, {"Word": "years.", "Confidence": 0.991, "X1": 0.51355, "Y1": 0.5362, "X2": 0.55613, "Y2": 0.536, "X3": 0.55613, "Y3": 0.5458, "X4": 0.51355, "Y4": 0.5468, "page": 0}, {"Word": "declined during the study period. In", "Confidence": 0.95167, "X1": 0.2671, "Y1": 0.5402, "X2": 0.50194, "Y2": 0.54, "X3": 0.50194, "Y3": 0.5538, "X4": 0.2671, "Y4": 0.5558, "page": 0}, {"Word": "fact, among men and women under", "Confidence": 0.98367, "X1": 0.2671, "Y1": 0.5542, "X2": 0.49935, "Y2": 0.554, "X3": 0.49935, "Y3": 0.5648, "X4": 0.2671, "Y4": 0.5668, "page": 0}, {"Word": "In his editorial, Dr. Cole noted that", "Confidence": 0.94114, "X1": 0.52516, "Y1": 0.5492, "X2": 0.74323, "Y2": 0.549, "X3": 0.74323, "Y3": 0.5608, "X4": 0.52516, "Y4": 0.5608, "page": 0}, {"Word": "55, overall cancer mortality has de-", "Confidence": 0.926, "X1": 0.26839, "Y1": 0.5652, "X2": 0.49548, "Y2": 0.565, "X3": 0.49548, "Y3": 0.5758, "X4": 0.26968, "Y4": 0.5788, "page": 0}, {"Word": "\"many of the advances made in can-", "Confidence": 0.98429, "X1": 0.51355, "Y1": 0.5622, "X2": 0.74323, "Y2": 0.562, "X3": 0.74323, "Y3": 0.5728, "X4": 0.51355, "Y4": 0.5708, "page": 0}, {"Word": "cer therapy during the last 30 years", "Confidence": 0.988, "X1": 0.51484, "Y1": 0.5732, "X2": 0.74194, "Y2": 0.573, "X3": 0.74194, "Y3": 0.5848, "X4": 0.51484, "Y4": 0.5838, "page": 0}, {"Word": "clined. Only among older people", "Confidence": 0.7758, "X1": 0.26839, "Y1": 0.5762, "X2": 0.49677, "Y2": 0.576, "X3": 0.49677, "Y3": 0.5888, "X4": 0.26839, "Y4": 0.5898, "page": 0}, {"Word": "have been effective but not necessar-", "Confidence": 0.98483, "X1": 0.51097, "Y1": 0.5822, "X2": 0.74323, "Y2": 0.582, "X3": 0.74323, "Y3": 0.5948, "X4": 0.51097, "Y4": 0.5948, "page": 0}, {"Word": "have cancer death rates risen.", "Confidence": 0.994, "X1": 0.26839, "Y1": 0.5892, "X2": 0.46323, "Y2": 0.589, "X3": 0.46323, "Y3": 0.5998, "X4": 0.26839, "Y4": 0.6008, "page": 0}, {"Word": "ily curative.\" He added that \"such", "Confidence": 0.954, "X1": 0.51355, "Y1": 0.5952, "X2": 0.74323, "Y2": 0.595, "X3": 0.74323, "Y3": 0.6058, "X4": 0.51355, "Y4": 0.6058, "page": 0}, {"Word": "And in the two years following", "Confidence": 0.98817, "X1": 0.27484, "Y1": 0.5992, "X2": 0.49677, "Y2": 0.599, "X3": 0.49806, "Y3": 0.6108, "X4": 0.27613, "Y4": 0.6118, "page": 0}, {"Word": "therapies would postpone death and", "Confidence": 0.9732, "X1": 0.51613, "Y1": 0.6062, "X2": 0.74452, "Y2": 0.606, "X3": 0.74452, "Y3": 0.6178, "X4": 0.51613, "Y4": 0.6178, "page": 0}, {"Word": "1990, which represents the latest", "Confidence": 0.9548, "X1": 0.26968, "Y1": 0.6102, "X2": 0.49935, "Y2": 0.61, "X3": 0.49935, "Y3": 0.6228, "X4": 0.26968, "Y4": 0.6238, "page": 0}, {"Word": "available data, \"there was actually a", "Confidence": 0.90267, "X1": 0.26839, "Y1": 0.6232, "X2": 0.49806, "Y2": 0.623, "X3": 0.49806, "Y3": 0.6348, "X4": 0.26839, "Y4": 0.6348, "page": 0}, {"Word": "thereby produce the pattern de-", "Confidence": 0.948, "X1": 0.51484, "Y1": 0.6172, "X2": 0.74194, "Y2": 0.617, "X3": 0.74194, "Y3": 0.6298, "X4": 0.51484, "Y4": 0.6298, "page": 0}, {"Word": "significant drop in cancer mortality", "Confidence": 0.9886, "X1": 0.26839, "Y1": 0.6342, "X2": 0.49677, "Y2": 0.634, "X3": 0.49677, "Y3": 0.6458, "X4": 0.26839, "Y4": 0.6468, "page": 0}, {"Word": "scribed\" of declining cancer mortal-", "Confidence": 0.9224, "X1": 0.51355, "Y1": 0.6292, "X2": 0.74323, "Y2": 0.629, "X3": 0.74323, "Y3": 0.6408, "X4": 0.51355, "Y4": 0.6408, "page": 0}, {"Word": "....", "Confidence": 0.613, "X1": 0.77161, "Y1": 0.6462, "X2": 0.77161, "Y2": 0.646, "X3": 0.75871, "Y3": 0.6458, "X4": 0.75871, "Y4": 0.6158, "page": 0}, {"Word": "for the first time in history.\" Dr.", "Confidence": 0.93286, "X1": 0.26839, "Y1": 0.6452, "X2": 0.49806, "Y2": 0.645, "X3": 0.49806, "Y3": 0.6558, "X4": 0.26839, "Y4": 0.6578, "page": 0}, {"Word": "ity among young and middle-aged", "Confidence": 0.9944, "X1": 0.51484, "Y1": 0.6412, "X2": 0.74452, "Y2": 0.641, "X3": 0.74452, "Y3": 0.6528, "X4": 0.51484, "Y4": 0.6518, "page": 0}, {"Word": "adults but increased mortality", "Confidence": 0.94275, "X1": 0.51484, "Y1": 0.6532, "X2": 0.74323, "Y2": 0.653, "X3": 0.74323, "Y3": 0.6648, "X4": 0.51484, "Y4": 0.6638, "page": 0}, {"Word": "Cole said in an interview. The overall", "Confidence": 0.89, "X1": 0.26839, "Y1": 0.6572, "X2": 0.49935, "Y2": 0.657, "X3": 0.49935, "Y3": 0.6688, "X4": 0.26839, "Y4": 0.6688, "page": 0}, {"Word": "among the elderly.", "Confidence": 0.93333, "X1": 0.51484, "Y1": 0.6642, "X2": 0.63484, "Y2": 0.664, "X3": 0.63484, "Y3": 0.6758, "X4": 0.51484, "Y4": 0.6748, "page": 0}, {"Word": "rise in cancer mortality is \"a rela-", "Confidence": 0.96029, "X1": 0.26839, "Y1": 0.6662, "X2": 0.49935, "Y2": 0.666, "X3": 0.49935, "Y3": 0.6788, "X4": 0.26968, "Y4": 0.6818, "page": 0}, {"Word": "tive one due to the fact that deaths", "Confidence": 0.98887, "X1": 0.26839, "Y1": 0.6792, "X2": 0.49806, "Y2": 0.679, "X3": 0.49806, "Y3": 0.6908, "X4": 0.26839, "Y4": 0.6918, "page": 0}, {"Word": "But he concluded that \"in the long", "Confidence": 0.95229, "X1": 0.52774, "Y1": 0.6772, "X2": 0.74323, "Y2": 0.677, "X3": 0.74323, "Y3": 0.6898, "X4": 0.52774, "Y4": 0.6898, "page": 0}, {"Word": "from cardiovascular diseases are", "Confidence": 0.98775, "X1": 0.26968, "Y1": 0.6902, "X2": 0.50194, "Y2": 0.69, "X3": 0.50194, "Y3": 0.7028, "X4": 0.26968, "Y4": 0.7048, "page": 0}, {"Word": "term, prevention will play the major", "Confidence": 0.80483, "X1": 0.51355, "Y1": 0.6902, "X2": 0.74323, "Y2": 0.69, "X3": 0.74323, "Y3": 0.7018, "X4": 0.51355, "Y4": 0.7018, "page": 0}, {"Word": "dropping much faster than deaths", "Confidence": 0.9872, "X1": 0.26968, "Y1": 0.7022, "X2": 0.50194, "Y2": 0.702, "X3": 0.50194, "Y3": 0.7138, "X4": 0.26968, "Y4": 0.7148, "page": 0}, {"Word": "role in controlling cancer, as it has", "Confidence": 0.97214, "X1": 0.51097, "Y1": 0.7012, "X2": 0.74581, "Y2": 0.701, "X3": 0.74581, "Y3": 0.7138, "X4": 0.51097, "Y4": 0.7148, "page": 0}, {"Word": "from cancer.\"", "Confidence": 0.8885, "X1": 0.26839, "Y1": 0.7122, "X2": 0.36516, "Y2": 0.712, "X3": 0.36645, "Y3": 0.7238, "X4": 0.26839, "Y4": 0.7268, "page": 0}, {"Word": "for many of mankind's plagues.\"", "Confidence": 0.9774, "X1": 0.51355, "Y1": 0.7122, "X2": 0.72774, "Y2": 0.712, "X3": 0.72774, "Y3": 0.7238, "X4": 0.51355, "Y4": 0.7248, "page": 0}, {"Word": "..", "Confidence": 0.766, "X1": 0.76903, "Y1": 0.7242, "X2": 0.76903, "Y2": 0.724, "X3": 0.76129, "Y3": 0.7248, "X4": 0.76, "Y4": 0.7098, "page": 0}, {"Word": "3 of 3", "Confidence": 0.98633, "X1": 0.70452, "Y1": 0.7932, "X2": 0.82323, "Y2": 0.793, "X3": 0.82581, "Y3": 0.8268, "X4": 0.70581, "Y4": 0.8308, "page": 0}], "words_data": [{"Word": "Based", "Confidence": 0.997, "X1": 0.27484, "Y1": 0.1492, "X2": 0.31355, "Y2": 0.149, "X3": 0.31355, "Y3": 0.1608, "X4": 0.27355, "Y4": 0.1608, "page": 0, "Index": 0}, {"Word": "on", "Confidence": 0.997, "X1": 0.31742, "Y1": 0.1502, "X2": 0.3329, "Y2": 0.15, "X3": 0.3329, "Y3": 0.1608, "X4": 0.31742, "Y4": 0.1608, "page": 0, "Index": 1}, {"Word": "this", "Confidence": 0.988, "X1": 0.33677, "Y1": 0.1502, "X2": 0.36258, "Y2": 0.15, "X3": 0.36258, "Y3": 0.1608, "X4": 0.33677, "Y4": 0.1608, "page": 0, "Index": 2}, {"Word": "detailed", "Confidence": 0.239, "X1": 0.36516, "Y1": 0.1502, "X2": 0.41677, "Y2": 0.15, "X3": 0.41677, "Y3": 0.1608, "X4": 0.36516, "Y4": 0.1608, "page": 0, "Index": 3}, {"Word": "look", "Confidence": 0.601, "X1": 0.42065, "Y1": 0.1492, "X2": 0.44645, "Y2": 0.149, "X3": 0.44645, "Y3": 0.1608, "X4": 0.42065, "Y4": 0.1608, "page": 0, "Index": 4}, {"Word": "at", "Confidence": 0.943, "X1": 0.45161, "Y1": 0.1492, "X2": 0.46452, "Y2": 0.149, "X3": 0.46452, "Y3": 0.1608, "X4": 0.45032, "Y4": 0.1608, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.809, "X1": 0.46839, "Y1": 0.1492, "X2": 0.49032, "Y2": 0.149, "X3": 0.49032, "Y3": 0.1608, "X4": 0.46839, "Y4": 0.1608, "page": 0, "Index": 6}, {"Word": "changing", "Confidence": 0.994, "X1": 0.26323, "Y1": 0.1612, "X2": 0.31613, "Y2": 0.161, "X3": 0.31613, "Y3": 0.1718, "X4": 0.26323, "Y4": 0.1728, "page": 0, "Index": 7}, {"Word": "rates", "Confidence": 0.998, "X1": 0.32, "Y1": 0.1612, "X2": 0.35226, "Y2": 0.161, "X3": 0.35226, "Y3": 0.1718, "X4": 0.32, "Y4": 0.1718, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.998, "X1": 0.35613, "Y1": 0.1612, "X2": 0.36774, "Y2": 0.161, "X3": 0.36774, "Y3": 0.1718, "X4": 0.35484, "Y4": 0.1718, "page": 0, "Index": 9}, {"Word": "individual", "Confidence": 0.994, "X1": 0.37161, "Y1": 0.1612, "X2": 0.43355, "Y2": 0.161, "X3": 0.43226, "Y3": 0.1718, "X4": 0.37032, "Y4": 0.1718, "page": 0, "Index": 10}, {"Word": "cancers,", "Confidence": 0.646, "X1": 0.43613, "Y1": 0.1612, "X2": 0.49161, "Y2": 0.161, "X3": 0.49032, "Y3": 0.1728, "X4": 0.43613, "Y4": 0.1718, "page": 0, "Index": 11}, {"Word": "Dr.", "Confidence": 0.992, "X1": 0.26194, "Y1": 0.1722, "X2": 0.28129, "Y2": 0.172, "X3": 0.28129, "Y3": 0.1838, "X4": 0.26194, "Y4": 0.1838, "page": 0, "Index": 12}, {"Word": "Cole", "Confidence": 0.988, "X1": 0.28516, "Y1": 0.1722, "X2": 0.31226, "Y2": 0.172, "X3": 0.31226, "Y3": 0.1838, "X4": 0.28516, "Y4": 0.1838, "page": 0, "Index": 13}, {"Word": "predicted", "Confidence": 0.963, "X1": 0.31484, "Y1": 0.1722, "X2": 0.37677, "Y2": 0.172, "X3": 0.37548, "Y3": 0.1838, "X4": 0.31484, "Y4": 0.1838, "page": 0, "Index": 14}, {"Word": "that", "Confidence": 0.991, "X1": 0.37935, "Y1": 0.1722, "X2": 0.40516, "Y2": 0.172, "X3": 0.40516, "Y3": 0.1828, "X4": 0.37935, "Y4": 0.1838, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.40903, "Y1": 0.1722, "X2": 0.4271, "Y2": 0.172, "X3": 0.4271, "Y3": 0.1828, "X4": 0.40774, "Y4": 0.1828, "page": 0, "Index": 16}, {"Word": "new", "Confidence": 0.996, "X1": 0.43097, "Y1": 0.1712, "X2": 0.45548, "Y2": 0.171, "X3": 0.45548, "Y3": 0.1828, "X4": 0.42968, "Y4": 0.1828, "page": 0, "Index": 17}, {"Word": "find-", "Confidence": 0.955, "X1": 0.45935, "Y1": 0.1712, "X2": 0.49419, "Y2": 0.171, "X3": 0.4929, "Y3": 0.1828, "X4": 0.45935, "Y4": 0.1828, "page": 0, "Index": 18}, {"Word": "ings", "Confidence": 0.982, "X1": 0.26194, "Y1": 0.1832, "X2": 0.28774, "Y2": 0.183, "X3": 0.28774, "Y3": 0.1948, "X4": 0.26194, "Y4": 0.1948, "page": 0, "Index": 19}, {"Word": "belled", "Confidence": 0.982, "X1": 0.29032, "Y1": 0.1832, "X2": 0.32903, "Y2": 0.183, "X3": 0.33032, "Y3": 0.1948, "X4": 0.29161, "Y4": 0.1948, "page": 0, "Index": 20}, {"Word": "the", "Confidence": 0.998, "X1": 0.3329, "Y1": 0.1832, "X2": 0.35355, "Y2": 0.183, "X3": 0.35355, "Y3": 0.1948, "X4": 0.3329, "Y4": 0.1948, "page": 0, "Index": 21}, {"Word": "prospect", "Confidence": 0.992, "X1": 0.35613, "Y1": 0.1832, "X2": 0.41419, "Y2": 0.183, "X3": 0.41419, "Y3": 0.1948, "X4": 0.35742, "Y4": 0.1948, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.955, "X1": 0.41677, "Y1": 0.1832, "X2": 0.43097, "Y2": 0.183, "X3": 0.43097, "Y3": 0.1948, "X4": 0.41677, "Y4": 0.1948, "page": 0, "Index": 23}, {"Word": "a", "Confidence": 0.994, "X1": 0.43355, "Y1": 0.1832, "X2": 0.44258, "Y2": 0.183, "X3": 0.44258, "Y3": 0.1948, "X4": 0.43355, "Y4": 0.1948, "page": 0, "Index": 24}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.44516, "Y1": 0.1832, "X2": 0.49032, "Y2": 0.183, "X3": 0.49032, "Y3": 0.1938, "X4": 0.44516, "Y4": 0.1948, "page": 0, "Index": 25}, {"Word": "epidemic,", "Confidence": 0.84, "X1": 0.26194, "Y1": 0.1952, "X2": 0.32645, "Y2": 0.195, "X3": 0.32516, "Y3": 0.2058, "X4": 0.26065, "Y4": 0.2058, "page": 0, "Index": 26}, {"Word": "which", "Confidence": 0.994, "X1": 0.32903, "Y1": 0.1952, "X2": 0.36645, "Y2": 0.195, "X3": 0.36645, "Y3": 0.2058, "X4": 0.32774, "Y4": 0.2058, "page": 0, "Index": 27}, {"Word": "he", "Confidence": 0.997, "X1": 0.3729, "Y1": 0.1952, "X2": 0.39097, "Y2": 0.195, "X3": 0.38968, "Y3": 0.2058, "X4": 0.37161, "Y4": 0.2058, "page": 0, "Index": 28}, {"Word": "said", "Confidence": 0.988, "X1": 0.39613, "Y1": 0.1952, "X2": 0.42452, "Y2": 0.195, "X3": 0.42323, "Y3": 0.2058, "X4": 0.39484, "Y4": 0.2058, "page": 0, "Index": 29}, {"Word": "had", "Confidence": 0.958, "X1": 0.42839, "Y1": 0.1942, "X2": 0.45419, "Y2": 0.194, "X3": 0.4529, "Y3": 0.2058, "X4": 0.4271, "Y4": 0.2058, "page": 0, "Index": 30}, {"Word": "been", "Confidence": 0.989, "X1": 0.45935, "Y1": 0.1942, "X2": 0.49161, "Y2": 0.194, "X3": 0.48903, "Y3": 0.2058, "X4": 0.45806, "Y4": 0.2058, "page": 0, "Index": 31}, {"Word": "predicted", "Confidence": 0.991, "X1": 0.26065, "Y1": 0.2062, "X2": 0.32, "Y2": 0.206, "X3": 0.32, "Y3": 0.2178, "X4": 0.26065, "Y4": 0.2178, "page": 0, "Index": 32}, {"Word": "for", "Confidence": 0.998, "X1": 0.32258, "Y1": 0.2062, "X2": 0.34065, "Y2": 0.206, "X3": 0.34065, "Y3": 0.2178, "X4": 0.32258, "Y4": 0.2178, "page": 0, "Index": 33}, {"Word": "more", "Confidence": 0.988, "X1": 0.34452, "Y1": 0.2062, "X2": 0.37806, "Y2": 0.206, "X3": 0.37806, "Y3": 0.2178, "X4": 0.34323, "Y4": 0.2178, "page": 0, "Index": 34}, {"Word": "than", "Confidence": 0.987, "X1": 0.38065, "Y1": 0.2062, "X2": 0.40903, "Y2": 0.206, "X3": 0.40903, "Y3": 0.2178, "X4": 0.38065, "Y4": 0.2178, "page": 0, "Index": 35}, {"Word": "20", "Confidence": 0.998, "X1": 0.4129, "Y1": 0.2062, "X2": 0.42452, "Y2": 0.206, "X3": 0.42323, "Y3": 0.2178, "X4": 0.41161, "Y4": 0.2178, "page": 0, "Index": 36}, {"Word": "years.", "Confidence": 0.954, "X1": 0.4271, "Y1": 0.2062, "X2": 0.46581, "Y2": 0.206, "X3": 0.46452, "Y3": 0.2178, "X4": 0.4271, "Y4": 0.2178, "page": 0, "Index": 37}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.46839, "Y1": 0.2062, "X2": 0.49419, "Y2": 0.206, "X3": 0.4929, "Y3": 0.2178, "X4": 0.4671, "Y4": 0.2178, "page": 0, "Index": 38}, {"Word": "Devesa's", "Confidence": 0.94, "X1": 0.26194, "Y1": 0.2172, "X2": 0.32, "Y2": 0.217, "X3": 0.32, "Y3": 0.2288, "X4": 0.26194, "Y4": 0.2288, "page": 0, "Index": 39}, {"Word": "findings", "Confidence": 0.994, "X1": 0.32387, "Y1": 0.2182, "X2": 0.37935, "Y2": 0.218, "X3": 0.37806, "Y3": 0.2288, "X4": 0.32387, "Y4": 0.2288, "page": 0, "Index": 40}, {"Word": "\"suggest", "Confidence": 0.964, "X1": 0.38452, "Y1": 0.2182, "X2": 0.44258, "Y2": 0.218, "X3": 0.44258, "Y3": 0.2288, "X4": 0.38452, "Y4": 0.2288, "page": 0, "Index": 41}, {"Word": "that", "Confidence": 0.984, "X1": 0.44645, "Y1": 0.2172, "X2": 0.47484, "Y2": 0.217, "X3": 0.47484, "Y3": 0.2298, "X4": 0.44516, "Y4": 0.2298, "page": 0, "Index": 42}, {"Word": "it", "Confidence": 0.995, "X1": 0.47871, "Y1": 0.2172, "X2": 0.4929, "Y2": 0.217, "X3": 0.4929, "Y3": 0.2298, "X4": 0.47742, "Y4": 0.2298, "page": 0, "Index": 43}, {"Word": "will", "Confidence": 0.998, "X1": 0.26323, "Y1": 0.2292, "X2": 0.28516, "Y2": 0.229, "X3": 0.28516, "Y3": 0.2408, "X4": 0.26323, "Y4": 0.2398, "page": 0, "Index": 44}, {"Word": "not", "Confidence": 0.998, "X1": 0.28774, "Y1": 0.2292, "X2": 0.30839, "Y2": 0.229, "X3": 0.30839, "Y3": 0.2408, "X4": 0.28774, "Y4": 0.2408, "page": 0, "Index": 45}, {"Word": "occur,\"", "Confidence": 0.67, "X1": 0.31097, "Y1": 0.2292, "X2": 0.36, "Y2": 0.229, "X3": 0.35871, "Y3": 0.2408, "X4": 0.31097, "Y4": 0.2408, "page": 0, "Index": 46}, {"Word": "he", "Confidence": 0.997, "X1": 0.36258, "Y1": 0.2292, "X2": 0.38065, "Y2": 0.229, "X3": 0.37935, "Y3": 0.2408, "X4": 0.36129, "Y4": 0.2408, "page": 0, "Index": 47}, {"Word": "wrote.", "Confidence": 0.798, "X1": 0.38323, "Y1": 0.2292, "X2": 0.42323, "Y2": 0.229, "X3": 0.42194, "Y3": 0.2398, "X4": 0.38194, "Y4": 0.2408, "page": 0, "Index": 48}, {"Word": "During", "Confidence": 0.993, "X1": 0.27613, "Y1": 0.2412, "X2": 0.32, "Y2": 0.241, "X3": 0.32, "Y3": 0.2518, "X4": 0.27613, "Y4": 0.2518, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.994, "X1": 0.32774, "Y1": 0.2412, "X2": 0.35097, "Y2": 0.241, "X3": 0.35097, "Y3": 0.2518, "X4": 0.32774, "Y4": 0.2518, "page": 0, "Index": 50}, {"Word": "time", "Confidence": 0.982, "X1": 0.36, "Y1": 0.2412, "X2": 0.39097, "Y2": 0.241, "X3": 0.39097, "Y3": 0.2518, "X4": 0.35871, "Y4": 0.2518, "page": 0, "Index": 51}, {"Word": "span", "Confidence": 0.991, "X1": 0.4, "Y1": 0.2412, "X2": 0.43097, "Y2": 0.241, "X3": 0.43097, "Y3": 0.2528, "X4": 0.39871, "Y4": 0.2518, "page": 0, "Index": 52}, {"Word": "studied,", "Confidence": 0.807, "X1": 0.44, "Y1": 0.2402, "X2": 0.4929, "Y2": 0.24, "X3": 0.49161, "Y3": 0.2538, "X4": 0.43871, "Y4": 0.2528, "page": 0, "Index": 53}, {"Word": "overall", "Confidence": 0.645, "X1": 0.26065, "Y1": 0.2522, "X2": 0.3071, "Y2": 0.252, "X3": 0.3071, "Y3": 0.2638, "X4": 0.26065, "Y4": 0.2638, "page": 0, "Index": 54}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.30968, "Y1": 0.2522, "X2": 0.35613, "Y2": 0.252, "X3": 0.35613, "Y3": 0.2638, "X4": 0.30968, "Y4": 0.2638, "page": 0, "Index": 55}, {"Word": "mortality", "Confidence": 0.991, "X1": 0.36, "Y1": 0.2522, "X2": 0.42065, "Y2": 0.252, "X3": 0.42065, "Y3": 0.2638, "X4": 0.36, "Y4": 0.2638, "page": 0, "Index": 56}, {"Word": "rates", "Confidence": 0.996, "X1": 0.42452, "Y1": 0.2512, "X2": 0.45806, "Y2": 0.251, "X3": 0.45806, "Y3": 0.2638, "X4": 0.42452, "Y4": 0.2638, "page": 0, "Index": 57}, {"Word": "rose", "Confidence": 0.988, "X1": 0.46194, "Y1": 0.2512, "X2": 0.49161, "Y2": 0.251, "X3": 0.49161, "Y3": 0.2638, "X4": 0.46065, "Y4": 0.2638, "page": 0, "Index": 58}, {"Word": "by", "Confidence": 0.997, "X1": 0.26065, "Y1": 0.2632, "X2": 0.27742, "Y2": 0.263, "X3": 0.27871, "Y3": 0.2748, "X4": 0.26194, "Y4": 0.2758, "page": 0, "Index": 59}, {"Word": "3", "Confidence": 0.998, "X1": 0.28129, "Y1": 0.2632, "X2": 0.28903, "Y2": 0.263, "X3": 0.29032, "Y3": 0.2748, "X4": 0.28129, "Y4": 0.2748, "page": 0, "Index": 60}, {"Word": "percent", "Confidence": 0.994, "X1": 0.2929, "Y1": 0.2632, "X2": 0.34194, "Y2": 0.263, "X3": 0.34323, "Y3": 0.2748, "X4": 0.2929, "Y4": 0.2748, "page": 0, "Index": 61}, {"Word": "for", "Confidence": 0.998, "X1": 0.34581, "Y1": 0.2632, "X2": 0.36645, "Y2": 0.263, "X3": 0.36645, "Y3": 0.2748, "X4": 0.34581, "Y4": 0.2748, "page": 0, "Index": 62}, {"Word": "men", "Confidence": 0.998, "X1": 0.37032, "Y1": 0.2632, "X2": 0.4, "Y2": 0.263, "X3": 0.4, "Y3": 0.2748, "X4": 0.37032, "Y4": 0.2748, "page": 0, "Index": 63}, {"Word": "and", "Confidence": 0.998, "X1": 0.40258, "Y1": 0.2632, "X2": 0.4271, "Y2": 0.263, "X3": 0.4271, "Y3": 0.2758, "X4": 0.40258, "Y4": 0.2748, "page": 0, "Index": 64}, {"Word": "by", "Confidence": 0.998, "X1": 0.43097, "Y1": 0.2632, "X2": 0.44774, "Y2": 0.263, "X3": 0.44774, "Y3": 0.2758, "X4": 0.42968, "Y4": 0.2758, "page": 0, "Index": 65}, {"Word": "6", "Confidence": 0.299, "X1": 0.45032, "Y1": 0.2632, "X2": 0.45935, "Y2": 0.263, "X3": 0.45935, "Y3": 0.2758, "X4": 0.45032, "Y4": 0.2758, "page": 0, "Index": 66}, {"Word": "per-", "Confidence": 0.981, "X1": 0.46323, "Y1": 0.2622, "X2": 0.4929, "Y2": 0.262, "X3": 0.4929, "Y3": 0.2758, "X4": 0.46323, "Y4": 0.2758, "page": 0, "Index": 67}, {"Word": "cent", "Confidence": 0.986, "X1": 0.26065, "Y1": 0.2752, "X2": 0.28774, "Y2": 0.275, "X3": 0.28774, "Y3": 0.2868, "X4": 0.26065, "Y4": 0.2868, "page": 0, "Index": 68}, {"Word": "for", "Confidence": 0.998, "X1": 0.29032, "Y1": 0.2752, "X2": 0.30968, "Y2": 0.275, "X3": 0.30968, "Y3": 0.2868, "X4": 0.29032, "Y4": 0.2868, "page": 0, "Index": 69}, {"Word": "women.", "Confidence": 0.95, "X1": 0.31226, "Y1": 0.2752, "X2": 0.36129, "Y2": 0.275, "X3": 0.36129, "Y3": 0.2868, "X4": 0.31226, "Y4": 0.2868, "page": 0, "Index": 70}, {"Word": "However,", "Confidence": 0.885, "X1": 0.36387, "Y1": 0.2752, "X2": 0.42452, "Y2": 0.275, "X3": 0.42323, "Y3": 0.2868, "X4": 0.36387, "Y4": 0.2868, "page": 0, "Index": 71}, {"Word": "except", "Confidence": 0.846, "X1": 0.4271, "Y1": 0.2742, "X2": 0.4671, "Y2": 0.274, "X3": 0.4671, "Y3": 0.2868, "X4": 0.42581, "Y4": 0.2868, "page": 0, "Index": 72}, {"Word": "for", "Confidence": 0.998, "X1": 0.47097, "Y1": 0.2742, "X2": 0.49161, "Y2": 0.274, "X3": 0.49032, "Y3": 0.2868, "X4": 0.46968, "Y4": 0.2868, "page": 0, "Index": 73}, {"Word": "cancer,", "Confidence": 0.879, "X1": 0.29419, "Y1": 0.2872, "X2": 0.34323, "Y2": 0.287, "X3": 0.34323, "Y3": 0.2978, "X4": 0.2929, "Y4": 0.2978, "page": 0, "Index": 74}, {"Word": "which", "Confidence": 0.994, "X1": 0.34581, "Y1": 0.2872, "X2": 0.38452, "Y2": 0.287, "X3": 0.38452, "Y3": 0.2978, "X4": 0.34581, "Y4": 0.2978, "page": 0, "Index": 75}, {"Word": "lung", "Confidence": 0.983, "X1": 0.26065, "Y1": 0.2872, "X2": 0.29032, "Y2": 0.287, "X3": 0.29032, "Y3": 0.2988, "X4": 0.26065, "Y4": 0.2988, "page": 0, "Index": 76}, {"Word": "is", "Confidence": 0.998, "X1": 0.38968, "Y1": 0.2872, "X2": 0.40387, "Y2": 0.287, "X3": 0.40387, "Y3": 0.2988, "X4": 0.38968, "Y4": 0.2978, "page": 0, "Index": 77}, {"Word": "still", "Confidence": 0.687, "X1": 0.40645, "Y1": 0.2872, "X2": 0.43355, "Y2": 0.287, "X3": 0.43226, "Y3": 0.2988, "X4": 0.40645, "Y4": 0.2988, "page": 0, "Index": 78}, {"Word": "a", "Confidence": 0.996, "X1": 0.43613, "Y1": 0.2872, "X2": 0.44516, "Y2": 0.287, "X3": 0.44516, "Y3": 0.2988, "X4": 0.43613, "Y4": 0.2988, "page": 0, "Index": 79}, {"Word": "highly", "Confidence": 0.931, "X1": 0.44903, "Y1": 0.2872, "X2": 0.49032, "Y2": 0.287, "X3": 0.49032, "Y3": 0.2998, "X4": 0.44774, "Y4": 0.2988, "page": 0, "Index": 80}, {"Word": "lethal", "Confidence": 0.941, "X1": 0.26194, "Y1": 0.2982, "X2": 0.29935, "Y2": 0.298, "X3": 0.29935, "Y3": 0.3098, "X4": 0.26065, "Y4": 0.3098, "page": 0, "Index": 81}, {"Word": "disease", "Confidence": 0.991, "X1": 0.30323, "Y1": 0.2982, "X2": 0.35226, "Y2": 0.298, "X3": 0.35097, "Y3": 0.3088, "X4": 0.30194, "Y4": 0.3098, "page": 0, "Index": 82}, {"Word": "that", "Confidence": 0.981, "X1": 0.35484, "Y1": 0.2982, "X2": 0.38581, "Y2": 0.298, "X3": 0.38452, "Y3": 0.3098, "X4": 0.35484, "Y4": 0.3088, "page": 0, "Index": 83}, {"Word": "kills", "Confidence": 0.981, "X1": 0.38839, "Y1": 0.2982, "X2": 0.41806, "Y2": 0.298, "X3": 0.41806, "Y3": 0.3098, "X4": 0.38839, "Y4": 0.3098, "page": 0, "Index": 84}, {"Word": "more", "Confidence": 0.988, "X1": 0.42194, "Y1": 0.2992, "X2": 0.45677, "Y2": 0.299, "X3": 0.45677, "Y3": 0.3108, "X4": 0.42065, "Y4": 0.3098, "page": 0, "Index": 85}, {"Word": "than", "Confidence": 0.713, "X1": 0.46065, "Y1": 0.2992, "X2": 0.49032, "Y2": 0.299, "X3": 0.49032, "Y3": 0.3118, "X4": 0.46065, "Y4": 0.3108, "page": 0, "Index": 86}, {"Word": "twice", "Confidence": 0.991, "X1": 0.26194, "Y1": 0.3102, "X2": 0.29677, "Y2": 0.31, "X3": 0.29677, "Y3": 0.3208, "X4": 0.26194, "Y4": 0.3208, "page": 0, "Index": 87}, {"Word": "as", "Confidence": 0.998, "X1": 0.30194, "Y1": 0.3102, "X2": 0.31742, "Y2": 0.31, "X3": 0.31742, "Y3": 0.3208, "X4": 0.30065, "Y4": 0.3208, "page": 0, "Index": 88}, {"Word": "many", "Confidence": 0.989, "X1": 0.32258, "Y1": 0.3102, "X2": 0.36, "Y2": 0.31, "X3": 0.36, "Y3": 0.3218, "X4": 0.32129, "Y4": 0.3208, "page": 0, "Index": 89}, {"Word": "Americans", "Confidence": 0.952, "X1": 0.36516, "Y1": 0.3102, "X2": 0.43613, "Y2": 0.31, "X3": 0.43613, "Y3": 0.3218, "X4": 0.36516, "Y4": 0.3218, "page": 0, "Index": 90}, {"Word": "as", "Confidence": 0.998, "X1": 0.44, "Y1": 0.3102, "X2": 0.45677, "Y2": 0.31, "X3": 0.45548, "Y3": 0.3218, "X4": 0.44, "Y4": 0.3218, "page": 0, "Index": 91}, {"Word": "does", "Confidence": 0.988, "X1": 0.46065, "Y1": 0.3102, "X2": 0.49161, "Y2": 0.31, "X3": 0.49032, "Y3": 0.3218, "X4": 0.46065, "Y4": 0.3218, "page": 0, "Index": 92}, {"Word": "any", "Confidence": 0.997, "X1": 0.26452, "Y1": 0.3222, "X2": 0.28645, "Y2": 0.322, "X3": 0.28645, "Y3": 0.3328, "X4": 0.26323, "Y4": 0.3338, "page": 0, "Index": 93}, {"Word": "other", "Confidence": 0.997, "X1": 0.29032, "Y1": 0.3212, "X2": 0.32645, "Y2": 0.321, "X3": 0.32645, "Y3": 0.3328, "X4": 0.29032, "Y4": 0.3328, "page": 0, "Index": 94}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.33032, "Y1": 0.3212, "X2": 0.37677, "Y2": 0.321, "X3": 0.37548, "Y3": 0.3328, "X4": 0.32903, "Y4": 0.3328, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.38065, "Y1": 0.3212, "X2": 0.40645, "Y2": 0.321, "X3": 0.40516, "Y3": 0.3328, "X4": 0.38065, "Y4": 0.3328, "page": 0, "Index": 96}, {"Word": "thus", "Confidence": 0.987, "X1": 0.41161, "Y1": 0.3212, "X2": 0.44, "Y2": 0.321, "X3": 0.44, "Y3": 0.3328, "X4": 0.41032, "Y4": 0.3328, "page": 0, "Index": 97}, {"Word": "has", "Confidence": 0.998, "X1": 0.44387, "Y1": 0.3212, "X2": 0.46839, "Y2": 0.321, "X3": 0.46839, "Y3": 0.3328, "X4": 0.44258, "Y4": 0.3328, "page": 0, "Index": 98}, {"Word": "an", "Confidence": 0.995, "X1": 0.47355, "Y1": 0.3212, "X2": 0.49032, "Y2": 0.321, "X3": 0.49032, "Y3": 0.3328, "X4": 0.47226, "Y4": 0.3328, "page": 0, "Index": 99}, {"Word": "Inordinately", "Confidence": 0.887, "X1": 0.26194, "Y1": 0.3322, "X2": 0.33935, "Y2": 0.332, "X3": 0.33806, "Y3": 0.3438, "X4": 0.26194, "Y4": 0.3438, "page": 0, "Index": 100}, {"Word": "large", "Confidence": 0.992, "X1": 0.34194, "Y1": 0.3322, "X2": 0.37935, "Y2": 0.332, "X3": 0.37806, "Y3": 0.3438, "X4": 0.34194, "Y4": 0.3438, "page": 0, "Index": 101}, {"Word": "effect", "Confidence": 0.948, "X1": 0.38194, "Y1": 0.3322, "X2": 0.42065, "Y2": 0.332, "X3": 0.42065, "Y3": 0.3438, "X4": 0.38194, "Y4": 0.3438, "page": 0, "Index": 102}, {"Word": "on", "Confidence": 0.995, "X1": 0.42452, "Y1": 0.3322, "X2": 0.44129, "Y2": 0.332, "X3": 0.44, "Y3": 0.3438, "X4": 0.42323, "Y4": 0.3438, "page": 0, "Index": 103}, {"Word": "overall", "Confidence": 0.955, "X1": 0.44387, "Y1": 0.3322, "X2": 0.4929, "Y2": 0.332, "X3": 0.49161, "Y3": 0.3438, "X4": 0.44258, "Y4": 0.3438, "page": 0, "Index": 104}, {"Word": "rates,", "Confidence": 0.907, "X1": 0.26452, "Y1": 0.3442, "X2": 0.29677, "Y2": 0.344, "X3": 0.29677, "Y3": 0.3568, "X4": 0.26452, "Y4": 0.3568, "page": 0, "Index": 105}, {"Word": "mortality", "Confidence": 0.765, "X1": 0.30065, "Y1": 0.3432, "X2": 0.36129, "Y2": 0.343, "X3": 0.36129, "Y3": 0.3558, "X4": 0.30065, "Y4": 0.3568, "page": 0, "Index": 106}, {"Word": "rates", "Confidence": 0.997, "X1": 0.36387, "Y1": 0.3432, "X2": 0.39742, "Y2": 0.343, "X3": 0.39742, "Y3": 0.3558, "X4": 0.36387, "Y4": 0.3558, "page": 0, "Index": 107}, {"Word": "for", "Confidence": 0.998, "X1": 0.40129, "Y1": 0.3442, "X2": 0.41935, "Y2": 0.344, "X3": 0.41935, "Y3": 0.3558, "X4": 0.4, "Y4": 0.3558, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.42323, "Y1": 0.3442, "X2": 0.44387, "Y2": 0.344, "X3": 0.44258, "Y3": 0.3558, "X4": 0.42323, "Y4": 0.3558, "page": 0, "Index": 109}, {"Word": "major-", "Confidence": 0.827, "X1": 0.44645, "Y1": 0.3442, "X2": 0.49032, "Y2": 0.344, "X3": 0.49032, "Y3": 0.3558, "X4": 0.44645, "Y4": 0.3558, "page": 0, "Index": 110}, {"Word": "Heart", "Confidence": 0.887, "X1": 0.52387, "Y1": 0.3522, "X2": 0.56129, "Y2": 0.352, "X3": 0.56129, "Y3": 0.3648, "X4": 0.52258, "Y4": 0.3638, "page": 0, "Index": 111}, {"Word": "disease", "Confidence": 0.993, "X1": 0.56387, "Y1": 0.3522, "X2": 0.61161, "Y2": 0.352, "X3": 0.61161, "Y3": 0.3648, "X4": 0.56387, "Y4": 0.3648, "page": 0, "Index": 112}, {"Word": "is", "Confidence": 0.998, "X1": 0.61548, "Y1": 0.3522, "X2": 0.62839, "Y2": 0.352, "X3": 0.62839, "Y3": 0.3648, "X4": 0.61548, "Y4": 0.3648, "page": 0, "Index": 113}, {"Word": "still", "Confidence": 0.994, "X1": 0.63097, "Y1": 0.3522, "X2": 0.65806, "Y2": 0.352, "X3": 0.65806, "Y3": 0.3648, "X4": 0.63097, "Y4": 0.3648, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.998, "X1": 0.66065, "Y1": 0.3522, "X2": 0.68129, "Y2": 0.352, "X3": 0.68129, "Y3": 0.3648, "X4": 0.66065, "Y4": 0.3648, "page": 0, "Index": 115}, {"Word": "nation's", "Confidence": 0.993, "X1": 0.68516, "Y1": 0.3522, "X2": 0.73935, "Y2": 0.352, "X3": 0.73935, "Y3": 0.3638, "X4": 0.68516, "Y4": 0.3648, "page": 0, "Index": 116}, {"Word": "leading", "Confidence": 0.641, "X1": 0.50839, "Y1": 0.3642, "X2": 0.55484, "Y2": 0.364, "X3": 0.55355, "Y3": 0.3758, "X4": 0.5071, "Y4": 0.3758, "page": 0, "Index": 117}, {"Word": "cause", "Confidence": 0.991, "X1": 0.55742, "Y1": 0.3642, "X2": 0.59226, "Y2": 0.364, "X3": 0.59097, "Y3": 0.3758, "X4": 0.55742, "Y4": 0.3758, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.59484, "Y1": 0.3642, "X2": 0.60774, "Y2": 0.364, "X3": 0.60645, "Y3": 0.3758, "X4": 0.59484, "Y4": 0.3758, "page": 0, "Index": 119}, {"Word": "death,", "Confidence": 0.945, "X1": 0.61032, "Y1": 0.3642, "X2": 0.64903, "Y2": 0.364, "X3": 0.64903, "Y3": 0.3758, "X4": 0.61032, "Y4": 0.3758, "page": 0, "Index": 120}, {"Word": "but", "Confidence": 0.884, "X1": 0.65161, "Y1": 0.3642, "X2": 0.67097, "Y2": 0.364, "X3": 0.67097, "Y3": 0.3758, "X4": 0.65161, "Y4": 0.3758, "page": 0, "Index": 121}, {"Word": "from", "Confidence": 0.991, "X1": 0.67484, "Y1": 0.3642, "X2": 0.70194, "Y2": 0.364, "X3": 0.70194, "Y3": 0.3748, "X4": 0.67484, "Y4": 0.3758, "page": 0, "Index": 122}, {"Word": "1979", "Confidence": 0.979, "X1": 0.70968, "Y1": 0.3632, "X2": 0.73806, "Y2": 0.363, "X3": 0.73806, "Y3": 0.3748, "X4": 0.70839, "Y4": 0.3748, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.981, "X1": 0.50968, "Y1": 0.3752, "X2": 0.52645, "Y2": 0.375, "X3": 0.52645, "Y3": 0.3878, "X4": 0.51097, "Y4": 0.3878, "page": 0, "Index": 124}, {"Word": "1992,", "Confidence": 0.776, "X1": 0.52903, "Y1": 0.3762, "X2": 0.56129, "Y2": 0.376, "X3": 0.56129, "Y3": 0.3878, "X4": 0.53032, "Y4": 0.3878, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.998, "X1": 0.56516, "Y1": 0.3762, "X2": 0.5871, "Y2": 0.376, "X3": 0.5871, "Y3": 0.3878, "X4": 0.56516, "Y4": 0.3878, "page": 0, "Index": 126}, {"Word": "death", "Confidence": 0.994, "X1": 0.59097, "Y1": 0.3762, "X2": 0.62839, "Y2": 0.376, "X3": 0.62839, "Y3": 0.3878, "X4": 0.59097, "Y4": 0.3878, "page": 0, "Index": 127}, {"Word": "rate", "Confidence": 0.881, "X1": 0.63355, "Y1": 0.3762, "X2": 0.66194, "Y2": 0.376, "X3": 0.66194, "Y3": 0.3878, "X4": 0.63355, "Y4": 0.3878, "page": 0, "Index": 128}, {"Word": "from", "Confidence": 0.99, "X1": 0.66581, "Y1": 0.3752, "X2": 0.69419, "Y2": 0.375, "X3": 0.69419, "Y3": 0.3878, "X4": 0.66581, "Y4": 0.3878, "page": 0, "Index": 129}, {"Word": "heart", "Confidence": 0.958, "X1": 0.70323, "Y1": 0.3752, "X2": 0.74194, "Y2": 0.375, "X3": 0.74194, "Y3": 0.3878, "X4": 0.70323, "Y4": 0.3878, "page": 0, "Index": 130}, {"Word": "percent,", "Confidence": 0.955, "X1": 0.66065, "Y1": 0.3872, "X2": 0.71226, "Y2": 0.387, "X3": 0.71226, "Y3": 0.3978, "X4": 0.66065, "Y4": 0.3988, "page": 0, "Index": 131}, {"Word": "and", "Confidence": 0.998, "X1": 0.71484, "Y1": 0.3872, "X2": 0.73935, "Y2": 0.387, "X3": 0.73935, "Y3": 0.3978, "X4": 0.71484, "Y4": 0.3978, "page": 0, "Index": 132}, {"Word": "disease", "Confidence": 0.994, "X1": 0.51226, "Y1": 0.3882, "X2": 0.55742, "Y2": 0.388, "X3": 0.55742, "Y3": 0.3988, "X4": 0.51226, "Y4": 0.3988, "page": 0, "Index": 133}, {"Word": "declined", "Confidence": 0.955, "X1": 0.56129, "Y1": 0.3882, "X2": 0.61161, "Y2": 0.388, "X3": 0.61161, "Y3": 0.3988, "X4": 0.56129, "Y4": 0.3988, "page": 0, "Index": 134}, {"Word": "by", "Confidence": 0.995, "X1": 0.61548, "Y1": 0.3882, "X2": 0.63226, "Y2": 0.388, "X3": 0.63226, "Y3": 0.3988, "X4": 0.61548, "Y4": 0.3988, "page": 0, "Index": 135}, {"Word": "27.7", "Confidence": 0.987, "X1": 0.63484, "Y1": 0.3872, "X2": 0.65806, "Y2": 0.387, "X3": 0.65806, "Y3": 0.3988, "X4": 0.63484, "Y4": 0.3988, "page": 0, "Index": 136}, {"Word": "The", "Confidence": 0.993, "X1": 0.27097, "Y1": 0.3862, "X2": 0.32903, "Y2": 0.386, "X3": 0.32903, "Y3": 0.4098, "X4": 0.26968, "Y4": 0.4108, "page": 0, "Index": 137}, {"Word": "numbers", "Confidence": 0.997, "X1": 0.33548, "Y1": 0.3872, "X2": 0.48129, "Y2": 0.387, "X3": 0.48129, "Y3": 0.4108, "X4": 0.33419, "Y4": 0.4098, "page": 0, "Index": 138}, {"Word": "Dr.", "Confidence": 0.994, "X1": 0.51226, "Y1": 0.3992, "X2": 0.53161, "Y2": 0.399, "X3": 0.53161, "Y3": 0.4108, "X4": 0.51226, "Y4": 0.4098, "page": 0, "Index": 139}, {"Word": "Cole", "Confidence": 0.991, "X1": 0.53419, "Y1": 0.3992, "X2": 0.56258, "Y2": 0.399, "X3": 0.56129, "Y3": 0.4108, "X4": 0.53419, "Y4": 0.4108, "page": 0, "Index": 140}, {"Word": "predicted", "Confidence": 0.994, "X1": 0.56516, "Y1": 0.3992, "X2": 0.62452, "Y2": 0.399, "X3": 0.62452, "Y3": 0.4108, "X4": 0.56516, "Y4": 0.4108, "page": 0, "Index": 141}, {"Word": "that", "Confidence": 0.988, "X1": 0.6271, "Y1": 0.3992, "X2": 0.6529, "Y2": 0.399, "X3": 0.65161, "Y3": 0.4108, "X4": 0.6271, "Y4": 0.4108, "page": 0, "Index": 142}, {"Word": "by", "Confidence": 0.998, "X1": 0.65548, "Y1": 0.3992, "X2": 0.66968, "Y2": 0.399, "X3": 0.66968, "Y3": 0.4098, "X4": 0.65548, "Y4": 0.4098, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.67226, "Y1": 0.3992, "X2": 0.69161, "Y2": 0.399, "X3": 0.69161, "Y3": 0.4098, "X4": 0.67226, "Y4": 0.4098, "page": 0, "Index": 144}, {"Word": "turn", "Confidence": 0.984, "X1": 0.69548, "Y1": 0.3992, "X2": 0.72387, "Y2": 0.399, "X3": 0.72387, "Y3": 0.4098, "X4": 0.69548, "Y4": 0.4098, "page": 0, "Index": 145}, {"Word": "of", "Confidence": 0.998, "X1": 0.72645, "Y1": 0.3992, "X2": 0.74194, "Y2": 0.399, "X3": 0.74194, "Y3": 0.4098, "X4": 0.72645, "Y4": 0.4098, "page": 0, "Index": 146}, {"Word": "the", "Confidence": 0.995, "X1": 0.51226, "Y1": 0.4112, "X2": 0.5329, "Y2": 0.411, "X3": 0.5329, "Y3": 0.4228, "X4": 0.51226, "Y4": 0.4228, "page": 0, "Index": 147}, {"Word": "century", "Confidence": 0.804, "X1": 0.53548, "Y1": 0.4112, "X2": 0.58452, "Y2": 0.411, "X3": 0.58452, "Y3": 0.4228, "X4": 0.53548, "Y4": 0.4228, "page": 0, "Index": 148}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.5871, "Y1": 0.4112, "X2": 0.63226, "Y2": 0.411, "X3": 0.63226, "Y3": 0.4218, "X4": 0.5871, "Y4": 0.4218, "page": 0, "Index": 149}, {"Word": "would", "Confidence": 0.994, "X1": 0.63613, "Y1": 0.4102, "X2": 0.67226, "Y2": 0.41, "X3": 0.67226, "Y3": 0.4218, "X4": 0.63484, "Y4": 0.4218, "page": 0, "Index": 150}, {"Word": "surpass", "Confidence": 0.848, "X1": 0.67613, "Y1": 0.4102, "X2": 0.72645, "Y2": 0.41, "X3": 0.72645, "Y3": 0.4218, "X4": 0.67484, "Y4": 0.4218, "page": 0, "Index": 151}, {"Word": "it", "Confidence": 0.991, "X1": 0.72903, "Y1": 0.4102, "X2": 0.74323, "Y2": 0.41, "X3": 0.74194, "Y3": 0.4218, "X4": 0.72903, "Y4": 0.4218, "page": 0, "Index": 152}, {"Word": "as", "Confidence": 0.997, "X1": 0.51226, "Y1": 0.4222, "X2": 0.52903, "Y2": 0.422, "X3": 0.52774, "Y3": 0.4338, "X4": 0.51226, "Y4": 0.4338, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.998, "X1": 0.53161, "Y1": 0.4222, "X2": 0.55355, "Y2": 0.422, "X3": 0.55355, "Y3": 0.4338, "X4": 0.53161, "Y4": 0.4338, "page": 0, "Index": 154}, {"Word": "leading", "Confidence": 0.995, "X1": 0.55742, "Y1": 0.4222, "X2": 0.60387, "Y2": 0.422, "X3": 0.60387, "Y3": 0.4338, "X4": 0.55613, "Y4": 0.4338, "page": 0, "Index": 155}, {"Word": "killer", "Confidence": 0.852, "X1": 0.60903, "Y1": 0.4222, "X2": 0.64516, "Y2": 0.422, "X3": 0.64387, "Y3": 0.4338, "X4": 0.60774, "Y4": 0.4338, "page": 0, "Index": 156}, {"Word": "of", "Confidence": 0.998, "X1": 0.64774, "Y1": 0.4222, "X2": 0.66323, "Y2": 0.422, "X3": 0.66323, "Y3": 0.4338, "X4": 0.64774, "Y4": 0.4338, "page": 0, "Index": 157}, {"Word": "Americans,", "Confidence": 0.896, "X1": 0.6671, "Y1": 0.4222, "X2": 0.74323, "Y2": 0.422, "X3": 0.74323, "Y3": 0.4338, "X4": 0.6671, "Y4": 0.4338, "page": 0, "Index": 158}, {"Word": "don't", "Confidence": 0.885, "X1": 0.2671, "Y1": 0.4172, "X2": 0.34581, "Y2": 0.417, "X3": 0.34452, "Y3": 0.4418, "X4": 0.26581, "Y4": 0.4418, "page": 0, "Index": 159}, {"Word": "show", "Confidence": 0.989, "X1": 0.35097, "Y1": 0.4182, "X2": 0.4271, "Y2": 0.418, "X3": 0.4271, "Y3": 0.4418, "X4": 0.35097, "Y4": 0.4418, "page": 0, "Index": 160}, {"Word": "an", "Confidence": 0.998, "X1": 0.44387, "Y1": 0.4192, "X2": 0.47871, "Y2": 0.419, "X3": 0.47871, "Y3": 0.4408, "X4": 0.44258, "Y4": 0.4418, "page": 0, "Index": 161}, {"Word": "\"even", "Confidence": 0.926, "X1": 0.51226, "Y1": 0.4332, "X2": 0.54968, "Y2": 0.433, "X3": 0.55097, "Y3": 0.4448, "X4": 0.51226, "Y4": 0.4448, "page": 0, "Index": 162}, {"Word": "as", "Confidence": 0.996, "X1": 0.55484, "Y1": 0.4332, "X2": 0.57032, "Y2": 0.433, "X3": 0.57161, "Y3": 0.4448, "X4": 0.55484, "Y4": 0.4448, "page": 0, "Index": 163}, {"Word": "Its", "Confidence": 0.814, "X1": 0.57419, "Y1": 0.4332, "X2": 0.59226, "Y2": 0.433, "X3": 0.59226, "Y3": 0.4448, "X4": 0.57419, "Y4": 0.4448, "page": 0, "Index": 164}, {"Word": "overall", "Confidence": 0.941, "X1": 0.59484, "Y1": 0.4332, "X2": 0.64387, "Y2": 0.433, "X3": 0.64516, "Y3": 0.4448, "X4": 0.59613, "Y4": 0.4448, "page": 0, "Index": 165}, {"Word": "mortality", "Confidence": 0.992, "X1": 0.64774, "Y1": 0.4332, "X2": 0.70839, "Y2": 0.433, "X3": 0.70839, "Y3": 0.4448, "X4": 0.64774, "Y4": 0.4448, "page": 0, "Index": 166}, {"Word": "rate", "Confidence": 0.987, "X1": 0.71097, "Y1": 0.4332, "X2": 0.74065, "Y2": 0.433, "X3": 0.74065, "Y3": 0.4448, "X4": 0.71226, "Y4": 0.4448, "page": 0, "Index": 167}, {"Word": "declines.\"", "Confidence": 0.855, "X1": 0.51355, "Y1": 0.4442, "X2": 0.57548, "Y2": 0.444, "X3": 0.57548, "Y3": 0.4558, "X4": 0.51226, "Y4": 0.4558, "page": 0, "Index": 168}, {"Word": "But", "Confidence": 0.998, "X1": 0.57935, "Y1": 0.4442, "X2": 0.60516, "Y2": 0.444, "X3": 0.60516, "Y3": 0.4558, "X4": 0.57935, "Y4": 0.4558, "page": 0, "Index": 169}, {"Word": "it", "Confidence": 0.963, "X1": 0.60774, "Y1": 0.4442, "X2": 0.62065, "Y2": 0.444, "X3": 0.62065, "Y3": 0.4558, "X4": 0.60774, "Y4": 0.4558, "page": 0, "Index": 170}, {"Word": "will", "Confidence": 0.871, "X1": 0.62323, "Y1": 0.4442, "X2": 0.65032, "Y2": 0.444, "X3": 0.64903, "Y3": 0.4558, "X4": 0.62323, "Y4": 0.4558, "page": 0, "Index": 171}, {"Word": "take", "Confidence": 0.988, "X1": 0.6529, "Y1": 0.4442, "X2": 0.68258, "Y2": 0.444, "X3": 0.68258, "Y3": 0.4558, "X4": 0.6529, "Y4": 0.4558, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.68516, "Y1": 0.4442, "X2": 0.7071, "Y2": 0.444, "X3": 0.7071, "Y3": 0.4558, "X4": 0.68516, "Y4": 0.4558, "page": 0, "Index": 173}, {"Word": "lead", "Confidence": 0.941, "X1": 0.71097, "Y1": 0.4442, "X2": 0.74065, "Y2": 0.444, "X3": 0.74065, "Y3": 0.4558, "X4": 0.71097, "Y4": 0.4558, "page": 0, "Index": 174}, {"Word": "only", "Confidence": 0.674, "X1": 0.51097, "Y1": 0.4572, "X2": 0.53806, "Y2": 0.457, "X3": 0.53935, "Y3": 0.4678, "X4": 0.51226, "Y4": 0.4688, "page": 0, "Index": 175}, {"Word": "temporarily.", "Confidence": 0.918, "X1": 0.54065, "Y1": 0.4562, "X2": 0.62065, "Y2": 0.456, "X3": 0.62194, "Y3": 0.4678, "X4": 0.54194, "Y4": 0.4678, "page": 0, "Index": 176}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.62452, "Y1": 0.4562, "X2": 0.64516, "Y2": 0.456, "X3": 0.64516, "Y3": 0.4678, "X4": 0.62452, "Y4": 0.4678, "page": 0, "Index": 177}, {"Word": "Cole", "Confidence": 0.939, "X1": 0.64774, "Y1": 0.4562, "X2": 0.67484, "Y2": 0.456, "X3": 0.67613, "Y3": 0.4678, "X4": 0.64774, "Y4": 0.4678, "page": 0, "Index": 178}, {"Word": "predicted", "Confidence": 0.97, "X1": 0.67871, "Y1": 0.4552, "X2": 0.74065, "Y2": 0.455, "X3": 0.74065, "Y3": 0.4678, "X4": 0.67871, "Y4": 0.4678, "page": 0, "Index": 179}, {"Word": "epidemic.", "Confidence": 0.991, "X1": 0.2671, "Y1": 0.4442, "X2": 0.41677, "Y2": 0.444, "X3": 0.42065, "Y3": 0.4758, "X4": 0.2671, "Y4": 0.4808, "page": 0, "Index": 180}, {"Word": "that", "Confidence": 0.985, "X1": 0.51355, "Y1": 0.4682, "X2": 0.53806, "Y2": 0.468, "X3": 0.53806, "Y3": 0.4788, "X4": 0.51355, "Y4": 0.4788, "page": 0, "Index": 181}, {"Word": "cancer's", "Confidence": 0.995, "X1": 0.54194, "Y1": 0.4682, "X2": 0.59613, "Y2": 0.468, "X3": 0.59613, "Y3": 0.4788, "X4": 0.54194, "Y4": 0.4788, "page": 0, "Index": 182}, {"Word": "supremacy", "Confidence": 0.995, "X1": 0.59871, "Y1": 0.4682, "X2": 0.67097, "Y2": 0.468, "X3": 0.66968, "Y3": 0.4788, "X4": 0.59871, "Y4": 0.4788, "page": 0, "Index": 183}, {"Word": "as", "Confidence": 0.998, "X1": 0.67355, "Y1": 0.4672, "X2": 0.68903, "Y2": 0.467, "X3": 0.68903, "Y3": 0.4788, "X4": 0.67355, "Y4": 0.4788, "page": 0, "Index": 184}, {"Word": "a", "Confidence": 0.996, "X1": 0.6929, "Y1": 0.4672, "X2": 0.70065, "Y2": 0.467, "X3": 0.70065, "Y3": 0.4788, "X4": 0.69161, "Y4": 0.4788, "page": 0, "Index": 185}, {"Word": "killer", "Confidence": 0.639, "X1": 0.70452, "Y1": 0.4672, "X2": 0.74194, "Y2": 0.467, "X3": 0.74194, "Y3": 0.4798, "X4": 0.70452, "Y4": 0.4788, "page": 0, "Index": 186}, {"Word": "would", "Confidence": 0.995, "X1": 0.51355, "Y1": 0.4792, "X2": 0.54968, "Y2": 0.479, "X3": 0.54968, "Y3": 0.4908, "X4": 0.51484, "Y4": 0.4908, "page": 0, "Index": 187}, {"Word": "fade", "Confidence": 0.987, "X1": 0.55226, "Y1": 0.4792, "X2": 0.58065, "Y2": 0.479, "X3": 0.58065, "Y3": 0.4908, "X4": 0.55226, "Y4": 0.4908, "page": 0, "Index": 188}, {"Word": "early", "Confidence": 0.884, "X1": 0.58323, "Y1": 0.4792, "X2": 0.61677, "Y2": 0.479, "X3": 0.61677, "Y3": 0.4898, "X4": 0.58323, "Y4": 0.4908, "page": 0, "Index": 189}, {"Word": "in", "Confidence": 0.998, "X1": 0.61935, "Y1": 0.4792, "X2": 0.63226, "Y2": 0.479, "X3": 0.63226, "Y3": 0.4898, "X4": 0.61935, "Y4": 0.4898, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.819, "X1": 0.63484, "Y1": 0.4792, "X2": 0.65548, "Y2": 0.479, "X3": 0.65548, "Y3": 0.4898, "X4": 0.63484, "Y4": 0.4898, "page": 0, "Index": 191}, {"Word": "next", "Confidence": 0.985, "X1": 0.65935, "Y1": 0.4792, "X2": 0.68645, "Y2": 0.479, "X3": 0.68645, "Y3": 0.4898, "X4": 0.65806, "Y4": 0.4898, "page": 0, "Index": 192}, {"Word": "century", "Confidence": 0.996, "X1": 0.68903, "Y1": 0.4792, "X2": 0.74065, "Y2": 0.479, "X3": 0.74065, "Y3": 0.4898, "X4": 0.68903, "Y4": 0.4898, "page": 0, "Index": 193}, {"Word": "as", "Confidence": 0.992, "X1": 0.51484, "Y1": 0.4912, "X2": 0.52774, "Y2": 0.491, "X3": 0.52774, "Y3": 0.5028, "X4": 0.51484, "Y4": 0.5028, "page": 0, "Index": 194}, {"Word": "progress", "Confidence": 0.994, "X1": 0.53032, "Y1": 0.4902, "X2": 0.58581, "Y2": 0.49, "X3": 0.58581, "Y3": 0.5018, "X4": 0.53032, "Y4": 0.5028, "page": 0, "Index": 195}, {"Word": "continues", "Confidence": 0.988, "X1": 0.58839, "Y1": 0.4902, "X2": 0.65032, "Y2": 0.49, "X3": 0.65032, "Y3": 0.5008, "X4": 0.58839, "Y4": 0.5018, "page": 0, "Index": 196}, {"Word": "to", "Confidence": 0.987, "X1": 0.6529, "Y1": 0.4902, "X2": 0.6671, "Y2": 0.49, "X3": 0.66581, "Y3": 0.5008, "X4": 0.6529, "Y4": 0.5008, "page": 0, "Index": 197}, {"Word": "be", "Confidence": 0.998, "X1": 0.66968, "Y1": 0.4902, "X2": 0.68516, "Y2": 0.49, "X3": 0.68387, "Y3": 0.5008, "X4": 0.66839, "Y4": 0.5008, "page": 0, "Index": 198}, {"Word": "made", "Confidence": 0.986, "X1": 0.68774, "Y1": 0.4902, "X2": 0.72516, "Y2": 0.49, "X3": 0.72387, "Y3": 0.5008, "X4": 0.68645, "Y4": 0.5008, "page": 0, "Index": 199}, {"Word": "in", "Confidence": 0.998, "X1": 0.72774, "Y1": 0.4902, "X2": 0.74065, "Y2": 0.49, "X3": 0.74065, "Y3": 0.5008, "X4": 0.72645, "Y4": 0.5008, "page": 0, "Index": 200}, {"Word": "cancer", "Confidence": 0.992, "X1": 0.51484, "Y1": 0.5022, "X2": 0.55742, "Y2": 0.502, "X3": 0.55742, "Y3": 0.5128, "X4": 0.51613, "Y4": 0.5128, "page": 0, "Index": 201}, {"Word": "prevention", "Confidence": 0.956, "X1": 0.56, "Y1": 0.5022, "X2": 0.62839, "Y2": 0.502, "X3": 0.62839, "Y3": 0.5128, "X4": 0.56, "Y4": 0.5128, "page": 0, "Index": 202}, {"Word": "and", "Confidence": 0.998, "X1": 0.63355, "Y1": 0.5022, "X2": 0.65806, "Y2": 0.502, "X3": 0.65806, "Y3": 0.5128, "X4": 0.63355, "Y4": 0.5128, "page": 0, "Index": 203}, {"Word": "early", "Confidence": 0.995, "X1": 0.66194, "Y1": 0.5022, "X2": 0.69677, "Y2": 0.502, "X3": 0.69677, "Y3": 0.5128, "X4": 0.66194, "Y4": 0.5128, "page": 0, "Index": 204}, {"Word": "detec-", "Confidence": 0.968, "X1": 0.70065, "Y1": 0.5022, "X2": 0.74452, "Y2": 0.502, "X3": 0.74452, "Y3": 0.5128, "X4": 0.70065, "Y4": 0.5128, "page": 0, "Index": 205}, {"Word": "tion", "Confidence": 0.958, "X1": 0.51484, "Y1": 0.5132, "X2": 0.53677, "Y2": 0.513, "X3": 0.53806, "Y3": 0.5248, "X4": 0.51484, "Y4": 0.5248, "page": 0, "Index": 206}, {"Word": "and", "Confidence": 0.998, "X1": 0.54065, "Y1": 0.5132, "X2": 0.56387, "Y2": 0.513, "X3": 0.56387, "Y3": 0.5238, "X4": 0.54065, "Y4": 0.5248, "page": 0, "Index": 207}, {"Word": "in", "Confidence": 0.998, "X1": 0.56645, "Y1": 0.5132, "X2": 0.57935, "Y2": 0.513, "X3": 0.57935, "Y3": 0.5238, "X4": 0.56645, "Y4": 0.5238, "page": 0, "Index": 208}, {"Word": "treatments", "Confidence": 0.958, "X1": 0.58194, "Y1": 0.5142, "X2": 0.6529, "Y2": 0.514, "X3": 0.6529, "Y3": 0.5238, "X4": 0.58194, "Y4": 0.5238, "page": 0, "Index": 209}, {"Word": "that", "Confidence": 0.987, "X1": 0.65677, "Y1": 0.5132, "X2": 0.68129, "Y2": 0.513, "X3": 0.68129, "Y3": 0.5238, "X4": 0.65548, "Y4": 0.5238, "page": 0, "Index": 210}, {"Word": "can", "Confidence": 0.998, "X1": 0.68387, "Y1": 0.5132, "X2": 0.7071, "Y2": 0.513, "X3": 0.7071, "Y3": 0.5248, "X4": 0.68387, "Y4": 0.5238, "page": 0, "Index": 211}, {"Word": "cure", "Confidence": 0.983, "X1": 0.71097, "Y1": 0.5132, "X2": 0.74194, "Y2": 0.513, "X3": 0.74065, "Y3": 0.5248, "X4": 0.70968, "Y4": 0.5248, "page": 0, "Index": 212}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.51355, "Y1": 0.5252, "X2": 0.55742, "Y2": 0.525, "X3": 0.55742, "Y3": 0.5358, "X4": 0.51355, "Y4": 0.5358, "page": 0, "Index": 213}, {"Word": "or", "Confidence": 0.997, "X1": 0.56, "Y1": 0.5252, "X2": 0.57677, "Y2": 0.525, "X3": 0.57677, "Y3": 0.5358, "X4": 0.56129, "Y4": 0.5358, "page": 0, "Index": 214}, {"Word": "keep", "Confidence": 0.982, "X1": 0.57935, "Y1": 0.5242, "X2": 0.61032, "Y2": 0.524, "X3": 0.61032, "Y3": 0.5358, "X4": 0.57935, "Y4": 0.5358, "page": 0, "Index": 215}, {"Word": "it", "Confidence": 0.997, "X1": 0.61548, "Y1": 0.5242, "X2": 0.62839, "Y2": 0.524, "X3": 0.62839, "Y3": 0.5358, "X4": 0.61548, "Y4": 0.5358, "page": 0, "Index": 216}, {"Word": "at", "Confidence": 0.998, "X1": 0.63097, "Y1": 0.5242, "X2": 0.64645, "Y2": 0.524, "X3": 0.64645, "Y3": 0.5358, "X4": 0.63097, "Y4": 0.5358, "page": 0, "Index": 217}, {"Word": "bay", "Confidence": 0.991, "X1": 0.64903, "Y1": 0.5242, "X2": 0.67484, "Y2": 0.524, "X3": 0.67484, "Y3": 0.5358, "X4": 0.64903, "Y4": 0.5358, "page": 0, "Index": 218}, {"Word": "for", "Confidence": 0.998, "X1": 0.67742, "Y1": 0.5242, "X2": 0.69935, "Y2": 0.524, "X3": 0.69935, "Y3": 0.5358, "X4": 0.67742, "Y4": 0.5358, "page": 0, "Index": 219}, {"Word": "many", "Confidence": 0.989, "X1": 0.70323, "Y1": 0.5242, "X2": 0.74194, "Y2": 0.524, "X3": 0.74194, "Y3": 0.5358, "X4": 0.70323, "Y4": 0.5358, "page": 0, "Index": 220}, {"Word": "ity", "Confidence": 0.998, "X1": 0.26839, "Y1": 0.5332, "X2": 0.28645, "Y2": 0.533, "X3": 0.28645, "Y3": 0.5448, "X4": 0.26839, "Y4": 0.5458, "page": 0, "Index": 221}, {"Word": "of", "Confidence": 0.996, "X1": 0.29032, "Y1": 0.5332, "X2": 0.30581, "Y2": 0.533, "X3": 0.30581, "Y3": 0.5448, "X4": 0.29032, "Y4": 0.5448, "page": 0, "Index": 222}, {"Word": "cancers", "Confidence": 0.994, "X1": 0.30839, "Y1": 0.5322, "X2": 0.36129, "Y2": 0.532, "X3": 0.36129, "Y3": 0.5438, "X4": 0.30839, "Y4": 0.5448, "page": 0, "Index": 223}, {"Word": "remained", "Confidence": 0.991, "X1": 0.36516, "Y1": 0.5322, "X2": 0.4271, "Y2": 0.532, "X3": 0.4271, "Y3": 0.5438, "X4": 0.36387, "Y4": 0.5438, "page": 0, "Index": 224}, {"Word": "steady", "Confidence": 0.996, "X1": 0.43226, "Y1": 0.5312, "X2": 0.47613, "Y2": 0.531, "X3": 0.47613, "Y3": 0.5438, "X4": 0.43097, "Y4": 0.5438, "page": 0, "Index": 225}, {"Word": "or", "Confidence": 0.992, "X1": 0.48, "Y1": 0.5302, "X2": 0.49677, "Y2": 0.53, "X3": 0.49677, "Y3": 0.5438, "X4": 0.47871, "Y4": 0.5438, "page": 0, "Index": 226}, {"Word": "years.", "Confidence": 0.991, "X1": 0.51355, "Y1": 0.5362, "X2": 0.55613, "Y2": 0.536, "X3": 0.55613, "Y3": 0.5468, "X4": 0.51484, "Y4": 0.5468, "page": 0, "Index": 227}, {"Word": "declined", "Confidence": 0.994, "X1": 0.2671, "Y1": 0.5442, "X2": 0.32, "Y2": 0.544, "X3": 0.32, "Y3": 0.5558, "X4": 0.26839, "Y4": 0.5558, "page": 0, "Index": 228}, {"Word": "during", "Confidence": 0.949, "X1": 0.32258, "Y1": 0.5442, "X2": 0.36774, "Y2": 0.544, "X3": 0.36645, "Y3": 0.5558, "X4": 0.32258, "Y4": 0.5558, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.998, "X1": 0.37032, "Y1": 0.5442, "X2": 0.39226, "Y2": 0.544, "X3": 0.39097, "Y3": 0.5548, "X4": 0.37032, "Y4": 0.5558, "page": 0, "Index": 230}, {"Word": "study", "Confidence": 0.998, "X1": 0.39484, "Y1": 0.5432, "X2": 0.42968, "Y2": 0.543, "X3": 0.42968, "Y3": 0.5548, "X4": 0.39484, "Y4": 0.5548, "page": 0, "Index": 231}, {"Word": "period.", "Confidence": 0.776, "X1": 0.43355, "Y1": 0.5422, "X2": 0.47871, "Y2": 0.542, "X3": 0.47742, "Y3": 0.5538, "X4": 0.43226, "Y4": 0.5548, "page": 0, "Index": 232}, {"Word": "In", "Confidence": 0.995, "X1": 0.48129, "Y1": 0.5412, "X2": 0.49677, "Y2": 0.541, "X3": 0.49548, "Y3": 0.5538, "X4": 0.48129, "Y4": 0.5538, "page": 0, "Index": 233}, {"Word": "fact,", "Confidence": 0.937, "X1": 0.26839, "Y1": 0.5562, "X2": 0.29806, "Y2": 0.556, "X3": 0.29806, "Y3": 0.5678, "X4": 0.26839, "Y4": 0.5678, "page": 0, "Index": 234}, {"Word": "among", "Confidence": 0.981, "X1": 0.30065, "Y1": 0.5562, "X2": 0.34323, "Y2": 0.556, "X3": 0.34323, "Y3": 0.5668, "X4": 0.30065, "Y4": 0.5668, "page": 0, "Index": 235}, {"Word": "men", "Confidence": 0.998, "X1": 0.34839, "Y1": 0.5552, "X2": 0.37677, "Y2": 0.555, "X3": 0.37677, "Y3": 0.5668, "X4": 0.34839, "Y4": 0.5668, "page": 0, "Index": 236}, {"Word": "and", "Confidence": 0.995, "X1": 0.38065, "Y1": 0.5552, "X2": 0.40516, "Y2": 0.555, "X3": 0.40516, "Y3": 0.5668, "X4": 0.38065, "Y4": 0.5668, "page": 0, "Index": 237}, {"Word": "women", "Confidence": 0.994, "X1": 0.40903, "Y1": 0.5552, "X2": 0.45419, "Y2": 0.555, "X3": 0.45419, "Y3": 0.5658, "X4": 0.40903, "Y4": 0.5668, "page": 0, "Index": 238}, {"Word": "under", "Confidence": 0.997, "X1": 0.45806, "Y1": 0.5542, "X2": 0.49806, "Y2": 0.554, "X3": 0.49806, "Y3": 0.5648, "X4": 0.45806, "Y4": 0.5658, "page": 0, "Index": 239}, {"Word": "In", "Confidence": 0.993, "X1": 0.52774, "Y1": 0.5492, "X2": 0.54065, "Y2": 0.549, "X3": 0.54065, "Y3": 0.5608, "X4": 0.52774, "Y4": 0.5608, "page": 0, "Index": 240}, {"Word": "his", "Confidence": 0.996, "X1": 0.54452, "Y1": 0.5492, "X2": 0.56258, "Y2": 0.549, "X3": 0.56129, "Y3": 0.5608, "X4": 0.54323, "Y4": 0.5608, "page": 0, "Index": 241}, {"Word": "editorial,", "Confidence": 0.819, "X1": 0.56516, "Y1": 0.5492, "X2": 0.62194, "Y2": 0.549, "X3": 0.62194, "Y3": 0.5608, "X4": 0.56516, "Y4": 0.5608, "page": 0, "Index": 242}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.62581, "Y1": 0.5492, "X2": 0.64516, "Y2": 0.549, "X3": 0.64387, "Y3": 0.5608, "X4": 0.62452, "Y4": 0.5608, "page": 0, "Index": 243}, {"Word": "Cole", "Confidence": 0.819, "X1": 0.64774, "Y1": 0.5492, "X2": 0.67484, "Y2": 0.549, "X3": 0.67355, "Y3": 0.5608, "X4": 0.64774, "Y4": 0.5608, "page": 0, "Index": 244}, {"Word": "noted", "Confidence": 0.992, "X1": 0.67742, "Y1": 0.5492, "X2": 0.71355, "Y2": 0.549, "X3": 0.71226, "Y3": 0.5608, "X4": 0.67742, "Y4": 0.5608, "page": 0, "Index": 245}, {"Word": "that", "Confidence": 0.971, "X1": 0.71613, "Y1": 0.5502, "X2": 0.74323, "Y2": 0.55, "X3": 0.74323, "Y3": 0.5618, "X4": 0.71613, "Y4": 0.5608, "page": 0, "Index": 246}, {"Word": "overall", "Confidence": 0.927, "X1": 0.28774, "Y1": 0.5672, "X2": 0.33419, "Y2": 0.567, "X3": 0.33419, "Y3": 0.5778, "X4": 0.28774, "Y4": 0.5788, "page": 0, "Index": 247}, {"Word": "cancer", "Confidence": 0.995, "X1": 0.33677, "Y1": 0.5662, "X2": 0.38323, "Y2": 0.566, "X3": 0.38323, "Y3": 0.5778, "X4": 0.33677, "Y4": 0.5778, "page": 0, "Index": 248}, {"Word": "mortality", "Confidence": 0.797, "X1": 0.38581, "Y1": 0.5662, "X2": 0.44516, "Y2": 0.566, "X3": 0.44516, "Y3": 0.5768, "X4": 0.38581, "Y4": 0.5778, "page": 0, "Index": 249}, {"Word": "has", "Confidence": 0.998, "X1": 0.44774, "Y1": 0.5652, "X2": 0.47355, "Y2": 0.565, "X3": 0.47226, "Y3": 0.5768, "X4": 0.44774, "Y4": 0.5768, "page": 0, "Index": 250}, {"Word": "de-", "Confidence": 0.882, "X1": 0.47613, "Y1": 0.5652, "X2": 0.49677, "Y2": 0.565, "X3": 0.49677, "Y3": 0.5768, "X4": 0.47613, "Y4": 0.5768, "page": 0, "Index": 251}, {"Word": "\"many", "Confidence": 0.929, "X1": 0.51355, "Y1": 0.5612, "X2": 0.55742, "Y2": 0.561, "X3": 0.55742, "Y3": 0.5718, "X4": 0.51484, "Y4": 0.5718, "page": 0, "Index": 252}, {"Word": "of", "Confidence": 0.998, "X1": 0.56, "Y1": 0.5612, "X2": 0.5729, "Y2": 0.561, "X3": 0.5729, "Y3": 0.5718, "X4": 0.56, "Y4": 0.5718, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.57548, "Y1": 0.5612, "X2": 0.59484, "Y2": 0.561, "X3": 0.59613, "Y3": 0.5728, "X4": 0.57677, "Y4": 0.5718, "page": 0, "Index": 254}, {"Word": "advances", "Confidence": 0.995, "X1": 0.59871, "Y1": 0.5622, "X2": 0.65806, "Y2": 0.562, "X3": 0.65806, "Y3": 0.5728, "X4": 0.59871, "Y4": 0.5728, "page": 0, "Index": 255}, {"Word": "made", "Confidence": 0.987, "X1": 0.66194, "Y1": 0.5622, "X2": 0.69548, "Y2": 0.562, "X3": 0.69548, "Y3": 0.5728, "X4": 0.66065, "Y4": 0.5728, "page": 0, "Index": 256}, {"Word": "in", "Confidence": 0.998, "X1": 0.69806, "Y1": 0.5622, "X2": 0.71097, "Y2": 0.562, "X3": 0.70968, "Y3": 0.5728, "X4": 0.69806, "Y4": 0.5728, "page": 0, "Index": 257}, {"Word": "can-", "Confidence": 0.985, "X1": 0.71355, "Y1": 0.5632, "X2": 0.74323, "Y2": 0.563, "X3": 0.74323, "Y3": 0.5728, "X4": 0.71226, "Y4": 0.5728, "page": 0, "Index": 258}, {"Word": "55,", "Confidence": 0.957, "X1": 0.26968, "Y1": 0.5672, "X2": 0.28516, "Y2": 0.567, "X3": 0.28516, "Y3": 0.5788, "X4": 0.26968, "Y4": 0.5788, "page": 0, "Index": 259}, {"Word": "cer", "Confidence": 0.981, "X1": 0.51613, "Y1": 0.5732, "X2": 0.53548, "Y2": 0.573, "X3": 0.53548, "Y3": 0.5838, "X4": 0.51613, "Y4": 0.5838, "page": 0, "Index": 260}, {"Word": "therapy", "Confidence": 0.993, "X1": 0.53806, "Y1": 0.5732, "X2": 0.5871, "Y2": 0.573, "X3": 0.5871, "Y3": 0.5838, "X4": 0.53806, "Y4": 0.5838, "page": 0, "Index": 261}, {"Word": "during", "Confidence": 0.964, "X1": 0.59097, "Y1": 0.5732, "X2": 0.63355, "Y2": 0.573, "X3": 0.63355, "Y3": 0.5838, "X4": 0.59097, "Y4": 0.5838, "page": 0, "Index": 262}, {"Word": "the", "Confidence": 0.998, "X1": 0.63742, "Y1": 0.5732, "X2": 0.65677, "Y2": 0.573, "X3": 0.65677, "Y3": 0.5838, "X4": 0.63613, "Y4": 0.5838, "page": 0, "Index": 263}, {"Word": "last", "Confidence": 0.991, "X1": 0.65935, "Y1": 0.5732, "X2": 0.68387, "Y2": 0.573, "X3": 0.68387, "Y3": 0.5838, "X4": 0.65935, "Y4": 0.5838, "page": 0, "Index": 264}, {"Word": "30", "Confidence": 0.995, "X1": 0.68645, "Y1": 0.5732, "X2": 0.70194, "Y2": 0.573, "X3": 0.70194, "Y3": 0.5848, "X4": 0.68645, "Y4": 0.5838, "page": 0, "Index": 265}, {"Word": "years", "Confidence": 0.994, "X1": 0.70452, "Y1": 0.5742, "X2": 0.74323, "Y2": 0.574, "X3": 0.74194, "Y3": 0.5848, "X4": 0.70452, "Y4": 0.5848, "page": 0, "Index": 266}, {"Word": "clined.", "Confidence": 0.813, "X1": 0.26968, "Y1": 0.5782, "X2": 0.31484, "Y2": 0.578, "X3": 0.31484, "Y3": 0.5898, "X4": 0.26968, "Y4": 0.5908, "page": 0, "Index": 267}, {"Word": "Only", "Confidence": 0.565, "X1": 0.31742, "Y1": 0.5782, "X2": 0.35097, "Y2": 0.578, "X3": 0.35097, "Y3": 0.5898, "X4": 0.31742, "Y4": 0.5898, "page": 0, "Index": 268}, {"Word": "among", "Confidence": 0.997, "X1": 0.35871, "Y1": 0.5782, "X2": 0.40387, "Y2": 0.578, "X3": 0.40387, "Y3": 0.5898, "X4": 0.35871, "Y4": 0.5898, "page": 0, "Index": 269}, {"Word": "older", "Confidence": 0.679, "X1": 0.41161, "Y1": 0.5772, "X2": 0.44645, "Y2": 0.577, "X3": 0.44645, "Y3": 0.5898, "X4": 0.41161, "Y4": 0.5898, "page": 0, "Index": 270}, {"Word": "people", "Confidence": 0.825, "X1": 0.45419, "Y1": 0.5772, "X2": 0.49677, "Y2": 0.577, "X3": 0.49677, "Y3": 0.5898, "X4": 0.45419, "Y4": 0.5898, "page": 0, "Index": 271}, {"Word": "have", "Confidence": 0.986, "X1": 0.51355, "Y1": 0.5832, "X2": 0.54323, "Y2": 0.583, "X3": 0.54323, "Y3": 0.5958, "X4": 0.51355, "Y4": 0.5958, "page": 0, "Index": 272}, {"Word": "been", "Confidence": 0.991, "X1": 0.54581, "Y1": 0.5842, "X2": 0.57548, "Y2": 0.584, "X3": 0.57548, "Y3": 0.5958, "X4": 0.54581, "Y4": 0.5958, "page": 0, "Index": 273}, {"Word": "effective", "Confidence": 0.991, "X1": 0.57806, "Y1": 0.5842, "X2": 0.63226, "Y2": 0.584, "X3": 0.63226, "Y3": 0.5958, "X4": 0.57935, "Y4": 0.5958, "page": 0, "Index": 274}, {"Word": "but", "Confidence": 0.997, "X1": 0.63484, "Y1": 0.5842, "X2": 0.65548, "Y2": 0.584, "X3": 0.65548, "Y3": 0.5958, "X4": 0.63484, "Y4": 0.5958, "page": 0, "Index": 275}, {"Word": "not", "Confidence": 0.998, "X1": 0.65806, "Y1": 0.5842, "X2": 0.67742, "Y2": 0.584, "X3": 0.67742, "Y3": 0.5958, "X4": 0.65806, "Y4": 0.5958, "page": 0, "Index": 276}, {"Word": "necessar-", "Confidence": 0.946, "X1": 0.68129, "Y1": 0.5832, "X2": 0.74323, "Y2": 0.583, "X3": 0.74323, "Y3": 0.5948, "X4": 0.68129, "Y4": 0.5948, "page": 0, "Index": 277}, {"Word": "have", "Confidence": 0.985, "X1": 0.26968, "Y1": 0.5902, "X2": 0.29935, "Y2": 0.59, "X3": 0.29935, "Y3": 0.6008, "X4": 0.26968, "Y4": 0.6008, "page": 0, "Index": 278}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.30194, "Y1": 0.5902, "X2": 0.34581, "Y2": 0.59, "X3": 0.34581, "Y3": 0.6008, "X4": 0.30194, "Y4": 0.6008, "page": 0, "Index": 279}, {"Word": "death", "Confidence": 0.997, "X1": 0.34839, "Y1": 0.5902, "X2": 0.38452, "Y2": 0.59, "X3": 0.38452, "Y3": 0.6008, "X4": 0.34839, "Y4": 0.6008, "page": 0, "Index": 280}, {"Word": "rates", "Confidence": 0.997, "X1": 0.38839, "Y1": 0.5902, "X2": 0.42323, "Y2": 0.59, "X3": 0.42194, "Y3": 0.6008, "X4": 0.38839, "Y4": 0.6008, "page": 0, "Index": 281}, {"Word": "risen.", "Confidence": 0.994, "X1": 0.42581, "Y1": 0.5902, "X2": 0.46452, "Y2": 0.59, "X3": 0.46323, "Y3": 0.6008, "X4": 0.42452, "Y4": 0.6008, "page": 0, "Index": 282}, {"Word": "ily", "Confidence": 0.906, "X1": 0.51484, "Y1": 0.5952, "X2": 0.53161, "Y2": 0.595, "X3": 0.53161, "Y3": 0.6068, "X4": 0.51484, "Y4": 0.6068, "page": 0, "Index": 283}, {"Word": "curative.\"", "Confidence": 0.848, "X1": 0.53548, "Y1": 0.5952, "X2": 0.60129, "Y2": 0.595, "X3": 0.60129, "Y3": 0.6068, "X4": 0.53677, "Y4": 0.6068, "page": 0, "Index": 284}, {"Word": "He", "Confidence": 0.998, "X1": 0.60516, "Y1": 0.5952, "X2": 0.62581, "Y2": 0.595, "X3": 0.62581, "Y3": 0.6068, "X4": 0.60516, "Y4": 0.6068, "page": 0, "Index": 285}, {"Word": "added", "Confidence": 0.996, "X1": 0.62968, "Y1": 0.5952, "X2": 0.66839, "Y2": 0.595, "X3": 0.66839, "Y3": 0.6068, "X4": 0.62968, "Y4": 0.6068, "page": 0, "Index": 286}, {"Word": "that", "Confidence": 0.983, "X1": 0.67226, "Y1": 0.5952, "X2": 0.70065, "Y2": 0.595, "X3": 0.70065, "Y3": 0.6068, "X4": 0.67226, "Y4": 0.6068, "page": 0, "Index": 287}, {"Word": "\"such", "Confidence": 0.993, "X1": 0.70452, "Y1": 0.5952, "X2": 0.74194, "Y2": 0.595, "X3": 0.74194, "Y3": 0.6068, "X4": 0.70452, "Y4": 0.6068, "page": 0, "Index": 288}, {"Word": "And", "Confidence": 0.998, "X1": 0.28129, "Y1": 0.6012, "X2": 0.30839, "Y2": 0.601, "X3": 0.30839, "Y3": 0.6118, "X4": 0.28129, "Y4": 0.6118, "page": 0, "Index": 289}, {"Word": "in", "Confidence": 0.998, "X1": 0.31355, "Y1": 0.6012, "X2": 0.32774, "Y2": 0.601, "X3": 0.32903, "Y3": 0.6118, "X4": 0.31484, "Y4": 0.6118, "page": 0, "Index": 290}, {"Word": "the", "Confidence": 0.998, "X1": 0.33419, "Y1": 0.6012, "X2": 0.35742, "Y2": 0.601, "X3": 0.35742, "Y3": 0.6118, "X4": 0.33419, "Y4": 0.6118, "page": 0, "Index": 291}, {"Word": "two", "Confidence": 0.991, "X1": 0.36258, "Y1": 0.6002, "X2": 0.38839, "Y2": 0.6, "X3": 0.38839, "Y3": 0.6118, "X4": 0.36258, "Y4": 0.6118, "page": 0, "Index": 292}, {"Word": "years", "Confidence": 0.997, "X1": 0.39484, "Y1": 0.6002, "X2": 0.43226, "Y2": 0.6, "X3": 0.43226, "Y3": 0.6118, "X4": 0.39484, "Y4": 0.6118, "page": 0, "Index": 293}, {"Word": "following", "Confidence": 0.947, "X1": 0.43613, "Y1": 0.6002, "X2": 0.49677, "Y2": 0.6, "X3": 0.49677, "Y3": 0.6118, "X4": 0.43613, "Y4": 0.6118, "page": 0, "Index": 294}, {"Word": "therapies", "Confidence": 0.907, "X1": 0.51742, "Y1": 0.6062, "X2": 0.57419, "Y2": 0.606, "X3": 0.57419, "Y3": 0.6178, "X4": 0.51742, "Y4": 0.6178, "page": 0, "Index": 295}, {"Word": "would", "Confidence": 0.998, "X1": 0.57806, "Y1": 0.6062, "X2": 0.61548, "Y2": 0.606, "X3": 0.61548, "Y3": 0.6178, "X4": 0.57806, "Y4": 0.6178, "page": 0, "Index": 296}, {"Word": "postpone", "Confidence": 0.966, "X1": 0.61806, "Y1": 0.6062, "X2": 0.67484, "Y2": 0.606, "X3": 0.67484, "Y3": 0.6178, "X4": 0.61806, "Y4": 0.6178, "page": 0, "Index": 297}, {"Word": "1990,", "Confidence": 0.854, "X1": 0.27097, "Y1": 0.6122, "X2": 0.30323, "Y2": 0.612, "X3": 0.30323, "Y3": 0.6238, "X4": 0.27097, "Y4": 0.6228, "page": 0, "Index": 298}, {"Word": "which", "Confidence": 0.997, "X1": 0.30839, "Y1": 0.6122, "X2": 0.34452, "Y2": 0.612, "X3": 0.34452, "Y3": 0.6238, "X4": 0.30839, "Y4": 0.6238, "page": 0, "Index": 299}, {"Word": "represents", "Confidence": 0.932, "X1": 0.35355, "Y1": 0.6122, "X2": 0.42452, "Y2": 0.612, "X3": 0.42323, "Y3": 0.6238, "X4": 0.35355, "Y4": 0.6238, "page": 0, "Index": 300}, {"Word": "the", "Confidence": 0.998, "X1": 0.43097, "Y1": 0.6112, "X2": 0.45419, "Y2": 0.611, "X3": 0.4529, "Y3": 0.6228, "X4": 0.43097, "Y4": 0.6228, "page": 0, "Index": 301}, {"Word": "latest", "Confidence": 0.993, "X1": 0.45935, "Y1": 0.6112, "X2": 0.49935, "Y2": 0.611, "X3": 0.49935, "Y3": 0.6228, "X4": 0.45935, "Y4": 0.6228, "page": 0, "Index": 302}, {"Word": "death", "Confidence": 0.997, "X1": 0.67742, "Y1": 0.6062, "X2": 0.71355, "Y2": 0.606, "X3": 0.71355, "Y3": 0.6188, "X4": 0.67742, "Y4": 0.6178, "page": 0, "Index": 303}, {"Word": "and", "Confidence": 0.998, "X1": 0.71742, "Y1": 0.6062, "X2": 0.74323, "Y2": 0.606, "X3": 0.74323, "Y3": 0.6188, "X4": 0.71742, "Y4": 0.6188, "page": 0, "Index": 304}, {"Word": "available", "Confidence": 0.604, "X1": 0.26968, "Y1": 0.6232, "X2": 0.32516, "Y2": 0.623, "X3": 0.32516, "Y3": 0.6348, "X4": 0.26968, "Y4": 0.6358, "page": 0, "Index": 305}, {"Word": "data,", "Confidence": 0.936, "X1": 0.32774, "Y1": 0.6232, "X2": 0.36, "Y2": 0.623, "X3": 0.36129, "Y3": 0.6348, "X4": 0.32774, "Y4": 0.6348, "page": 0, "Index": 306}, {"Word": "\"there", "Confidence": 0.886, "X1": 0.36387, "Y1": 0.6232, "X2": 0.40387, "Y2": 0.623, "X3": 0.40387, "Y3": 0.6348, "X4": 0.36387, "Y4": 0.6348, "page": 0, "Index": 307}, {"Word": "was", "Confidence": 0.998, "X1": 0.40774, "Y1": 0.6232, "X2": 0.43097, "Y2": 0.623, "X3": 0.43097, "Y3": 0.6348, "X4": 0.40774, "Y4": 0.6348, "page": 0, "Index": 308}, {"Word": "actually", "Confidence": 0.994, "X1": 0.43355, "Y1": 0.6232, "X2": 0.48516, "Y2": 0.623, "X3": 0.48387, "Y3": 0.6348, "X4": 0.43355, "Y4": 0.6348, "page": 0, "Index": 309}, {"Word": "a", "Confidence": 0.998, "X1": 0.48774, "Y1": 0.6232, "X2": 0.49677, "Y2": 0.623, "X3": 0.49548, "Y3": 0.6348, "X4": 0.48774, "Y4": 0.6348, "page": 0, "Index": 310}, {"Word": "thereby", "Confidence": 0.991, "X1": 0.51484, "Y1": 0.6182, "X2": 0.56516, "Y2": 0.618, "X3": 0.56516, "Y3": 0.6298, "X4": 0.51484, "Y4": 0.6298, "page": 0, "Index": 311}, {"Word": "produce", "Confidence": 0.994, "X1": 0.5729, "Y1": 0.6182, "X2": 0.62581, "Y2": 0.618, "X3": 0.62581, "Y3": 0.6298, "X4": 0.5729, "Y4": 0.6298, "page": 0, "Index": 312}, {"Word": "the", "Confidence": 0.998, "X1": 0.63355, "Y1": 0.6182, "X2": 0.65806, "Y2": 0.618, "X3": 0.65806, "Y3": 0.6298, "X4": 0.63355, "Y4": 0.6298, "page": 0, "Index": 313}, {"Word": "pattern", "Confidence": 0.991, "X1": 0.66452, "Y1": 0.6182, "X2": 0.71226, "Y2": 0.618, "X3": 0.71226, "Y3": 0.6308, "X4": 0.66452, "Y4": 0.6298, "page": 0, "Index": 314}, {"Word": "de-", "Confidence": 0.766, "X1": 0.72258, "Y1": 0.6182, "X2": 0.74194, "Y2": 0.618, "X3": 0.74194, "Y3": 0.6308, "X4": 0.72129, "Y4": 0.6308, "page": 0, "Index": 315}, {"Word": "significant", "Confidence": 0.971, "X1": 0.26968, "Y1": 0.6342, "X2": 0.33419, "Y2": 0.634, "X3": 0.33548, "Y3": 0.6468, "X4": 0.26968, "Y4": 0.6468, "page": 0, "Index": 316}, {"Word": "drop", "Confidence": 0.986, "X1": 0.33806, "Y1": 0.6342, "X2": 0.36903, "Y2": 0.634, "X3": 0.36903, "Y3": 0.6458, "X4": 0.33806, "Y4": 0.6468, "page": 0, "Index": 317}, {"Word": "in", "Confidence": 0.997, "X1": 0.37161, "Y1": 0.6342, "X2": 0.38581, "Y2": 0.634, "X3": 0.38581, "Y3": 0.6458, "X4": 0.37161, "Y4": 0.6458, "page": 0, "Index": 318}, {"Word": "cancer", "Confidence": 0.995, "X1": 0.38839, "Y1": 0.6342, "X2": 0.43355, "Y2": 0.634, "X3": 0.43355, "Y3": 0.6458, "X4": 0.38968, "Y4": 0.6458, "page": 0, "Index": 319}, {"Word": "mortality", "Confidence": 0.994, "X1": 0.43613, "Y1": 0.6352, "X2": 0.49677, "Y2": 0.635, "X3": 0.49677, "Y3": 0.6458, "X4": 0.43613, "Y4": 0.6458, "page": 0, "Index": 320}, {"Word": "scribed\"", "Confidence": 0.668, "X1": 0.51484, "Y1": 0.6292, "X2": 0.56903, "Y2": 0.629, "X3": 0.56774, "Y3": 0.6408, "X4": 0.51484, "Y4": 0.6408, "page": 0, "Index": 321}, {"Word": "of", "Confidence": 0.998, "X1": 0.57161, "Y1": 0.6302, "X2": 0.58452, "Y2": 0.63, "X3": 0.58452, "Y3": 0.6408, "X4": 0.57161, "Y4": 0.6408, "page": 0, "Index": 322}, {"Word": "declining", "Confidence": 0.961, "X1": 0.5871, "Y1": 0.6302, "X2": 0.64516, "Y2": 0.63, "X3": 0.64516, "Y3": 0.6408, "X4": 0.5871, "Y4": 0.6408, "page": 0, "Index": 323}, {"Word": "cancer", "Confidence": 0.994, "X1": 0.64774, "Y1": 0.6302, "X2": 0.69032, "Y2": 0.63, "X3": 0.69032, "Y3": 0.6408, "X4": 0.64774, "Y4": 0.6408, "page": 0, "Index": 324}, {"Word": "mortal-", "Confidence": 0.991, "X1": 0.69419, "Y1": 0.6302, "X2": 0.74323, "Y2": 0.63, "X3": 0.74194, "Y3": 0.6418, "X4": 0.6929, "Y4": 0.6408, "page": 0, "Index": 325}, {"Word": "....", "Confidence": 0.613, "X1": 0.77161, "Y1": 0.6432, "X2": 0.77161, "Y2": 0.643, "X3": 0.75871, "Y3": 0.6428, "X4": 0.75871, "Y4": 0.6168, "page": 0, "Index": 326}, {"Word": "for", "Confidence": 0.971, "X1": 0.26968, "Y1": 0.6472, "X2": 0.28903, "Y2": 0.647, "X3": 0.28903, "Y3": 0.6578, "X4": 0.26968, "Y4": 0.6578, "page": 0, "Index": 327}, {"Word": "the", "Confidence": 0.998, "X1": 0.29419, "Y1": 0.6472, "X2": 0.31613, "Y2": 0.647, "X3": 0.31613, "Y3": 0.6578, "X4": 0.29419, "Y4": 0.6578, "page": 0, "Index": 328}, {"Word": "first", "Confidence": 0.991, "X1": 0.32, "Y1": 0.6472, "X2": 0.35226, "Y2": 0.647, "X3": 0.35226, "Y3": 0.6578, "X4": 0.32129, "Y4": 0.6578, "page": 0, "Index": 329}, {"Word": "time", "Confidence": 0.885, "X1": 0.35613, "Y1": 0.6462, "X2": 0.3871, "Y2": 0.646, "X3": 0.3871, "Y3": 0.6578, "X4": 0.35613, "Y4": 0.6578, "page": 0, "Index": 330}, {"Word": "in", "Confidence": 0.998, "X1": 0.39226, "Y1": 0.6462, "X2": 0.40645, "Y2": 0.646, "X3": 0.40645, "Y3": 0.6578, "X4": 0.39226, "Y4": 0.6578, "page": 0, "Index": 331}, {"Word": "history.\"", "Confidence": 0.692, "X1": 0.41161, "Y1": 0.6462, "X2": 0.46839, "Y2": 0.646, "X3": 0.46839, "Y3": 0.6568, "X4": 0.41161, "Y4": 0.6578, "page": 0, "Index": 332}, {"Word": "Dr.", "Confidence": 0.995, "X1": 0.47484, "Y1": 0.6452, "X2": 0.49806, "Y2": 0.645, "X3": 0.49806, "Y3": 0.6568, "X4": 0.47484, "Y4": 0.6568, "page": 0, "Index": 333}, {"Word": "ity", "Confidence": 0.993, "X1": 0.51484, "Y1": 0.6412, "X2": 0.5329, "Y2": 0.641, "X3": 0.5329, "Y3": 0.6528, "X4": 0.51613, "Y4": 0.6518, "page": 0, "Index": 334}, {"Word": "among", "Confidence": 0.996, "X1": 0.53806, "Y1": 0.6412, "X2": 0.58194, "Y2": 0.641, "X3": 0.58194, "Y3": 0.6528, "X4": 0.53935, "Y4": 0.6528, "page": 0, "Index": 335}, {"Word": "young", "Confidence": 0.994, "X1": 0.5871, "Y1": 0.6412, "X2": 0.6271, "Y2": 0.641, "X3": 0.6271, "Y3": 0.6528, "X4": 0.5871, "Y4": 0.6528, "page": 0, "Index": 336}, {"Word": "and", "Confidence": 0.998, "X1": 0.63355, "Y1": 0.6422, "X2": 0.65677, "Y2": 0.642, "X3": 0.65677, "Y3": 0.6528, "X4": 0.63226, "Y4": 0.6528, "page": 0, "Index": 337}, {"Word": "middle-aged", "Confidence": 0.991, "X1": 0.66452, "Y1": 0.6412, "X2": 0.74323, "Y2": 0.641, "X3": 0.74194, "Y3": 0.6528, "X4": 0.66323, "Y4": 0.6528, "page": 0, "Index": 338}, {"Word": "adults", "Confidence": 0.992, "X1": 0.51613, "Y1": 0.6522, "X2": 0.55613, "Y2": 0.652, "X3": 0.55484, "Y3": 0.6638, "X4": 0.51484, "Y4": 0.6638, "page": 0, "Index": 339}, {"Word": "but", "Confidence": 0.993, "X1": 0.56774, "Y1": 0.6522, "X2": 0.59355, "Y2": 0.652, "X3": 0.59226, "Y3": 0.6638, "X4": 0.56774, "Y4": 0.6638, "page": 0, "Index": 340}, {"Word": "increased", "Confidence": 0.994, "X1": 0.60387, "Y1": 0.6532, "X2": 0.6671, "Y2": 0.653, "X3": 0.66581, "Y3": 0.6638, "X4": 0.60387, "Y4": 0.6638, "page": 0, "Index": 341}, {"Word": "mortality", "Confidence": 0.792, "X1": 0.68129, "Y1": 0.6542, "X2": 0.74323, "Y2": 0.654, "X3": 0.74323, "Y3": 0.6658, "X4": 0.68, "Y4": 0.6638, "page": 0, "Index": 342}, {"Word": "Cole", "Confidence": 0.794, "X1": 0.26968, "Y1": 0.6582, "X2": 0.29419, "Y2": 0.658, "X3": 0.29548, "Y3": 0.6698, "X4": 0.27097, "Y4": 0.6698, "page": 0, "Index": 343}, {"Word": "said", "Confidence": 0.625, "X1": 0.29806, "Y1": 0.6582, "X2": 0.32258, "Y2": 0.658, "X3": 0.32387, "Y3": 0.6698, "X4": 0.29806, "Y4": 0.6698, "page": 0, "Index": 344}, {"Word": "in", "Confidence": 0.997, "X1": 0.32645, "Y1": 0.6582, "X2": 0.33806, "Y2": 0.658, "X3": 0.33935, "Y3": 0.6698, "X4": 0.32645, "Y4": 0.6698, "page": 0, "Index": 345}, {"Word": "an", "Confidence": 0.971, "X1": 0.34194, "Y1": 0.6582, "X2": 0.35613, "Y2": 0.658, "X3": 0.35742, "Y3": 0.6698, "X4": 0.34194, "Y4": 0.6698, "page": 0, "Index": 346}, {"Word": "interview.", "Confidence": 0.857, "X1": 0.36, "Y1": 0.6582, "X2": 0.42323, "Y2": 0.658, "X3": 0.42323, "Y3": 0.6698, "X4": 0.36, "Y4": 0.6698, "page": 0, "Index": 347}, {"Word": "The", "Confidence": 0.998, "X1": 0.42581, "Y1": 0.6572, "X2": 0.44774, "Y2": 0.657, "X3": 0.44903, "Y3": 0.6698, "X4": 0.42581, "Y4": 0.6698, "page": 0, "Index": 348}, {"Word": "overall", "Confidence": 0.988, "X1": 0.45161, "Y1": 0.6572, "X2": 0.50065, "Y2": 0.657, "X3": 0.50065, "Y3": 0.6698, "X4": 0.45161, "Y4": 0.6698, "page": 0, "Index": 349}, {"Word": "among", "Confidence": 0.997, "X1": 0.51484, "Y1": 0.6632, "X2": 0.55871, "Y2": 0.663, "X3": 0.55742, "Y3": 0.6748, "X4": 0.51484, "Y4": 0.6748, "page": 0, "Index": 350}, {"Word": "the", "Confidence": 0.998, "X1": 0.56129, "Y1": 0.6642, "X2": 0.58065, "Y2": 0.664, "X3": 0.58065, "Y3": 0.6758, "X4": 0.56, "Y4": 0.6748, "page": 0, "Index": 351}, {"Word": "elderly.", "Confidence": 0.805, "X1": 0.58452, "Y1": 0.6652, "X2": 0.63484, "Y2": 0.665, "X3": 0.63484, "Y3": 0.6768, "X4": 0.58323, "Y4": 0.6758, "page": 0, "Index": 352}, {"Word": "rise", "Confidence": 0.982, "X1": 0.26968, "Y1": 0.6702, "X2": 0.29419, "Y2": 0.67, "X3": 0.29419, "Y3": 0.6808, "X4": 0.26968, "Y4": 0.6808, "page": 0, "Index": 353}, {"Word": "in", "Confidence": 0.998, "X1": 0.29677, "Y1": 0.6702, "X2": 0.31097, "Y2": 0.67, "X3": 0.31226, "Y3": 0.6808, "X4": 0.29677, "Y4": 0.6808, "page": 0, "Index": 354}, {"Word": "cancer", "Confidence": 0.996, "X1": 0.31484, "Y1": 0.6692, "X2": 0.36, "Y2": 0.669, "X3": 0.36, "Y3": 0.6798, "X4": 0.31484, "Y4": 0.6808, "page": 0, "Index": 355}, {"Word": "mortality", "Confidence": 0.899, "X1": 0.36258, "Y1": 0.6682, "X2": 0.42452, "Y2": 0.668, "X3": 0.42452, "Y3": 0.6798, "X4": 0.36387, "Y4": 0.6798, "page": 0, "Index": 356}, {"Word": "is", "Confidence": 0.997, "X1": 0.42839, "Y1": 0.6682, "X2": 0.44129, "Y2": 0.668, "X3": 0.44258, "Y3": 0.6798, "X4": 0.42839, "Y4": 0.6798, "page": 0, "Index": 357}, {"Word": "\"a", "Confidence": 0.955, "X1": 0.44516, "Y1": 0.6672, "X2": 0.46194, "Y2": 0.667, "X3": 0.46194, "Y3": 0.6798, "X4": 0.44516, "Y4": 0.6798, "page": 0, "Index": 358}, {"Word": "rela-", "Confidence": 0.895, "X1": 0.4671, "Y1": 0.6672, "X2": 0.49935, "Y2": 0.667, "X3": 0.49935, "Y3": 0.6798, "X4": 0.4671, "Y4": 0.6798, "page": 0, "Index": 359}, {"Word": "tive", "Confidence": 0.946, "X1": 0.26968, "Y1": 0.6802, "X2": 0.29419, "Y2": 0.68, "X3": 0.29419, "Y3": 0.6928, "X4": 0.26968, "Y4": 0.6928, "page": 0, "Index": 360}, {"Word": "one", "Confidence": 0.998, "X1": 0.29677, "Y1": 0.6802, "X2": 0.32, "Y2": 0.68, "X3": 0.32, "Y3": 0.6918, "X4": 0.29677, "Y4": 0.6928, "page": 0, "Index": 361}, {"Word": "due", "Confidence": 0.998, "X1": 0.32387, "Y1": 0.6802, "X2": 0.34839, "Y2": 0.68, "X3": 0.34839, "Y3": 0.6918, "X4": 0.32387, "Y4": 0.6918, "page": 0, "Index": 362}, {"Word": "to", "Confidence": 0.997, "X1": 0.35097, "Y1": 0.6802, "X2": 0.36645, "Y2": 0.68, "X3": 0.36516, "Y3": 0.6918, "X4": 0.35097, "Y4": 0.6918, "page": 0, "Index": 363}, {"Word": "the", "Confidence": 0.998, "X1": 0.36903, "Y1": 0.6802, "X2": 0.39226, "Y2": 0.68, "X3": 0.39097, "Y3": 0.6918, "X4": 0.36774, "Y4": 0.6918, "page": 0, "Index": 364}, {"Word": "fact", "Confidence": 0.987, "X1": 0.39484, "Y1": 0.6802, "X2": 0.42194, "Y2": 0.68, "X3": 0.42065, "Y3": 0.6918, "X4": 0.39355, "Y4": 0.6918, "page": 0, "Index": 365}, {"Word": "that", "Confidence": 0.991, "X1": 0.42452, "Y1": 0.6802, "X2": 0.45161, "Y2": 0.68, "X3": 0.45032, "Y3": 0.6918, "X4": 0.42323, "Y4": 0.6918, "page": 0, "Index": 366}, {"Word": "deaths", "Confidence": 0.996, "X1": 0.45419, "Y1": 0.6802, "X2": 0.49935, "Y2": 0.68, "X3": 0.49806, "Y3": 0.6918, "X4": 0.4529, "Y4": 0.6918, "page": 0, "Index": 367}, {"Word": "But", "Confidence": 0.998, "X1": 0.52903, "Y1": 0.6782, "X2": 0.54968, "Y2": 0.678, "X3": 0.54968, "Y3": 0.6898, "X4": 0.52903, "Y4": 0.6908, "page": 0, "Index": 368}, {"Word": "he", "Confidence": 0.997, "X1": 0.55355, "Y1": 0.6782, "X2": 0.56774, "Y2": 0.678, "X3": 0.56774, "Y3": 0.6898, "X4": 0.55226, "Y4": 0.6898, "page": 0, "Index": 369}, {"Word": "concluded", "Confidence": 0.851, "X1": 0.57161, "Y1": 0.6782, "X2": 0.63484, "Y2": 0.678, "X3": 0.63484, "Y3": 0.6898, "X4": 0.57032, "Y4": 0.6898, "page": 0, "Index": 370}, {"Word": "that", "Confidence": 0.988, "X1": 0.63871, "Y1": 0.6782, "X2": 0.66323, "Y2": 0.678, "X3": 0.66323, "Y3": 0.6898, "X4": 0.63742, "Y4": 0.6898, "page": 0, "Index": 371}, {"Word": "\"in", "Confidence": 0.893, "X1": 0.6671, "Y1": 0.6782, "X2": 0.68645, "Y2": 0.678, "X3": 0.68645, "Y3": 0.6898, "X4": 0.66581, "Y4": 0.6898, "page": 0, "Index": 372}, {"Word": "the", "Confidence": 0.998, "X1": 0.69032, "Y1": 0.6782, "X2": 0.70968, "Y2": 0.678, "X3": 0.70968, "Y3": 0.6898, "X4": 0.68903, "Y4": 0.6898, "page": 0, "Index": 373}, {"Word": "long", "Confidence": 0.941, "X1": 0.71355, "Y1": 0.6792, "X2": 0.74194, "Y2": 0.679, "X3": 0.74194, "Y3": 0.6908, "X4": 0.71355, "Y4": 0.6898, "page": 0, "Index": 374}, {"Word": "from", "Confidence": 0.981, "X1": 0.26968, "Y1": 0.6922, "X2": 0.29677, "Y2": 0.692, "X3": 0.29677, "Y3": 0.7038, "X4": 0.26968, "Y4": 0.7048, "page": 0, "Index": 375}, {"Word": "cardiovascular", "Confidence": 0.991, "X1": 0.30839, "Y1": 0.6912, "X2": 0.40645, "Y2": 0.691, "X3": 0.40645, "Y3": 0.7028, "X4": 0.30839, "Y4": 0.7038, "page": 0, "Index": 376}, {"Word": "diseases", "Confidence": 0.981, "X1": 0.4129, "Y1": 0.6912, "X2": 0.4671, "Y2": 0.691, "X3": 0.4671, "Y3": 0.7028, "X4": 0.4129, "Y4": 0.7028, "page": 0, "Index": 377}, {"Word": "are", "Confidence": 0.998, "X1": 0.47355, "Y1": 0.6902, "X2": 0.49806, "Y2": 0.69, "X3": 0.49806, "Y3": 0.7038, "X4": 0.47355, "Y4": 0.7028, "page": 0, "Index": 378}, {"Word": "term,", "Confidence": 0.775, "X1": 0.51484, "Y1": 0.6912, "X2": 0.54839, "Y2": 0.691, "X3": 0.5471, "Y3": 0.7018, "X4": 0.51484, "Y4": 0.7018, "page": 0, "Index": 379}, {"Word": "prevention", "Confidence": 0.989, "X1": 0.55097, "Y1": 0.6902, "X2": 0.61935, "Y2": 0.69, "X3": 0.61806, "Y3": 0.7018, "X4": 0.55097, "Y4": 0.7018, "page": 0, "Index": 380}, {"Word": "will", "Confidence": 0.99, "X1": 0.62194, "Y1": 0.6902, "X2": 0.64516, "Y2": 0.69, "X3": 0.64516, "Y3": 0.7018, "X4": 0.62065, "Y4": 0.7018, "page": 0, "Index": 381}, {"Word": "play", "Confidence": 0.883, "X1": 0.64903, "Y1": 0.6902, "X2": 0.67484, "Y2": 0.69, "X3": 0.67484, "Y3": 0.7018, "X4": 0.64774, "Y4": 0.7018, "page": 0, "Index": 382}, {"Word": "the", "Confidence": 0.655, "X1": 0.67871, "Y1": 0.6902, "X2": 0.69935, "Y2": 0.69, "X3": 0.69806, "Y3": 0.7018, "X4": 0.67742, "Y4": 0.7018, "page": 0, "Index": 383}, {"Word": "major", "Confidence": 0.537, "X1": 0.70194, "Y1": 0.6902, "X2": 0.74323, "Y2": 0.69, "X3": 0.74194, "Y3": 0.7018, "X4": 0.70065, "Y4": 0.7018, "page": 0, "Index": 384}, {"Word": "dropping", "Confidence": 0.994, "X1": 0.26968, "Y1": 0.7032, "X2": 0.32645, "Y2": 0.703, "X3": 0.32516, "Y3": 0.7158, "X4": 0.26968, "Y4": 0.7158, "page": 0, "Index": 385}, {"Word": "much", "Confidence": 0.982, "X1": 0.33161, "Y1": 0.7032, "X2": 0.36903, "Y2": 0.703, "X3": 0.36903, "Y3": 0.7148, "X4": 0.33161, "Y4": 0.7158, "page": 0, "Index": 386}, {"Word": "faster", "Confidence": 0.993, "X1": 0.37419, "Y1": 0.7032, "X2": 0.41677, "Y2": 0.703, "X3": 0.41548, "Y3": 0.7148, "X4": 0.37419, "Y4": 0.7148, "page": 0, "Index": 387}, {"Word": "than", "Confidence": 0.971, "X1": 0.41935, "Y1": 0.7032, "X2": 0.44903, "Y2": 0.703, "X3": 0.44774, "Y3": 0.7148, "X4": 0.41935, "Y4": 0.7148, "page": 0, "Index": 388}, {"Word": "deaths", "Confidence": 0.996, "X1": 0.45419, "Y1": 0.7022, "X2": 0.50065, "Y2": 0.702, "X3": 0.49935, "Y3": 0.7138, "X4": 0.4529, "Y4": 0.7138, "page": 0, "Index": 389}, {"Word": "role", "Confidence": 0.981, "X1": 0.51484, "Y1": 0.7022, "X2": 0.54194, "Y2": 0.702, "X3": 0.54065, "Y3": 0.7148, "X4": 0.51355, "Y4": 0.7148, "page": 0, "Index": 390}, {"Word": "in", "Confidence": 0.998, "X1": 0.54452, "Y1": 0.7022, "X2": 0.55742, "Y2": 0.702, "X3": 0.55613, "Y3": 0.7138, "X4": 0.54323, "Y4": 0.7148, "page": 0, "Index": 391}, {"Word": "controlling", "Confidence": 0.955, "X1": 0.56129, "Y1": 0.7022, "X2": 0.62968, "Y2": 0.702, "X3": 0.62839, "Y3": 0.7138, "X4": 0.56, "Y4": 0.7138, "page": 0, "Index": 392}, {"Word": "cancer,", "Confidence": 0.948, "X1": 0.63355, "Y1": 0.7022, "X2": 0.68129, "Y2": 0.702, "X3": 0.68, "Y3": 0.7128, "X4": 0.63226, "Y4": 0.7138, "page": 0, "Index": 393}, {"Word": "as", "Confidence": 0.998, "X1": 0.68387, "Y1": 0.7022, "X2": 0.69935, "Y2": 0.702, "X3": 0.69806, "Y3": 0.7138, "X4": 0.68258, "Y4": 0.7138, "page": 0, "Index": 394}, {"Word": "it", "Confidence": 0.927, "X1": 0.70323, "Y1": 0.7022, "X2": 0.71355, "Y2": 0.702, "X3": 0.71226, "Y3": 0.7138, "X4": 0.70194, "Y4": 0.7138, "page": 0, "Index": 395}, {"Word": "has", "Confidence": 0.998, "X1": 0.71742, "Y1": 0.7022, "X2": 0.74323, "Y2": 0.702, "X3": 0.74194, "Y3": 0.7138, "X4": 0.71613, "Y4": 0.7138, "page": 0, "Index": 396}, {"Word": "from", "Confidence": 0.885, "X1": 0.27097, "Y1": 0.7142, "X2": 0.29806, "Y2": 0.714, "X3": 0.29677, "Y3": 0.7268, "X4": 0.26968, "Y4": 0.7268, "page": 0, "Index": 397}, {"Word": "cancer.\"", "Confidence": 0.892, "X1": 0.30452, "Y1": 0.7132, "X2": 0.36129, "Y2": 0.713, "X3": 0.36, "Y3": 0.7248, "X4": 0.30452, "Y4": 0.7268, "page": 0, "Index": 398}, {"Word": "for", "Confidence": 0.992, "X1": 0.51484, "Y1": 0.7132, "X2": 0.53419, "Y2": 0.713, "X3": 0.53419, "Y3": 0.7258, "X4": 0.51484, "Y4": 0.7258, "page": 0, "Index": 399}, {"Word": "many", "Confidence": 0.989, "X1": 0.53806, "Y1": 0.7132, "X2": 0.5729, "Y2": 0.713, "X3": 0.57161, "Y3": 0.7258, "X4": 0.53677, "Y4": 0.7258, "page": 0, "Index": 400}, {"Word": "of", "Confidence": 0.998, "X1": 0.57677, "Y1": 0.7132, "X2": 0.58968, "Y2": 0.713, "X3": 0.58839, "Y3": 0.7248, "X4": 0.57548, "Y4": 0.7248, "page": 0, "Index": 401}, {"Word": "mankind's", "Confidence": 0.994, "X1": 0.59226, "Y1": 0.7132, "X2": 0.65935, "Y2": 0.713, "X3": 0.65806, "Y3": 0.7248, "X4": 0.59226, "Y4": 0.7248, "page": 0, "Index": 402}, {"Word": "plagues.\"", "Confidence": 0.914, "X1": 0.66323, "Y1": 0.7132, "X2": 0.72387, "Y2": 0.713, "X3": 0.72258, "Y3": 0.7238, "X4": 0.66065, "Y4": 0.7248, "page": 0, "Index": 403}, {"Word": "..", "Confidence": 0.766, "X1": 0.76903, "Y1": 0.7232, "X2": 0.76903, "Y2": 0.723, "X3": 0.76, "Y3": 0.7228, "X4": 0.76, "Y4": 0.7108, "page": 0, "Index": 404}, {"Word": "of", "Confidence": 0.984, "X1": 0.74452, "Y1": 0.7942, "X2": 0.78839, "Y2": 0.794, "X3": 0.79097, "Y3": 0.8278, "X4": 0.7471, "Y4": 0.8298, "page": 0, "Index": 405}, {"Word": "3", "Confidence": 0.98, "X1": 0.79742, "Y1": 0.7932, "X2": 0.81935, "Y2": 0.793, "X3": 0.82194, "Y3": 0.8268, "X4": 0.8, "Y4": 0.8278, "page": 0, "Index": 406}, {"Word": "3", "Confidence": 0.995, "X1": 0.71613, "Y1": 0.7972, "X2": 0.73548, "Y2": 0.797, "X3": 0.73806, "Y3": 0.8298, "X4": 0.71871, "Y4": 0.8308, "page": 0, "Index": 407}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAwcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBrMFUsTgAZJqjY63pWpzPFY6hbXMiDLLFIGI/KrsjBI2cgkKCcAZJ/CvD9A0PXbee1vLbTb3zY7S6BVrYQFGY/IN/VifccUAe5Ag8gg0ZGcZGfSvFrZPFdj4c1CE2mpWwN1EYU8qSQgFTuPyOWwW7gn6CnDQ/GCSXF202pHVWth5Pl5Me3ycBWYuADuycbc5xQB7BFeW01zNbRTxvNAR5sasCyZGRkds1NuHTI/OuA+H2nTW2tazeG01KKC4gtQsmoZ8yR1Vtx557iuPGk+JL1rsR2ut/aS2btnkZFeXz8qUyRwI8528dKAPcAQRkEGqbapYpqENg11H9qmRnji3csq9TXIfDyw1O10PWYL6K7jVr2b7MtwzbhGemCTnGa4W80DWRolnbQ6RqsF5Y2l3I0oYkvJuygDAknJwdv6UAe3JeW0k8sKTxtLDjzFDDKZ6Z9KnyMZzxXis9lrt5Y3hu7LV23XENw4EbfOfI5BAKsRv44PBrvNes9Tb4f29rZ29w8+y3WeCKTEpjyvmKrE9cZHWgDp7e9tbrzPIuIpfLcxvsYHaw6g+9SiSM7sOp2nDYPQ+9eEnQtdtrvdFpOsafpkt7NLBDAPOlSQqgRnw44+U8kkZ61qXWjavaw68g0DVZ3v79ZGmWfrHjjCq4JOevIHvQB7E8iRoXd1VQMkk4GKUOrYwwORkYPavGV03WtR0+zt7vSdZZotKmtbpJD8ruT8uAWwT7/rRbeHPEn9sXAD6pBdrDtgZU/cGHyQojLb8A59sg4PSgD2cMrfdYH6Gk3KOrD061wXw9sbyy1DWDLpF/ptnIIPIju5vMJKqQ5zuPUmuV1LSfEk6ypJpWrSq8t0tr5c+3y5WmLxyNhh8oQ45/KgD2jcucZGfTNAYHoQceleONpHiiGa7lt7e/k1WKKVJ5i7eXMzOpi2gkKQqjnArqfh1a31l4av4b62u11NZ5DM85bEzYyGTd0X6UAdzvXBO5eOvNI8iIm93VV9ScCvDE0jxG+n67FPouqQmazEoRJGIaVZc/Kd5JJX0xn0r0LxZpLav8NxaWenXJfZA8dozkSKFZSVJz1Az1NAHYrIjkhWU4ODg9DTgwboQfoa8hTQdbfV7u6sLTUYZZr+7+ZpCiLGYNqcE45fHPPTrW78L9C1LR7a8bUf7RV5dgMd2BtDAclcO2c+vFAHoVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWR4g1o6JZQyJbG5uLidbeCLdtDO2cAt2HB5xWvXP+Mv7ITw5Nca3DLLaQMsn7kEyK2cArjkHnrQBzH/Ceazaa/NDeaOywbrWOSIzLm1aQkdQPnz17cVJJ8TZRDqTxaMJGs1R1UXQ+dWfYMnbgHPPGam07SfBOrwSXUKtGqGISLcSPEV8vlCQxHvz3q9F4E8Ky25uIoS8MgDGRbhiGUNuHOeQDQBl3vxMlsrdEk0dBqHnyQywPdhUUoueH2/MTngYpz+NdYjvbjydKe5k823gFk0qp5TOhckttJOOh+lYd1YaD4j1iKHRZ7iymEs84uLq3Z4bjIw7KxPGO3Stq10bwlpmqaPDJcz3d/eMXiuxOzLLJEhBLEHH3SRQA+8+JflPZwWujyXF5PBFN9n83DHe+whSAQwU5JPAxWlqfjK4svFn9gwaSZ2W0+2PMZwgWPJDduoxWPdeANPlvY7/S9StraygthA0mA8kaKxY7ZM/L17+ldLHp/h6fU7jXRcQSzSQfZJpftGUKD+EjOB3/AFoA54fEe5udH1G7stJR57SWFRGZiQ6yEcg7RnGe2R71PJ8RJY9YubIaFcSRwSPC0sbE/vFTcR93GO3XPtU8HhTwWyNp9u0O66hCmOO7O6RAcgjBycdjWY1r4EGsX8C2zzXCeXFO8chdWZ/lB4b73YnrQBqJ47ZvB0uvHTcyLOsCWyTcszFQASQCvLc5HasC88c6xrHijStB062NnKNRkivSsoOViCsQpI6EHnjtiuluLPwhpHhy+0m6ntxYJ810ks+91Jxgsc5zwMfSks/DfhGHVNONq0Av7LdNAFufnO8DczDOWyMcmgDM1zxnf6H4vvLOG0a+XbapHA06ooaQsMg7Seo55NZmp/Eq61PQb6DTrJ7LU4IDLPvnXMOJNhCnB39D6Vq2uneDfEPjXUTFDJPqlq8NzLMJiUJG4JjDY454rOv9M+GdxNpdjMkEil5ooZUlO1WB3OHbPXJzzQBLH49utGuL5tSt5ZrKO4jia4aQYgLR5XgLnBP1xUafEi9GtvaT2Rt7me0ga3tJZV2CSV8KS20EccnP866G18OeDtOe4tALU/2iVmeCa43iTb91gpP8qiuNE8E68uo61KlrdoUCXUokLKgjOen8JGKAOc0nx7qulWOoQahai/ntvtdx5pucArFIAUHy9g3BrQv/AB3e3N1f6bBbrahrOd7e5VyzI8aBiTldv8Q4zkY5pkOgfD3Vni01bKMwpGZreQy7Y3E2chDu5PynjtitVfA/gu9vrmOGGFroBlnSK4O5QwwwIB4z396AGjxhNp+keHbf7O19qmqW+5AzhAxVMnLYPJqN/iFImuDSzpY80q2cT52sqbypIXb7dc+1aFzo/hHUtOt9Jme0lg05d0aeeN0KrwTnOQOxql/wjHgOS5OoILIMwMm9LjCkAbWPBxjHBoAjsviBcXWkfa30hEuJfI+z24ugd/msVGSVGMYz0NRXXj3WLTW4dNk8OEygK08cU5kYKzlAwIXHG3Jz2q1eeGPBX9lX1zIkRs47dIpmjnOI0j+ZcYPykdc9az9Kh8D62dOvfsRtzZxiW3lu5AhYMxAydx3fMCee9ADn+IernT7y7Tw8kcEVw9vHM91uDlWKs2xV3EDaegzXZ6Jqa6vo1pfjywZ4w5Eb7gM+hwP5Vymoaf4H0vwlJLM8M2nJLJcoy3O9jIfvGNi33uvAPetjwxoOl2Dvqukh4ra+t4gkGMKiqvBA9SOtAHSUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYPjLTr7VvCl/YacsbXU6BU8xtoHIyc1vVzfjW9k07Rre5jbDLfW6kbiMhpFU9PY5/CgDmdX8Ia54hlury/tLOOQxw20NukpOUVwzMzevYV2ltpvk2NxpUVtHa2Ai8uExNz8y4bjtgmvOx8RNeW3ubiQ6d5Jt55ItobdEY5Vj+bPXgk0ReOddXQYLg6haTCS6lV544Muka4IPl556847UAa15oPiqbw1N4bhhsY7dIGhivBJ87jsNvbPesm9+HetXMYFqYLJZJHk2xyf6k+QYxt/3icnFbnjq+ubZvDV/ZXqW0rXBHnS5EZUxk4Zff3rmrHx94m1zWtPt1htLWxkREnSVxG0+7IZ48kNjA4wDQB1Hhbw3daHoWrreWnlmeEDyUuDMG2pt4HYkYHvXPW/gbU76yiuW061tIZPsYNmJMApGSWZ/wDaOcY9qrr4g1TQvDkU+l30d+66azRCWQtgfaNu456hVbqeuOaqar421q/8KzW+qXWnWkkdmZhLHIWF1IHICoVPXgEgE9aAN29+HF2dfuJLOGJLSVt0Esc5jNuAhVVCjqBVC38B+JI7e5hSw0+ESJbpuin5Yxvkufc12fiHVLyx8NaRcwX8NiZZ7dJppVyoRhyPbPSuOi8XahoMF3PaX0F7ayS3ht7Z1bcrIMj5z157elAE1x4B1qbSNWsPsGmtcT+a0d9JIWkl3uGAb0wMDPtSv8P9Zu/EM15PBFCly8cvmwXRVrcrFswoHXBroPh/rut65ol6+q3Vk90hBie3ZX2grn5gpPQ1zEHjrXbSK8jl1ewvp49PublykO0WzRttRTg8lvT1oA3vBHhXV9A1ySS8tbKO3FhFa+bA+WlZGb52Hq279Ky/+EB1hpLW3e00/wCwwXl1cFc8yCQHZke2aL/xX4i0yW2judXs1JgguYybbBuvMk2mNeeCq45Gao3XxA1qWHU3h1K3geF1eMrGskaxGTbliGypx2PpQBNa+AfEkd1opng090sPJJcSfMQpJKn16113hrw7e6XoGp6VcQWiCWWZopI+fNDsxBYe2QK4O98e+LT9ntdPutPnH2t0F+wEazqjDgAnHIJ6EmtK78T+ILyz1qQa5YWMsKzqLFo/3sQVcq4bPOTz6UAOufAeu31liez06KZLO2t4VicgRtHKWZx6Eg/rWh4F8Dah4a8TX1/evHL5quouPOLNKWfdkr0Famp6/d2PgPTr+2vopJpzBFJeugKqHIVpCAccZJ644rlfD95f+IvHmh3d5qu4W0F1tESlY7kJKyBsZxyMHvQA26+GOqXkMsXl21uzG6Zpo5MGbe4ZFbHOMDBqaP4Yai2gJbQyQadcGZw4VzNiF1w65PvyKteMPG2paX43stP0+9hFvHNCt3A8fQPnkt+XQH3ra8beIL7TL3TrS11C20yC5V3e+uIy6AqOEx6mgCTQPCU+heCbrS5XhvtQnjfzZGGFlbbtUHPYAAVylz8P9fuLPTrX7LYCK202G0b95yXEqOx9+FOP941EfiHq1vrr20uowPamGbMq2+NjJFuUhc7jk+o5zxUKeO/E6QQB72BxdQ2TyXP2XCWXmk7i3POAB+dAFmb4d+IR/aDxw6XKtxJdLFby52RJJja6gcBgAK7jwt4cu9GRZrzU7meRreOI2xfMMJUYOwVx8/ivxCniHSrKLVtOlthFDJNNgILnc7K20dfTGB1610XgbUNe1g3moahqFrNZmaSKO3ji2tEVcjk554xQB2lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWdrN5pthY+fqvl/Zw6qA8e/LE4AAwcmtGsbxFoEXiCyggkcIYJ1uIyUDqWXOAynqOTQBzWp+I/AGp240y4vIUF4isDDEyMVLcHcBx83XPfrWdFrnhTwv4eu7i3s4rmcTyskTN5ry7GCls7cKKfJ4E1G71/7M8ywactlHFNPHbRqJiJTIVQA/JyRnjmpr34aTgTNpurRwyXKSx3Lz2+/cjtuwMEYIoA3Z/F/hi4P2W+mhaWOHznikhLhPl3EZxgkA9BzTLfxf4P1C9tIbe6tZ7htq2+2Anbu+7g4+UVjxeDBNLObDWtOdJ0bY32ZJJN+0IcPnO0Y6Dn3q9aeAWtgn/EywRDawkLAuCsJyOueSaAJYPFvhqO1ikuFtoWkkntxHFH5hUIxDZ2jgdCe3zV0raZp8sUaNY2zog+RTEpC59BjiuUsPA1xp1+dRj1OFLg/aA8gthzHI+8dScEcjPcY9K3tGurpNIa51e8tWBlcxzI4CeUW+TJ6ZxigDPuvGfhbLWl5cx4SV4vLlgYjenUAY7Vk6R488Oajc3do9nFbXcEriGNoTtmAXO4MFwMjqOtS+I/hvZeIdZXU2vp4386KUID8q7fvYx/eGAc5qU+BJBqDXCaiqRi+ku0jEA+XcmzbnPagCJPGfhtNIt4FMNpc6jCGWC2UgAtlVy6r8uSMAmk8Dan4Zu7FdGs4kW9SItcQyqXZiGIYF2Hz4bvz1FJp3gK/0oxGy13ys26Qzn7Krb9jMVI3Zx945/pV3S/Bcmm+J7LWG1AzC209rMoYgpctJvL8cD8qAF8S+I9M8NazpMOpWMIs5kk2XXl7jCyYIAUAkDB61W1K/8Ha1cR6PIVdbmSORpLdMRs/3kV3Axk9dp61o+JfDNzrt7bXMN8lv5FvPCqtFvyZV2knkdMCsbSPh9b6BJbStqcG7zkdzJax5kkC4wrNkjPXAOfSgDp9Xu9K8P6WLu6tVW3gYeWsVvuIY9NoA4NY7eNPDL3VqZYZFmvUVRJLZMNoYkKrsV4yQRg1seI9EPiDSzYm58hGYF/3auGA7ENXK/wDCsAl3bTR6zMVt/LMSzRLJ5ZQ5AXd0B79+OtADdQ+I2nab4YndreGe5jMq/Y7dGdBGj7SW+X5RjHUYya6XV9QttG8Kz65b2MJNramWJNoXC4ztBA4/CuWHgCxiOo2cfiXbe3cEq3pYRlzG7bidp+6Bk8+/0rr7/SoNa8KTaVDdAw3Ft5KzphhjGAfQ0Ac9B8RvC91pw1RY5ZZC4hZUtGaTcF3dMZwBzmpNd8b6SsNmkEUd+8kkDvDJGx2RyHAbO0gH6kVVv/hjHqBvC+qyRtdlPM2QrghU2AYPtz9aU/DUiygtYdbnjjRIVfEKHf5Ryp6ce9AG34y1BNA8N3erpp9tctBtZ0kX7y5wexyQCcVWl8a+GYbNkyXyQklolq3mAbc8x4ztC85xjFa/iHRE8Q6Bc6VLO8SzptMqAZHvXKaj8PLI3Lazf6uqXqn57qeGPy9mzYFKsNvvn1NAGvL4x8L2064mR3ihJR4rcsAoTftVgMfd5wDVvw74i0nWmuItNikiaLbI6SW5iLBxkMAQMg+tc7beA7K5F5LpmsW72t2GzJFbxSMrMmxtrgcDHYdK3/D3hYaDcy3BvZLmR7eK3yyBeIxgHjuaAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK474jX97Y6HYmzvZLPztQhhmmiGWEbE7sd8/Suxrl/iDiLwhdXgtoLiWydLmJZ87Q6sMHjvQBxmn3PifU9V02xTVdUhs0jnlDtDte4VJP3YdyOCw6+wos9c8Sgg3NzfJDLcxpef6OzPbdd20kY2ngcCukTxld6EZ7fxRDbpKFR7ea2b5JgxxjB5BBBzT4/iTpMsXmR214ylInXEf3w7bfl9cEc0AefaPLqelRNLp9je+cLe6MTyW5LqDKDnkdSuSB3reubzU7fWNNurbUdVv0C3Sxb7dlHmFF2K4xyMk8nj8q3E+KmiObzZb3jfZl3jEf+tG7blfxq5B4/sp7mwgaxvYXvSqoZEAALNtHfnpQBwa6n4ibRUS91HVWs7mRTcPFA/nQMYmJQHGdpfA46cirEtgZ/hn4L0v7PeRRyXcYuIWjbcSoY4fPRS+OvY11p8cXOlCCHXNKmivLy7mjtYYRnMSsAGYngE5zXQ+ItVOi+HL7VBbtO1rC0ojXqSBQB5N/bnjGz0y7ltv7SkuvsZNyrxkrbzCTCiNSMEbfSuw1xtb07wJbyx6vf3F9LPCxmWAbwrEblwo4A55xUVn4+udLhVPEELPcLb27sttEcs8pOAvYjtUt/8AEaKbR3bTLS7W9aKSQCSLIgCMFJf2zQBy0OpeLba+n+x6nqN8S95bw29xFgbUTcj5xwdxwCetOtdT8RNp6Wqatq8cUl1aqLuWBmkTfG3nLyOVB29ehPtXUwePpIr28guNKuJ5EuUt4Uto8u+Yt5Y+3Bq5efECxs4beZrG8dJYEnJRQSgZtoBGeuQelAHLWE3iWH4hDT5NTvzDbzpGn2iN2iuYRGMkkfKGJ5z61H4ggvJfFeoad52plrvU7V4GVHZIEC/MytjapycV3ukeLLTWdXutOggmSS2Lq7OMcq23p157VNrd/q1pdWsem6ebmN1laZ+y7Vyq/UnigDyzUNb8VwWFtbJcao1xbNKyuI3zJtkwA5A+b5fXitOw1LWP+EusbuK+1i5hudUaCW3mR1gjhMY+YDsAx4NdPbeN3tEgtda0+aDURa/aLhIxlY+Cce/SnN8RNORGLWd4JB5G1Cg+fzgSpB6YwDQBwvjBbbUPEGrLp+laikyIwldLd/8ASW+QOS39wIpAA6mtHSF1Oy+Guq3NtNJYeXqUtzYRsTCzQq+7y8HH3gGwPpXQSfE7To7SKcabqDeZH5uwR/MF8zyxx3y3pVTVfiH4avo7q0vdNuLmO2kJ2vF8vmIwXn0wW6n3oA5qa68af2hpMn2nULeO7X7SijfKAzP/AKtgPRcdeKW11/Xk1XWNsmrqGtJifNickSqfk2cbR9B2rvdJ8aJqmt2enQabMsVxatcCbcCqgMVxx9K1da1l9KksIo7OW4e8m8kFMYj4zubPagDzbV21nTv7HjF9rl3K0C3EqBnDb32ghWHHHzfK3Ymup8b3y6l8OrieO0umE0ka+SYSZMLKM5UdsKT9KqaD8RN+nMNYtbgXKJPKJUjASVY5Cvy/pV2L4gRX9zpUel2L3K3d89nM28DySq7iffjmgDjtTW4+0alq3hqDUbDTXitoXFvG8TNL5o3MqdeEJya9L0GQWxl0ky39xJaqHNzdgneG5ADd8dKXxXqk+j+Gr2/t+JIkyH27gnPUjvVTwz4obxDqOsWq2pSLTp1g84n/AFjbQW47daAOlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyfEehxeJNDuNKnnmginxueI4bgg/0rWrnfGtlqV74bl/shpft8Ekc8KRyFPNKsCUJyOCMigDOl8Aac8Esmq6jdXlyWTy7q4KlotuQoUYx1Y9R3pdK0zwpcXemNbXK3F1YCWK3Jk+Y4OHyBgHBz24rmrXTfF9ppgXUI7uS5S/ghiEMxkDwiQyM554GDt5/uitDw3bX1r4lt0uNKvoQbq+l88oNgV2yoY+/agDTHw5so47mK31G9hilJ8tFKERAtkgZGSCexzVa3+GOmWFzaXCarfKbcoUDOpBZXLA8jjk9Bis7xBpPiD/hJLu7s/7SG+9tvs7RzMYhHg+ZlAemcdqy/wCxNZntGMtjrN1FBLbNdW9xMwd5Fkyzwndjbj39PSgDvvE3hK38SvAbq9uIYYuGij27XGQepGQeOorT1nSo9Z0S60uSaSKK4j8pnj+8FPXH4Vz3jmwv9Rh06G3tb64tC0n2mK1mEbfcOzccjgNjoawZNL8RfbNVhKaub/ys2U8dxi3CmELg5OM7we2ckGgDo7zwJYX92bpry4Df6OF2kEL5J+XH171WuvhppNzCY3vLyPc0u5o5ApdXO4ofUZ5rmodN1a0trK9sdH122VbgrcWZugS4MeGZV3cAtzyetN0zS9Sur23u9cttahs9L04Svvu2G+cMWHf5iF60AbV34a0LStRW5vPEVxHcrcRswZ13FnTylBGO4zXP6v4Mu9P8Y6VaaZqsCStaxw2f2iT94ixElyF2kNw3t1rvLHRdF8QwQ681nMHvjDdFZyQQU5QFegAznFYXxA0O41PxHot1FZX7x2sF00lxZyFXQlPlXg55OOlAHQaT4RtdK12TVvttzcXLwmFfOZTtUtk8gAnt1royyjgkD6mvH9J0jxbda1pF9qC6oCot5BIGVVQBAsiyBnyCSCThTnjpXQ+P/Duu6jfW93oUrB3iMUyknC7TvVhyOSRt/GgDY1XwTY6vrI1G6urogKQYNw28jHBxkcds4rlvFnwuhuNAnttK1CZTI0CzLdXOFMcf3V3Y4xmltvDmuTz6BFqkuo+ZJDPLeGO4fYkp5VWIOMA9q5vUfD/ia70+e2fSdVMSKDqLtcb2vHWZWzEu44+UHHT0oA1Y/hhrYfTC+qpLLa23kozSkG1O4sCML84+6OcdK63/AIV7Z/Z9QjGoXim9bexXaAhLByQMc5I754OK4+x0PxPp3jS516Sz1e5wzyQwJNGEeMr8sTEtkEcAjHUZzXr0TM8KM6FGIBK5zg+lAHL6N4Fs9DvrG6s726DWsLRMpK7ZQzFjuGOOSelbGs6OusRQKbqa2eCUSrJCRuyO3INalFAHFn4baW1mLV7u9dBBNCCzjIEj7yenXIpLb4a6VZypJBd3kciXP2pXVwCrFdrgYGMMAM/Su1ooAztb0iLXdFudMnkkjiuE2M0ZwwGe1VdE8M2mgXN5NaS3B+2P5kqSMCu/GCw46mtuigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKjlljhjLyyLGg6sxwB+NAEleZvr+u6FZHWrzUZL20+2yWz2k0KKxUE7WjZQD275r0Nru0ZCGuIdpAz+8HQ9PzrnrDwd4WtL2SeCGOSZQwIknMgTd1+UkgZoAoT/EQQ21xcDTGdI7SC5RRKNz+Y2NvTAwabeeKNc0+7e6utLcIsUKmxEqnDPLt3BwMkjjjpzV2Lwf4Qjia1iihHm4Uhbg7mAbIXrnAPaq9xF4W1rxFDFPHdS39xkJuZwv7hs+uODg+9AFK++I99ZWlsDoIN/I8yvatdAH924U+XwS5O7OMDofSvQI2LRqzLtYgEr6e1cDr/AMOtJu9Qt7oXaWmwyFPNYlkkdss6En735gV21vc2qwiNLuOQRKFZjICfTJoA4bV/GOtJLfrZ2iCO11aGzjKuN0wP3gQRgfXNNn+JtwI4lh0CSaXZK88ayltgR9hxhTnr3xXQS6T4WubqXVnktizzqXlFxhfNTgd8bqry+EfCMzpbyJCZQzShTcneQx3N3yVJ5x0oA6qFg8EbqpUMoIX046VwepeL9ZxrkcdnHAllf29lDLHJudi7LlsEY+644ruoJYJExBJG6pgYRgceg4rnb7w74Wv7+7kuRAbmVkmnAuNp3RkbWIB4I4GaAMq78ba/bTXezw1E8EM0sSSG9AL+WpYsRtOAQPrUC/Eyae9tY7bRZni8qGS7b5iYvN6AYGDjgnkVuPoHhhLtA7xCe4lluEU3JzIzrtYgZ5BFVZdF8FaXPYTzyWsLwBYYN9z1wflBGfmx2zQB2XavP7v4h3tu93GmjJ58MiIkEs5RmDyeWrfcIxnnIJrs7nVLK1gnlkuIyIEMkiqwLAAZPFef6vpfhLVdJnkgmj0sXLW8080qkZVnDqo54JI7etAD5vit5EJR9KH2yGZ4bqETEhCrquQdvIO7qQBxjrWjb+PZ5fFUGkS6bHFFLeTWfmCfLF0UOCFx93aRn3NSt4V8ETiGzMdo7gtbqPPy7k/MVJzliM59RVs+HfC2kajZ3Eohgu1uHngM0+GMjgKxGTzkACgDorydraznnSJpWjjZxGvViBnA+tcLbfEDULy+06GLTLYJcTPHMrTsHi2puwQVGD+YrqtQ1vRE0u7lu762azj/AHU5EgIGeMHH1rIsfDXg+BktLZLYywuLwKZsuMjAY5OcY49MUAVpPH5is452soWaaBGijS5BPmNIIwrccDJHzc/SudtPGOt2E9/NrCyMLO8unaKGZSoVIVcRZ2gkcnniussvBXg6a2uvsWn2kkU4aKZ423Z+bcRkHqD+VQw+F/BGkRNLi0VIWkZ2mudwBcBW3ZPcYHNAFA+O9VurQW0WiC31G43eT5s+2PywgYvuK543AYx19q6DwNfXGo+C9JubyYzXUlurSuxyST3NUI/C/gprO108RWbxyN58KNPuaTjGQc5IwcY6YrQ0Cw0KC9u7jRbiF12R27QwSApCEGAoA6UAWtXklGoaVHHO8SvcEuEON4Azg+1a9c3r1sX8S+HLrzAqxTyKVP8AEWTArpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuc8Y6Rd6vplqLOOOZ7W7juWgkbaJlXOVz+Pf0ro65nxxPewaDE+nXHkXZvLdY23YBzIoIPtjNAHM6d8Pb0f2ZJdNGgbI1CHdu3KsheMKfUZwfYVnN8O9Yg0y8t0iWWab5TKLogOPN3Zx2O3Naj+N9bjt4FeGz86Vp7NG52S3SOFXb/skEn8DW94wvbyy8NpKt99lvQpbbGyr5rBSSoZuB6++KAOZ1fwRqsGtW8mjWdulhbyQSxiOTa+VbLhs9c1f8OaBrkOvWN3e2ixQ2014WZpgzMsrZUgfStLUPEt1pfw4h1tClzcmCI7pAVVmbAJI/GuV1P4keIre/8A7MttPtWuonkJmGTDOqqCFVugbnBz0oA6bxXoN7qGtwXUelwanB5AjSOeYosEgbdvI75GBxzxXFT+BPF32S8/cW7vPaGFoYp9iMwmDgj0G3Pvya3ZvH+uxw6tfrYWT6fp5RWCSM0m540ZegxgFuT7GoZ/HniOK7g02G20+5u0XzppYpMxyR+ZtAXn5SQCTnpigCovgTVbWXzk0e2ns1u5WGmGYBCroAHz6gir1p4G1CHVpZpbJXAYywuLohEBTaI9vUge/FVLn4h+IY4bqbGnJGyXYtx8xdDCRhmx1zntXZadrF5c/DmPVpJ4pL02JlaSMfLv256UAS+CNCOgeF7S1mt44bwrm52Hdlsnv34xXD6n8Pr6XXRcHS4rlJby7nlmWfaWR1/dqw7gNzj2p2j+KtV0azs4pJYrkCO1nu2lcs8zXLYGz0C4ziuk8DeINd8SPe3l6tkmnxTy20axhvM3o5GT2xigDmdL8CeIBDai6ht1mMdp/pDybntjCMMq+u7Hb1Oamsvh/dtolvPNpNnHrEep/aG3ybg0IdiFz24NTa9418Rad4qu7G1k0xrVLuC0hSRW3s0q55I/u9aoL8TteltdOWCytZp5RI0skZ+RgkpTjcRgEAmgCzH4N8Sy+I768uIrZIbiO5jGyX5RvXCnH86ivvAGv3UULNHakwmxYxCT5ZDBkMOfUH9Ks+HviFrepeKrKwvILBbO5nngUxMWYlBkHPT2qx8QPH9/4W1aK2sBbSBI0kmidGLEM4Uc9APzoAtaF4etZ/HFzqlrCUsYGaYKUwPtTjZJtJ6gKo/E1f1vw7JrPjG2u5tNtZrW2s2WOac5xMWyuF9sdfeuSvPiPr+nzzzSLp81v591AkKBg6GLGGY+nIJ4rovAWqajqOteIhqOoWt40UsKo1oSYlBjBwuf196AOKPwx8T3H9px3QtCLm2iVdsmELq+48duK3l8C6xHe3dzJBHcSys5Ui5KgIybdmPaqWm+KfFNvHcW1rNaXjyG8mgSQEyIIpPutzzkE4+ldp4M8QX3iSxutTkaM2DNttcRFHOB82c+/SgB3gbRdQ0TRJLW/YYMm6KM4LIu0DDMOCeOtYUHw9eCy80Wlo10NTe7khY5WaIs21GPtuB+oFR/D++1G58U6oupXLTTSRGVdlxvjVfMKgbcYVsAcVFqPjnX7LxBerEtjNZQagLJLVVbz3zEHLemBn8gaAK8Xw61qG4tjHLBHsjEfmK+REp38BT/AHd/ykfjW/4E8HS+GZZ3mhCSGJId6TlxKFz8xU9DXO2PxF8RT6fia1sorya4t4YTIwCjzQ2c4JPBX8a7/RL3VHIsdVsnFzDEpku4wBDKx67Oc/mKADWZI11jRY2PzvOxUY9F5rbrG1hA+p6Pu7XBI577a2aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACszXDpMelvNrSW7WcJDk3ChlBHQgHv6Vp1heKdJm1bTYRbTRQ3VtcR3EDTDKF1PRh6EEigDJuD4Ym1fRbn+2YYoY0L2VjHIixOw3fOBjOQCwqe98XeC9Q024ku9S0+8s7dl80HEgQk4GRz3rGuvAOoXWrWuou2nmXCNNGvmpHG6MSPLVWAPXnd7mktfAer2mjvbRXOnif7MqK3ltzIJS+SRzjnFAGl41utIuNAstHlieaPVJEigitnRCVHORu4wAOlSPqHgJdGkjln0d7CzlCyBghRJD6jGMkirmq6LqOrNpRklto/ID/aGRTkFkK5jz06965qz8A6vbZ3XOnMA1rH5fknbJFCxYls/xNnnHegDp11DwrZael6smnwWmpjcH2qq3GFzz68A1nS6h8PVtommfQxDDhY9yR4TcNwA44z1rR8TeGE1vR7axtSlqbe4jkjZBgIoOGC46ZUsPxrnR4A1KysLZLK/tp7kLMlw15GXDCQBQVPUFVAA7cUAa0174EsL5baZ9GguQhZUYIpCsMn8CPzq1BrXhSz0SD7Lc6fHpk7FI1iA8tv73A4x61y0vw61WORo4Lmwmt/PtZVNxGxYiFcEHHHNJb/DnVFktpbifTZtkkwaGSJ2jEcjbsgZHzDp6UAdNYXXgzUtWW0sW0qe/thtVI1QvGE7D0x+lWdX1G38J2UL2uktJFPcrGyWoRMO5xuIJHU9TXOWvgvV7K8hvEurBHhvLm7yEYD549iD6Dqa2fFGianr+iWNih06b95HJdi4Rikm3BO0A9zQBRi8Q+G5b3UpdR0uGyFrfCI3M6RnzpwuQy4ySQvOT0FWZrvwNi2ilXSWCODAvlIwVmG8EccZ61zf/AArnUbW3ujay6Zbf6ZLPbQlXMSLJH5ZB5+8MAg+59aW5+EXmQWEFrrU1qlvaqjmMctMvCydfTIoA6i21TwYs0UltLpiyruljaNVBBbqRgdTj8abc6v4L1OGLU719NmHkGRJbiMFhHuxn5hkDPFYS/DQw+Jo72Ce3lsv3RdJd+5GQYyqhgpz6kZFLdfC9Tpd9BBdK8r3i3Fsku7y44w27yiAc7ckng+lAGr/bPgG0e3m83SI5LsM0R2KHk3nY3bPJGD9Oa0rq58N+CbLz2ht9Ognfbi3gwXbGeijJ4BrndF8DX+kX9tfONNdLe1nQWkULbfMdw4IZiSeVHJqzqOlav4g0TSJr1tOi1e2YtNayndCXZcY4O4EDpg9zQBYuJvB9/DOtnqNnZ3FwqI1zZlFlw/IGcHqKm0TxJ4Us9Maw0/U4BBYEQnccc+oz97JzyOK56b4c6l/aMF5Bcacjwx/ZUCQlFW3K4YAD+LJJBzSj4e6smg2+nT6jp00diym3D27IXVSceY4bPftQB0MHiHwdo+ofZLa5sLae5CysYUCht3RmYDHJ9T1qtp8nhiwGv+JrNvtLrK73Mhiy6OqhSq8Z/hFc8vgbVJb690+GCwstLuIreN50iGWCkswj+bI5I+9XSad4e1LTNI1yynvbPyr2aZ7bKEbPMJPzHPPXoPSgChoOv+FtS0rT5b/S7HTLjUX+0RWssakkliEckDAZuozz6V1OmeJNI1i6ltdPvop5oRmRE6rzjn8RXGnwFqaPZ2n9qWYtXitVuMxfvC1vyPL56HAzn39a6rwpoDeHtKe0lkhlkaeSXzI49uQzE88nnmgCPxCs/wDa+gSQyFdt2Q6kZDKV56d/SuirnteuJINd0BSq+RJcOrseobb8oH1NdDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyfxDA/4RuEkHct/asNoJIxMuTx7ZrrKxvEuq/2NpS3fkJPm4hh2sePnkVM/huzQB51ceOtas9PQfa1F2tvcGQSRZ2Os6quRj+6x4qpf+OPEOn2UkT380h/tGWGO5S3AYgKCuRjGzJOT6V22p+N/DFnHcMUF3JGCzRwwb2f5wrY9cNjP4Vl3Ot+HNe1mfTNYgktZYJmht3QMokXbuZSRxkjqKAOlm1O9tPAr6mJEvL2O083dEAVd8dscEf4VwOt+L9Vh0ixex8Rid5A0onjtiAWCg+WxCkdSeMZ7ZroL3x1pGjeGVOg26zwWt1BZGFgUCrIcAj1GK6zULnTNDsBJNCiRFwkcccYJZ2PAVR1JNAHnF14y1keIXmTVkjsYr2GD7GYMlxJBuyGxk/Nniq6+L9Xj8ORXw18yS3csIuS8Gz7BlWLDO3AG4Acg10um+N7C9+xT3llBbRSxXNw7yJzGIZNgP15/CrkvjnwoqRQ3HyLc/MySW+Ao3bQzjsCwxmgDI0rWde1LxBEtxrCw2dvYRXc5jgBjk67hkgHBAzXa3F5/aXh2a70e6UmWBmt515GccGspvFnhy4F/aPIAkMDmXMeA0YO1tvqO1ULf4g+FNK0W0EZmtrQN5MURgKlQO+P7vPWgDhbfxPrusabf2l/NdLb/AGKW5ka4jChoxEUI9R+9wRVqLW7/AE/To9Pv9YaUW0+lOvmKEIEh+ZOOwAB/CvUdZv8ATdJ0O61a7hV7aGAu+2MEsnXFc0njDS38QTWGqabHHG5tTby+TvyZVO0OeikHgfWgDkdc1u617S9QFzrJil86NGsPIOLSZZ1CHcBz8vJBJzXd+AdTvtQ0/UIb+/W/eyvHtluBGE3hfUCo7/xx4cs/7YT7O0s1jG1xNEsH+t2ttJB74bjNb9rcxyaCb+ytRCZYTOsbpsO4rkbgKAPJbrxHqtgt6LbU5UB1ecyPEuJHGQFChgQR7cE9q9H8Z6jf6d4OlutOuEhuf3YEsgxgEgHscHHftWJb+OrC40lHls7c6nEYmuE8vMSO7YwH/vVKPG8gu0g1O0tvsRu7q2mkyTtWJN4OD1yM5oA4yXxDqdzpd3NLrV+fN0JngR4siSUSOD90YJwAAfcGltG0w+P7bYVIbVYXZeThza5bj/fI/GvUvDmuaT4k09rjTIWEETeWBJDsxwCMD0wRWTf+N/CmlavNayIxvopDGfJtSxaTAJUEDlsEfgKAIPiXrl3pGm26WV/LZTS+YyvHGDvKrkLkg4ye2Oat6je/bvhXNeXMmWl07c7sNuWK+n1pJPH/AIWuJ7OCSYy/aFSSNjDuVC2doY/wsewqO4+I3hdbF3neUwfdCNbnDkHkAHgkY5oA4tL/AFmO1tbW5v2uhZ3WmtCDb/3l+ZDgdgAeayrvxHrHiC11KK61OdkkRVS38nBSUXKqrR4XoFGck969qtb3Tb/RV1O22SWc0XnBwv3lx/OuE0vWfD+mavp9xaaTIlhd6c08M21mdB5qggr2XkHNAFazmn1DU7O3u725nv7a/vLSxvWiwygRj5mGApAORmuh8CX+s6sbi51O5kItlFm8ZVQrzJw7jHYmrd74m8PXVxe6PdLKCkczSgxlQVjAL4I9iKd4M1rQb20fTtCt57eK1RX8uWIpw3Ibnrn1oAv6zJGmpaPvZRm5KrnuSvArarm/FCzHUfD/AJOONQUv/u4Oa6SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArJ1/R11vT47SS4MCLcRTFguc7HDAfiQK1q5fx/b3Vx4VkWzhuJpFuIHKWwJkKrKpbbjvgGgDPs/h6LGO8jg1Vgsu4wE26l4CZA/3s/NyOnFRt4BF3NKx8QTM/2trmQpEu4SFNuM549axNTXxnF4ilg037fLYyFZFkkfBjSZQu3GDzGwLc+tLLHrlnfXUL/2tHYPfyGW5tYD5rDywEYcfMC2e1AGofhbC9ncW0mrzMk01vM2IQMNEeO/fvXV+IdD/t2xihW5a1nhmSeGdVDbHU5BwetcZpJ8UyeJka4utRigW4VUEtmSksO3+Ig7VJPXvmtH4jXerx2tlaaQl6Jpi7CS2QsAyqSqnHqcHkgcfhQA2P4dPFDboNadmht54SXtlYMZpN7MQTjqAMelV7T4WQ2lzbTjV5JWjXZKJrdXV13l9oBPyjJ9+1V9A1LX7jxlYLetfNBLbq7o8Txqh8kZJ+Xaw357g57Yro/F9vdXTWEVvdanbR7pGllsQOAEyN2Qe+MUAZEXwzWG6uLlNan86aN4i5gU/KzbgDng4P6VEnwptUigLam8lxGzZklgV12sQdqqTheRWBDdeIbLTbqd5Nf1CG8soGEpjKmJ9xD8BcrxjOATUAvPEF5ptlBLPriSAXaEQxuruwGYhyM4+vWgD1XW9Eh1zw7daNNIyQ3EJiLr1AxjNYH/AAgSKZXk1WRg0lpIcxAbRb8qOvc96wdMbXrzxBp9iNUvDHPDBc3R3qTA0YxLGw6ruJX9a7bxVLeDRJbXT4Hku7v9xGwVise7gsxA4ABJoA46H4UW8rXFwviC4mW6heMsI1IKtIJBznnkfiK72GwnTQ/sE160k3kmI3IjCnJGN23oK8xs01qz0NfDVvDqVvJp2rJEZbJGKG1YluGK5IAOPXiqsF/4ptbmSCC+1i4u5lu4lingO1NrDyiDtAyRnnPNAHTaf8LotOsJbK31eVbaaWKaVBCPmkQ5LdeN3enN4Bg1CWQxa/KzxXNzJII41OJJlC4Iz/Cv55rmxJ4lkTTrZ7vX7a3mvo0kAs2V41K4b523ZXPPIqzdW2u2t9eQLFrh046jmWS1i/fSL5OAw45BcDOKAO38H+FF8JafcWi3r3QmmMuWTaE4A2qMnA4qnL4FV783a6pMhN7Ne48scO8fljnP8I5rlYB4nk8SlnfWzGsIjHmxYGDC3J2/Ly+3nkgg9O+fFp3iddLntZ7zXpjLbWk0m9H3CT596LtwwXhAcc0AdHbfCa3tZIPK1iYQhYftEfkr+/aL7rE5459Kvz/Di2uPD1tpst+7y21xJPFcPCrAF+oKE4PWtTS21GDwBG0sNzHfpZE+XI++UOFOBnHJ+orzexTxbNo11Cy6xbpLJDPFvhkZs4O9Sc7gCfT8sUAet2OkRWOhRaSrlokh8rcFCk8cnA4FchD4Jhc/2dB4kkNxZaeLEKI1LxIzhgSM9wgH51v2MmsS+BlkSCSHVzaHZHctuYS4ONx4715ebPxJLcpeTafrZWSC0i1Ro0ZZpCrOXEZGOMlenY0AdjJ8MI21K5v49bulnnjmjJdA+FlGGHJ9enp0rf0Hwwuh6hcXYvHnMsEMARkA2rGuB35zXn8MPi+PVtPeaLVY4xFH9m8tGk2L5rErL82N2zaCWz7Vv+AotXg13VheW9+bSXEkc915i85Py7GJAIHdeKAOj8QztBqWhldvz3gQ7j2IPT3rfrm/E8xh1HQCGC779U575B4rpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsvXtXGhaRLfm2kuNhAEaMFyScck8Ae9alZXiC1sLzSjBqbyJbNLHyjMDu3jaMjnrigDAg+ItpPpVjqKaXqEkN1E0jeSquYQrbTu5HGQelTWvjmO68Qx6MNOmW4ed4zucfKiqGEhHXBBGKSP4eaDFbvbwtdpAYXhEa3LYRWfecc8cirOk6KtjrN3rV7c2zvJGtvA6cYiXpuJPLe9AE/iTxMugCGNLOW8uZg7rDGwX5EGWbJ44Fc1L8QNQvY55tL0mQx289rtDFS1wsoB2j+6cHqeK1vFi+H77UbKw1aW5hnEck0ckDMvyAYdSy84I7d6lj8H6AbhJrcyR5aFxHHOyrmIfJ8ufTH4UAZFz8VdOtotOZ9PuvNuiRJHwTCFkMZ5Gd3zA8DsK3dB8Ty67f3MMek3ENtBJJEbmR1wXRtpXA57ZrKbwf4WgH2oajNEkczK7JfEKS77ijYPTcTx7mti1t9H8IafqUyTusHmvd3AeQyFC3JIHUDvQA3UfE72muDSrTSbq+lREknaJlAiRjgHBOW+grIuPiRDbz6tE2k3BfTojNgSoTIgYKTwflPPQ1rX+j6FrN7BqT3BjnIWPzIbgxmQdQjYPP0NY1z4H8K2l1HZTT3kc18HiRftEnzqTuKZ6AZ5xQBW0/wAbWCXF6bHwvcprU0uZbVNgklUIG3ls4+6R+NWR8UNOfxBBpEdhdvI+EkYKf3chXdsIxnjoT61dbwNoF5PLeQ3FwLlpt5ube6YOhC7SoYHgY7VYfwnoyalDcG6uI58D5BdsvmsBgOwz8zdOaAHeFPFn/CVQyTx6TeWduACks4XbIeQQuD2IqG/8axWHi6HQH06ZjKDi4Drtzt3fd6/icVs6JptlounR6VYuTHbjG1pNzDJzz371kXXgjRZ9cfUpJbpLmaTzdi3LKpbGCQufQ0AZEHxStnjaSfR7uBXiElvudCZ8vsAAzxz61t+CtY1DWdMvZdTVUuIb6WDYFA2quCAcEgkZ61x8kPgCFX043N7IyOunLiR2ZW3bwFPYg85rvNE0nTfD9pcwWc7MpkMs7TTl2DkDJYk8dKAOR1Px7rEWrvb2mjOVt9UWx2iRSbnMZbjP3SBg59Ku2vxKt7iye5OlzoEjgkK+YpIEshjGfoQa0xoHhy51o3aTq93POt6qJc8F0UpvVQfTg/SqP/Cu/DME1qjvOGUjy4numAk2uXUEZ+baScemaAL+g+MIte1q+06K0aE2hIYySAOSDj7nUD36Vk6943ufDni6W1nga60/yImCQqN8RZ9u5u5+gFbekeHdE0vWrq+s33304JfdPvKqTnAGeBmm614Z0HVLx5L7Ed3chE3rNsdgjblA59fSgDLT4jQNqWoWP9l3JktbeS4jEbq5mVDgjA5U+xrc8LeIU8T6R/aMcHkoXKBfMDnj1x0+lZFv4K8K2k0swkJeYSAM92eFJywXngZ5Na+i6fo3h/T5PsU6CCeQzvNJPu3scAtuJ57CgDKn8eQweILzTGsZCltDNKZQ/wB4xKGYYxgZzxzng8VJ4P8AGn/CVvcKdOez8uOOaMtKH8yNxlTx0qPV9E8J7dQ1C7cbo45ZbgxTksgZcO20HjIp3hKDw1a31xa6HHIs0FtCjli2Gi25TGevFAFrxIsTav4f+0GPyhe5G7OfM2/LjHvXSVg63LENa0OFwS8lwxT5cgFVz17VvUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYHjCyvb/AEJYbBC84ureTaG25VZVZufoDW/WR4l1abQ9AudSgthcyQgERF9u7JA6/jQB59ceCNbeW5ntLZ7aS5iuI5Abwtw0qsmPT5AR7ZqxD4DvJ9Q05L2yH9lpcTSm38/IgBA2jr83zAn8a028Zavaa/p+mX8FhG8kiR3AikZ8bwxUg4+X7o69c1W/4TnWY4LWJLS2u725edlWJiEVUbG0n196AMj/AIQ/xDLqWZNOBeG1uka8NyMzvICEAH8IHH0qWx8Ea1BqQ1N7PF95ijzWusgr5BRiR0+/iuj0rxde33idrO6itbOzVCVEjEvIQAcq33eDwRnNO8aeMLzw3fWFpZ2tvM93DPIGmkKgGNd3YHrQBxNj4B8SDT7uG90y2YtLZTIizgBmif589slSea0I/BviRZfEBurf7Tc3kFxFFci4Co4kIKgr1GBx7YqxH8RNce3ki+y6d9suGtPshWU+WonVj85I7bD09RUun+OfEetXcNrY2WnRv9k+0zNLMflAZ0OBjnlQc+hoAzbext7Pxa1xGwfR7OSOXUAgLGK7Vdv/AHz3OPWuy1+2utdOiajo/lzwwyvIWL7QVKEA+/NcvfeLtSsvDVr9tbTpHurQyXpiJU4digbPQYHc1nWetax4dji0k6gLkRX1tbxsZAPlKM2BgfMOmaAGWfgvxbb6JqtqtgkU1ybYxgXIClkkLOTjpkH6mq/jG0Sz8S/Z7PTZ5LSwitgyByGz5hcrGTyQeM4rdi+IGtWPh3TdSvVsriK7SZTOm4BZwTsiIGcZ6V1Ws63q+l+GtOvfsln/AGhPLDDLFLKVRGk44bHYkfrQBheEvCWq2HiUanqX2gy7ZvMmM4Ky7myoKj0Hr0qx4n8MapqXicX0avPalIVjVJghiZXyx57EelVrjx/qtjr1tp93a6eFaTyJyk5OyQRFyMkY6gD8ay7D4jeIJ9I0wQ29jeX9yklzIwfaiRh9oQ/7VAFeH4c60r2Be1h8yPXJr2WXzRxEwIX6n2qCD4e+KUtJpMSC4DJ58b3gKXqCTcV46ZHc113h/wAX6lqnjGSwuhbxWjxs0CKpYttxkiQZU+46isWbxBrNj4t11hfQiSa7jsbVJWJhgAQuWI7semKANHw34d1PT/Fdtfy6DbWtoLQwIqXIc237x249c7u1aHijw7d6p4giuUtFuIxDGkMpkCm2cS7mI7nK4/Ks/wAM+Ndb8U3OnJaw2MKNbJd3BkLZZDIyMFGOD8u4Z+lS+KdQ143Os21jqVvAYGs2s1DbWDM+GEhP8JoAi8NeD9R0nxNZ38ttGqgXRuZxLkvvf92MegA/CofG3g7WtX157zT445DIIBDO0u1rTY2XIHfI9Kgn8eeJbd7OwW10+4vUaT7VLHJiJgj7Nqk9CetdN4s8Q6npS6ZDpcFq1zel8/aXIVAqbj0HPpQBzM3w71GSy1uzLRSABxpczv8AMBKQ0gb05GPoam0jwVOwsLbU9H3WguppnSS5DCJWTAUAcYLc4HTFQ2vxC1k2Ny97FYxSzW0VxZ+XubaHcJtYdznkVfs/Fur3+m2F8sUREc9zDchG272iRyDjng7emc9KAMiPwV4kttW1OdLa3NtLa3sEaRyhd5kb5CfwPfpiun8H6JqmnardXN/bJDG1nbQJiQMSyLhunTmsO18ea3/Zk2X0q5vNtrJHJuMcQE5I2HrypH4122kapeT3D6fqFnLHdwRq0twkbCCRiOdjHrigCvr0sf8AbmgW7f6yS5Zl+XI+Vcn6V0Nc54k2Lqvh+Rtwb7btUqQOqng57V0dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVTUNOtNVs2tL6BJ7dyC0b9Dg5H6irdFAGXdeHdHvb5L25023luU27ZWT5htOV59qY3hjQ3hETaVamMTGfaYx989W/Gq954iltUhxpzyM0kiyhXyIgpwCSB37cVly+Nb22lSO80b7K8jnYHnLfJ/eO1TjJ6A0AaN54I8PXcN1H/AGfHAbojzngG1mwQce3TtWleaJpmoGI3ljDOYkaOPzFztVhhgPqK5ibxjqqtHEunWqSlBIweWQrgnAwQmM+xxUOoeL/EmmvJHNoto0kZG4RzORgkDO4qB36ZoA6NvCXh9oJYDpFr5csaRuvl9VT7o/CrMGg6Va3Hnwafbxy+SLfeqDPlj+H6VzcOv+J55VC2mkqGkChHmcFgVB4YAjjnt2xVa51/xgLtYUTRbcsFdVlErZBIHDAgNjvj1FAHRDwh4dFobX+xbIwkEbWiB4JyRk84zT18K6EsiyLpduHWUTg46OBgN+XFcrceKPFLXUkdqukLFHv3TPHKy5U4IPIx+uarWvi/xbe6e19ZrotzbxgiQhZEZWzjBUsSMUAdPL4J0p72yljUw2lrKZxYxqBE8uchyMZyDWvqekWGswJBqFqlxFHIJVV84DDoa4dvFXicy/ZoJNHnu9oZkSGXYo5y2/dyAR0xk0y38U+L5RCZDo6BhJvPkyfIy5wpG/OTj9RQB2UnhnQ5dSbUZNLtXvGYMZmjBbI4B+tQyeDvDksEcD6NZmOOUyqvlgAMTkn8a5B/G/iK3lmjmj01vs8QeTy4pCWOTlVG4+2MnPB4pD8SbsQm6KQmNgQlvHaytKD23c/L+IoA7q08P6RY35vrTTbaC6KbPMjjCnHpxxTJvDWi3EFzDNpltIlzJ5swZMl2/vE9c1x1h431zVPKS0t7PzSw3i4ikhCgDLYyTuPsKsp4m8QFrWIzaWZZ5xCMW8u0sRkDO7jgH8aAOrtPD+k2F8L20sIYbkQiASIMERjovpilvtA0rUpvOvLCCaX5cuy8nacrz7HmvPbXx74lv7y9srdNK8+2kwT5MpXAJDKCDhmz2yPxzV2+8U+K7K1uLsyaHJFAvzRJHKZRkAjK7vl65wccCgDr5PC2gzACXSbR1ExnAaIH94erfjV6406yuzG1xaQSmMEIXjB2g+meleXQfEXxQsltHdW2leZOxVFjjmIc/wCywz078V0UHizWJknMaaY4VA6PukC4zg44+b8MUAdEnhjQ1maUaValjGsR3RgjYDkDB4wDUEXhayttYgvbUm3ghV8WUSqsTOwwXIA64yK5bU/iDrFjqsdlDpNlLE5XF3JctHHtI+9yvAFJJ8RNbVLoJ4et2khbaAb3aGyRtYZXJByceuDQB20OgaPbxtHFpdmkbSCUqsK4LjoenUdvStKuCj8aeIY223Xh61BMZmBS+wNg7kMoOfbHNLB451W41eKGHR7SewmIWO4gvgxz3420AddfabDfz2c0rODazecgU4ycd6vUgzjkYNV7y+trCNJLqZYlkkWJS3dmOAPxNAFg153aeL9Vl1S1017uB7hdSmjuXFnKI/IUMQFf7pb5fWvQfNjYPiRcJwxBHy/X0rlpPD/h/QtL+3XT3E0FvPJeh3mZ/nf7xAB+YYJ4wepoAzrH4mw6l56WukXQlCq8HmuqrMjMRuDZ46dDzWjB42+2W2mTWekXdyt8rn5GQeUUOG3ZIpLLw34ZkWcQtOY4yqhHuJFEAAyFTJG0YYnj1q5pXhjRtGktUtXkzEkggje4LYVzlsAnkfnQBJ4Z1+XXdBOqXNn9jTzJAq+YH3IrEbs9s4PFchP481NdVmlNu9tYT20EtosgVmwZxGzEA9GDgjnjHSu60/S9N0W2+w2gEMcrMwjaQnJPJxk+54FZH/CF+F2dsxFmAWHm7clQGDqo+bj5gDigCpcfEO2themSwmVraVYAhdd7Oz7Rlc5APBzjGDUcnxHgjlsI30y5R7iRY5Q/y+WWYrxn7wyOvTFao8MaGlxI0kkjNc42JJdMcENuymTkHPPHpSTeDPDuoTGWSFppUKqzfanJyrblDfNyQT3oAxZviZHa6nqNrPpxCW0giiAmHmyMW2jKEAgHqDyK6fRtafWtIkvEsp7aRWdBFOuCSvceoPrXPal4d8HaRpsl/fxF0jYIWSaR2Vy2QEG4kNn05roIm0vQtEeYO8VqwMrGaRi7ZGT945z7UActH8Qbu3n0qyudN/fXJCzSzSLCMmQphOqsRgnG4VueM/FFx4W0+G5g09boOzb2km8uOMBc5ZsHGeg7VDb+EvChaGWOFSQEuFR7lyCAS6sVLcgFieav6zbaBq9rE+pXEDQKxiVvtOxSXGChIIzn0NAHP/8ACaX04uHaGOCGHVILRWjbeXV1BOc+5HIqLQPEOr3mv6TDdXgeKZryGWNYwoZom+VvXpxitKx0nwprv25LaDJF7maMTMpMsR2htoPAGKelj4Y8O6/plsIDb3bJM1tI8jFRk5cEk9TQBB4q8RapZ6lc6Zp4t4gumyXf2mR8GNgwAwCMHOaytQ+Jl7pVjGk+hM+pkt/o6zbgVVUYnKqTn5xxjHXmup1rSvDepzpNqotmleN7ZWabaWUjJXg89M1kaxp3gr+xf7aubaK4tnkVo5InJMj4EaqpyM5wFx0PegDY1bxBPp3hVNZhsTPIyxMbfftI3kDGcdQWrlbn4oT2elJeXOkxoyvMs0a3BYqY32fKAuTn1IAHrXUXjeG9Q0oabeS2sdvCiyvbGcIYghB+YKeApxntVSfw/wCCza7LiDTmilVn3SyAlwxyTuJycn9aAM+88WanJJrAhjSK3s5bVY5FPzkSAFgRgjvUF38S5bOwkvpNKXyHaeO2xP8AM7xnowx8ueeea6KLw14bvJ5bmK1t5y6okm2Tcp2/dyM4yPXrWFqUfg0afPPPom9p7h7byYosSyuOWxg+gyTkUAWbHV9e1q8baYrP+y7vbeQxHzBcIYt4UEgEHJArQ8K+KT4iNzHLa/ZZ4AheBt29d2eDuUenUZHvVC08UeGbKOUw2U9vZ3IDm5+zkRzfJknPU4VeTjtV3wfd+H7mC6XQ7RrUoymaKSIo2CMocHsV6UAdPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcTHrumJq8zG31wTlWhMj27FBz1H9Kz7i90KHVJZ3tfEE1wSd0sUD7WyMZ7dPpXo1FAHn8et6FbBQul64zmHy/M+yuW25zgnPWq0+paBc30t02n+Jd8u7MaxSBMsMHC5wK9JooA8zhu/DVrI7Jo3iGJ2cO6iF+GH41bS7gKrLaeGfEFxEX3IWYDbgg8Bm4HbHtXoNFAHmsk2jTW76bb+FdcnMcjSFRHsILHLfMW5HHSrMN4bd0aDwdr0e0g4R1AOPUbua9BooA83n+z3EbxyeBta2PKJWUMgBYHP8Ae9akaW2aPZ/wgWrD94ZcgIDuIwTnd6V6JRQB5tcXkkFvIlr8PdVufObMiSyIoPvkk81NJcQyx/N4A1RWOC2wRgsR6kNz0r0OigDzRdXv7plt7r4Z30dsCx3JLGSM+3HWnPfXcLg2fw3vJI48kNJNGjFiDnjnP1zXpNFAHmdhd6jLO6x/DFrbPzky3MaqTnrwDzzUr3ep2e1U+Gxk8w7GKXUbcDgFiR0wTXo9FAHn8EWoW0qyw/D62R1bepF4nyse4+XimMdde62t4BsDabeF+1rvz/3zjFeh0UAeeTnXkTNl4BsFcqI2827Ugp6cLVm2n1xXh8zwLaK0QVImW8X5FA4/h7ZNd1RQB5xeN4wcCF/BWjXCRgeUftPC56jkVd07/hLIUeaLwtoto3RYxcHd19QMetd1RQAyMuY1LgByBuAOQDXO+N7O5vfD4Sztpbi5juYZYljIyrK4O7njA610tQ3MrQWs0qruZELBc4yQKAPLZvCWtWdtqnl2MtzIwb5DMuy6BlVhkAAltuep7Y6GqkvhbxDdaHaxTaTJN5Ud3bC0mmUCJmbdFIp9B0/AV00Pj27W2s3nsYnYWsNzeFJMCMSvsQL6n1+ldJ4omu7fwvqNzZXX2e4ggaZJNoblRnGD64x+NAHFXHg/U7xlSfTo3X7VHNKXnyJMw7X47fMBXL3lne2fiXTTdabcMbCG3WRY5SzxkNwIyRyCMZFdZd+JdaGs2BE7wxNDDsiCApM7ozNvP8OCBisGy8U+JJ9G1eRtSEN1aSoym5gXczMD+7T1Geh9KAOt1bw3d3XjT+0ZrA31swiNvIJ/La1ZTzxjkHPPrXO23hHxJare3EVgBOZLe5hQ3ACmWOTngDuhPJyeOa9M0O6lu9Fs5biaGW5MKmZojld+Oa5K+8TatLqPlWy2ySQaqbSKEz7ROvkliX+mQePSgDDsvB3iN3sJL6D99DeSOuLhWjjiaXfggjJbBbBGD0rQ8IeD9U0m/wBTS4geBZ7d4RcC4DLIxZiG2gA556kk04/Ey7kvNNtrbSllaYQNcsr5VRIxX5D3xjPNdX4l16TQ7az8iBZZ7y4W3iEj7UUkE5Y+nFAHnzeDPER0xIY9Ls45oGgjfdLuW5KSZ83GOCB611fjLRNQvZ47uysYtQH2WS3NtLLsVC2MOMgjI6fSuSsPiRqWn2GnW0FhJqc7gy3Um4sVBkK4U+3vW9a+PdQvdR1WyjtLWNoLeWW2Z2OHK44J/E5x0xQBi2ngXXhrb3l5bpcXDW+VuHuNqKTEFaMqBlhnIHOMHpTrDwh4is9JuI5tOguZnvLa+RJJlKqy7VdR8vHAOPwq7L4z1ix12WZjaXNkILHz0WU7Y2mdlJj9e3X0rtfE+sPoPhy81SKFZngUFY2bAYlgOvbrQBw0ugazoOoDXbPRoJJY7i8neOGUl5FfBUE455B4rZ8SaHqXiFdKvxYW7uttKk1rNJjY0iAA5x2NVtQ8a6tok8EGow2LyyGMssG4kCR9q8/SqN34/wBajt3EUFn9okv5oYlOcRRxj+P3PagBtt4C1eDULcNBZyW8c8U5keUnaRGUbC9zz1PpWlB4X1X/AIV5Z6JcWto13aXMTIqudjIkobOexIzXU299dXfhdb6WNbO6e2MjKx3CNsevcV59oGveIdMsbazFxDfFbA6rcyzszSOpblEA/SgDYvfA088+s3SQ2pubjUIrq3Zv4kXy90bHHAJQ1ix/DfWPOkab7BJA1vdxx2zciLzHLIAcdBnrWhaeNdae3ZFn0q6nkuLZFZSVWMTAnafVlwOKXwJ461bxFqkUGoraLFcQStGIgQwaOQo3XrnGfagDW8I+E5/DupXM+y3jhltIIvLhY4MiDDNjtmspvCWvTadfRyw2QuJdSe6hkSd1aNHGGAYcg4/PNXvG+rX+ma3pradNGkwtrmQpMTsYKoPQdT6VjW3xD1vUPEFrb2VnbtaiOJp1LYLB03FlPoD2oA3bLwfd2p0y1llhnsLHTJLUxyZ/eyPgEkemAR+NS+BvDF/oC39zqUqNc3ZjBjjkZ1RUXaMFufw7VzcHxH1KPT9XnuGsjJbW0U8KkgZ3uRjjtjHvXSWF9rY8aQWN9qNq9u2nmYxRRYEjb8Aqx9Fxn8PWgDsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz7X/irZ6L4tbw1Do2o6jfqoO21UHORnGCc9Kp23xee71G60+38Ha9LeWuPPhWNS0eemRniuy0zwtpel6zqGrwxM99fvvlmlIZh/sqccD2rhvBBA+NHjgZGSsXH4mgDQ0b4uaVq1jq1y2malbvpmPPhaLc/Jx0XPQ1v+CPGNt430N9VtLeWCJZ3hCyYyduOePrUx8Mabaa1f69bxtHeXNsYpgpwjgc5K9z715V8M7nxhD4VuYvDel2DwC+nZ57yfG5sjhVXkYx3oA90orz7wd45vLrwFqWt+I44orjTZpo5/J4U7Ow5POeK4GX4veIDpR1tNY8PqNwcaSFczFM/d3dM4oA9/orP0TVYdb0Wz1O3/wBVcxLIBnOMjpXnOt+MvGlp8TV8OWWn2csM0LPa5JAYY4Z2P93uBQB6tRXllh4h8a6P8StM8P8AiG40+5s9RjkkSS3iZdpVSdoJ9wPzqXxH4h8TaP8AFTQNMa/tv7H1OUhYki+cBVGQzH1J7UAenUV5h4+1Xxfo3iXRxZ6taW+k397HbBFgzKucZyTxzz+dVPHniXxzoPjjSrPTDYy2F/Jst4W4aRgvzB2PQZ54oA9aorxbxHqfxO8K6hpV5catpt2L+5EC2KR7IwxHQseR9c0eMdS+IPhSOx8S6hrVmIzcpDJp0EX7pVbrljyT70Adl4v8b33hrxLomlx6SZbbUp44ftjPhUJbBGPXHNdvXk/xcmvZL7wa2lLbPdSahmB5gSgYqME88jnP4VB4lk8W/DlLfxLP4hfWLJpVjvrSWIIo3Z5jx0xQB6/RXjfjz4oSJrthoWkXrWsE0Cz3l5DCZZI0YZARR3wetVvBfizxDLr9zoVpqN1q+n3MLGx1S6tGQQyAZw2QN350Ae20V4J4RHxA8ax69a/8Jetstpc+X5oiG8uMjAAxtU49Kv8AizXPEHha60DRvEGvXNrprWr/AGrVbOLc8koJwDkcDG3tmgD2yivMvhtc6ld6td3CeJ/7e0N7dRbyNtWSNgxyrr1BweuOa9NoAKZLGk0TxyKGRwVYHuDT6rX8Mtxp9xDA4SWSNlRj0BI4PFAHFMvgqHUvsEdn82mmAYh3MnzuQinB5AbJweldRfT6Lqdld2V5cW0tuoC3EZlxgejYPFeeWngfxGsc4ksdLiLJZQqElLb1hkLM5JX7xqG7+Guu3VnciMWNu/npMIkYAyFWcnEgTKghhgMGxigDu20jwu17Y3JFsZTEI7cGXIdcYGBn5iBkA1TufDfgiexntJYbMQQtvkAnI2HpknPHpXOR+A9fg/sqGM2RgtFjb5pcsrK5YruKEng9sD2qvqPw51u8/tAAWccBlSSK3jm+WXDEkElCVHPQ55oA7zQtN0nQrK7u7G4U2ty4l3bwUUBQoC9scVl6W3g7XpI9YighW5nuCyGZirtIhKbgM/UVFD4QutO8GaZptlDbyXFncLOYZpmMbHdkjOPf0xntXPWfw21dZ4RdfZDFJKzS+VMyi3HnGUGMAc5yBg46CgDp7yw8J6fDE9tpttdS6dIgSGBwXi3SAZxnsxzz+Fad/f6BqNpJbas9usQlZNly4XLKcZHP6iud0fwhqun6fNYiy0yJ4yqpe+YzSXCiXeS/HBwPfk1XvPAGoXVpexTJpc3nNdyJ5ilmVpiCuCRxg96AN+LQvBkU9vYRW1isttmaKIScrk5z159eahsW8M3fiHU7W102F54IfOluFwQ4kBDAHPtyKwX+GV1PPd+dPa+XcgN5uX8yJtgXAAIUjjqe1bvhzwtqGl6jeXN29iEks47SFLVWGAgI3Nnuc0AZ2l3ngCbw4t60FlZWrmNXimflSrHywefUHFdPql7o99oeqx3AS+tbVCLqCM7jkKG24HfGK4YeA5tL0rOo2y3yw2UlnHBp8e5nLvuEjBsZK8evrXWaVoV/pXhCS3tJ4xrVyhlmuLhchp2AyzAenQAegoA5q98WaNd2djdzeDry6TzRbSMYVY2rK4VQxz6nIxWx4gutO0278iXwnJfQ3kkbTzCJChkPC53feYD0qHSPBeq29lpdpf3to0NrePdzRwq371sfLkt1O4lj07VtLp2q3FzptzqtxZstpJK8giDAMTwhGe475oAt3eqaJYMmmXV1awl1CLbuQMqeAMenaqEWr+EbOe4aK606GSxUQTFSoMSk4Cn0GT0rL8Q6Lf694oks4YIYrCWyCXF3LCWJG4HajA9azY/hncWa6qLOay33I2wzSh2baZN5DgkrxyBgc8ZoA6C31LwSslpbQS6Ur3UgngRVUb3yQGHvkEZpYNc8F2rtNBd6XG1q5iLptBjZiSRkdMkH61XvvCN5ca9cXlpdWQsb2ONbhJbfeyFAQDH2GQevY81n6d8Opba0gt5p7JBb3ELq8ULFpUizgOWPU57cCgDd/wCEg8LavqGnwLPa3txcrIbYqnmfKOG5xwO1Wr638O6Otvd3lvY23lDyYZGjUFQf4VOOK5qHwRq+i3iX+k6jbNMkMyskkB+Yu5cBeeOTjNauqaBq3iDQtNhvL2C3vIhvuVjjLI77cYHIIwTnrQBTuda+Htq0dpM+kJ58aMq+UuHRm+U9OmRWg3iXST4p07SbNbe5uGE0TSRkE2+xVJX8eOPasSL4bzjRpNPn1SCUtZx2iy/ZMMqo5bP3u+cVa0rwdeab4ktrqfVbd7K2kuJLWBYAjsZTltxBwccdBQB3FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBU1HULfStPnvrosIIV3OVUscewHJrw3wx4v0ex+LHiHXLq11AW18FW1n+yPxzzkY4r3wgMMEAj3pvkx/8APNP++RQBn6xqlvp+g3GoSiVoFiLHyoyzYI9BzXmHwd1y10zwVrH2yO6h+z3klw+63fOx8bSBjnp2r2EgEYIGPSmiNACAigHrx1oA8G8EW8niHwh480O2inju765mubfzYmVWVj8vJ7kirfhbxnoum+FYNJ1HwjcnXLKMWwg+w7vPkHA+fHGe+a9vVETlVUfQUnlpuzsXPrigClojSvoto89ilhK0YZ7VCCIif4eK8x1/W3sfjVp+oXOmajJp1tbNa+eloxVZG7g9x7169SEA9QD9aAPFvH9zqD/Fzw/fRaTq91p+l4aVoLdmUsTn5ex7ZrQ+KSXlr4n8JeJ4dLub6x093adIUy67tu3jrXrVIQCMEZFAHhPxA8U6v4jfQDF4N1T+z4b0XLJLGRLKUxkBRyBz1PWrnxB1a81DxT4Wu7Xw5rMkWmyC5m2WpbhlB2j1I6GvasDOcdKWgDyT4q6tqN3BoMFjoGqXUYuI72YRwZwq87cjO1s9qp/GLUb/AMQ+ENPsNO0LV3muWS6YC3JCKP4Xx0b2r2eigDx7xU+v6r4X8DtpWh3DXENzHPLBMhVo2iXGGP8ACDg9fao/GGtaz8RdHg8Mab4b1bT5LqVTdXF5FsiiReTz/Fz/ACr2WigDxfxN4T1jwX4o0vxd4fs21OOC3S0vLVFJkdQoXcPyHQV1Oi+L/EWvXk00Hhaew0y2iYut2Cs0744WMcAfU139FAHifwmGuaJ4w1my1Tw7qFsuqzG5E8nzJEBuOGYcEnOK3PiBe65aeKYI30GTXvDM9mRc2aRBijhvvDjryMD616hRQB4h8PPD183xIl17StAuvDuhi3Mc1tcE5lf/AGVPQdDXt9FFABTJCFjck4wpOScU+opzELeQzY8oKd+emMc0AeT2OryBdLuNH16a71WS7dLuza7NxGsW58swz8oUBTnjoB3rr/BviDUdV0uzvNbudOR9QTdaQ26srHGdw+Zju4x0qjZ+NfCdtd2MFpDDDaXlszQzpDgHa4TZgDOOevTit+01vw/ea0NKtpoHvrUMUjCfcAwG2nGOMgHFAHOyvFe61rA1zWp7J4LqNLWCKdox5fBU7f49x6nB9O1Y03ia7vra8tb7XLeRHCShrTETWjCTAjY5ySfcV2mpa/4XtNeWG/nthqUUZIZ4yTGuM4LYwOBnGaqf8Jh4MVd7XVqvnHODCcuQNwOMZPHNAGV4Q8V67rXiCa3u2shb/vcwFgJoCpwowDkggZO4CsSf4h65aWN/M97p0s0EdzvRI+Ldo5Nqbvm/jBxg46V2ieMPDK6pc26TIsi2yXEs6xkAo5AX5gOpzVNPEHg3w9p7W5n3RtcSQMHhaR3kU7mB4ycZzzQBk3viPxPp+p6Vby6ppsonEcuFiCC4R3xtXLZyq9Nue2a5m+8W3l7qs+oz30QdrGRDYgmM2375VG8qQxODntXqVr4i8O6lfWttBNFLcs8kcC+Ucq0eN4GRxjIou9Y8PW2tGxnSL7UwJd/JyoIG7azY+9gZxQBylv4p1C7k1VW1y1tFt4pY0sWgJmjCqNsuc5IPXniquneLfEk/iGwsor6ymsI4IWeZ0w15uHzFMZ5HTjv1rqF8a+FTbXOoO/liNxBIz2x3ksPlGMZII6U4eNfDkcdjJAsrxzIWR4rYkQqDglv7ozQBz3g7Xb3V/Hckt7fo7y6a5+xou37MwlA2Ed2x3PPNYUes65JJbSy6s8F2mqaioaVCVRVTKrtOOMdM+tdzP488MafJfzZYG1BaSSOD74DAMVPfaSM1ft/Eej3vh6415YJBZ2+93aS3w5AHLAHrkd+9AHGJ481WS80aYswikS3+1J5YWM+amcg4JPOO4A6VLZ6pqet/CjXpdQuJJr8PMhQxBWiw3AwOvFdFL458NwP5B3nazIVWHO3agfkdhhhj3p1p480C5VliE6S7ZHkgeDa4CLuJIPtyPWgDj4fEniey0iW6hvRd2VhPFE7fZQGlRkHCn/ZbHQV0Wpz6tZN4St7vUpkMkrfbpUUYkIiY7W46E4FRX+v6PfaoJrm3kaC0ggurQRkhp3lztUoDg8gcGtfRvFcN/wCDT4h1KD7OkbSb0C5K7HK9D34oA4ex1zVtH0dFsr+SeGeBXjhNts+zIZ9hYHB6A9wT3xXQarqOqyfDiS5m1N4rn7Qq/a7JCxEfmgZ+6M/L1IGPwrTg8d6NJYtcS29zBsiWV43iG5UaQop69yKhu/iLo9pPdQtZag8FqxjmlS3yiPuAC9epyMfWgDkh4l8QSeIZdOGr3SKuqBIMWgPm2xjyWJ28AHmr8Ooa3NpGlSR+KbkzX9yYGdrJf3YXdnjbwSMcmttviToAtvOjhujKsxheJoQjxkDJ3ZOBx781fl8Z6TDqT2XlysI4PtDSIoIUbd2CM5zj2oAx77X9Rk8BaZdwXVyhmnWG6vkg+eKMMVaTYR3wO3fNZvh6PUNX8fabc6ktzcxWOnSmK5liAR2MxVX6DDMgrttA8QWniLTZbu0t5UgRtqhwvzjAIIwSO9ZWh+NV1bVNP05bF911ay3JmThECSFMYPOaAOwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKr/wClfbs/uvsnl+p378/ljFAFiuBHxCux8SLTwvPo0tpDPG7LPOeZCOm3HGKoa94r1rWviCfBfhq6isHt4fOu7yRN5HT5VH4isS2ttdt/jjolp4gvIr8w2MrW86pt3D1K9jQB7RRXlmoeKtd8YeNrzwt4Yu47OwtI8XmohNzo391O2c8VDo3ibxF4X+IMfhHxLfpfQX0ebC9ZNpLdgcdeePyoA9ZqjrE17b6Rdzadbi4vUiJhiJwGbHArxXw1rXxD1vx74j0OPW7NWtztkkkjJSIA4/dL1zz39K6DwjqHiePx7rfg3XtYF7GloJormIBJFBxgj0OD+dAGn8PvH1/rOjaxP4nt47GfSpik7jhQMZ5HqK7nS9TtNY0y31GxlEtrOu+Nx/EK80+JHg9dN+G93BpmqGwsYEaW7VkDPdtn+J+uSas/Czwz4g0zSdKvrzxA09g1mFTTxGNiA8j5u5FAHp1Fef8Axc17U9A8Kwz6e8sEctykd1dQjLwxnqVHr2rjNB1Ce68QaG2g+PX1i2a6Ek9hdMscoUghifXH92gDsPDvjHxFqHxJv/DusabDYwQWzTRBW3M43YVs+4r0OvGNXttX1f466jY6PfR6bINLjSa52FnKHaTtHQNyB9Kraeuq+D/jRp2gp4gv9Qtr6LfcC6OQTgkY9KAPcKK8d1K51z4jeP8AU/Dtlqdzo+j6ThbiSD78z57EdPzqtp1xrHgD4mWPhSbWbnU9M1aP921wcyQseMgn3oA9rorxjw5LrGjfFjUNA17xNfT2qWjT2pkKhZFI5J9wMnj+7WF8PpkufiXqMb+IdX/s/wAiWbT2nmOJo+VLc9cdRx2oA+hKK8r+Fuh3VzqOoeJ5de1G/tJZpIbJZ5DteMHG8r0zkcV0PxHtZrrQokHiRNCtPNH2qcnazR+insaAOzor51n1nS9I8a+GB4V8S6lfb7pYLtLmR3jkUnG4E8HqeldD45s9bi+MPh+Gw8R3lt/aQfC9UhCL0C9DnnrQB7PuBYqCNw5I706vEvEHh9/B3xA8JT2muarPNqN0Y7kTzblkAxnjt97pXttABUcqeZC6A43KRnGetSVFcSeTbyy4Y7ELYUZPA7UAcJa+BtXhsvKbUbLelo1rERb/AHcy7t35cY9asaF4BOieJm1OO6hMW+VwPJ/eN5h3MC3pn09BXI2ni7xGtvqha8mWACCaCa4iIOGZt6bgCE6Y56Gu7s73Ubz4ZveuZ/7Qk06RwSuH37Tjgd84oAivPCMlzq2piO+hWy1NS13C0QaUMU2Aq3YYFZVn8NZrWaKU3lmSrMHAtsZXZsXB9awxqN7banaajHf30SQafbJcO9uWM8jSEFDkencVveCdQ1q71yd9Su5f3okMlpLG37shsKV+UBRjtk5oAg/4V5O0L2Q1uH7Q2nx27qIhnMbZRsdcetaml+BZ7e8gvNQ1P7TNFfy3zKkIVZGeMJg+gAzWV42j1CHxX9t0YyxXYsVjnlSInERlXLA9MgZ9TWLrGteIrRtHijvL6SSJ1bzo4n8uZPOwQ2V+YhByTgd+9AHZaFp6weJ9U1m+tl09pQVggkcdF/1ko9A2Ez9KtT+F5pru/nsdVNvb6ifMlAiVyH2bdyMenFefane6he6jNcyrqMmp+Tfx+SYCY4EAPlhfl5LbV69QauLq2uefDfwXepRxpKIxbvDsiCfZyzNjHZ8fSgDoLT4am3neSTXJ5FkuIbh08lQC0Ywtadn4XktbqMwa25ljWRJk8pPnV23DI7EHoa5n4ZX+q3OqTjV9SujNLarIlncMWP3uXHygAe2afrL31n8UGvIxdJppS3S5e2QlmbJCjpyvIz7UAWrjwPpQ03U7Btcjjhu1nyxRN8YdgX+bPQHP5121lZQQ6NBYgia3WBYsnkOu3H6ivHmhmljmFza3U00dtqqSl7c87mAQcDnIxir9ifEsfiTT4JLy5tbZIIljiELsph8gZ6DbkPnqQeKAOos/hlpdqLtjcTSSXFsIDIQNwIbIce/3R9FFMuvh2JZZL6XXblbxt/mXHlrzGybSuOgGB1q18PbO6GhJqd/eX895eKPNW6bgFSQCq4+XIrldQutYuE1tZBqc1xEl2J7dQVi2EYiCHHJ+maANnTvAtne2kN3a+IJbnYLdYLiNFwvkE4+tdBb+GLeLwvLoUN5IVZ3Z5WAZtzOXOR06npUXh5RoHw8sWjtH3QWKyGBE+dm25Ix65ribS713T4/ECX6XET6lp66hC9kjsYpTwVG4fewVyB/doA6KT4Y2TxIg1S9QeSIpVQgLIBIZAMdgGJ49KfrPg68HhrV7PTrg3F3qF8l0TJhNmGU4H0C1zVvoOu2WuJd2V7rlyq3aLG1xny/LeBizEd/3mM+lJaQeIZ9CvRLNrTXBNvHKscbBo5Q5MjLnk8dccdKAOkn+HWl3TFZL6db2dmnuXBG6UsMEkdBjGAe1WZfh/bS3a3J1K7EyxGNZBjevy7c5+nauW1fTNXsNR1GxsIdYurU29svm5Jk8vdmRUbufaqmu2mvwwWCaLaeIJGto8wSyh8hjIOGX2XPLdqAPRvDfha18NWM8FvK8klwQ0sjDGWAxkKOB+FVtP8EWWmX2m3dtd3ivYxSRKvmfLIrsWYMO/Jz+ArhbrTvGUeq/bom1Rml1CdGReVS3MfykA8fe6H1re8BXV9o7ro+p2l2rXUrG3nmLkvtRSxIflev0zmgD0SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8n8QWM/gz4qjxkunz3Wl31t5F21uhdoG4+cqMkjCisvXvEd7qXxK8Na9ovh/VZrKJWhef7KV81WPOMjIA9TivayM9aMAdqAPH57PUPhx8R7/AFq00a9vtE1aP94tmvmPHL1PHXGahtrPV/iD8SdL8Sz6Nd6VpWjruX7Um2SVwc4A/KvZ6KAPGfCS6nZ/FnVdXi8M6nFpmshVSWVNvlkYLMwJ4BIP50/w5c6zN8atT1VfDF/bWFzGLWaWSMAKy9HyeoOO3qK9jooAw/GGh/8ACR+EtS0kbd9zCVTcTgN1HT3rjfh9q/i6GHS/D9/4Xkt7ayjMVzeyuFU4+6UXvXp1FAHE/EeHxA2m6fPoFubyWK7Uz2RUFJ4yCCrZ4xXmM/h6TxB4k02fw/4Hv/D+pW98kt5eOdscag87QThvXj+tfQlFAHkCHxHB8ap9aTwtenT5YRYvMpX5wCB5nJ6cflSeLrHxG3xX0zxDZeF5ri001RE0kcq7pw2fmA9s17BRQB5Tq2heJPCXjC48WeGLA6jb6kgN9ppk2sHxwwP+FRaNoXibxl49sfFPiTSo9HttMB+zW+7dLI3+0fTPPSvW6KAPNPiv4FvvE0dhqGhHytWhfyHmD7T5D5DflnP0JrP8efDe8l0DQm8OkrqWmxrZNJGAC8LDax/DJP4mvW6KAM3QdIg0LQrLS7YERW0SxjPfA61xvxR8Jar4iXR73SoY7yTTrkSvYzOFSYfU8Zr0SigDxnxN4f8AHWvnRNQj8OabaDTLxZksIrld5A7l+Fx7CrHinS/Hmr+LNB1yz8O2UUumHOWvA24OBuU9MAcjIzXr1FAHmfxC8L+LfEWt6NeaOmmRrpjieOSaRg+/+JcYwV4HvXoWnteNp8DahHEl4UHnLExZA3fBParVFABTXO1GYDJAzj1p1FAHG/8ACataWK32saVLZWZgLM7AkmUybFjUY5JHPbqKji+J2iy4Atr9Wa3adFMPL7X2Mg55YNxitvWbXTvEUV1oE1wyzqiTMI/vx/NlWGRjqp/KoD4P02SDTY7hpJnsLg3EUjEAliSSCAAMZPQDsKAMh/ir4ZW+urSR5y1shfcI9wcggELjnIJxyBW/4e8SW3iOK5eC2urdreTypI7lNrA4z0ye1cpbeFPDeszXYsNcnNvdtLi1hZAqMHBfaCu7hh645rrtG0CDRJ76WCeeVryUSv5rA4IGOOKAM258daXaand2E8dyklssjMQoIYIu44AOenTIFamh61Hr2nm8htriBAxUCYAFuAcjBII5rCb4e2RvLudNV1ONrgyHYkwATeMNgY57HnPSp/DZ0Tw9F/ZFvqslzcT3kiEzffaYKGZeAAMKAaAIbbxt5bW8N3ZyyzTm6YG2TISOBsEkE5z06ZrX0XW7LxTps8sUDfZsmJlkKsHGOfukjviuf1jQtF0l7a71TXL2BjJcKj5GXE3zNH8q+2RjnjrWr4M0vStP0mS40q+lvYL6UzmeQjLHGPQYxjHTPrQBz2m+MdB0ua7e00OSC2Z5VjuYdjm4MZw/fIA9+K0NU+JFhp8scMNlc3M0kuyMIVCuNu5iGzjgduuataX4L0Kz1Oee2lklEbSKLYyZjgaT7+FHQn3qCbQfC8f2XTReS2cul/6t452iZPMJAUt0OemKAFh8fxXt81tYaPqU3l24uZJWjCIqshZRknqSMfWqcHj2fV7K0lsrX7PONTjs5oXZZNwZN3DKccAg9exHWt3/AIRGyZ9R866vJob+3S3liknJUBRjIPUE55Oay5fBGiaVpskyXWoxJDOl68i3DO5aMEd85+Xgj0AoA2PCOrXOt+G7e/uwgmkLhhGMDhiOPyrnbj4nLCW2aHeMv73DtLGqkRHEnJbjH61a0TXPDHhu1i0K31KV2juRb/vVYt5kg3gE4wOtPu/BHhmC3jhvJpEjcSwoJbojcZjlup5JoArw/EuzubqIQafcNZysIY7osqq8xTd5YBOenfGKm03x4+oTaYP7HuIYr6Ca4DNIhIjjA5wDzknGKgv/AAp4Q0S1k1GZJVhsVBZIpGby227Q+0dHx3q8/hDw5dafptsZJBDaRtbw7bplLKw+ZGIOWzxkGgDIm8f3OoRobCD7K8N/aRTLJh98czYwCDwR+NWtH8aX1/qcVktoJWK3Uk28hGTy5CiouCQ3IxnI9anf4f8AhnT7N3dri2hUwvJI124GYj8jEk9ulQaf4a8OPNN/Zkkq6nZzSrHNPM5PmNhycbvnXJB9KANHwv4yTxRcFLewlijSBZJJGdSEcnHlnH8QxUt74nntfFI0WLSpZlFv9pkuRKiqiZwTgnPBxTvCWkWuk2d0Elspr2edpryS0UKpkPtk4qtPH4eufGOopcvL9vXTwlwJHZYVgY/XAJNAGPJ8RrqWyumtdJT7VDcWsQSSf5SszbQcgdsdsitSDxvHP4r/ALD/ALOlaRJjC8sZDeWdm7cR2U8jPtTYvB3hG1tzECubwIFke8Yu+wgptJb+E4xipoNK8N6T4otkjDHUZwxjjMzOEKqMsVJO1iuBnvigDq6KKzPEFtd3mhXcFhcC3unQCOUsV2nI5yOnGaANOiooAy28QdtzBAC2c5OOtS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFeM/EzxXq0vjKHwxYxan9hihWa8Om486TPQA9h0pfA2q+IZ9cv/AA9Hb65b6XJbloLnUF3SWsnb5u4NAHstV743IsLg2YU3Xlt5Qfpuxxn8a8Z8DeGtf8UHWk1vxVqT2dtfNEFgk2NI69WJ6ge1XPDdx4gj1XxX4Ek1efzLSDz7HUGbdJEpxgH160AegeCh4kHh5D4qeJtTaRiREAAq54HHFN8ZT+IbfSGn8OS2SXESu8i3Sk7lAz8vvXnXg/xlf6L8EdT168uJLu9iuZVR5WySxKhevbJzirlt8O5bvwhLrl54h1GXWprRrhbhZiEjLKWKhOmCDigDsfhxrl94j8D2Gp6lLFLdyBhI0YwMg45HY11QdGcqHUsOoB5FeGeHPEF54S/Z4+326sLt55IoWPGGZyA1YJ0jxTb2kN7YaF4gXXAFmOoLdb0uGPzEMucbcdKAPpIkDGSBngU0yRh9hdQx7Z5rxfxxpOraprPg3Um1O+0y81KeGCW1DfLA4UsWA7nNZ/xK8Ejwlaabr2n63qjai9/HE0s05bO7JzjtyOlAHvJdA4QuoY9Bnk1yPjrRvEerppg0DWk03ybgPPu48wdh79+O9ed/EzwWnhvwf/b8esancawlwubqScjIY8jaOAK1Pitoy3GkaBq7aneRT/abaAQpMQjBiMnHr70Aet7vJtw08ijYvzueB05PtTbe7t7uMSW1xFMh6NG4YfmK8t8YagdV+J2geC5p5RpbQ+bdRAlfOOPlBPcccitzRfhlbeHPGx1vSL+a2sGjKtpwJMeSO3oO+KAO9ooooAKKKKACiiigAooooAKgu/ONnMLcgT7D5ef72OKnqK5nS2tpbh87I0LtjrgDNAHjtvpfiiWK6v0sNQhnMdpHds7gvOySOZtnPI54HHFXINI1tr7TU1Cz1u8t4wj2rGZVa3YSksZDnn5do7/LWvF8SL2QQMdBKi6aFrcG4XLRzFgjH0OQMj0NMPj28nu4Lq2gcL/ZUt3LYuB8xSTaSrewDfUYoA5eLwz4m0rTplgs71Jphd8QuAQWmUryDxlc81evdM8VpFIsVpqy2f2tv3aThpNhjAUgk9m5rtbfxc954e1nWILdDaWaO1tKrZE21c5/A8fhWDp3xMuJbfTFm0/z5ri3hlmMJ4BkOBj2HegCjplh4m0zxO2py6NfX7QQbRJPOhZ/kwFQj1J5yO1ejwaTYhorn7DFHOJDcdOVkZcMc+uOM1w3/Cx9VMjSf2NbLBmZQJLoKwMR+cn2x0qxefEe5sL25E+kA2dvLFE0iTAud8e8EL/OgC/8RLLUL+x0ldPsrq5aG/SeQ2zKroqqwOCe/NcJc+GPFdroEUUWl3Ejy2U1vst51WRCZd8Zk7ZA6kd811tv8Q7yRIYG0+GS9nktxGI5fkxMjsmSe42c1Ivjq+g8Qtpt5ZWo2RP5nkzbikipvIP1zigC54I0m/0m71hb21aP7RMkyzlw3mZUAj1yDWV4s8P6lf6ne3lrpj3SpcWkogklASdY2JbA9frTV8V6xq8OjXclsLCz1C52wGGfc7LsOd3brVbTvG+r6f4e02GeFLm6u4iLS4mcsbiUSlSpA5zjnPtQB3Ov6QNf8N3OnMTC80XykHlHHI6ehArztPBPiNNG1ltR23UklnI1rbQEDFxLguAfRSox9TXpGo3Jl8P30tpcKZVgkAeFh8rgHoexBrzuLXtR8Lpp1yNWm1f7Vpsl1dWtxLvMRRN+5WH3QTkYNAFceEvEcep2kyacEL6tDdyTecDtjWIKwYY69a9B8UaZNqMWnvDZQXjW12kpimIAwOpBIPIpvhTW7zWdMiu9RjtIHuVE1rHDJuLQkAgnPfnFc9d3U+qalq01z4hn0r+zroQwwRSBQ6jByynli1AGFP4S8T/adbkj02BBfWkkI8uZceYzgq2Mc8DvRqHgPXZ7O2t5LOO4MTzq8kdyI3kL7CJehAb5SOPbFWbzx/qV1ZMrCK3EqJcQvbud6L5wjKvn1rf8L+MdT17xJd2M2nwx2caylJo3yQUk2AN7nrQBpeJNFu9U8DT6TCEkumhjXEjcOVKkgn3wRn3rnJvCusTXs14NOto7yS8+S4Ex3QwmHZ8vHY9van3fjzU7B7ySSGymRY7wxxRk7o2gJwX9mqnfePfEtnf2Fk1lp8k8ka3MvlybUMbHCqC3fg9PagDT8A+GNS0DULt722ESvEsfmLOGErA/e2gDGffJqn4o8I6zq/iDU7y3t4jbyJb7QZQDOEJ3IQQQAc989Krv42utR1USi5igiiivCLOOYiQmNflLj69MVZ0bxjql95UEEunqsMETMLmUmS4LIWJT1x+tAGJd/D7xCo0k2NrCpsYQyeZcAssnnbypO3kY9MCt/RvDms2vjFL260q0Ki7uJm1Hz8yNG4O1MY6DIHXtVOXx34hOjaNcxJp/n3UTzSgNgZVgBGM9CQeT2q7pniu71fxZZR3E9raxi7ngSyEh80hUPzMOhB6/lQB6JVDWLY3mj3VuLgW/mRlTKQCFHcnPtV+qOsQwXOi3sFzN5MEkLrJL/cUjk0AT2iJHZwRxsrIsaqrL0IA6ip6p6VDDBpFnDby+bBHAixyf31CjB/EVcoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA848Y+HNetPGVj4v8AC1vHcXSRGG9tnl2+dGOgHvWt4X1TxhrWpfadX0eLR9NSLAgd98sj56/7IFdjVe8imns5orefyJnQqku3dsJ7470AeL+B9Z8SaZq3iptO0r+1dOXUZAYInCypIeh56qe9b/h/w14lsNQ8Q+ML+yik1jUIfKh0yOUbVUYwC/TPFaHg/wCHmq+EtSkuF8Vz3drPK0txbSWygSOepznINeg0AeS+DPAOtR+ENX8LeJbO0XT7vM0DRSbmjkbnBH+yQDVnToviPb+HG8OS6ZZO8cDwrqctwCHXBA+Qc5xivUaKAPJfD3w+1vUvhfceEvE5it9smbSWN97LzkZHTgk8Uulaf8WNL05tGjk0qSGLEcF9I3zKg4zt7nHrXrNFAHl3jHwv441G98Pvpt1ZXA0p1uDPOdjyTDIOR0xg1Y+InhjxV4x03TNPtU0+BYmS5nleQnEy5+VRjleetek0UAeZ+OPDnjDxb4Es9IMOnJfPIGuyJTtXb93b9e9Vdd8I+OvEfhrTtMu59Ijns5BOZ1DZLIfkCjHHGM16tRQB5x4j8B6t4ksdJ1f7Xb2HiuwwVnjy0f8Au03w3o/xC1HVbO58WajawWdk5dbe04adhkAsRxjvivSaKAOL8L6L4s07xVrV1rGsJdaVO5NpBjJXJyPpgcYrtKKKACiiigAooooAKKKKACmuqujK4BQjBB6EU6mSKXidR1KkUAcQNO8EQXMFoI0KyyfakmErFFaNgAu/OBgtwtTzeFtAsY3XS7mGx1C0tnjSV28wxROxdsqTyDzWFD4H1mTSrawurDTJLeC0u4dkjnJlkfKOCBx796nbwl4hufFEWo3NtppgSRhxL8xjaLZyNnJHucc9qAOr0G00Y+D7e1sZYbrSjAU3rjZIv8ROPxrNXSvBKWmnzq1ittaEw2zCfCg5+715wexpuneGNQj+Gh8OSyQ2t4LYwLJbMdvsc4B57/U1h6n4D1TUtBtrAafo1uVZvNELEDO3AbOzOSRzjH1oA6I6N4OFw2mMLM3MgkHlGb95iTlsc55qOz0zwxBqmqas15Z3Cs0aOHcFYCq7Mdccj+tYT+ANSuZZp5Y7COeWa0Pmxud6JGuHw23OT+tMj+HV7/ZllEbTS4Z7OVd3lyOBeRqGUGQgAhvmz35oA3ZtL8FafaqiLaRlJFvY0jmw7sqkqRzkjGcDpirFlbeE9XvodQFpbLqd3GJtsvE2CvcZ44NV9C8E29jfpNfafp8gt7WGG3dFLMpXfu+9zj5gB7UP4Z1MeP4tbgNjHabdkm3dvdAoABUjGRjggjj1oAvPp3hXS4LLS5vssK2hL28UkuCmc8jn61QfTNAg1DT74atbwadp486C1DKEVmyN+4nODk/jUmv+ErnVfEdvqlvJbRLGFWQvuJkUZypX7pHPHTFc7rXhbXINDmLWen3axwRwpFCjM7BZgwzkcjHYUAdZFfeEYdKlhivLCOxvJZN4EwCyOfv9+vrUMH/CEqt/aQNpgBhAulVgP3fAwT6dKybf4fy/21ZahdLp8ifbZbu4gWHCANHsUIDx7n1P0qu/wxkhttQtrN7ILcR3CJNN5jOPOOTlc7Rj6dhQB09jq3hRLuytbG90/wA9IzBbJHICwUY+Ue3FROPB2o38+syf2fNc2X+tuCQfL29z249a5ZvhpePdebHc6fZyrc28yiCH+GJNvI45J5pU+GerXEk39o6rbSI8HlqsaOAGD71YqTjr1AxQBsmX4fMJLknTf9KjN07Z++qHJb6A81stL4c0CGTWT9ks0vNrNcABfMyBjn8q5HVfDl3eato1leWi/apJne5ubG222/2cgb42JJOTiul8YeG73X7G1t7C8ithEzbxIhIZSpXgqQRjOeDQBW0y38LabqV1p/2u2uL3VJJJ9kgUsyy/MVB/ukDOK0NUfwvaXdpa6nFYCZVUQLNGpKrnAxkcDPFc9pfw9u9N1nRr1b622WUEcUoETb3CIVABJwRk5yRkdM1b8WeCb3xLqTTLqUVvAFh2RmIsdyOWOSCODx1zQBZ8Rf2B4euLXUrnRbZ2urgQyXIjQGPcD8zZ6jArPvvFHhK08q7s7KyvWhtGuI3gRNyIpwNueQMntWv4u8My+J9NsrA3CRQx3CyznB3MACMLjoea5rUfhzrN3Ica3bsv9nNYrm3K5GQV3AE5xjrQBq/2l4WtZLyz1DTLS0tLKZfLknRGR5JFLnb1IIxzV8at4O/taCRZdMOoTFPKkVFMjFx8pBxnkVjXvw9urq6kvvt9v9qNwLhY5IS0RPkiNgeQSO4rX0Twiuka0bzdbNCLKK2jjjg2BWVmYsBkgZLUAdTVPVfsg0m7N/8A8eflN53+5jnp7Vcqlq0sMGkXk1xEJYUhZnjPRgByKAHab9lOl2n2L/j18lPJ/wBzA2/pVuqelTRXGk2c0EQiieFGSMdFBAwKuUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIWVerAfU0m5cZ3DH1rgPFfh7wTea402v3Fwl26BubmVEA6ADBwPoKB4S8E/ZplDXLwRFWljFzKyksOMjPJxzQB3/mJ/eX86PMT++v515+vgXwHaW7Zgf5F37mnkLYPcEnn8KY+hfD6FHuHsVaMlVD/M4Y47YPPuaAPQ/MT++v50eYn99fzrz+18NfD+/lnt7eyR5ARvXEgK54BGeg+lUodI+Gy3UmLfLM+wiTzNoPA4zx+VAHpbSxopZpFCjkksMCoINTsLlttve20rHtHKrH9DXCW+jfD68knih0oSGEMZP3bfKB3Pse1RpoHw4it0uF0iCNW5GIzkA9zjpQB30+radayeXcahawvjO2SZVOPoTTBrWlMhkGp2ZRerCdcD8c1wdt/wAIClsXj8PFxxIym13uBnhup478VM+n/D+21ZYP7Ci+0SzkLtt8qz4z9O4/OgDtP7e0b/oLWH/gSn+NH9v6N/0FrD/wJT/GuN1E+AFL2V1osDAj5tlqCOx6j8qf/wAUTaQyCTw9FFBAEAZ7Vfm3dMevHOaAOv8A7f0b/oLWH/gSn+NH9v6N/wBBaw/8CU/xrlseDSbhV8OxnyBufbaKeM/eHqKLc+BryNntNHtLjam9hFbKxA3YP485x6UAdT/b+jf9Baw/8CU/xo/t/Rv+gtYf+BKf41zN5F4OsreKd9AgdJc7fLtUJABwSR2x3qpEfDrQvcS+DUhgMiLDJJDGBIrDO/8A2QB1zQB2P9v6N/0FrD/wJT/GlGvaOeBq1if+3hP8a5fU4PCmmQvLJ4agdYivmEW6AIGxhsnqOevtVWO98NWzM6+FPKZZPKOLZclT1YdiMdeaAOx/t7Rv+gtYf+BKf40463pIGTqllj/r4T/GsJNO8J3OpyWf9k6eZYollJMSn5COD06VNeSaRHpzOdIhmtd+DiMFduPvdOnGKANVdf0Z2ZV1WxJXri4Tj9aVtd0hSu7VLIbjgfv15P51y8GreHbJ5bO30OOAvH5uwQhRKoHzMOOQOn41f1HXNN0iONr7SmjRv40i3qgxn5iBxQB0sE8VzCk0MiyRuMqyHII9jTmztO3GccZqGylWeyhlSMRq6BgnoDU5IAJPQUAeYt458SnW/wCy47KB5kDK7LGSpeMlpFB3Zz5ZTHHVqgh+I2preWSXNxp7WsyW001xEpAhVywZG5OCCB1x3rsE8Z+G2a7ZLld9rteX90QcM2wEcc5IxkU8634dt/DkuvFY49NY5kkMBGSG25K4z1oA4JPHd9dXlvqFvcJJOtlclosnyRiYKpZQewyc1reCdRnfRvFl4uqreSJcSOl1jCZCZ+UegNbb+NvCUdn55lTY8jW5VbZi24AFlKgZ6EGn2/jPwzGJoEbyIEUkM0BRJAOoX+8RmgDidP8AE97o1tocCaiSLpI7m4BjBVzJIAx3Nk8c8DGM1nan4w1wa7DqcV0s1/HDdp/ZscZxaAOqgt/eOPm/D0r0ebxn4ahtY5WDkNK1uiC1YsXUZKgY/GmTeO/CNs1zK13D5kSFnKx/Mw3BTj1+YgUAVdA8QaxP4H1O/uJ7W/vbYSmGW3OVcBcrngDI749K5q+8b67Z+HnmGrWk92zyPbvCqsJFVVOwkgAkZYfKM8V2th400O5lsrSGG4he8jaRInt9u0bynzAdMkGp9W8Q6JouoW2n3MLNM67wsNvvESk7dzY6AnigDlbrWr3XP7WA1y2XTrfT0mmtlhw3zR5Pz9Rz0xUOlaprxi8P6dbX37nULWCSB/LUlAnM24nk5XpXQt488MxfaMrIEVR8/wBn+WZM7cr6gHiq1vrfh/8Atuz1KCxv2vbwSwxiRD+4EYy3yE4UfTrQBQ+I+t3+iapDPYXSRSpp08iFot2xlZPwOc45rW8Marq01rr8V9eG9mspMW832cR71MSsOAMH5iR+FVrf4jaPNb2bahay+fcRiQiOHekcbSFFZmPQZAz6ZrQbx/oECF52mt0DzxlpIsDdFjcOvvx60AedjUdWni07WrXVrh9Qj0tpLqb7OTudZf8AUsAOOpHTPFdZ4b8R+JtR8UrBepElozyiSBhhowANu35efqSau23xL8MzW0MsAmImnaDaI1BVxjO7nH8QPWt/Vdbg0m602JrdpXv5/JQpgbeM5PtigDiNb8R+JbHX7x7SeWeCG+jt4bQWuVkVkJY7gM8euaxbfxP4sj0OOWO+mu9RFwj/AGX7M+5uGMqMSigKBjGM8jGea9K0nxVp2sao9hbw3CyLGZleSIBJFDbSVOeeaw4PiJYWcmoJrET2/wBnuJ0ilSPKyLGFJAOfvYbpQBU8IavPe+LwJ77V7hZNLiZGuITHDI+47zt2/Kw4HJ/OqOo634leXV7izvblL6H7RGmmtanYsasAkgbbyduW75zjtXdaV4j03V9Ln1CzZvKt9wlUqAyFRkg446e9YJ+JukERvHYai28ROxaAKFjkIVXJz0JNAHEwa94tuYI7SDXLryiLhxcCzYu21NypuZBznvtH41NHrXiNDqV7Lf6lH5tpZy2+23Z1C5Hmttxweue/tXob+M9FgvpbSdngeJHky6jBC9cYOe/esS0+IJGr6jHqNhNb2kQhFvGYwJDvBOTk4wcZoAwV8ReINV1O0hsdSvls7rWJbfzRalSkBj4PzL0zyCRxW/p0mtr43k0GfUbqe3t2F+bjcg3RMu1YiMZ++rH6VvT+IIJ/B8uuaYNyeU0ke6PJBBwcqD2I9apaNqOjR+IrqK20q4t9QupDHcXJhASSRV3EbsnsSaAOuqlq1y1npF5cpB57RQs4ixneQOlXarX32v7DN9hERutp8oTZ2bvfHagBmmTtdaTaXDReS0sKOY8Y2ZAOPwq5UVv5wtohcbPO2Dfs+7uxzj2qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDhfGkNq17BdNIJHgcCSEgHHHynnqeenvWbDqUkWyCOMs7MvlKrj97EeuSON/b6V3WoaTHqE0cjSvGUDDCgEEnoTkdv61Qn8J2txLAzTyLHFHs2IAu7346HvxQBhXEtq+nokTu3kS/u49vCPyQoHr7dKzrV5fsk8ixzFtmFhtHQAHA3Y7jk5I9q7J/C1i1uYg8oyAA2RkYOfSkj8KadAXaEzRyOTukRgGIOMjOOBx2oA5qSOxh0lxBdMbg3CKRNIN6nIU9eNuB92qdnJ/a9pJZOE4n8x97hXVVYDJHQcgHHTNdPJ4D0aXUI72b7TLPG+5S8uR97djHTqKnu/BmjXpuvPhc/aVKvtfbgEgnGOnQUAZN6ph1O2ltsLGEkiPKr5qgY+Zu4yenWqU8X9n6SrzCT7SQ2RFgoSD1IPcDt3rpYvCOmpYPZSPcT27HKpLJnYe5Bx1p//CLacfse7zmNo4eMs+SSPXjn0oA5CCBPtY+w3c0bxbWnyQFjTOS+O+cYAqsdRi1QZj8+O3a4kfLkAhQpRcnqDuzx7130Xh7TobiadImE0zl3fdyTxx6YGOKrDwlpwlEhe4Y4AIMmN3HfAyfX6gUAYEEcLafmwkWIwKpa0O1g3HC7v7xGT9ay2ttP/sqNJ/MdLgyKIJH2gAnhSfUHjNd/HoGmRLtSzQJu37e27AGfrxUX/CM6T5rSfZQSxJYFiQc+x4680AcIb240qSWGwg8mOSRIXjZt6mPodp7E+p6Vq6ZnTIbayt7SFYpw6yRG4UlmY9A3XO0Z9K6CTwboUyMstmWD/ezIw3c55walsfC2kaddJcW1qVkRNilnLDGcjgnGR69aAOGmu7e3n/s9baBofMlKRyMXJZShb9Dn0OTWzDfvqckNjd2CxSlhtYNuQKB0A9CufzrrpdOtJpEleBfMQEKw4Iz16VXg0HTreaOWOA+ZGgRWLk4ABA6/U0AcdqVzctNNaW6SSySok0VpPkrICcAAnsME7fap3lnWa0F3dyvDJC+xwUGGzjbt756V2Uem2kUccaQjEahVySSB9fxqnb+G9KtpWljtssxz87lgD6gE8UAc5bi6kku7gWq75ZFjiUME8pQh+U/3uKrWmuX8djBY7o90MCl3DBAW7kg8kA8YHPeu1utJsbyJI5rdSEYOu3KkEdDxUX9gaXshVrKJ/JGIywyRxjr6+9AHJX19FbWMUtzLDeRTIgWfdkiQyAFF/ix3xUd7LHqlvcxm/KyrGd9otwWV9qhht9DXYvoGlSSiR7GIuvQ88d/51ONMsVZmFpCGb7x2DJ4x/KgBdNOdLtTgjMS9Tk9KssNykZxkYzTYIY7eBIYl2xoMKvoKc+7Y2372Dj60AcRF8OlinunfVpZkuYRDIskKnIEhcZ9fvMPy9Kbrfg65X4X3Hh21llvbhQDCWYKTiQMB9AOPwrnrmXWYbCe4nutce+eQC8t4kPlxYm4KkAkDbjhc5GaoLe+KJ9Ds982uRXUFjM7IsRG+WOX5CxI53KSMe1AHc2HgYQX1rqcl67Xq3LXMwZF2sWQIVwOmAo5rO134dTzaRcW+m3rvtWT7JDKB+5Z2BYhvp0rKefxG1xqTJNq0er4kligMRMBiYKVGcYDAZHrmoLO11q/stHt5NV16JLi+cMwjKsiFe7MAdoPcgUAbnh/wdrMLWJu70QW9jeGeOIorPKCpDbyOOc8Vpw+ALK3iuYopgI5XeRN0CsyFnDnk9RkYx6Gl8dyvp3hOF/t1xCsM8AleE/vZV3AMq/7RFc1pVvrt9rmmW1zeaxHZFLh4ywKFkVw0RkJHU5Ix1wKAOlHgOFbmwmXUZ1NmcrtUAk7y5wewO7GOmK09R8Oi71dNTt72W0uPLEMpRQwkjDbgvPTknn3rg7Cz8UtbXizXmpG+s0SeRPLIjkljYkorfxB1PbjpVqa08UQ3WnzfadQET2yysIYjLsmLkspHptIHPpQBqt8ObZIVQ6rcJHEoSL5F/dpv3kZ75Pc1Yi8H266tHNFrM5mgmkuBH8rEJKMMp9j2NcMdI8Vz6ZdRu+tTm6iuFmWXgLtfKbR2LDjFW5bfXpL/AM/T7LVorFoLT7RA8Z8wxhiHRW65xQB0SfC+0Szntxq14fOs/sRYgcR+Zv4H6Ut38L7C+vZpbnUbt7aSSWUWvGxXkA3H16gGuUntPGD2M06NrcE8Ns7264JGVn+RSMckx9a9I8VPf/8ACK3P2G1lubplQeXEcNgsNxHfpnpQBiyfDiKbRX0x9WmCPKXdkgRdy4A24A46devNauu6PYXR0WCe/ktJredTalT80hC4K/iK4QQ+J9UsY7W6tdYj8mC5iZlyuXVgYnGDyT0xmrFvZ63L4q0ufVLHU5porpZo5QmYo4SuNrc4VgetAHaaH4Ui0TU57wX09wGUxwRSY2wIW3FVx15qpN8P9LuZtQ+0Tzyw3ZdxCxGIncAMy+5AFZ/xK03Xb9NNbSpbsW6St56WibnBx8rYyMgH3rHksfFKa5JM1tqRU2ckZmjYHDNEMNjdgncDwBwcc80AdjZWNjott/YM+oNLd6kJWDOoUvwAxAHAwCKqx/D+wWMxSXly8Ztra325A+WFtyn8T1rmbfRJ4tD0C+1Y38Exin/tGW4c/uWaHYXJz8vIGAPWuh8AQXc1td6pfu8k0zCCN/NLLJHGNocA8DcQW/GgCG98CeHrXUlvLq9njW5Z4BDJJlGaXqB3zkcVKPh7psFvOf7TvmuJWQi5nlDshUYAGeMYOMVl+JPDeuX2sSTw2zzSi+imt7oSjZFEFPGwnqCfTmsuLwzr1vosv9o2WoXtwrRPNGk42zFZckphic7fp6UAehtoNs3h7+wVu51j8vazq4EhGefzpYPD1tBerdJcTlhcNckF8gsUCH8MD864WPw34hm1nULp/t4uZhM0E4kVE8t4/kjbJyMNxjHB5rc8PWGtKE+yRT6TAs6vcw3x89pvlAYRtn5R8vXvnNAHb1XvZ5baymmgtnuZUXKwqQC59ATViqmpW813pl1b283kzSxMiSf3SRgGgB9nNLcWcU01u1vI65aJiCUPoSKsVV063ktdMtbeaXzZYolR5P7xAwTVqgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkPSlooA4hfG1xN9guDZtbwNf3NtcA4f5Ylc5GDxkrT/wDhP2Ej2v8AYGoHUAyhbdShyrqzIxbdgAhTn0wa0X8H6G06yukm2KaScRmdtivICHO3OOQT+dR23hLQbMR3UTOCCH843BO4BCgBOeVCk4HvQBafxJGvhSPXPsz4kjVxCzqCCeMFicDnvmsZviJAbK1uIdNuHM9s9wVLqvlqjbWyc/yzWsfDGjnQIfD6vKtrHh41W5YSKAcghs5xVNvBfhuKy+zO0ixGJ4QWu2ztY7mGSc9aAKEmvxeKNY021hs4pdJa5ZWmuQpWZkTcNi53ZBxzirWpeMpNL8QXmntZyzsGt44I0Kjc0u8A7ieOVxz9auJ4Q8P2Ooxaw0ZR7X5o2knby4vl2lgpO0cdTS3HhvQb7Vv7WlkL3Ejwyhhcna2zOzAzjGWPTqTQBGPFxk8DzeIYrB/Nj3L9lZxkyK+wruHH3h1qtqPjoaZPeJNpc5isYUlupVkXbFvUFR1yeTjirk2j6FpegxeHXgkWwvHeNUBY4LbnJLdR0JzT10Tw5Kk1uTDMdRgWJ1e43maNBhSMnnGOooA5+L4nCfw+dUTRLn5JHR493QKM5BAyc/Sr0fjqeW81UR6S8ltYWsU+VlXzGZxnbtPt3pW8J+DbbTzBdvE8SOytJc3pLBiOVLFs9O1XLPwf4e8qWeyVzHcwpEzxXLFXRDlec80AZy/EGSPVRZXmiT2+27W0kczI2xmXcnAPOR19Krf8LMll05L218P3csUzxLCzMEDeYxVckjGc44BPB61rQ2Xha/1WOeSGMahPcNcRRzvh2ePKF1XPTH6VJ/wiXhXS0Vja29pGZ0lAaUopdSSvU44POPagChb+OLya9t4W0Z491jNcyR+YGfejbdgxwTmtLTPFP9peHr/VFtlRrQSZi8zJyozg8AqfYioLXw94RuLuTT4YLea6s0YSJ5hZ4xIcnPPfrVizn8O6be3Ph2Iw287KHeKVhmYOMZBJy3pQBz8XjTV4GtL6407zra7tYppIoZV2225sZ3HBbORxjtU2ofECe1/t5IrFGbT4Wlgfe22TDBSCcYzk9iatt4d8EvBc2SGzjREWOZUutu1Q2Qp+bgbqnh8I+EbxL+2trK2YsHhufKc7hvwzAkH6GgCx4i1u40/SbJE0+G6vdQmW2SCSTEW4qWO5sfdAU9qxrvx7Lp2q6PYvpkYjuzHFKEl3GGRug+UFccdyD7VNFq3hPUNHvNJu1RNK02dbISXLYR3UfwNnJI6Z61MvhfwMuo2yi0077WNohj8wFsoOMLnqBQA/Q/FeoapqsNtc6ZFBbziXy5En3EFDg5GBwe1JfeJ9Vtb/AFJotMtn02yVg0rXOJC4Xd9zHTt1zV5dK8NaBcWtwwtLKWJXSB5ZtuAxywG49zUU6eEru9utUmk06Se3j8q4mMikKrDo3OORQBlTeO7v7LcvbafBJNFFZOkbz7A5n6rkjt29arjx/rFvrsOlXvhuXzQ0aXD2zNIkbOeCGC4wByckHmrx0jwDp9nBMyaXFbyqrxO0ow4Rsgg55wauXSeELrW1v7h7BtQt5Uj8wuAQ5GUB7E46ZoA6iorhPNtpY92zchG70yOtS1BdW4urSa3LsglQoWTqMjGRQBW0SyGnaLa2i3TXQiTb5zHJfnr3rQqjo+mRaLpNtp1u7vFbpsVpDliPU1eoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAiE8LSvCsqGRMbkDDK56ZFS15n4i0vVLvxRfypBfy2kN1Z3AFudpZVVgyqe/JGRV3wvLdz+LrqzS/luNP09WdX80tuaQ5Eb+6CgDv6pR6tYzarLpkdwjXsMYkkiHVVJwCa4r4g23iCXVtPlsIr6409YZA0Vk+1hcf8s2b/ZBq34A02/s5tXudYsGh1O4ljaWc8rKPLUfKfY7qAO3pCQBknArgdU0rVZPGN5dXFnd3sDLEbFre48tIQvDK49ycn1Fc+nhnxHPbXFnPa3X2c3VrKiibaCqjEo4Oef1oA9caRE27nA3HAyeppBNCXZBKhdfvLuGR9a8vt/DGrSW9g2q6RcXCQK0ccEV5hoG8zKuCevy4+lUD4M8SrdazJ9nmM89vOomE64m3EbF9cjHWgD1xru2VlVriIMxKqC4ySOoFSu6xoWdgqjqScAV5jP4KvftmlSaZp5t0ijRplmmDLuLKXyDzu4yCK7TxfY3GpeFL+ztbcXE8qBViL7Q3I70AaUeoWcqRvHdwMsh2oRICGPoPWmy6pYQMyS31tGyjcQ0qggevWvPdQ+Hkn9uRvZWIGlrHC0UEVz5QhkVyWwO4OSfc1QT4cXxR/N0iylkle7LyvcEtiQfu/yoA9Ue/s0mihe6gWWUZjQyAM49QO9U7TxDpd3HvF3HEN5QCVwpYhtuQCeRngGvNoPAfiZLrR7iS3tWk03yApE/31QEMD+dV5vhx4guLd/NtLMyi2nhj/0g/KWl3qfwBNAHrB1fTRPLAb+1E0KlpE81dyAdSRniqmieJLHxBPqEdgxkSym8lpgQUdtoPykHkc15lc/C/WzqGqXEItS1yHkiledsKW2kx7fTgjPpXb+BND1LRY9VbULWztTd3ZnjhtWyEG0DGfwoA3b/AF7StMjne91C3h8hC8gZxuUeuOtPh1nTZxF5d/bsZUEiL5gyykZBx9K4HXfA+u6vr+s3Ctbpa3Nu6RBpCwdjt25XHy/d5+tRD4ea02vW+pG4t0cpG7BXbZDIq7cBP4hQB3lt4m0S9tp7i31S1eGBgkj+YAFY9ASfWs/TvHWiX8Eskl0ls0bTZSRuSkRwz8dq4qL4b+Ilju/Nu9OkdpbadY8NslaJidrj0OfzxU934LvANNsZY18+e+nmuriCPEIt5Wy8JJ6ZyAKAPSxe2xsRfeegtSgkErHC7SM5yazT4t0AWjXR1W2EKv5ZYtjDemOuam1vR4tX8OXekBxBHNAYlZRwnpxXE2Pw91B7+PUru8sJZpL6K4nESHYUjQqoUepzk0AekRSJNEksbbkcBlPqDTjnBwcHtQAAMAYA7Cg5wcde1AHmUfhvVHh1KBtDU3skpMt3JdfJdKZgwwvOCFHfpjHes+X4eapc6Tb215YxTfZ7e+VEM+fnlfMR6AfKCa1Lzx/rFr/acQsrZrnS0cXSANgMWURMD/dIbJ/3TVO/+Jms6dosNxcWVnHdpI/mxMxPmIrKNyAdBhgcmgC1H4M1hZrlZrO3mkkiAgvTcEPbnyQhUDHIyD7c1Utfh/cXFtYLcaXiIXyS3MM9wCCirgkADAye1a194t8RHU9Yi061017awgjmRpJCC+9QVHoOp/St/wAJ+IxrukQSXLxR353CWBeCCpwcA8496ADxVotxqmhwWlikbCGeKQwSNhZUQglCfQgYrmNE8C3iaxYTaxZ20tpFFMRGJSRA5m8yMKMc4HHtXpNFAHK+OtE1TX9IjstLlEEm52aXcAR+7YBenRi2D7VyUnw71CTUbG9js47dlgjjMcN0US3KoVOAB83OD2r1eigDxk+E73RLSE3ukpeTTXUCCGWdpUkYE5Y4X5eO5zXpHhXR59F0EWdwU3mSSQRqcrGGJIQewreooA800fwRq+leLtI1J47SaC3F0kjCQgxrI5ddoPXAJFbfjrw1qfiS0SCwuIYgIpUO/IIZgACCOcYzx3rsKKAOR8N+Hb3SPEl/eTQ2/lXdtAplQ/NvRArDHpkZz71leKvA9/ruv3N5CtqEnjhjSdiRJBsbcSvueleh0UAeX/8ACEtpU+qXupqk+nS2kkTJGGdyzPuDBe3IHT611XgXTbrTfC1v/aG439wTNcFupY8DP/AQK6aigDzlPBusCKZvJsfNN5eyxq7sVCzcK3Hcc8Vq+F/By6Rqt7e3kFtLKTGttNyzgLGFJJPQkg9K7GigDkPF3hO48RalY3EbWxighmjdJ03cuuFYe4NYNr8PdXsNOkgtbixUy29vFKuwgO0ZO457Zz1616bRQB5RD8OtdWxhtp3sJPLtb2AOxZtpmIKkZ6Y5q7pfh57rxpbia0kigsLeJ70+VtiuLpVCoyk8sApb8hXpVFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcL4o8b3Om3gg0+0Z4bW8hhvbpyuxA+CVxnJODniq9j49ieGT7D4feGa6kUWuAqpcs2eSw7jGTWjqml+F7nxiqX0cr35hW6dNziHCHCu4Hy54IGfSrg8OeGVsNyKiW0hUJILlsKQcjYS3ynJ7YoA42/8da3aeJbiKRGt4jYQzG3YKxhcybWxzzmtEfE+VZbtpNGcW8X2oRMJBulaEjOB6HNbVt4W8H30s0dtb280sIEE3l3DFlwd2Gw2evPNSXXh3wlYtbre29rEXlk8pZpT87ycMACec+lAHPyeOtU1Ozk0630/wCxam8czebJIUjVEVTvRiOeXUdOxrp7rWLuz8NWF1DElzd3PlRgSSbFLMOWJ9Opqo+ieC7WE2kyWIWMtlZrjcy5xuGWbOOBx0rRnfw61lZ6bPLYtbyKptoXdSGA+6VBPPtQBwGk+O9X0/RbmC5W2mmtreeRZXkJ3FJimCcc8VtzeJtc1FtYitPslvBY2yOZi/z73QMMDoAK1EtPA93HJaxxaPKlrGXeNdhEaE5JI7DPNWdLg8Ka1b3Z0xNNvIZdsdyYdrhsDhWx/I0Ac8fF+vwa5BAbaxm0+SR41dZcSuwh8xRg8D0zVn4eeL9S8XQyXVytoLfywy+UGDKxJBQ564x1HHNS3t74AjgkilvdJhKybdySIGikA2ZB/hIzjPaq3hnTvCXhPVmgs9Vie8ltlG07B+7A3AnaBkkc88nHHegBniDU9at7+QQ6hb74dVhit4MbQUePpJ3I5zx6Vjy/EzWmtrZbS1sZrnEpkIkwj7JdhxkjGQM967Swm8JeJr+W6shYX13GUd5AgLcZ2tk9ccgH61Umj8C2mrf2ZLaaWl7b5nEJgGVJG4kcdcc460AJ418T3+g6PYXVlHFvncGXeQSqhcnauRu/CuWPxA1WzvLkm8tbhXvrWJYmXb5UUiAlvXGT3rqb7xR4I1jTZZLq6sL22tip2um8KTwMDH4cUuj3Ph3xJ4buNYn0q0SElo7lWiDHETHAbjPGAQMUAcHrHjjUdY0DyhqcFsFQTOyDDXH+lFAqnPy4UKTjPWu20rW9dvfGk+kztDFDZ7pJVWIkSQsB5RDev3s/7tSnV/A97FCXXT3jQDy99tgKHQuMZHdVJ/Cq+n+KvBWlwz6nDqzMLuYKXl3uxJBKqoIyF64wMdaAKHiPxdrGj+Lbq1huYJYYvIMNl5P7yffwQGBzxjPSsWLx34ok0y8lkms4DujCSEKzQlpNpDIDngeuK6uHXPBh1bUfEMWoJNdRW6GZsZ2oOBtBHXPHHen3XjrwbaQxtdSxpHdEs261ONwIzv8Al4IyOtAGHrGo6n4f1K4ddUtp7xjaR3N042LDCzkM2zcR6Vhal4u1LXLC5hu75IrODa9vLHCV+1FbgLuBzx8oB49a9U1K/wBHs7eC5u4o3hvnSBZBDvD7vuhjjoeOvHNYk/xD8NWiCF47oRKr5VbNyqBG2uDgYG3v7UAdNb3dnq2nSPBMskB3xOynuMqw/Ag15NYa3q9p4asbPR74WsVvZ3cjFod7MYnwmcnjdXY3nj/SrHVrOys0V7R5pVurkIyxwlULnBxgt6jOacvxM8NvpjX0ck7KJBEI/IIcswyoC/7XagDp9JuJbrR7O4n/ANdLAjvxjkgE8VcIyCM496htLgXdpFcCOSISIG2SLtZc9iOxqegDD0zw1b2A1E3Mz38uoPm4e4UfMoGAuBxgDNQ3+j+FbS2s7a/s9PihD7LdJVUAseMDPUmuirmvEwSTU9AiksZLpPtpkYrb+YI8I2GJ/h5IoA1/7I079+fsUGLhQko2DDqBgAj2qtp9poVjaLeWEVnFBEjKJowMKueRu+tcf4Lt9at9bt5r1tUK3UM7TrdFmRGEnyAZ+6dvbvWFp+n63pEM04ttUkWezuJJLXaxiEhk+VVTGBxQB7EjrIiujBlYAgjoRTq850R9Zbx67SJqn2doSSkkbJBCfLGF54YbuhGD1zWJaJ4x83U5tSk1RVUET21tA2WUyjmNyxBITONnbrzQB6suo2TyiJbuEyGRowocZ3KMkfUVbrxqys9UeK9ig07V7dZ21J4EliPLMi+WWY8gnnHNWrKDXxfab9mTWVBS2EAmLhFVQRN5me5OcbuvGKAPVZ7iG2VWnlSMMwRSxxknoKS7u7ext2uLqeOGFPvPI2APxrzez0/WLnQdNur651mS6/tEb4JEwIwrNzjbnbjHJyKpWSa3Lba9Z6pZ6pNb3EA8pJEeTMnmEHaSOOCOgxigD1iSaKKBp3kVYlXcXJwAOuaq2OsabqbyR2N9b3Dx43iKQMVz0zisS81y31Hwzr8WnwTTT2KSWrQGIsWcJwAP4s5FcUkF3cw2d7pPh7ULCTTtMliuZlg8h53MYCoi9WIbnJGKAPXqz59b0u2v0sJ9Qto7uQgLC0gDHPTArF8JR3GnW1ta3Mmq3c15D9qkuLxeI2wAU/2T321z8Nr/AGbNeWN3oFzf6zNeSXFveCAvGCcmNjKeFA4GMj6UAeiTXMNvs86VI/McIm443MegHvU1eUQxa5Ktm6QaszNeW/npdIWVZVbLsmeVT36dMVc8DweJxb67PrV3fvI8Z2wPCV2SfN/q2J54x04oA9LpMjOO9eQWsniEaXbxXH/CQSRvFbS6i+xhIo2uHWLABzu2Egc01Y/FMKTXNvBq5vJdHRLbzssMiRtwfGB5mwjHQmgD1+SRIY2kkYIiAszE4AA702KeKeBJopEeJxuV1OQw9jXjckvicaOguf7amtJfOISC0kV1fZ8gIYsxXOc54reh0m+h8GeCotl75lrcwtcLGroQCTu3qOcDPegD0O1vLa+iaW1njmjVyhZGyAw6j6irFePWsHieyW3S3bVI45xqMtyiQgBWBbywuE4J4IPf3qxpEGvBrC0ujq7W8OtpIJJPMJMBhJG4kZK7+oPTNAHrNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxHiLw5fajrWp3FtY2rpcWEcAklYZcq5Zl6HGRgZOenSuZtvAes20VvFc6TZ39tHJOFtHudiIHbcrjC4yOmAB0rS8Wazfab4wMg1MrbKqxLbR3BXYWidt7oByMgVofD3V5nS80zUNR+23cUoInM5dZNyhtq7ueAeRQA3TLLVvC2r3Ig0WG4h1PUUJmhk5ij2AEtkdFx60vj3wvquvXMUthBaSolu8YEkhjfcSD94AnGAeMjmjXvF2q2Ou3NvZi1EFo8KPDKpMs/mfxJz0FY8vjjxKunTMsERmtXW0u5DFtSKZpMbgScEBOfxFACT/De7v9Tvrm507Sh52pJdBmJcmLytrLyufvc+lLbfDnVYXtIJVsJE8u1VrkE+ZbGAfwZHO78MZPWp7XxV4pvbvS7EXGmwTS2888zlN+8RSBc4B4DA9u4NYK+PtR1W01CO5voGFulpd2ssQ8vezShSuM8j2PNAF3U/BOoaNoKvbWkV7JHaG2ZbYkM0jS79545A79SfSuo+HNhqFjpuoDULRYXlujIJRkGYkcttIG0dgMCovh7cyrZ+IYATILXUZvKj5yAfmxzzyTXPJ431WXTZLuTWAJ5wImtIbYbrOQyYGSRgceuaALsPw41Pz2WR9NSIpeqZBGzMxmbKkjjkUkfwtuYdbN8Lq1n3xR7vNWTCyJF5akKG2n1yRkc+tY03jXxNdaQph1DyHtrKa4dxAGeZkk2gcjAyvJwBWpceKdfF9qs0GohpoY5fI0wWx+aMRho5Q2OeTk8+2KAOk8KeEL3w/fQXE99BMkenRWRSOEpkoSQ2cn+8aqal4Cv73xU2trq0SuspkgR7cnYCm0qcMAe3OM1yek+I/F11DZJc60UW8vfsyXC24YYaInPKAcMBj6mu68TtrGk+CybfUpZNRWSNTcpECxywBwuMdCaAMlPhzfR2dtDHq8KvaRxGBhajAmRy25hnlTnp+tdH4V8P3GhaTc21/dx3k9zcyXErpF5akvjgLk+lefDXfE8F60aa1dXMhmubWOOS1ADIqZWThRk5pbHVfEsq2tnb6rqgt5Li1Q3c1rmRd6sZR8y9AccnpmgDoF+E+kC/kneeeSN4JoPLcnCh8hcc/wBmA9jVOHwC9p9j+2eIbTzrGS2JzEExBEGEakFuCWY/N36VmT3Ou6Nc+JLF7jWJzLf2/lTjdkRMo3MpA+UZ449ulUrvVtY1PSWkmt71b1tH/fMLQ5aZJ/kByOcjP4GgDoIPhXMYxFdawk0LQSI6i3HzMZTIrck8Anp3qbUvh0kuiSRX+s28Lm3lgMqWyQxgyEc4GB2rEaXV9JsNYvjqOprdWF/wCeLaWVlS4iYABVzweucDpXT61YahJ8Jri2uZLi5v5bcMxyXfczA4HfgH9KANvVPDS6l4atNJS8eA2xgaOdVDHMZBBweOcViJ8OFNpeRXGrTvJcw3MTyLGo/wBc6sxx0yNuPoa5q9XxLp9nPYWz65JHFdN9muPMJYqYsgNg5Yb+B6VNoyeI7nxRoep3MWpOWggjuVlJRFOxt7YBx16gg84oA1rr4eaRp0jXF7qrR6N57zPaSogTzJU8tjuxnnPr1qaD4bRxWyQJq8oiW6iuV2QRpwnQZUDJPc9TVT4gw6vcXN3FFZahdwNbQmzitm/diYSElnGccYU96oaJY+LoPFd27SXqTsZSDMC1q442ZO7OAOwANAHrFFVrJLpLGFb2RJLkKPNdF2qW74HpVmgDmmufFC6wUa1tRp5uuJFOWWAISSefvFuPYVhD4pR7I520G++zPALrzFdCVi37NxGfXsMmu7leFt0DyqGZDld+Gx6+v41ytx4D8N3WnrFG80cQt/syyR3TcRb9xUHOMZoAhn+IkUGv3GnHTZXijV9kqSKzOyLuYbe3B45z7Cq9t8To7vTjepo9xDFHLCs32iRV2RyDh8jPA98VdvfAfhcTyXUqSRXE6uNy3DAsWXDELnBJFZdt4W0XVvDUg8P36xQXUEdvcPcDeWhTjG0n5T70Ab0njANoMGo2unyyy3U5htYHcL5pBI3Z7LwT9KzdA8Tav4o16wuLRI7TSPspkniYB3kfcVwDxjBXr3roLvRdIvdAg0642GxjVFjZZNuNvAIYHg/SoNM8M6LpmpxX2nkxtb232MRpMSgXdu5GeuaAOf1Dx3qMWpQR2mmPPGup3Fo8MTLvlWOPOQWIA55/Cra/ES3l1Oxt7fTriSC4WIvJ/EhkGVAUAg4HU5GK0f8AhFvDz3r3ik+c8klxlLkgBmBV2AzxkE5qJfB/hvS3g1IRvF9jjAR/PbBVRxkZw2B0zQBPqniuHTNettLe33GZlHmmVVAz7dTjFYknji8+2HUorC4bRktJZdg2F5ijhdy9xjnrWm+heG/E88OtlnfzNjriVkDMv3SV9aYuheGPDRk1AB0Vg0JTzmdQJG5UJnABY0AUbz4hx2NteXcOlLJaxzhFmS4QCX5A7H1yAQMc5NTTfEOOLUIoE0m4kt2NrvnDqBH5/wBzI6nnrirc/grwveWlrpxhURWiSJFHFOVIV/vZwcnPvUlp4R0FmlMTPcAyQPj7QWC+SMRjr0HXFAFM/ECH+y31H+y7tbUyCK3lcriZixUDgkjpnntRD8QbeW6srZtMu45rptgEuEBOcHbuxux1+lRvovhK3m/sp7lmjvnaSKAXDGOJkbcxQg4Q5b9a0f8AhEtFN3ZlZZ/MtiJEjNyzb8cgkE8/WgCPxL42i8OX/wBlbTLu7225uZXhKgRxhgMncRnk9qyrn4o2lrpf2x9KvFZZZUkhZl3qIwpYjBOThgcfXkVualYaDq+rXdreoxuhZhJiWZB5JYHGenUCqd94F8NahC0c25ftDSMpjuCpO8KGxg8j5RQBQ1Px6Df2AsEkjslvFivJ5AuCDA0u0A89NpzxW7oPiiLXlu/LtZoDbqrfvBkMGGR/+qsu38FeGY2bU/Plnt4huObktErLH5bMQDjdtGD9Ki0fWPCemaW8sGpXLRTym1zcM5dMfw4PKqARz7igBlr8QZVsbSWXSLy6SSATy3MKqqIpbbkqWz17DNbus+KodKu7ezhs7i9up4mnWGDG7YvU4PPfpULeENESwFpC8sEMsSQjZcEbkU7gBz61Zv8Aw/o2qX1pdTki6gRooZIpyjbT1GQeaAMn/hYdkdYfTRYXPm7ZTH8yZcxpuYbc5XjgZqbR/Hun6hYLeX8EmkwyCNoTduv70OCVI2k/3T1qL/hX/h59Rku0muPMVpCyJcnanmJtYYzxkVpaN4X03RZD9nklkQwRW4ilfcoEYIXAPfBOaAN8EMAQcg8g0jlgjFBubBwM4yaXpxS0AQWrzyWyPcQiGYj5ow+4Kfrxmp6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOd1U+G7XWobi+jszqzx7IfMA3uDkAfj05rH0jUPC7/AGHUFtY9OS3heeMlgFUudrggdTkda0dQ8OXUvid9VsLm1UzJGlwtxH5jKEJI2DoM5/rXNS/DPU5ILaEana+XFb+S2Yzk5l3sf6UAdS3iPwpL5eoteWbNuKLKV+YFevbIxVd/Emgt4mh8OwpbzvftI05Ayu8KDg9iSMflWBf/AAvuL9rq4mvbd7qa4cgMjCMRMR8uFIORj6Vah+HmoWlwjWmsQwx2jyy2QFrlkd02ksSecdutAHcR6fZxMrR2sKsqGNSEAIU9R9K4/U9astNurpovD0Eukac4jvrhUUNGcBgVXHzAZGfrXa26SR20STSeZKqAO+Mbjjk47Vy+o+ELq9vbzyNalh02/YNdWZhDbugYK2cruA560AMXx3oG+eGwIN4yyMEaMxq7ouSpbGM4/SoNN8ceHbjTPtT2/lSSLFLNGtvnJc4BHHzc96jHw4UCGP8AtRzDDcXEyoYh/wAtV24Jzzt7GjT/AAfP/bWlLfwh7fRoQkF0GA+0ntuQdNp5oA7UQQbciBBkc/IO9c1D410OS+1GFkkhaxikdpHixvSP75XuQMiukkureO4jtnmRZ5QTHGW+ZgOpA9q4p/hqjXt5cHV52Fza3NsQ0QJAmOSS3UkHp7AUASQ/ErwzLewWJjuY3Z0C+ZalVTf9wn0z2qWf4l+H4S5c3DRDPlyCElZirbWCepBxVO88A6bbytfXutzxZForu5VQWh+VTzxliacPhhYPbiCTULl4IeLMAAG3BYOef4iSOp7UATSfEjQ009L37JdmXzZIzb+RiVNn32I7ACuvsbuLULGC8hDeVPGJE3DBwRkcV594j+Ht3czeZYXZaN5ZZ5ElYLmRwBycH5eOldzpEEtjpdrZXV2txdQwqJHwF3Y74HQUAYt942tLbWrrSY7e4eaAbWn2fuVkKFlVm7EgVlN48vf7M0yaKxEsr/Znv2iBaOJJfTvnkfnWrfeDLC91ttSN7cRJMd720bgRySbCgc+pwf0FVIPh1ptssKLqV+iqkKSKsoUTGIjYW47AAcdqAM+9+IXhXUtPe9ubGa5Fk6yxxtFliC20Oo+tdrouprrGlQXy201t5oz5Uy7XX2Irm7XwNorW80AvLh7YShUjDKvlbGzsBxkgN612KsoGNwO3g80AcxrvjaLQdUNtPpd9JbRqr3F5GgMcKtkAn15FUT8TdLc3CW1tcTyKdluqj/j4fzPL2g9vmI69qs6l4UfX/EdxPfzt/ZLwRp5MM2PNZWJw4x0+hpyfDzRUikiVroRmXzYlEuPJbcHyvH94d80AVX+I9uH8qPSrySeKJ5rqNcfuFRir5Pcgj8RVS0+IUttd3yalB5kT35isWhGN0OwOCffBqW4+Hyy+I42V2GkvaPHcbZiJpZGk3ksccg9+lasngPR3uZLhWuo5Wn89WSXHltt2/LxwMADHtQBvaffQ6lYQ3tuWMMyh03Lg4+lWqgtLWOytIraLd5ca7V3HJ/E1PQB5prXhDUL+/wBWaPTmW5lEjwagl1jepAxEV7ZwR9DVHTvAV41vo8F5ZXJtPtksl1DJcjMcZj2gYXtuGavp47vdO8R6jZ3apLbG6uIrdy3KGOFH54wF5x65NN0n4i6gdKur3UoLVo7O7hjuZIiy7IpFBDBSMnBYD9aAOj8QaTdNqHh6axtFuYNPmYvGXAZRswpBPp/WuJj8Da6dDazhtFs5riHdcSxzDc5EpbYe3K9+lacfj/X11GKwOkxzz4SdwmVzDI3ygZ/iC4J9+Kta/rmsaR4ovryzuIrqzgggEunu3zgs3OwDuR60AVdD8FTRf2Rb32nXD29uk7kTXAYIzEFQyjg89PSuduNB13QdD1m5udPZIrn7MQkcoyzrcfN06blbr6Dmt0fE3WZbCe5GgrDDJKsNpOXLKWMmz5xjPHXirB+IWqqypc6LbqsSW7XYM/zDzZWj+UY55APPrQBjz+GbmyFgkCm01G/uJk+yBi6x2UpG9cjjK8EfU11/i3QLifTdLgsrAX9lZE+ZYGXZ5vy4Q5Poc/nS6t4tvbXxWmkWOl+ekaRNPKxxgSNgbT7YJOa5ZtV1+6m0dru/aMT313cSwxyciOH7sYIHT60ASzaF4h/syG1tdCEUlxHb+fILkDyRG3Kj1OOho/4QrURol+/9mk6rLqRaOT7Rn9yZFbd6Dp0rRXxvrc1nbIbG1trq9nWK3klY7ACMksPbpxTNR8Va9ANZS4NpD9j0tLjFu5J8wsQSGIx0HpQBz9z4Z1bQrHVNW/s2X7QI9QZ5Fn3Fw7AxgAcgY/Lmt34SweTFqrS2qQ3UrRPKYGJh+7gKmenAyfdqnk8c6jaapcadNaQSy26NdMuSCbURbg3uSw21oaD4j1DWdD1C4uLGPT0W0WeGSJupZCT1HbA5oA5VPBGpjTI7OfQ4pTFFdkN5ww8zMNr568gD8qt6R4Q1pPHltrF9HcbRhwwnXZEu3HlkdTj8qn0fx9qEN1pGlX8dtdNcwwsb2OU4IZGOSMDBynT3rR8MeLNS13V9PjdrQW81i080aAlw28qMHoBgUASeLdM1PUpr+G301p4JLaNQwkUbzvBZcH2rlrHwZr9ougMbEy3Fqzo7yzBkijMxbJH97b0IrS1D4k6hpctzJLZWs1tHdT2qCOQ7yyKGBORjHY1ctPF+rXninTdHkayt2DO12wJZZFCIQqE9/wB5/wCO0AXfCelaro3gq8sDpsEd2kk5gjd9yzbmZlLegOQK5OXwT4hkt55vsSb9SSeB4mmBa2EhB3lv4sYI47ACuhvvHuo2niC4s10uBrKC8NmZjPh2byfN4XHtimWnjrWnitYrnRo0ub2REtmMhWP5lLHcSM8AdutAEnjS0j0nwZpsSz7tRsXi+xFwxMsi4GOPUHvWHP8AD/VINbsJ4FnktyI5D5cwXyZd25yc84OccdhW43jbVIbxLS40RZpIIo3uWhbcoLH+A4wccd6rSeP9WNhcXEenwCWGREe3O8yQqzEF2GMkYGeM0AZUfhXxCbzVtmmG3hu7S7iO2YYkkY5jY4OfxPTNT3/hDU4I9HfTNNlEscUb3AkudymQlN4PPBwudw9x3rQu/iTPaanp9uLO2nhuGt0kkhlZtrSnHHGAB74zVuy8eTrbT32rWCw2KXj2SSWhaZjIrlckAcKcdaAO5X7oz1xS01WDKGHQjNOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPL/Ect5ZfEea5028mtkS3tftapCXWXdKRjnhfl7iqkOveJdU1TVYLKe7hjaNp18+MgwtG3KD5MfMox1PXrXrO0ZzgZ9aoa1qcOi6NdahKVAhQkbjgFuw/E4oA811vVfGB0Sz1OC5lso72dpfLaMs0K4+SM7UY8kenfrXS+I7/V4/D+jSPJdWscxX+0bm0hJkhGwnIUgkDdgHjpTLb4iwTeGtM1FbCW5ubyY27W1uVJSVQSRknGOOtUNa+IrXVlENCil3g20lxMdhWFZJNhQg9+COKAMibW9fXxJYpZX2rTwoYo5RNbFVljaM4kChOMtjksOe1Ed54uh05lmvdVxJaWk1zI9uA8BLsJtny9lA7GvVr6ZrWwubiOMu8UTOqDGWIGQOa5SHx0/wDblnpkuj3PlXDpCbzcoTzGj8wDGc9M0AczKuvT6nZC31LWX0uNEktZ2tXzI3mchwoyfl/vY45rqvCUdxdarqt/c6jqcrRXD2yW9ymyNFyCCowN31rd1/U20XQL3UUiErW0RdUJwGPpmuJh8da3b6+wvdNjOnSNaxfLIAYHkXJx3b8cUAc/rP8AwlV5rbPYWOrpq8Ul0qzSR5t0jKEII2Ixk8fjVWK18UppRCnxFcxGVWVHEkTRsI2yM8swLY7hR616N4V8aHxLqFxbjTJ7eFYzNDO2SsibtvOQAG74BPFXPEOt6hpmpaNZafYx3TX9w0cheTZ5aBSxYep4oA8x16w8Q3ujyzS2Gqy6hdaJahcRswFwkmXyo4VsYI49a73wTa31m2r2l0+oyW6Sp5DXmS3KDdtY9RuzWNH8UrltQ/s59EWO/wBzRiA3OSZFk2Ffu/3fn+lbHh/xy+sanY2s2nC3jv4pZbZxMHJCNg7lxxnrQBx82havN4fSSeHXri5uL143ieZiERWJQ7Mjg8DOR9amXR/FEdp9oSyvP7Rl0M2hlaQEpKHzg/N129Me1egeJ9ffw5YRXrW6SWvmBJ5Wk2iFSOGxjnmuOtPiNr89/Y2reH0dmSOW72MQI0kYhWBPTAGTn1oAx5PDGtf2bZfYrfVJPKlM8Mc2URT8g24Mm5ehOSTznjpXceLNGuNZ1Tw7GLad7dJ3a6kimKBE2dDggn5tuPpXPx/EzUGtdbkNjaGSzjSa1Cu22RGlKct36dRxzWg3jLXbLX9N0zUtNsoBcMqySrIzIxYtgK2ODhQcEc5PNAHO6p4d16a4kEWn38scepTSwRmbCFWZSGJDgjvzz34qkfCnilV1cPBqj3M4ZS0cyrHIWYbWB35OB/sj8a9L8c3t9p3gvU7rTZUiu0jGyRv4ckDI9+a5bSvFGsSRGyuWgWyQPafamnIuTIse4vzwRmgC/wCCrTWdBu7jTZdLuBpst3I0UslwH8lQgweSWO4g/Su8rzFfGGpWd8YbdvtU1wtjFElyw2Rl1bc5IPcDNVdT+KmrafFFMNKtZYD5iPJGzMGeKQLKVx/CE+YfSgD1iivLdT8d6xYut61rDHJLp6zw28spVAHnCKXHY7WBJqxP8QtWgtHWS0sxdx3U9tkBmSRo1BAUA55z1PFAHpVFUtKnubrSbS4vEjjuZYleRIzlVJHQVdoA4u9uPCy6tbm402IzLfSwCUbdqSGEs7Ng91GDnmr2mf8ACHSOdP0xdKLXkCymCBU/exDoxA6is7U/CV2NVk1O3vYVDahFefZxCAXCIVZAxPVgev4U/wAC6IbY3uqz2U9o91IRbW1xtLW0Oc7BjgDcWOPpQBqa03heHULSTWTp6XcSkwG4wGUDnjP0/SoZr/wdJeNqU0+ltcqkcjXDFNwU/cJPp6UX/hiW71+W+E9uba4RVnhmt97DClco2flOD6GsFPhvdm0uraXVIGSS2itYsWxBVEfdk/Nye1AGxbL4IuLh7e3/ALKlk1FfOMQKt5ygk7gvTqD09KpfbvA1wsSxwWBtCrlp12xrGIGDHPIOAxzkcVLrnhC/vtUtrnS9QtbOOB4m8v7PkjaSTggjqCe1Q2XgCeFrOC71CC6sLaS5/cvbYZ4pc/IWz2z6YPpQBpajf+Dbm4W91G50ySW32KJZXXKbxuQfj1H51OLHQtFXT/s2lxlCzpDJFFv8oMCzHPZTjmsJ/hysOlRpb3Ec19FO0oa4Q+XIpXy1RgDnCoAAc9veuq0WxutOs0tJmtjDFGiRCGMqBhQDwSeM5xQBm6Po3hy90Rbi10SFLa4Jl8qSEbicnnB6e1ZP23wzfjT0u9AkhOp77KNXiAwqE/K20/KOCRXdEbUwuF7D0rzqL4ZEXlnPLqMBniuJ5pnSDa0qyAjGd3GM9aAOxsJNE1GeeSxe1uJVjEEpQhjsGcKfbrVa0tfDOi3Uml2sdlbT3f37cYzICDgYPbGcDp1qr4U8Jnw2zEywS/uVgV0iZXZVPy7iWOcD0A71m6r4I1DUfGY1cahbrZ+ZFL5TxMWyispXhgOVY8nPWgCe2uPBVxeXumwWumtDZos08iqhjQ5KgHHQjGPxqLRPEHgzm9his9M+yzvYwySFE3c8hMHkGqP/AArvVhHFBHrkUUVvCqQmO3IJZZNy7xu+YAcYqSL4c3Iv7m+ub6zuZrp5DPHJanyiGIIwobIIPfNAGpPdeDl1y10cW1hNe3EsgEccasUZlyxbHTI71JqB8K+HkitpbO3861hlvbeHy9zgIMsyk98Y71VsfBV7putW1xa6hbR2MNy1x5C2uHO5drLuB6dxxWh4j8M3GuXaTQ3qwJ9jntJEaMtuEgHPUcjFAFW3k8GXsA8QE2P7yXe8rSA4lKbSDzjdt4x9asLZeELm4/seOCwaWeFZxDGAC0fIDAjoOvSufb4a3CiRLfUbaBGEIaOO3Kg7ImjOcN33Z/CtnQfCd5oeqWtyLu3mjTT4rKUGIhj5ecFeeM55z6UAT6pD4Z0+/s0u9PjM0VtI8OIshY0GSMdD7ZrOVvACRywyPp8LXsa3MkUsu19uMgkE5Xj0xXaMsZYbwpJyBmuP1PwRLqGsX1ys1rDDdRlTsibcflK/N82049cZoAtXNp4Ljme9uE01XsViZ3ZgBEOsZIzgexqbTfEHhuC6XTLGeztxMFmgCMqpOZCxymOpypz71gR/D7UcieTUrUXKfZfL225KZhBUbgW+bKsfTnFOvvAV48Mptp7CJ2WBI1SEosOyYyFlOSQTuxQB6DRSKCFAJyQKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAqz6haW13b2s1wkc9xu8pGPL7Rk4+lc5rGteFtTs0mutZRbeyu1LeW5AMg6KQByP0pfFmnXd1rWhXNtZvcRQvPHNsOCgdMAk+lcbF4L16C0uGW1ck7IoYg6HYBHtJOeDyevWgDpItK8JzeJJYYb2T7fcTfbQiOwUMUx8vb7pzirMHw18PweWAlywQRAgzMA/lsWUsB1OSetcxB4a1rw3PaSG1+02Vg5v5LjzQHYiPb5QH179K9QsboX1hb3YjeLzo1k2OMMuRnB96AGXX2S5tpraeVPLkRkceZg4xg/TrXLafaeErq3udWtgyraXBnlYuwZJIlKZ257AEe9c7rXgXxBca/dvazKdOluM43Ydo5mUy9ehUxrj2JqvP4L12ezl2aZHDdXS332p1uOJN5zED+PPtQB6Nql1pN9oM63rrJZz25d484Zo8ZJA69KxtM8KeE9S01J7KLzreXypM+exOU+5nngisGHwpq0bXCyaTHPJcRboriS5/49T5Wzy8d+enar/gTw3qPh/VTv06O0s5dOiWQJLnE6n5uPcd6AOj07w7onhy6lvbVBamUbDvmOwAnOFBOBz6VLqlno2rm2F9LC7QOJ4SJtpBx14PIx+FUPHejXGveHks7a1S5k+1QuUd9o2q4Lc/TNcbq3gPUrXxVLfWNvG+mMwlwZiBEqwlAoTv1OPc0AdxFZ+GJdQmvIjYvcxXAnldZFJWQrtBPPB21X03SfCOj6r/AGhZNZxXd3uWNhMCDzlggzgc9cV5roXhPV/EfhOC7tNPs7VWsYrXy3Yq0xWUMzye/wAuB/vGuk1X4ayXHiOzuLS3tk06OFF8kSsqxOpJOFH3smgDpfEr2WuWD2sWu2MFtC4+3K5RwU/unJ+U0Xdl4P1HV7O7uJbF7zYqwgTAb1/hG0H5unFcN/wrLW3s5kMVtGEuVmS2Fwdk3JyGbGQParH/AArfVbYyPb2tg0pFq0b7z+6Mchd1BPOCDigDoB4f+Hv2C7kSLT4refdazyCTZuwwZlz7EV0h8PaNPfQai1lFLcRIoilb5ioUHbj8z+deeXPw+8RXFlZ2Mi6W0dtczvHMGYOquxILDo3Xke1erRIY4kQkEqoBIGBQByup+KvC18n2HUXjmsZDIHklX90HjYZU575xVw2Pha61NWMVhJezxbB0LMhXpj3H6VyL+A9caVYGXT3tkF6quxOf3xyrEeoqbRvh9fad4h0+7nFrNFAVmeYu3mLIF27VHTFAHUah4d8P2elXkz6LBLGtsEeJIxl0TlVH07VU0rVPCt3pmk2XlWlv9stQ9vZOBlUdclfTkZ4710WpxTT6XdRW6q0zxMqBzgFiOM15gvwx1pr3Sbl7+zjXT0tWVCG5kjUqwJHbnigDp7uXwJqtrHq94lhNFL/oiTSp1Ct93pnAIz6Vl+ILXwZe3E4j1eOwuLMSTXH2dAwIbAckEEE9Oeoqm/wyvJNOsILiayvGtke12/MqCNm3b8d3HT34q2fhrdC+1SS3u7W1huYGiiWJG5OQQXB4J4xkUAdvoUdlDoVlHpzF7NYVELHOSvY881o1V06Ge3022huTEZo4wrmIYUkDsD2q1QB49rgurrxXqFm97eny9YszagoT5AdSrMhx2HTPQ1nt428VW01hAt23lRiREknibNyyzlMPheuwD65zXa6v4/gtdQnhs7BpzZ6lBZ3bFMk+YOCnqQccVOfiJ4c8q3eZZY2bLMjw8w4coS3p8wxQBgQ33iQ6bqWpya9ciBL97dY2twNqB8BgduQMcdDWe/i7XJodKdtXntZ2tZmaNLfd5sqPhVIIzyPpXav4+0fF75VreSw27mN5Vg+R5c42AnqaxYvF+mXPixNSGmSzWosVaO4jiJeIM+G3joBnvQBi3nibX7ee6t4rlbGSTUMTztATs/dKwXGDnLZH9a3PDfiTVLzxu2n319LNhDmOGArGuEUktkZU7iccn0rqLbxJo99exWsSu1xNK8exoeVZBklvTjvWnf3VrpVjc6jOmI4YzJIyJltoGT060AcJ4s1TxVo3iGVtPFxeWUiRyLDGqgIDmNgDjJO4o351Qk1vxTFq39mNqMpvYsRPCluCGj8ncZs467sDr+FdO/xE0BLI3Uv2pRviRUMBLv5gJQheuDtP5VYHjXRRKZHWeNNhLXDwkKpAyUJ/vAdqAOP1XX5NRtoriO7uZo4Lyzdd0DJtJ4bBwCRmrPhXVJ9Q+ISTX17I929jMklo0ZVbdhKMKOMfdGeprfsfF0Et7Nb31i9vBJcCKzYx8y/Ju5HY1Knjjw8xjmjaRjIqszpASYwzFQXx05BoA57Vtf1e28b3Ntb6lMJEuIFt9NaIFJomX523AZGOe/asZfFuunTJXGtSfvIoJWlkttot5Wdt0OQuQNq8Eg812/hzWfDuseIL6fTI5PtsyB5JXQgSIh2AqT2ySK19e1C10DQrzUprXzYoVDNHGoy5JAA/M0AeWXHinXorW9uDrd5Cy6bbygS2wXaxl2u2CuM7cH8au3HiTWIra2WLX7l7MyTMl8bUAzFVBRD8uME8ZwK27nxbpN3qt7oXiG0aOFmhMTtEdoVlDqsh/hIIrf0XxRomvXUmn2fzPAgkVHjwGTOAy+1AHntr4q8YSM14LhnmaeSH7AYAEj/cbwc4z96us+H+saxqmg3U+oXCXbx48pwpBJ25IPyr34rptY1Ow0HTpNQvVKwowBKR7mJJwMAfWsc+OtBgtEnBlSEyOkn7rb5TKQG3DtyR+dAHmg8Sa2bq61C21CUXVxa2q3kxhwtkxlfeuNvO0YGeetXL/wAbeIdPi0yZ9U3vsjYqkH7udDKVJztyW28nG3FdzL410uGe4gFhMzrqSacQkYPmOy7sj1AHJpG+IHhT/SFeYYtFLNmHI2htpK+wNAHG3Op3cmoSxPq949/DrjLakwlvJiZD0GMY9M11ekeJr2b4YzazqLSpdRRyBpI4fnO0kBtnr3xVm98eeHbDyXnjuAZkMqkWpJCBtu4+gz3rqYvKlt1KKvlOoYDHBB9qAPJNK8Xa/qdjBZxau/nnUo7Y3BtwWMTRFi33QMhs844xVG+8S6vq2hpBf3k8MkaQGIeRg3j/AGjBYEDjCqOmOpr0DxB4u07Qb+2tILVbiU3UMVxsTAhEhwCT0B56Ve07xP4f1W4a3t7iHfEu5fMAUFd2Mr7ZFAG+n+rX6CnUfSigAorL0G8vr3Tmk1G28i5WV0KAcEBuCPqMVqUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAct4k8WPoesafZRwwSidl83dJh1Vm2ghR79zgVnf8JzcrdX9s9vaedpwmN0gmPyBT+7OcYG6tvXdI8N393bya1FatOMeUZZdhO05GORnBP61DDceF7iJ7qVbSFtUXY4uCFacL8oyCeaAObsvGmo61b2jSwrav/aD2sot5CVI8vcCdwz1qrpPj3U430G0nME8Vwii5nkb95lpWQHgYXAHfrXRJZ+B7UeRAtgXts3Qjimy4KDBbrkkDjmsGW68ERamllH4cSYxwRSNKwULD5r5RSXb72STgc9aAIrLxLqUehvZ3EweO7e/WC5jlPnR+WzkFgRgDgj8q19A8a3+qeLpNKNov2ON5YQ+SXBjONzHp83oPStBI/BEOq6ht/stb2KFhdpuGVQkFty9Bk4zx9aF1DwLY3kesLPo8NzcAhLkFFZwDtOD9eDQBymo+KdRu/EtlenUrGzsbW6uU+yNKVkk8tSPm7EE81HF4+1+/08BLjT4LlNSt4Wk2sFMcgz0Pp0zXbWi+FdZ8QahHBYWU+o2ZVZ5TApPzL/exzxWNfTeBtL1630eLTNIe5uJClxGiIPJCjcGZce1AEOlfEGWTxZLp9/PYnTisrLcplBGY8Agk9etdPrWnapqc1tNpmqi1hSGUFNuRIzIQjZ9FJzisO7vPhzcWk80x0cxSkxSTIi8ll5+YD+71PYVq2njDwzHqVvoVtqMQuAFiihAbH3AygNjH3cY55oA4TWdT1bSrXWNHn11ftNhb2K2wI2s7koGkz1IJJBFM1D4i+IYZBpm6zhnimlRr/AEMjJjCfMRgn65ruPEWq+HdO1iKHWbW0ZpbcyvNNGGIRGGOMEkAnPt1q3oV34a1mG6TSI7SWOGc+ciwhcSHnJBHU+tAHD33jfxV5GtXNqdPaLT0izEiFnBcctnONq+taWieIvEOp+CNYuEurWe/s3Pk3EShxIoAblVJGeo4NbR8Y+E4pNReOaMyWyf6QUtzlwDtwDjD88cZqNPiB4RtbSDbdCGKdWdY0tn42nDbgF4weuaAOO0/xt4mvrbW72ScwWlonmQPJbABklZREcE9l3E59qjX4gazdaZpBh1a1E32uaK6YRqWdBIEQhd2Oe+Cetd7ceLfDVvPLayOhiEZaWRYCYgFUMFLAYJ2kECqNx4y8IabZR3BhCrJM8YjjszvEi4JBUDIOMHmgDM8b+M9Q0XXrG2sruKNI/Ja5jkjH7xXfBIJPYemaytT8T6xqWj6y8WuxWk6B/8AQlgIkgCsMNvz0I55r0DXtc0TR7OC91VQVn+SH9wZGYkZCgAGsuLx54XuLW5uAHEQgWVt9qwMqk7QACPmOeMUAcpd+P8AU9P1D7El8ly41GCNcW5Ja3ZAWbjqN3estfHOp6xpGt295eKY40tZoHTCt80wBHB44xkHkd69Cl8eeHIIbaVlm82ZWCxLbMZE2EblYAfLjI61CPHHh+HTZ7yWwuIYUupLVh9kzuKH5m4H3cnPNAHOQa1qOi2uqanp0pnsYtbnilgOXL71UJtJPAEhA/Gtfxj4k1fw14c07MrPqMkbNI8cGUZwuce3P40zWNb0y41cw3FtAbK3a0ubaQSOEmadiAXVRg42gjOecVrQfEHS5Y0kkt72GKS8ezikeH5ZGUEkg+nBoA3tEvjqeh2N8cZnhV2wMckc/rWhWfo2p2+saVBf2iSJBKCUEibTjPpWhQByEvgCzfWbzUI725jN1dw3rRLjaJY+h+h4/KoF+GunRXUF1BdzxzqX819iMZVaQyEHIOPmJ59Kwdaj8STeIdaXSLbU2Jjfy3mLRqPlXIibOw5GQMjIOTVxdNudTuNIhii8RadbTyTNP5krEgFF4Jydo3DjPoccGgDVtvDukyWl/pH9sNNLeXkl1jcu5HDfMAPQE8/WnP8AD+2Y2+zVL2JIoRA6RbEEyBtwDYHr6Vx9zZas224fSdZlS3v71o3jGJCrcR9w2M856UkWm+O59eLXF1fR3MUP7pkX9yy7OjHO3OfbOaAOz0a0trPxPqmqag9jb3sxS3WOKcthedpYHGGbHb0rR8QwyeIvBuo2+j3Mby3ds8cEqP8AKSQR1+vFcx4R0yDU7u8/tHSNTi2/Zpt2oK3zTIDuKknkZNbuvaVHpng6ay0i2uo4RIrNDYsfN2FwX2HOckbun4UAYUfhXS7VdGg1jV5otYmmhlQGRd8jQqdqDHG0Zb860tR8JaSdRZLzUXjtb6SQxWRYAGd+WZT1J4yB2OawPDWl6ifFmjXWoWWpyxRQXX2eW7yTBGXHlrIf7+A3vjFO1601y/8AFwCWGoSPb33mQXHSBIvJYLjnBO488ZoA2z8P3khxLr99JcLOs0U5Vd0eF249+Kgs/Cmk6RfRx2OvSW8sEKQ3kZKlpkLEru9CSTzXNaVa+J7PTJRcvrc9st0hu4jEwmK4O7yyWJYZ/u4FOvNN1MrdvbaZq2Jbe0SI3C75ciUk7iPQfkKAO70LwtZ+F3nuVvp5IthAE20CJM5PIAJ/GtPV9Mt9f0W40+d2EFygBeM4I5BBB+oFedT2mvJcaneGPW5mlS+jjV2JXYABEBGBjJJOD1wKqWieJY9ctby5h1mO0trizUxkts2GBhKxA/hDBc5zg5oA6+XwEJ5ppJdWuJPOlheTeinesabNp+o71f8ADnhOHw7PPJHctMjDZCrRKpijzkLkDJ+prk/hxqkt5rMgutTmmmmtfMWEyb1b5zl8gnBwVGMCm+TrlhZa5JKuuT6kHfiIkxSxs/ymPg4IXstAHX+NtJvda8NS2en7ftJljddxAA2sCTz9KwL34WWuoQt5+r3onl3tMyBdru5BLbTnH3QOD2rDkt9cudKhiNvrsaQQ3IyryK74AMfuefU57Uqr4subacOmsJr6WmIWQhbYIYhjcDwX3bunIOOgoA6WT4dx/apZ7bVri236gmoAIgysoXa/J7MPyqGL4aRW2napY22qvHDextGmbdCYlLZ5PVj27VhaNY+Irg6dp899rsVlNczmWQwtG8aeWu0Fm3EDfnk/yrqPFtrq82oaRbWU9+tmsc7XTW33mKoNgZscZOelADtU8DtqanfqkiO2nrYkiIH5QwYtjPU4rq7eIQW8UIORGgXPrgYryk2vie001lgl1y6a4t4ZLuWU7SnzfOIxjIYL2Aq3ptvrep6pptnPdavDpyfaXST5kd4xgR+YSOvX3oA3tX8DHU9VluYtUeC0uLiG4ubQRBhI8ZBB3ZyM4AP0qpofgXQbPUL60+1W96iKFaz8pQ0QJ3AsRyT6HiuUWXxFp2hLaxLrcF1cajdGSV43k/vGPaME4PGAOM9TXQaUdWl8VXd7p2neVeS6VaLJJfwvEjyBn3ZIX7wBFAHoyIEQKowAMCnU1N2xd+N+OcdM06gDL0CbUp9MEmqxCK6MjjYBjC7jt/TFalZWgwalBpzLqlytxcmV23rjAUn5QMegrVoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5DxR4f1PVdd0u8sRahLZ1DvKctt3ZYbSCDwBjoQe9cDqfhHXtN1C3ghtI7uGK2CuBGxWf96WChhyp9eldR45u7q18WafPHM/l2mn3F1HCpOGkUqAxAPzABs49Aaqab4t1y+t4kXWtPy1+1ot2YPklyoK4A7g5FABaeAtXNuJGj0+GRjdlo3y2fOXAyQOcelOb4f64bKeNbux8x4bKFNwYgCA5J/Gu91KS4ttAupFfNzHbMd6j+IL1A+teTWviHXY5YtRttXErrp9g9wrRbvO3Oyvj0xuGSPSgDpD4C1X7Ff6es+lfZ5WleKd7YtKfMcOyucjjtkc9PSs/wD4VZfw23kpqVoT5F3EDJESC0zbhjJJGPXOa0/CXivVtW8WXFleyxGLE+YMYeEpJtU4x0ZeeSam8aqZPF/htftMqrGtzMYgpKblT5Wb15zx7UAXfCfhS98PatqN3NdQSRXyxu6IhBEoUA8n+Hjiqb+B9SbXVm+32v2KOeW5RjATMzuu3DHOCBWPYaxqL6lotrZ6tJb2h003lxH9nLb2UnKgkZGfTNY1t4n1u/mtVudX1CGBtSQyzQx/KsRBKgEJnBOAQaAOvbwDe2+laVBZ6hbG5soJbZ2lt8pKknU7c8MO3UVjaT8Ob1fEc1rPOsGiWV5bXdqoAMs7RxBcls5UZHIxzXc+MBeN4L1X+zvMN2bV/K2HDZx29683udevrSNrjTr+f7QuiWZjdrcsRJ5gDKcrznuDQB2/i7wXJ4nu450v1tjHaS2ygwh/9YRkk5B6DpV3QvDcmk6hqtxLdJPHfGPCLHsKBUCYznngVwcOqeJk1Zmi1e/vfs1/LaeUbcBHXySwY4X+/hc9K1vhtqOvahf3jajevcW/koXSVGDJMSdwGQAAPQcUAaEvgrUP7Nm0mDxB9nsy2bWNLdd6ru3FWYnLD6Yqla/C0WVq8FvqrKrR3SktCD/r9ue/QEUeP7rUrbWIn0yS5W5Wxcx+VbbzuLAcNjj39q2fBTX6/wBrW15cXlxHDdfuZLtTuwVBIBPUA5xQBl2/w8txbanpS65K9tc+W89uFRmSQIFDZOSAdoIHtjpVjSfA0VtNY3cWowsILl7mRbe2jVJXK7O2ccZ79TWLrEOqQeOb2/sX1CPde2MG2JT5cqEMH3diFBznsaydKvNdSXQrNV1fEa4kgWN4wzGVtzM/RuAOD+FAHpHiXw43iFtNH2oQR2lz57L5YYv8pGAe3WueX4YJGFRNZn2RwpFEDEny7X3gnA55rlFutfh0qwsrc67HIsL7QAxJuvN+6zf3AvTtV60ttfurLxDfXes6rYy2tyVtYpptkci4DYGfU5HWgDqLXwVY6RqFlrl/qZ86zM8kzvtjidpcBic9AMDHNU5PhzZaik1uNfupbU3E0/kr5bBDKORyD65BPPpUujFdU03+x9ce7efXIpLsRSPuEMPyjYD26jp611em6HY6TcXU9pGyPdFPMyxP3F2rjPTigDj9U8L6TaXH/Ey8UfZjLHarsneJCywNkdeeWyTTtQ8KSnSk07Tl/tHTLy8E4LThPsiltxZCoywOSOveneJEjh8fWt5e6PNfWR05oF2weYDKXyFHpx3NZ+heGtUjn0m3uzqdpZ29u9z5NvOVj3mQssTAHkhcD0oA9Kghjt4EhiULHGoVVHYCpKr2Vy13aRzvby27OM+XKAGX64qxQBw954zvrTxK2kxWS3MjajFagbtgSNomctnnJG01d0bxk2ra4NK+weVPG063Q80MYShULkY6NuyPpT7jwpodzqV3JJO5vp50uSfP+eNkXaNozkDaSCPQmq/hZtNt9f12P+0o7zVJJo5LiUIEGCuEUY4PC/nmgC/4q8Tr4Ys47hrX7QG3FlEgUhVGSQOSazdT8cXNrLGtnoktyrJDIZGnRFxIPlAz1Oe1S+J7XwprdwtrrjIXht2lWXzCgEZO1vmB55xkU+Lwl4de880StK88UIRDck5WL7jKM9vWgDOPxKRLXe+kTtPGk0lzHHIpESxMFYgnG7kjFSz/ABDW0uZRcaRcLbCCaaKZZFYyeUAWG3tww/WtG58C6Hcoi+TLGFd2fy5WBlDnLK57qSBxWLq3hnw1eXlz4fhkktNRltpJFLMSuyUhWAycc4AwORQB0PhnxIfEa3jfYXtltpFj3NIrq5KhvlK8HGR+NR6r4rj03U20/wCyl7gGMoDKq70bOWGf7u05+lUvB3h208H2FyPtluscg3mKKQ+VGFHzEBiT9TV8aQmqeI49blltbm0igMdoEQFhuA3Et3HHH1NAFEePLcPGklhMhleIRHep3rIxUNx05FU7v4krbwNNFol1OkYmaYrIg8tY2CseevXtVy68C+HrfTLsSR3IhJWQssrF4whyFQ9QAc8Corfwf4VubBILcyxR3Fu0Qi+0srFXO45BOcnFAFm08bQXniNNIis5SWk8sybxlT5e/JXqF7Z6E1reINWbRdIkvFgE7AhQjSBBknHJPb8Ca5eDwRFa+L31tNYWOUTq0oQ4dowoVYm5xt49Mmun1iw0jXrJLHUGilikfciiXaSy+hBzxQBx1h420y1jsZtN8NGNr+EzytB5cYRQ+wkngtya27PxRcavrNmllbyR6e0ssUk0m352QcgDqOe9Rf8ACD+GPs0sELvHBHB9mkVLk4RN+/B54Oat2/hjQINVtdTtJDHOGZovLuTskJGG+XODmgDQ8QaydC037UtnLeSNIsSQRMAzsxwOprmE+IUmp2Go/YdMube6trN7lfN2Nu2OUZQAecEHvXR30ulapq0WjzSFryDbeBEbBXawwTj3PSs+L4f6HEJMJcHfBJbk+c2druXb8cnrQBmz+PZ/tcVxFp8qaTAZlvLiTb99IyxUDOcggjpg1Wm8Za2Z1lNstlCb22j8mZQ7GKRcn5geuRWzJ4H8PLqMtxK0oEpYvbtcERszqVY7M4ywzn6VXi8B+G4rVFjubjZLPFKshvGO90+7g5544x6UARaV8UtC1O9vYnL2ttbDcLqYjY43bfqDnsaux+OrV9Xu7H7FPtgieWOVGRvOCrk4UHI46Zq1YeG9E0Vrh1Y+S2cxTy7o4x1ICngCqF/4H0+ea6vbG9uLa8nifyyJS0aBlwSE9MUAUIvijatazyT6TcwyIYlijaWMiRpASo3A4U4BJz0ouPiMLzREvdIs5y8fkSXAkQYRXkCbDz1IycgdMetZfhbwjpceltaXOsLJbuDLbx2rSIsDRHDSKzElW555HWuik8G+Hr/ZJBfzqoCPL5F4cTbW3K0mD83Pc0Adip3KD6jNLSAYAApaAKmn6fbaZai2tEKRBi2CxPJOTyferdFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHN6/rkdjqtrp1rpf9parNE8kcQKrtjBAYlj0HOKqQ+JtCiaDTp7KO1vyNwtGjAWObGQm4cBjV/WfD815qsGr6feC11GCFoFd496FGIJBHrxxWRN4BgvLlJ21R5EFyLqQGMNvnC7d2QePXFAFm3+IGjtc6dp98Tb398oxB98ISSAGYcc4qxdeJfD2ma1/ZJjH2tYiWWG3yEUAtgkdM4JxWbF8OoIdVtNRS+/fxFDNut1IkK5wV/uHntmpdW8EW2u67PeyapLG4BUrbAJIm5CuCwPI5yMigAj8c6JPbJqGnoC8l6llMZI9jqxG7nv05q1o3i228Qa7Ja21q/2ZbNLmKeVCpcMzLwD2+XrWXb/AAzhtY5Eh1WYK99Hen90v3lUqQOehB/StTQPBq6FePdf2pdXMhtltI/MCgJEpJUDHUjJ570AZ8fxD0iGCz+020xuLiPeBbW5ZQm7bnPYZrU17xVpXhxoI7i3kcSr5reVGMRpnG4/ifrWbY/DmC1tFifVrx3SBrdJFCptQvv4HPOe9WfEngW28SXdtPc6hcxJDAYHRMHeuQc5PQ8dRQA6y8f6Tf8AiJNFhjuvPeR4vMMREe9V3Y3eu3ms+88ewabq+oWdzpc8yw3cdpCsEWXZmjLjPscHH0rVsvBVhZalBexzzkxXL3SoSMb2TYc+2KjufAthcazNqTXd0ry3K3TRqwC7xGYx2z0NAGdB8TtLdnlFlcRWSaf9vluGAAUbioUj+8WBH4VJZ/ErSLyxiuLWxvZJZpWiWCOLLFwN2PTkU6D4baLDZ/Y/tN09ubI2csbOCJE3FlLcdQWJBqXT/ANhYS2NwupXsv2OczpudQpO3byAAMYoAjm+IMCW0rf2Zdx3UbtG0LqC0e1NxZgOi1V0v4mWlzBZrLbyyvNCjPJEvyh2BIXHUcDr7it2fw3pF7qWp6iZMz3lv9kmZXGEUDt6HmudtdD8MeGdVxHq95C1hbxzXMG/5JVHyq7cc9ccUAXLX4lWN/q1lYWlnLJJdGEDLAFRIrtkj/Z2c/WtPxnf63pejyaho5tdttG0kyzqWL4xgLjv1qpYeBfDlpNcS2mVuW89POST54vNwWAPYjt6ZrS1TR7O58Ivp11f3K2kUI33KSfvMIM7i3c8ZNAHOTeLde0bxBa2d/aJfW81mk7m0XaYtz7cnPXtxUuk+NNM8ZanPot1pDm3BdkaXDI3lnkkdjmrs/hDSdceS9a/vHa6tYoQRLgiNSGGBjjJ61FBo/hbwnq8twLmaGZYHlaJ5maNIycE7egyaAKsnxBto1kmg0WR0jjZrVwygyQo4SRh/dAPbuBRrXxOtdJcpHp8t2d8mzynBDxptDMPX5mxj2rS0rwn4dtrq6aF2mluYDGYZpM+XE53FVX+EEmpLrwVoAsdPtyJLWGwjMUJim8s7DglSe4OM0AVU8cyzNqXk6JdPDZO0RmLqFZxtwPb736VQTx5camNNls4fswluLmCeN8NzGmQQfTNamo6P4as9I1kXUrC0uJVnvAspJjb5cMMcr0U0yz8G+GEnWO0dzLGzTbBcksC67WJB55FAGx4W1C41Xwxp9/dEGeeIM5AwM59K2Kp6Xplto+mQafZqy28C7UDMSQPrVygDzS78Ka9L4yv76G3ijt5/ORJklGcPDtViOuQwx+NUIvBuv2dx9uttKtIniks3W2hnwJPKEitkn13A/SugHjO7HjmTR2a1NttlVAAwIZEDZLHjvjArHsPG/ia7FrdsulLZyW8N1LlmDIrybCo9SeTn2oAhfwLrt34dSK4t4PtS2s6GMzZBZ5g+3PpgYzV+w0DWn8c2WpyaLDaW8SKjyNOJMKFwAoHKnP4VXvPiNq1vHPdx21q0chlW2tsnzI9jhQ8noDmo5/iHr1nA9peQ2UWoC7eLzI1d02qgcDHUk5xmgD1WvP/ABv4U1HW9ZS5tLaKZZLNrRZWk2tbOXDCQeuMdq0dd17VbLwnpt7Atql/dz28bbiTGm9gDz14Brmj4y1Tw5LeqyR39mDeSQ4ctIWTa2CR0GXIx2AoAifwNr5vLkiKMQBNQWMCbhzMBsGOw4/WvQfDFrJY+G7G2msUsZI4wrW6MGVT7EVm6R4nvbrQtU1C+08RvZKXVIiT5oEYfjPPfFc7/wAJtq8lvptxe24tke8TJhfiSNombaQeeoA96AO+1iCS50W+ghTfLJA6Iu7GSQQOe1edW3hHWI57e4k0uE3dv9jVLnzvmAT/AFh+v86gTx1rUN9d6hJHDMstnC1taxsdqM8hA3cdcdTW1aeL/Ed3c2Fkul2X2m4MwkzORtCEc8A4yD0PegCh/wAIhqI0O/tpdDhmvXYLJcm6w13++D7v9nAz19MUmqeBdQfxhbzWNoF02J4JYCJtogKsWcY64YnPHWrA8VappGmRztKt5bvLdwJI43SNOrHyU49cEfhXe6fcST2kZuPKW6CqJ442yEfAJFAHltn4M12JtVM2mGOO+hUPHb3SjLrITnnsQR19KluPA2uXOoaRLMssaQQqg+yTLGLdgSc7e/4V6xRQB5x4L8Natpfitry80xbeP7I8MtybgSNcOZNwb16V6PRRQB5n4n8FXmseKrvUDYmeLfaeUTPgbVY+aAOx2n+dUT4L1pLdYTpiTW227W3gNxgW7vITG/4KR06Yr1qigDy7/hAtQu7LxA99AsmoSoiWcpmOHIQBjjtkjvTZPDXiFtd0u/h0xbdLd4C6Lcg/Io+Zc/0HWvU6KAPIB4M8Sw2giht9odNSWceeMSebzHx7nb9MU9NBFxq2jabBaCxmms1t9WtkY5jRCrqdw4JOCP8AgVeuUmBnOBn1oARVCKFHQDAp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQByfiRb668R6Vp9pqt9YJNHI7tbwhlJUqQCxBA71zMY8Q2/9nRWy6k2x2MwaBoi5Ln5mIUqc9wccdDXY654lbSdUisI7J53ks57ourD5RGBxjvkmsmz+IMLxBLq0IuB5RHluMSo67jIgPO0YOaAK/gL+3jqd8+sXl/KWTLQz25WOJtx+6xAzxjgA/WqWu2mrXWv3kVnHqcUUmoW5aSCMxq8e1g/zAZIHHOa6Twx41s/E9zPBb200RjXzEdsMsiE4ByOh9jzWVqnxOttMa4lbSbqWxjklhjuUdMSyRqWZQM5HQjJoAs+Eo9eHwyjiv1uF1dYJUXzv9ZkFgmc98Y5Ncjqdprf9i28WjWfiYAyTOn2iU745BGNuecld2cZ46+1b9z8VILK0Z73Rrm3uRceR9neRSQfKEmSRnsRx611Fz4jhtfD9rqslvMpuvLWK3bAfe+NqnsOtAHnSWnid7uO/kTWnu/tNqAPmVADH+9JTO3G78KqNpniObTbkeR4kN4soN8Xf93Mgk58oZBPy9lxWtp/xI1e11PVNO1PT0nuonuZIUjlA2rHjCcDng9a3rH4hfbtXtLJNHujHMyRyTLyInZd2DxjA6HnPtQBj6N4f1O81zTobybX4LC2szIryTbN0glBVXwTn5eMHnHWug8d2F5qKaPb2qXxja+AuWs5ChEW1twJB6E4pviXxlP4e8QQWn2ETWn2Ge7mkBO75BwFAqbwt4ul12/ubC8sktbqK3hulEchdWjkGRzgYI6YoA89s/Dviv+zQ0Vnqvnz2MkE7T3IDYWYbVGW4zGCAffrViz8L6tfXlnDLp2r2uhzX7H7K12VMMIQD5sNkAsMgc10er+IPE/2qIW1taKU1c28UQnYefEEf752nbyM1UHxTu5pdNhttBaSa4ijln/enbEGbb97bjj3xQBQ1LwnrC2uqadb6PcSW8+pGcSx3KjzIyuF4LDOD1Bx+NVn8O+KZNKSGTSLl7g6Qlp5huEyJFmByTu9Bmu28fXOow2Olw6detZtc6hFFJMhAYITzjINYcXxQkjk1FbizgkWFA1u0UuA+ZBGNxPGMnJI4AoAydT0q80fS9Un+ztbauNb8+xlkbcl0ZcLtUA8/JwQR2ru20Ead8P59Gt4GunFm8ewNgyuVOeSRjJNZtr4g1y48X6Zpl7b2EEUkM8kgWXfv2MoVkPb72cfWpvFWvXdrqsulRTRW8DaVPdGYybHV1OF2n60AY2h+Hdbt/iBBqZtJrezFsEm86VXXOxRhSDuJBHORj3rur3Q9M1GSSS8sopmkjETlx1UHIH581wNx8QtasNNuYHtLCXVIJo4kAlYq6mISZ9Sccdq0vCfjLUfEXiJI5UtbeyfT4p/JL5l8xs5C+oGKAKMOg67H8RrfWP7HSOBbuRZpklX54jHtRv7xx6cfTvW94p0CXW/EOg+ZZLdadEZxdBpNoUMmFOO/NYXinxbqg8RyaVZT21pb2dzaeaWZhPMJH5CY428YPHeq0HxR1KeS+DabBbxgkWbyty7CUR7Su7JJyTn5QOnvQBlf8K61220/VFFrJLdNbyRJKt6oFyWlDZZdo6D1J9K3LPwjr1v4ybUVhgt4H8xTcW8ih8OowWUrlipHTdj0qGDx3qWr2WnTtPBZRXFrqHn+UuWDw8KynPB5zjP41n6D4+1+y0mO3vJbO9uZLOG4tvnzJhiRtfLDcxA3dRQB6tplrcWenxW91evezIMNO6BS/wBQOKuVleHdTbWNDtb92jLSrlvLBC5z6HkVq0AZzaHpLXb3R0yzNxIcvKYV3McY5OMngkUn9gaOU2HS7LYUEePIXG0HIXp0B5xWlXA/EXUn07UfD3l3qW/mzSq6yXhtkZfLJ5YehxQB150bTGmllOn2pkmAWR/KXLgHOCcc81Q1jwnp2sSRyOGt5ELHfAqAsWG0k5U5OO9cNF481Gx8PwTPJtB06J4pLhSxlmM2xsMfvDbz+tdDo+rXd9aeJ/tOqLO8DSCKERiN4FCexzjPQmgDp4dIsYtJh0xoEltIkVFSVQwIHTOaItG0yEERafaoDuztiUZ3cN274GfWvKLXxp4l0bw0sLz2dxMbO2lhlkXaIxI207mZsE98nFdW/iHXIvAmmX1xLaRX91PHFLdR/vIYlZsGQ9BgD3x70AdhZ6bY6fG0dlaQW6OcssUYUE4xzj2qFNC0iP7ml2Y+cScQr94dD06ivPrnxfrQ1KKKHU7aYQmAIYIcpeCSVkZgf9hQCdp6j0qvB47159PkkmurffLHGFMVsQYMysjSHJIPAzjtmgD0dfD+jKJAulWYEo2yAQr8wznB455qW30jTbSSOS3sLaJ4gVRkiUFQeoB7Z715jqviLVrK8S5tNYhvJrfTpv3qxMUkIkABKDjdjuBinp4v1DUJ7q2OtLFYSzlReLAB5YEO4xjI7t0P1oA76Xwxp82pWt3h0S2kMyW0eFiMp/5aEAZLe+a07eytbR53t4I4mnfzJSowXbGMn34FeReH/E2vQDRrdL5RDHbRbobnJe53M+T90nPCgcjvkVu+DdXvNT8Zytd6p9qd9MR3iRCiQv5jZQA9wMZJ5oA9HJA4J60teRalqmoXbSJDqzx6ra6rdNCJ4CfLRUbaoAwCCAMZPel/4TXXZ9d0RUuZUiZLb7VF9nwr7/vsSVzx7EAUAeuUhIHcVx3g+8u9b0bWIrnU5nuRdzRZ2hWtxkhQOOeOaoaxpFxotvYy3Wuyyobi0hzLEGJKEgn6nIPT+GgD0GkJAIBIGeleY+BfE2vah4ogtNQu3urS5057hWaEJtZZmQYwB1UAnNZVzcahqer20A1e6TUV124EZeLJt4lRsAKRjBGMZz1oA9kpNw3YyM+leOL4v8Tz3GkxHURbytFC+ySDAucth84Q847DFb3j68u9O8Q297p277XDplyylV3bemDigD0aivGh4q166mNpZeIZfs5kn2Xr2ilmjSAOT90Dh+OnepNJ8a6xqHiTTLW61drXzIrQvF5K7JC6bnB43BicAAEAZoA9hprMEUsQTj0GTTqjmkMULyBGk2gnavU+woAeDkA0tMjcyRo5RkLAHa3Uexp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHOa7aaPPremPe3bwXriSCBY2IMqsPmU47dDUlt4X0axa1kZDJJbQNapJNJuPlt1Uk9ap+JdIa81yxuY9OM7i1uYTcBsGIso2/rn8649PBerP4csZI7GQXjWrpPBLOQy3BIxKST6CgDv9H8PaZ4elka1kkBkG0LLMWCKOdqg9AKqzeB9Avb2e8kty63KMGiEh8rLjDMFHAYjqRXLSeENTk1Oa4uNLS7Zrq3kV3uSAVCYk4z6/nXa+FbS7sfD8NreWy28kTuFjWTeAm4lefoRQBRv/B+gXM7+azw3M7rKHS4KvlE2ZXnP3eDWhd22iarpP2K4lt5rSMp/y2HyleVOQeDxXL654Z1ObxVJqC2MepxzNE0EktwY/sYUEMoA6hs5/nXOSeBvE0lhqEL2NsVuns5RAtwFC+WcOgI6DH86AOi1fw34Gt4beKe1Sdri4+URzkuzScFic5I45rT0/SfCkM1vfwqkDxSeVH5spXc6/LnBPzH3rBu/Aeo2eqGTRbWwW1aW2kVZXO6JYxhkHsTzWdP4F8RG1YJaW0kkvnwKHm4gV5AwkHvgYwOaAO9vrPw1rV/Bc3bWk9xAJIUJlHHHzrjPOB19KboEHhjRtOlbR57RLXfteUTBvmA+6WJ7DtXOL8Pry1v9SmtprUwPbu1nFIpPl3EihZGPqCB+tZSfDzXFtryLbaqLi6juVMcxBiKxlMAdPf8AGgDrLvTvBy6oLy5mtFu5HF6Ga4wSVH3hz0wTVa+s/B2kWVpfpZxTJaPGsYgbcVEjfKWGeRk55rNt/BmtQoYLmHSblbiELLdSqQ8H7nyyqDpgdR9aoJ4H8VfZp4WTTAGhtYFKyNyIWzuPuRQB3F9ceGtYnAu7y0mk0x/PZfNH7lhxluffvUWnaD4RuUuP7NsNNkUq0EpgVSMNyVJHrXLw+CPEEdzqkjnTWW9glg43DhjkHH14rt/Del/2P4esbJ4IIpooUSXyR8rMBgn3oAwtVHhHwZb2cstnbLNakfZkABlXewUsueepGas31/4V1VIp9Zjsw4kltoRdbSzYbYwX2JrP8VeDL/WLu/uLOa0P2xIEIuEJaMRvuOw9gf51lN4A1c3Ecsc9lHPHeTSRyZJYRSTeYeOmcZFAHRSWHgbUPtBkttLm8jaJdyj5dvyj8un6VJDdeDrCTT7yA2ETuhgtJUj52g42ggcDNYEPwzksbdo7OW08xFKxzuG8xwWLEMegz7VHa/DjVILPTohqFmk1m5ZZljbcMvuI54II45oA6i7vPCc97PeXT2El1ZJmSRlDOig/meR271JpuneGNYgl1SwsrOeO9/1kwix5mD3yM9RXIyfDN4o7om609C4ZUlkjJZg0m/axJ4/Cuz8K6NcaBoMWn3V39qkR3bfjgAsSFHrigCldJ4PtNSg0m4gsY7qV2aOExfxOuDzjAJA/Gqkus+Arfz4nk08eQFhkAhJxgkBRgc4OeBVfXvBGoap4oj1ePUrdYYbiG4jjljJKFBhhkdiOarzfDp7zwmulzXNo86XzXiSLEdjZZjtbuR81AHc6dNZz2EMlg0bWrKDGY/u49qtVkeG9H/sHQrbTv3WYgc+Uu1ASewPategDAfxhosT3qz3Jh+x3AtpC6HlyobC4HPBqreeJ/Cd5c2tvcz293JNGJYR5JkwjAkNnHAO01Tu/AIur6e4bUCUe/wDtyQvECquY9hB9RirOmeFE0vUZpRfxmS4sUtREIVUApuw6j/gfSgBE8ceEbwQWsN3FcK7rGqLAxC5PB5HC579K2tTutN0LT7rUrqNY4QAZnSPJbtzjrXNW/wAPvssUSwamyPHZw2gfyVJIR95P1Jq1rGmarrXg3VbCS5hnvJJW8hocAABgVB7ZGOaAC48V+Eo9NSa5aNI5W+ziJ7cliV52Fcfjikk8e+FIorm3a5Agt1ww8o7SoYKdo7hSRn0o03wdcQXtvqN3qJlu2m8+5DQrhzs2hR6YyeRVa0+HFpb3moNJdma1ukmRYmiXcnmnLHf1POaALs/jPwzpoaMyBFt5jBhIeFKgFiP9ldwyfeo/+E/8M+bdRJI7G3SUsRAdreXywU9Ce9V7j4dwG00tLa/eO4sFdTNLEsnnbyCxYHgklRS3HgBrlx5mquV8y4kIEKj/AFq4IH0wKALEHjTTJLjY9pLEn2BbwKYiZCrHAXaO9Mk+IHhmGBGlMsZfLGJrc7kCkAlh/DjI61Su/CSwzrLceIxFeCySNZGjVf8AVHIfHt3HSmW/gizvXvg2ui6urqyeKeRVXcfNYNvwPZQBQB0mr+ItJ0R7X7Wrfv0d4mji3DCLuPPbgE1mt440pr6C2sIjJLLKsRdk2KC0RkUbvUjH51qaz4btta0y1sp5ZEFvIjh04JC8FT7MMg/WshPh/a29jY2dpdvDDa3kl43yAmRmDAAk9lDYHsBQBd0HW59VuoY7mygiMtlHdbkbd8zEgr+GOtU5/Hmkk3kVrExnt45WRpo9kchjPzKG9qs+G/ClxoNxHJNq8t5HHaraxxvGqhQpJzkfWsSy+H15c2V/Dqd+yCV7j7NHGAREJDksT3PHSgDag8a6b9ttLN7e4juLqASgCPjdt3FfUnGfarml+J9M1tilusxKW63LCSLAVSSAM9N3B4rDTwBJBqkOqDVZ55rVhLDCwCqzhNpDHrtI7ds1oeDvD8+laReLqESRXF9O80kUb7hGrfwA+g5P40AZQ+I1qt9p8g06ePT7u3kkRvJzJ8siqDgcBDuzmtSz8caHe+J5NEi3C6WRo1lKjY7qAWUHOcjNVE+H628cUdtq9yqQWUllD5ihiiM6t+gXArU07wlaaZqhu7aVwhd5TCUXBdvvNnr1yfxoAq6v450DRdUksL1Zlnh2AlYMqC/3QD7mll8eaDFpqahM0yxsXVwYvmj2/eDemPSotY8G2Oq6xcXF9qEqvcvC6RJhcCE5x789aytV+GumNaySTatcxWYeee45B3eZgk57YxQBt3Hi7TLLVrmxlhIjhghlV1j++ZW2qo9zxWI+oeD5NXivv7OumvpJPOaNIydskbCMllBxlSRWnJ4XfVzePJen7PNFamymXBZTFlg+O+SQcVY0fwZHpOq22oC+klmSKZZsoAJXlcOze3I6CgDqAcgEUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxHxC17UbDS7qx0l44Lw2cl0Z5H2bEX+5wct7Vm/8ACca7DZXM0djaTQ2jxQM0kxDlnUYduMBeeTXQeLZNBmudM0zWrBL17yRhChwNoUZYkkjjFRy654GtIrlXvdJVJcQzlSp38cKxHXigDnz8Qtee8lsl0/TYp7SOVrqSWdvLYoR/qyBzwc80RfETUrlnd7O1isppRbxYkYThnjDIxXH3STj8K1ryDwLp91p8dzdafAkEbGG0d0KEOM7iDk5x0OavaTpPhyRrzxDA9tdxXZEn2h1QrGqrtwpxwAM0AcVpnxD12O2tHeKzmtEitGmM0p85vOYpwcYOGGSeK6DwH4z1LxNqFzHdi0EKoWHlZDI24gx8/ewACWHHNXft/gKbSjdBtHNkT5JcRpgEc46cYzn261Q0PT/BekeJYLe11VJtTgiMMEUkilkU/MQMAEnBzyTxQBp+MNf1TSLrT7bTEtg10sxL3GcZRdwUAdSa41vibri2SSlLFndLWf5FYhInba+c+nrXcXfizwlNbtcXF/ZTiBtoBUOwZhjCjGTkZ6VUk8ReBLc2sJl00NeRrFFGsIJdCeBgDhc+vAoA53T/AB9rWq39xaQ3elW4huJwlxOrCOZEZQEHo2CTn2pfDPivUE8V/Y57+2uNPvtTuoY0OfMjKqGXDd1PYe9dNf3djHqFzYf8I2t0ttJbsCkCkEyEruAI6rgE+1dGNPslljkFnAJI2LIwjGVJ6kHsTQBy3xLMzeGreCO8a0jub6CCaReuxmwRnt2rk7bxrrNp4iudMhurVrGG3njgE6kMjRYClj159SK9blhjnTZNGki5BwygjI6Gmm1tzIZDBHvPVtoz+dAHl+jeLdSuJbL7XrDRvDNKtwssK7Jsx7kVWUkdenNUY/HPiQaTfTnUrFpVntwGCBxb732sGAPAAx15zXrotLZQFFvEADkAIOvrS/Zbfaw8iPDHLDYOT70AVLRb2LQkW5uFubxYTumiXAdscECvINM1vWrh9MvTr2L2CxlN2JY9zttnG5No4BC9+vSvbwAAABgDoKjFvCG3CGMNzztGaAPLJfHOr/8ACUX8MdwyWn2efy45YAGjkQArgZycjnnGa6TwFf6lcvq0Gpag960csbxSNHs+V0BwB6ZrsDDExJMaEnqSopyqq/dUD6CgDzfxnqc0uuS2F5NcW9pbtbyQRRQlluiXy2446DAH41Tl8Q+Jo4NVuru98glSgtIoi0luRKAGHHQoev0NerUUAeNaTr2q6j/YbXOo37QxyXsNyPLwJCBmISEgYyh68VBpt/4hsPDv2GDUbtA+nwTbpUOYHLEFFbB6qByc4zXtYAGSB160tAHPeC7u4vvCllNdvcPOQQzXAG8kHvjg/WuhoooA8x1e616ZvEtzZahqfmWdzHBFBFEAiRME3OuRliBu6dKxZbvX47uCWB727uFg1BNPuJY8s6Ex7SSBjOFcj6Cuwk8ZX1r4j1m3lsXltrSSG2toIlBkmlkGQd27AGM9cYxU1v8AEK1vb60tLLStRuHnXe2yMfugJDG27n+FhzQAz4bXWpXWjXbajqE16VuCI5JY2UhcDgEqM857Vy0dzrDTvDaXepWqBJ5DHHD88siyccbeSR19q9A13xPb6FKkclpc3DeS07eSoISNfvE5I/KsVviXYDTby6GnXvm20wiaBgqnldwO4naAR70AaXiq4vI/DUM0M13AN8RuZbePMqR5G4gH261youPELSwG2uNWmQmHyZHiwrwkvvZ+OGxjA/3a3T8RbE3llAthdst2kDiQBdqiU4XPOevFW9E8ZRa7qaWMOn3UTiORpzIAPIZH27WGc5PUe1AHATr4rfRxBdy6zdeZaWlxcRhCHR/O+dU2gHOwZIrXvB4huZtemtbvViYJ4litFAX/AEcqpZkBGS/XvWxrPxCSxlvre106aUwpOkVwxURtNEm5kIzu4HfGKvWOu3+n/D6DWtXha4vBAskkcQVSxYgADnHcd6AOKmttYvrqF7nT9QubOOG+WH7RATKI2TCq/HUnoKq21p4gsbiCC2tNVtElisYppoYOQB/rMHHQDjmuy074ixXurR6dNo19aymc20jSMhVJdu4LwxzkdxTW+JNslveO+lXYltTHviyu7DuVB5OOv86AOB1rW/EFv9jjv9R1WzaOGRxIIjvVRPgM6gckx5HPtXpnilrq58NWL6ebua1eWJ7k22fOaDGTtA5yTtzjsTXJ6n40tJ/EOnz3+jxEYntTZ3EMbzfaEZCqrJkjB3Dvitqbx1d6br1zps+kzzkzQxW8UXlqULxFgpJfB5RhnigDCvm11NW0qTTbTxAsFssOWnyd8RY7sqBjOCOvPFQu3jEL59lHqzT3IufNEq42xK3yBcjCvjOPWty8+Ir32kLd6PayoIJIDemXbmJXcKUAzy3I5HFaNz4r1DQYbc61axs11cSCNomCqkefkBJONxz6igDjr2HxNc20Caadci09ZGCyXcDGdHbGBtGCVHPzHjmui0iafSbi/wBY1241YGG8+yxQuCY3WTYFZVA5+bPriun1jXZtMmtIoNNmu2uFdvlkRdm1dxzk+npXMy+PZ4dMudRewW6tpZIjaRghSqsm4785JIZWHAPagC58RX1P+zLWPTLO8ndnc7rUtlGCHZkL1GT9OOazLZtbm8caXcSWuotbzQxtKkqMiW+I+TuHyk7uqnnNXx8SrOW4sYrbTrmU3aQOoyqsBLnBAJyQMckdKR/iRbwxJcT6dPHBJZi5T5hvz5nl7SO3JBzmgCbxnZajdapZi1gnkgezuoWMWfldk+TJHTnvT4Le5Pwq+yi1uzdDTzEYZQTKX24I55PNQXPxFS2aw36VcJHc3LW7ySnYiEYwQx4Oc8dK1tcHik3hOitY/ZjbOFE4O4Tfwn/doA4SCz13R9NuLVLTWJrQrY5VWYsp2HzNuOcAhQQKNPi8UtN4auL231SadI1S4jfcqA+a3JI4BCgZ3cEYr1iASi3jE7K0oUb2UYBbHJA+tS0AFFFMkQSROhJAYEZBwRn0oAfRVDSNPbS9Nis2u5brysgSzHLkZyMnvV+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDnfEWg3Orahpt3bSQq1mJgRKMht6bR+Rrm7f4d3VhoOl21k2nLe20c0c0jwnbJ5gwW4Ocj3r0aigDzqD4dXsMu37baNCXtXJeAszeSOV69DWnF4bjj8LXfha8vlFxqLXDq8UZ4DMW4B44yO9dlSYBOcDI70AcBqPgjWdTsktZtSsIozDLDMkFqyKwZQqtw2SQB0PHPTio1+Hl9tZW1C35vhcBhEchPI8ojr1716JRQB55/wru9ubKxtr7UbKVdOdPsxFn99VBH7z5snr2IxWhpngdtN1f7alzbBFsTbxRR2oVEkLbi4GfXtXZ0UAV7OGaCzhjuZ/tE6oBJNtC7z64HSrFFFABRRRQAUUUUAFFFFABRRVSTUrKLUIrCS5iW7lUskJb5mA6kCgC3RRRQAUUUUAFFFFAHNX/gyzvLq8vI7q6t724ljmWdGBMToNoKgjH3SQc560/R/B2naJqCXtrJcGZbcwHfJkMCxcsR/eLEkn3roqKAMPWvDFlrkwmuJLiNxA9vmGTblGIyP0rKuPhxolzJLI0l6jySLIzR3BU5C7f1FdjRQByC/DvR40ASW83IIhGTOSUETbkAP1q/4c0OfTrjUtQvhbf2hqEweX7OpCBVG1QM85xyfc10FFAHO3PgvR7q6up5I5P9JWTdGHO1WkXa7qOzEd6tXHh2yu/DQ0GczPZ+WsRJkO8hSCPm654FbFFAHLL4B0NLprjZcF3nM7bp2ILbdvQn0oj8A6FHaC3EdwR+7Ds07FnVG3KpOegNdTRQByg+H2gG4uZZYZpRceaXR5mKgykFyOeCdoqd/BOjNqAvlSdLgSxy7hM33kQovU9gT+NdJRQByEnw40CS2ggVLqNIgobZcMPN2tuUuM4Yg+tbWpeH9O1YqbyOVwqeXtEzqrLnOCAcH8a1aKAOZ1zwjBres6ZczSlLWzikjMKMyFwwxjKkYFSyeDdHluTNLFMxBUovnMFjAQphQDwNpP510NFAHn938NEbV4bqyvzbQwmFYkHmboY4x91SHAOfcHqa2Ivh/4ahimjXT+JozG26ZzwW3cZPHIzxXUUUAc5L4J0S4jhS4iuJvK6eZdSHdzn5vm+b8a2LHT4NNt/Itg4j3FsM7Ngn0yTge1W6KACiiigAooooAo6dpNppQmFosgE0hkffKz/MfTcTj6Cr1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRNbwtOszQxmVRhXKjcB7GpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCveXltp9pJdXk8cEEYy8kjbVUe5rjD48u9euWtPCOky3gIP/ABMbkGK2X3BIy34V0WveGNL8SrarqkDTJbSeYibyFJ/2gOo9jVXxJrc3hqxgXTdCudRkkJSOG1UBVOONx7CgDDtNO+IWlwvNe+J9JuYUVmbz7IgKOucqwPFb3gzX5/E3hyLU7i3WFnkdV2A7ZFU4DjPOD1rz1tW1DUL77b470/VrPT4wHFjBFutRg/ekIOW9eePavWdPmtLjTreawaNrR41MRj+7txxigC1RRVLVdSg0fS7jULkOYYF3MEGSe3AoAu155KNb8Va/qF3p189rb6PcpDZoGKxXEgwZDJxkjB249zV7/hMdQu1+wnS5NH1K7yNPe9w0UpAzyVPBx2rnfB/g2HWYdUTX9QvLm4g1KXzrWOVoodxIYNsHUEY65oA9WBzXPeI9M8Q6m8MOj61Fpdvj99IIPMlJ7bSTgD8K19O0610qyjs7KIRQR52qO1TXCSS20scchikZCqyAZKkjg/hQBxafD2aODdJ4w8RG4DhzN9rwB6jbjbj8Kb4Z1DUT4uutMh13+29LhhLSzPGu6GXPCb1ADd+McVga14Z8Rwam8/iC8vvEHh9VDGG3k8qRCO5jXAce1eg+GJ9FudDhm0GOJLE8KsabcEdQR2P1oA2aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmh1LFQwLDqM8inVzWteD4NUvv7RtNQvdN1DABntpOGA7Mp4NAHQy+X5T+bt8vB3bumO+a4r4ezx3F34ifTnLaIL4rZ/Nld20GQr/s7jx+NWR4Fa8eT+2vEGp6jE4AMBcRRke4Xk/nXT2Nja6bZx2dlbxwW8Q2pHGMBRQBZrivFBvrHxPY6o2n3epaUIDC9vbfMY5C2d5T+IY4rtaKAOFv01PxnPYwJpUunadb3CXD3N2oWU7TkKi9RnoSe1ddb6ba2t/d3sKFZ7vZ5xzw20EDj8auUUAQXd0llayXEocpGNzBF3HH0rAHj7wysQkn1WO3yM7Z1ZGA9wRXTVXuLG0vFZbm1hmDDBEkYbI9OaAOTu/iJZXB+z+HbS41m7cfu/IjPk59WkPAFW/BXh270KyvJtRkjfUNQuDcziL7iE9FUe1dHb20FpCsFtDHDEvCpGoVR+AqagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKQkAZPApnnxf89U/76FAElFNDq3Rge/Bo3LkjIyOvPSgB1FRiaLoJE/76FPJA6kUALRTWdVxuYDPTJpfegBaKbuXbu3Db654oVgwypBHqDQA6imqytnDA464NFADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIbm3ivLaS3nUtFIpV1DEZB9xzXnH/CI+HV+JB0prJvs7aWs6xefLjd5jAtnd6YoooAsaMstr8TvEun6eFUQ6bbC3WR2Kpxx36frUfhC0uW8aeK7DWbxr67eKEu6ExoEYH5VUHI+tFFAFCTwXo2oePLfR9NguLe10tRdXs6XUhaRm+5F97jpk1Z8YprkHjzwtLcako06TUxHDaQKVyNhO6Q5+Y+3SiigCp4utbnUPGmqgWl5rUUVgqwWtncFPscpB+ZvmUZPBGMn2q7HB4kv/AIW2SWHiC33JaSfbbvaZJGAU/KpOMHqCTzRRQBLo2nTeJ/hr4cEeoNY6eI1kvUJJaaNc5XfnIzjJNcxeazJYaP4q1Dw1Pcp4dWGO1tm3tgXDPtZoi2TgA9uM0UUAdXb6OvhPxZoCaXc3H2bUIpY7qKaVpPMdY94k5PDZBz9aKKKAP//Z"
fffg0094	0	{"lines_data": [{"Word": "+ Upper level management will conduct meetings", "Confidence": 0.93829, "X1": 0.07412, "Y1": 0.0702, "X2": 0.44205, "Y2": 0.07, "X3": 0.44205, "Y3": 0.0858, "X4": 0.07412, "Y4": 0.0848, "page": 0}, {"Word": "the alleged violations and complying with the terms of", "Confidence": 0.99489, "X1": 0.49596, "Y1": 0.0702, "X2": 0.90296, "Y2": 0.07, "X3": 0.90296, "Y3": 0.0858, "X4": 0.49461, "Y4": 0.0848, "page": 0}, {"Word": "with all managers to re-emphasize the importance", "Confidence": 0.99414, "X1": 0.08895, "Y1": 0.0842, "X2": 0.45957, "Y2": 0.084, "X3": 0.45957, "Y3": 0.0978, "X4": 0.08895, "Y4": 0.0978, "page": 0}, {"Word": "the settlement agreement.", "Confidence": 0.98667, "X1": 0.49596, "Y1": 0.0852, "X2": 0.68868, "Y2": 0.085, "X3": 0.68868, "Y3": 0.0988, "X4": 0.49596, "Y4": 0.0978, "page": 0}, {"Word": "of safety and communicate safety and health per-", "Confidence": 0.98725, "X1": 0.0876, "Y1": 0.0982, "X2": 0.45148, "Y2": 0.098, "X3": 0.45148, "Y3": 0.1138, "X4": 0.0876, "Y4": 0.1128, "page": 0}, {"Word": "formance expectations.", "Confidence": 0.9745, "X1": 0.0876, "Y1": 0.1132, "X2": 0.25876, "Y2": 0.113, "X3": 0.25876, "Y3": 0.1258, "X4": 0.0876, "Y4": 0.1268, "page": 0}, {"Word": "The company also is planning a number of enhance-", "Confidence": 0.97722, "X1": 0.49596, "Y1": 0.1142, "X2": 0.88275, "Y2": 0.114, "X3": 0.88275, "Y3": 0.1288, "X4": 0.49596, "Y4": 0.1278, "page": 0}, {"Word": "Enhance the level of training in safety and health", "Confidence": 0.969, "X1": 0.08625, "Y1": 0.1322, "X2": 0.44879, "Y2": 0.132, "X3": 0.44879, "Y3": 0.1478, "X4": 0.08625, "Y4": 0.1468, "page": 0}, {"Word": "ments to its health and safety program, including an ex-", "Confidence": 0.9959, "X1": 0.49596, "Y1": 0.1282, "X2": 0.91105, "Y2": 0.128, "X3": 0.91105, "Y3": 0.1438, "X4": 0.49596, "Y4": 0.1418, "page": 0}, {"Word": "tensive contractor safety program, McCoy said. AK", "Confidence": 0.96143, "X1": 0.4973, "Y1": 0.1422, "X2": 0.8814, "Y2": 0.142, "X3": 0.8814, "Y3": 0.1568, "X4": 0.4973, "Y4": 0.1558, "page": 0}, {"Word": "policies and procedures and in hazard recognition", "Confidence": 0.996, "X1": 0.08625, "Y1": 0.1492, "X2": 0.45822, "Y2": 0.149, "X3": 0.45822, "Y3": 0.1628, "X4": 0.08625, "Y4": 0.1628, "page": 0}, {"Word": "for all managers.", "Confidence": 0.977, "X1": 0.08895, "Y1": 0.1632, "X2": 0.21024, "Y2": 0.163, "X3": 0.20889, "Y3": 0.1768, "X4": 0.08895, "Y4": 0.1758, "page": 0}, {"Word": "Steel recognizes that the majority of accidents and inci-", "Confidence": 0.99478, "X1": 0.49461, "Y1": 0.1562, "X2": 0.89892, "Y2": 0.156, "X3": 0.89892, "Y3": 0.1698, "X4": 0.49461, "Y4": 0.1698, "page": 0}, {"Word": "dents involve contractors, thus the new program will", "Confidence": 0.98863, "X1": 0.49461, "Y1": 0.1702, "X2": 0.89084, "Y2": 0.17, "X3": 0.89084, "Y3": 0.1848, "X4": 0.49461, "Y4": 0.1838, "page": 0}, {"Word": "Increase the level of employee involvement in", "Confidence": 0.98943, "X1": 0.08221, "Y1": 0.1832, "X2": 0.42588, "Y2": 0.183, "X3": 0.42588, "Y3": 0.1988, "X4": 0.08221, "Y4": 0.1988, "page": 0}, {"Word": "include extensive steel industry safety and site-specific", "Confidence": 0.994, "X1": 0.49461, "Y1": 0.1852, "X2": 0.89892, "Y2": 0.185, "X3": 0.89892, "Y3": 0.1998, "X4": 0.49461, "Y4": 0.1978, "page": 0}, {"Word": "safety and health matters.", "Confidence": 0.8875, "X1": 0.0876, "Y1": 0.1982, "X2": 0.27628, "Y2": 0.198, "X3": 0.27628, "Y3": 0.2138, "X4": 0.0876, "Y4": 0.2138, "page": 0}, {"Word": "training for all contractors.", "Confidence": 0.98475, "X1": 0.4973, "Y1": 0.1982, "X2": 0.69003, "Y2": 0.198, "X3": 0.69003, "Y3": 0.2128, "X4": 0.4973, "Y4": 0.2128, "page": 0}, {"Word": "Review and revise safety and health manuals to", "Confidence": 0.901, "X1": 0.07412, "Y1": 0.2202, "X2": 0.44205, "Y2": 0.22, "X3": 0.44205, "Y3": 0.2338, "X4": 0.07412, "Y4": 0.2338, "page": 0}, {"Word": "define manager-level responsibilities.", "Confidence": 0.90167, "X1": 0.0876, "Y1": 0.2342, "X2": 0.36119, "Y2": 0.234, "X3": 0.36119, "Y3": 0.2488, "X4": 0.0876, "Y4": 0.2488, "page": 0}, {"Word": "Looking to the Future", "Confidence": 0.9895, "X1": 0.49326, "Y1": 0.2352, "X2": 0.68598, "Y2": 0.235, "X3": 0.68598, "Y3": 0.2498, "X4": 0.49326, "Y4": 0.2498, "page": 0}, {"Word": "Review all procedures that incorporate lockout/", "Confidence": 0.97983, "X1": 0.0876, "Y1": 0.2552, "X2": 0.44205, "Y2": 0.255, "X3": 0.44205, "Y3": 0.2708, "X4": 0.0876, "Y4": 0.2718, "page": 0}, {"Word": "Mike Bailey, president of Armco Employees Indepen-", "Confidence": 0.99314, "X1": 0.49596, "Y1": 0.2572, "X2": 0.89084, "Y2": 0.257, "X3": 0.89084, "Y3": 0.2728, "X4": 0.49596, "Y4": 0.2708, "page": 0}, {"Word": "tagout and confined space safely procedures and", "Confidence": 0.96786, "X1": 0.0876, "Y1": 0.2702, "X2": 0.45148, "Y2": 0.27, "X3": 0.45148, "Y3": 0.2848, "X4": 0.0876, "Y4": 0.2848, "page": 0}, {"Word": "dent Federation, the labor union that represents work-", "Confidence": 0.98812, "X1": 0.49326, "Y1": 0.2722, "X2": 0.89757, "Y2": 0.272, "X3": 0.89757, "Y3": 0.2858, "X4": 0.49326, "Y4": 0.2848, "page": 0}, {"Word": "revise such procedures to conform with applicable", "Confidence": 0.99271, "X1": 0.08625, "Y1": 0.2852, "X2": 0.45957, "Y2": 0.285, "X3": 0.45957, "Y3": 0.2998, "X4": 0.08625, "Y4": 0.2998, "page": 0}, {"Word": "ers at the Middletown works, issued the following", "Confidence": 0.99612, "X1": 0.49596, "Y1": 0.2852, "X2": 0.86792, "Y2": 0.285, "X3": 0.86792, "Y3": 0.2988, "X4": 0.49596, "Y4": 0.2988, "page": 0}, {"Word": "OSHA requirements.", "Confidence": 0.954, "X1": 0.08625, "Y1": 0.2992, "X2": 0.24394, "Y2": 0.299, "X3": 0.24394, "Y3": 0.3128, "X4": 0.08625, "Y4": 0.3128, "page": 0}, {"Word": "statement: \"We are still seeing some serious violations", "Confidence": 0.91763, "X1": 0.49461, "Y1": 0.2992, "X2": 0.89757, "Y2": 0.299, "X3": 0.89757, "Y3": 0.3138, "X4": 0.49461, "Y4": 0.3138, "page": 0}, {"Word": "Establish a maintenance work-order priority sys-", "Confidence": 0.96133, "X1": 0.08356, "Y1": 0.3212, "X2": 0.44474, "Y2": 0.321, "X3": 0.44474, "Y3": 0.3368, "X4": 0.08356, "Y4": 0.3358, "page": 0}, {"Word": "that are not being addressed, but we recognize it will", "Confidence": 0.9932, "X1": 0.49326, "Y1": 0.3142, "X2": 0.88814, "Y2": 0.314, "X3": 0.88814, "Y3": 0.3288, "X4": 0.49326, "Y4": 0.3278, "page": 0}, {"Word": "take some time for all of the safety programs to be put", "Confidence": 0.99475, "X1": 0.49326, "Y1": 0.3282, "X2": 0.89353, "Y2": 0.328, "X3": 0.89353, "Y3": 0.3428, "X4": 0.49326, "Y4": 0.3418, "page": 0}, {"Word": "tem that reserves the first priority for safety-re-", "Confidence": 0.96288, "X1": 0.08625, "Y1": 0.3352, "X2": 0.43531, "Y2": 0.335, "X3": 0.43531, "Y3": 0.3488, "X4": 0.08625, "Y4": 0.3478, "page": 0}, {"Word": "in place. OSHA has agreed to look into these matters", "Confidence": 0.9586, "X1": 0.49326, "Y1": 0.3422, "X2": 0.8841, "Y2": 0.342, "X3": 0.8841, "Y3": 0.3568, "X4": 0.49326, "Y4": 0.3558, "page": 0}, {"Word": "lated work-orders.", "Confidence": 0.896, "X1": 0.08625, "Y1": 0.3492, "X2": 0.22237, "Y2": 0.349, "X3": 0.22237, "Y3": 0.3628, "X4": 0.08625, "Y4": 0.3628, "page": 0}, {"Word": "and they will be there to enforce this agreement.\"", "Confidence": 0.98878, "X1": 0.49191, "Y1": 0.3552, "X2": 0.86119, "Y2": 0.355, "X3": 0.86119, "Y3": 0.3698, "X4": 0.49191, "Y4": 0.3698, "page": 0}, {"Word": "Provide a trained safety coordinator for each", "Confidence": 0.98757, "X1": 0.08491, "Y1": 0.3692, "X2": 0.41779, "Y2": 0.369, "X3": 0.41779, "Y3": 0.3848, "X4": 0.08491, "Y4": 0.3848, "page": 0}, {"Word": "51742 8905", "Confidence": 0.993, "X1": 0.92722, "Y1": 0.3802, "X2": 0.92453, "Y2": 0.38, "X3": 0.90431, "Y3": 0.3788, "X4": 0.90701, "Y4": 0.2778, "page": 0}, {"Word": "manufacturing area.", "Confidence": 0.991, "X1": 0.08625, "Y1": 0.3862, "X2": 0.2372, "Y2": 0.386, "X3": 0.2372, "Y3": 0.3988, "X4": 0.08491, "Y4": 0.3988, "page": 0}, {"Word": "Murphy said OSHA is looking into these allegations", "Confidence": 0.99312, "X1": 0.49326, "Y1": 0.3852, "X2": 0.88005, "Y2": 0.385, "X3": 0.88005, "Y3": 0.4008, "X4": 0.49326, "Y4": 0.3998, "page": 0}, {"Word": "and \"the settlement agreements will absolutely enhance", "Confidence": 0.98557, "X1": 0.49596, "Y1": 0.3992, "X2": 0.91105, "Y2": 0.399, "X3": 0.91105, "Y3": 0.4148, "X4": 0.49596, "Y4": 0.4138, "page": 0}, {"Word": "Establish hourly employee safety representatives", "Confidence": 0.8792, "X1": 0.0876, "Y1": 0.4062, "X2": 0.44744, "Y2": 0.406, "X3": 0.44744, "Y3": 0.4218, "X4": 0.0876, "Y4": 0.4208, "page": 0}, {"Word": "this process.\"", "Confidence": 0.9785, "X1": 0.49461, "Y1": 0.4132, "X2": 0.59838, "Y2": 0.413, "X3": 0.59838, "Y3": 0.4268, "X4": 0.49461, "Y4": 0.4278, "page": 0}, {"Word": "for the second and third shifts.", "Confidence": 0.95383, "X1": 0.0876, "Y1": 0.4212, "X2": 0.30997, "Y2": 0.421, "X3": 0.30997, "Y3": 0.4338, "X4": 0.0876, "Y4": 0.4338, "page": 0}, {"Word": "Improve and enhance its construction and heavy", "Confidence": 0.95371, "X1": 0.08356, "Y1": 0.4422, "X2": 0.44609, "Y2": 0.442, "X3": 0.44609, "Y3": 0.4568, "X4": 0.08356, "Y4": 0.4578, "page": 0}, {"Word": "AK Steel has hired a new vice president of safety and", "Confidence": 0.99609, "X1": 0.49191, "Y1": 0.4422, "X2": 0.89084, "Y2": 0.442, "X3": 0.89084, "Y3": 0.4578, "X4": 0.49191, "Y4": 0.4578, "page": 0}, {"Word": "maintenance safety management program.", "Confidence": 0.9915, "X1": 0.08625, "Y1": 0.4582, "X2": 0.40027, "Y2": 0.458, "X3": 0.40027, "Y3": 0.4718, "X4": 0.08625, "Y4": 0.4718, "page": 0}, {"Word": "health, James Stanley, a former OSHA deputy assistant", "Confidence": 0.988, "X1": 0.49326, "Y1": 0.4572, "X2": 0.90162, "Y2": 0.457, "X3": 0.90162, "Y3": 0.4708, "X4": 0.49326, "Y4": 0.4708, "page": 0}, {"Word": "secretary. Bailey said Stanley should make a good", "Confidence": 0.989, "X1": 0.49461, "Y1": 0.4712, "X2": 0.86388, "Y2": 0.471, "X3": 0.86388, "Y3": 0.4858, "X4": 0.49461, "Y4": 0.4858, "page": 0}, {"Word": "McCoy of AK Steel said \"the bulk of these changes are", "Confidence": 0.98345, "X1": 0.04447, "Y1": 0.4772, "X2": 0.44744, "Y2": 0.477, "X3": 0.44744, "Y3": 0.4938, "X4": 0.04447, "Y4": 0.4938, "page": 0}, {"Word": "already in place and, in effect, largely are enhancements", "Confidence": 0.99467, "X1": 0.04717, "Y1": 0.4932, "X2": 0.45822, "Y2": 0.493, "X3": 0.45822, "Y3": 0.5068, "X4": 0.04717, "Y4": 0.5068, "page": 0}, {"Word": "leader in this tumaround process.", "Confidence": 0.9886, "X1": 0.49596, "Y1": 0.4872, "X2": 0.74259, "Y2": 0.487, "X3": 0.74259, "Y3": 0.5018, "X4": 0.49596, "Y4": 0.4988, "page": 0}, {"Word": "to our existing safety program. AK Steel and OSHA are", "Confidence": 0.9946, "X1": 0.04582, "Y1": 0.5062, "X2": 0.45418, "Y2": 0.506, "X3": 0.45418, "Y3": 0.5208, "X4": 0.04582, "Y4": 0.5228, "page": 0}, {"Word": "in full and complete agreement on the four separate in-", "Confidence": 0.9944, "X1": 0.04582, "Y1": 0.5202, "X2": 0.45418, "Y2": 0.52, "X3": 0.45418, "Y3": 0.5348, "X4": 0.04582, "Y4": 0.5348, "page": 0}, {"Word": "AK Steel also is encouraged by the hiring of Stanley.", "Confidence": 0.9956, "X1": 0.49461, "Y1": 0.5142, "X2": 0.87871, "Y2": 0.514, "X3": 0.87871, "Y3": 0.5298, "X4": 0.49461, "Y4": 0.5298, "page": 0}, {"Word": "\"This is an unprecedented step to establish an executive", "Confidence": 0.98222, "X1": 0.49191, "Y1": 0.5292, "X2": 0.90836, "Y2": 0.529, "X3": 0.90836, "Y3": 0.5438, "X4": 0.49191, "Y4": 0.5428, "page": 0}, {"Word": "vestigations.\" The company had no further comment.", "Confidence": 0.97086, "X1": 0.04717, "Y1": 0.5352, "X2": 0.4434, "Y2": 0.535, "X3": 0.4434, "Y3": 0.5488, "X4": 0.04717, "Y4": 0.5498, "page": 0}, {"Word": "position for health and safety in the steel industry and", "Confidence": 0.9967, "X1": 0.49191, "Y1": 0.5432, "X2": 0.89757, "Y2": 0.543, "X3": 0.89757, "Y3": 0.5578, "X4": 0.49191, "Y4": 0.5578, "page": 0}, {"Word": "According to OSHA, AK Steel will provide the agency", "Confidence": 0.98811, "X1": 0.04582, "Y1": 0.5562, "X2": 0.44609, "Y2": 0.556, "X3": 0.44609, "Y3": 0.5728, "X4": 0.04582, "Y4": 0.5718, "page": 0}, {"Word": "to bring on the caliber of Stanley to fill the position,\"", "Confidence": 0.97327, "X1": 0.49326, "Y1": 0.5552, "X2": 0.8841, "Y2": 0.555, "X3": 0.8841, "Y3": 0.5718, "X4": 0.49326, "Y4": 0.5718, "page": 0}, {"Word": "with quarterly written reports on its progress in abating", "Confidence": 0.98211, "X1": 0.04582, "Y1": 0.5712, "X2": 0.46092, "Y2": 0.571, "X3": 0.46092, "Y3": 0.5868, "X4": 0.04582, "Y4": 0.5868, "page": 0}, {"Word": "McCoy said.", "Confidence": 0.976, "X1": 0.49326, "Y1": 0.5712, "X2": 0.60377, "Y2": 0.571, "X3": 0.60377, "Y3": 0.5858, "X4": 0.49326, "Y4": 0.5858, "page": 0}, {"Word": "RQ Ruling=", "Confidence": 0.8345, "X1": 0.04987, "Y1": 0.5972, "X2": 0.18329, "Y2": 0.597, "X3": 0.18329, "Y3": 0.6138, "X4": 0.04987, "Y4": 0.6138, "page": 0}, {"Word": "(continued from page 1)", "Confidence": 0.7775, "X1": 0.04717, "Y1": 0.6152, "X2": 0.19272, "Y2": 0.615, "X3": 0.19272, "Y3": 0.6308, "X4": 0.04717, "Y4": 0.6308, "page": 0}, {"Word": "move several chemicals from the EHS list. The court", "Confidence": 0.99533, "X1": 0.49461, "Y1": 0.6182, "X2": 0.8814, "Y2": 0.618, "X3": 0.8814, "Y3": 0.6328, "X4": 0.49461, "Y4": 0.6338, "page": 0}, {"Word": "The final rule also removes four substances from the", "Confidence": 0.94267, "X1": 0.04447, "Y1": 0.6342, "X2": 0.43261, "Y2": 0.634, "X3": 0.43261, "Y3": 0.6468, "X4": 0.04447, "Y4": 0.6478, "page": 0}, {"Word": "reasoned that Congress did not intend to include the", "Confidence": 0.99578, "X1": 0.49461, "Y1": 0.6342, "X2": 0.8841, "Y2": 0.634, "X3": 0.88544, "Y3": 0.6468, "X4": 0.49461, "Y4": 0.6468, "page": 0}, {"Word": "EHS list that do not meet the listing criteria: phosphorus", "Confidence": 0.9926, "X1": 0.04447, "Y1": 0.6482, "X2": 0.46226, "Y2": 0.648, "X3": 0.46226, "Y3": 0.6618, "X4": 0.04447, "Y4": 0.6618, "page": 0}, {"Word": "substances listed due to \"clerical error,\" the final rule", "Confidence": 0.98244, "X1": 0.49326, "Y1": 0.6472, "X2": 0.88949, "Y2": 0.647, "X3": 0.88949, "Y3": 0.6618, "X4": 0.49326, "Y4": 0.6618, "page": 0}, {"Word": "pentoxide, diethylcarbamazine citrate, fenitrothion and", "Confidence": 0.9808, "X1": 0.04447, "Y1": 0.6622, "X2": 0.45418, "Y2": 0.662, "X3": 0.45418, "Y3": 0.6758, "X4": 0.04447, "Y4": 0.6768, "page": 0}, {"Word": "states.", "Confidence": 0.97, "X1": 0.49461, "Y1": 0.6632, "X2": 0.54447, "Y2": 0.663, "X3": 0.54447, "Y3": 0.6758, "X4": 0.49326, "Y4": 0.6748, "page": 0}, {"Word": "tellurium. These chemicals were proposed for deletion", "Confidence": 0.98343, "X1": 0.04582, "Y1": 0.6762, "X2": 0.45013, "Y2": 0.676, "X3": 0.45013, "Y3": 0.6898, "X4": 0.04582, "Y4": 0.6898, "page": 0}, {"Word": "Section 304 of EPCRA provides that chemicals on the", "Confidence": 0.99578, "X1": 0.49461, "Y1": 0.6822, "X2": 0.89084, "Y2": 0.682, "X3": 0.89084, "Y3": 0.6978, "X4": 0.49326, "Y4": 0.6968, "page": 0}, {"Word": "Oct. 12, 1995 (59 FR 51816), as the result of a 1987 federal", "Confidence": 0.97223, "X1": 0.04582, "Y1": 0.6902, "X2": 0.46226, "Y2": 0.69, "X3": 0.46226, "Y3": 0.7038, "X4": 0.04582, "Y4": 0.7038, "page": 0}, {"Word": "court decision ordering EPA to remove several sub-", "Confidence": 0.9695, "X1": 0.04582, "Y1": 0.7032, "X2": 0.42857, "Y2": 0.703, "X3": 0.42857, "Y3": 0.7178, "X4": 0.04582, "Y4": 0.7178, "page": 0}, {"Word": "EHS list that do not have an RQ assigned to them by", "Confidence": 0.985, "X1": 0.49596, "Y1": 0.6972, "X2": 0.88544, "Y2": 0.697, "X3": 0.88544, "Y3": 0.7118, "X4": 0.49461, "Y4": 0.7108, "page": 0}, {"Word": "regulation will have an RQ of one pound. Prior to this", "Confidence": 0.98491, "X1": 0.49596, "Y1": 0.7112, "X2": 0.89353, "Y2": 0.711, "X3": 0.89353, "Y3": 0.7258, "X4": 0.49596, "Y4": 0.7258, "page": 0}, {"Word": "stances from the EHS list (A.L. Laboratories, Inc. v. EPA,", "Confidence": 0.9295, "X1": 0.04447, "Y1": 0.7172, "X2": 0.44744, "Y2": 0.717, "X3": 0.44744, "Y3": 0.7328, "X4": 0.04447, "Y4": 0.7338, "page": 0}, {"Word": "674 F. Supp. 894, D.D.C. 1987).", "Confidence": 0.98817, "X1": 0.04447, "Y1": 0.7312, "X2": 0.27089, "Y2": 0.731, "X3": 0.27089, "Y3": 0.7458, "X4": 0.04447, "Y4": 0.7458, "page": 0}, {"Word": "rulemaking, a total of 215 substances had a one-pound", "Confidence": 0.99144, "X1": 0.49596, "Y1": 0.7252, "X2": 0.90027, "Y2": 0.725, "X3": 0.90027, "Y3": 0.7398, "X4": 0.49596, "Y4": 0.7398, "page": 0}, {"Word": "RQ. Following the rulemaking, there are 11 EHSs with a", "Confidence": 0.9801, "X1": 0.49596, "Y1": 0.7392, "X2": 0.91105, "Y2": 0.739, "X3": 0.91105, "Y3": 0.7538, "X4": 0.49596, "Y4": 0.7528, "page": 0}, {"Word": "one-pound RQ remaining. The 204 chemicals listed in", "Confidence": 0.981, "X1": 0.49326, "Y1": 0.7542, "X2": 0.88949, "Y2": 0.754, "X3": 0.88949, "Y3": 0.7678, "X4": 0.49326, "Y4": 0.7678, "page": 0}, {"Word": "When EPA published the original list of 402 EHSs (51 FR", "Confidence": 0.99391, "X1": 0.04582, "Y1": 0.7602, "X2": 0.46765, "Y2": 0.76, "X3": 0.46765, "Y3": 0.7748, "X4": 0.04582, "Y4": 0.7748, "page": 0}, {"Word": "the final rule have been assigned RQs above one pound.", "Confidence": 0.9498, "X1": 0.49461, "Y1": 0.7682, "X2": 0.9097, "Y2": 0.768, "X3": 0.9097, "Y3": 0.7838, "X4": 0.49461, "Y4": 0.7828, "page": 0}, {"Word": "41570, Nov. 17, 1986), the agency at the same time pro-", "Confidence": 0.98864, "X1": 0.04717, "Y1": 0.7762, "X2": 0.45013, "Y2": 0.776, "X3": 0.45013, "Y3": 0.7898, "X4": 0.04717, "Y4": 0.7888, "page": 0}, {"Word": "The 11 chemicals with a one-pound RQ were desig-", "Confidence": 0.97533, "X1": 0.49461, "Y1": 0.7832, "X2": 0.87601, "Y2": 0.783, "X3": 0.87601, "Y3": 0.7968, "X4": 0.49461, "Y4": 0.7968, "page": 0}, {"Word": "posed to delete 40 substances on the basis that their", "Confidence": 0.9877, "X1": 0.04582, "Y1": 0.7892, "X2": 0.42453, "Y2": 0.789, "X3": 0.42453, "Y3": 0.8018, "X4": 0.04582, "Y4": 0.8028, "page": 0}, {"Word": "original listing was in error, the final rule states. The fol-", "Confidence": 0.98718, "X1": 0.04582, "Y1": 0.8022, "X2": 0.46361, "Y2": 0.802, "X3": 0.46361, "Y3": 0.8168, "X4": 0.04582, "Y4": 0.8178, "page": 0}, {"Word": "nated as CERCLA hazardous substances on Feb. 9, 1995", "Confidence": 0.98889, "X1": 0.49326, "Y1": 0.7962, "X2": 0.90836, "Y2": 0.796, "X3": 0.90836, "Y3": 0.8098, "X4": 0.49326, "Y4": 0.8098, "page": 0}, {"Word": "(60 FR 7824) and EPA currently is developing a", "Confidence": 0.95633, "X1": 0.49596, "Y1": 0.8112, "X2": 0.84771, "Y2": 0.811, "X3": 0.84771, "Y3": 0.8268, "X4": 0.49596, "Y4": 0.8248, "page": 0}, {"Word": "lowing year, EPA announced that it was deferring the", "Confidence": 0.98733, "X1": 0.04447, "Y1": 0.8172, "X2": 0.4434, "Y2": 0.817, "X3": 0.4434, "Y3": 0.8308, "X4": 0.04447, "Y4": 0.8318, "page": 0}, {"Word": "proposed delisting \"pending an evaluation of the long-", "Confidence": 0.99187, "X1": 0.04447, "Y1": 0.8312, "X2": 0.45283, "Y2": 0.831, "X3": 0.45283, "Y3": 0.8448, "X4": 0.04447, "Y4": 0.8458, "page": 0}, {"Word": "rulemaking to adjust their KQs.", "Confidence": 0.931, "X1": 0.49461, "Y1": 0.8252, "X2": 0.72911, "Y2": 0.825, "X3": 0.72911, "Y3": 0.8398, "X4": 0.49461, "Y4": 0.8398, "page": 0}, {"Word": "term effects from short-term exposure to each of them,\"", "Confidence": 0.96633, "X1": 0.04582, "Y1": 0.8462, "X2": 0.45418, "Y2": 0.846, "X3": 0.45418, "Y3": 0.8588, "X4": 0.04582, "Y4": 0.8588, "page": 0}, {"Word": "For more information, contact EPA's John Ferris at (202)", "Confidence": 0.98467, "X1": 0.49461, "Y1": 0.8452, "X2": 0.9124, "Y2": 0.845, "X3": 0.9124, "Y3": 0.8588, "X4": 0.49461, "Y4": 0.8588, "page": 0}, {"Word": "the final rule states. On Nov. 23, 1987, the U.S. District", "Confidence": 0.95327, "X1": 0.04717, "Y1": 0.8592, "X2": 0.44474, "Y2": 0.859, "X3": 0.44474, "Y3": 0.8728, "X4": 0.04717, "Y4": 0.8728, "page": 0}, {"Word": "260-4043 or the EPCRA hotline at (800) 424-9346 (in the", "Confidence": 0.9914, "X1": 0.49461, "Y1": 0.8592, "X2": 0.90162, "Y2": 0.859, "X3": 0.90162, "Y3": 0.8738, "X4": 0.49461, "Y4": 0.8728, "page": 0}, {"Word": "Court for the District of Columbia ordered EPA to re-", "Confidence": 0.9438, "X1": 0.04852, "Y1": 0.8732, "X2": 0.43935, "Y2": 0.873, "X3": 0.43935, "Y3": 0.8868, "X4": 0.04852, "Y4": 0.8868, "page": 0}, {"Word": "Washington, D.C ., area, call (703) 486-3323).", "Confidence": 0.95157, "X1": 0.49596, "Y1": 0.8742, "X2": 0.82749, "Y2": 0.874, "X3": 0.82749, "Y3": 0.8898, "X4": 0.49596, "Y4": 0.8888, "page": 0}, {"Word": "edipositono senate document room 983er", "Confidence": 0.6148, "X1": 0.02426, "Y1": 0.8912, "X2": 0.46361, "Y2": 0.891, "X3": 0.46361, "Y3": 0.9118, "X4": 0.02426, "Y4": 0.9108, "page": 0}, {"Word": "committee upad", "Confidence": 0.3775, "X1": 0.14151, "Y1": 0.9062, "X2": 0.31267, "Y2": 0.906, "X3": 0.31267, "Y3": 0.9218, "X4": 0.14151, "Y4": 0.9218, "page": 0}, {"Word": "print 99-169", "Confidence": 0.7685, "X1": 0.25337, "Y1": 0.9072, "X2": 0.39488, "Y2": 0.907, "X3": 0.39623, "Y3": 0.9218, "X4": 0.25472, "Y4": 0.9328, "page": 0}, {"Word": "section 313 - SARA Title I", "Confidence": 0.68417, "X1": 0.60647, "Y1": 0.8972, "X2": 0.92722, "Y2": 0.897, "X3": 0.92857, "Y3": 0.9208, "X4": 0.60647, "Y4": 0.9278, "page": 0}, {"Word": "Right-To-Know New's", "Confidence": 0.752, "X1": 0.04582, "Y1": 0.9232, "X2": 0.19811, "Y2": 0.923, "X3": 0.19811, "Y3": 0.9398, "X4": 0.04582, "Y4": 0.9398, "page": 0}, {"Word": "May 17, 1996", "Confidence": 0.99433, "X1": 0.42857, "Y1": 0.9232, "X2": 0.5283, "Y2": 0.923, "X3": 0.52965, "Y3": 0.9398, "X4": 0.42857, "Y4": 0.9428, "page": 0}, {"Word": "Page 3", "Confidence": 0.986, "X1": 0.85984, "Y1": 0.9242, "X2": 0.9124, "Y2": 0.924, "X3": 0.9124, "Y3": 0.9398, "X4": 0.85849, "Y4": 0.9408, "page": 0}, {"Word": "June 4, 1987 original list", "Confidence": 0.8958, "X1": 0.0566, "Y1": 0.9352, "X2": 0.4124, "Y2": 0.935, "X3": 0.41375, "Y3": 0.9578, "X4": 0.0566, "Y4": 0.9648, "page": 0}, {"Word": "original 3/3", "Confidence": 0.7955, "X1": 0.60512, "Y1": 0.9302, "X2": 0.77628, "Y2": 0.93, "X3": 0.77763, "Y3": 0.9528, "X4": 0.60512, "Y4": 0.9568, "page": 0}, {"Word": "reasons for going on list", "Confidence": 0.9118, "X1": 0.60916, "Y1": 0.9512, "X2": 0.93531, "Y2": 0.951, "X3": 0.93531, "Y3": 0.9768, "X4": 0.60916, "Y4": 0.9788, "page": 0}, {"Word": "324", "Confidence": 0.985, "X1": 0.25337, "Y1": 0.9652, "X2": 0.30054, "Y2": 0.965, "X3": 0.29919, "Y3": 0.9788, "X4": 0.25337, "Y4": 0.9778, "page": 0}, {"Word": "Feb. 16, 1988- Final rule", "Confidence": 0.8072, "X1": 0.05391, "Y1": 0.9732, "X2": 0.30323, "Y2": 0.973, "X3": 0.30323, "Y3": 0.9918, "X4": 0.05526, "Y4": 0.9938, "page": 0}], "words_data": [{"Word": "+", "Confidence": 0.601, "X1": 0.07547, "Y1": 0.0702, "X2": 0.08356, "Y2": 0.07, "X3": 0.08221, "Y3": 0.0858, "X4": 0.07412, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "Upper", "Confidence": 0.997, "X1": 0.08625, "Y1": 0.0702, "X2": 0.13342, "Y2": 0.07, "X3": 0.13342, "Y3": 0.0858, "X4": 0.08625, "Y4": 0.0858, "page": 0, "Index": 1}, {"Word": "level", "Confidence": 0.997, "X1": 0.13747, "Y1": 0.0702, "X2": 0.17251, "Y2": 0.07, "X3": 0.17251, "Y3": 0.0858, "X4": 0.13612, "Y4": 0.0858, "page": 0, "Index": 2}, {"Word": "management", "Confidence": 0.993, "X1": 0.17655, "Y1": 0.0712, "X2": 0.27224, "Y2": 0.071, "X3": 0.27224, "Y3": 0.0848, "X4": 0.17655, "Y4": 0.0858, "page": 0, "Index": 3}, {"Word": "will", "Confidence": 0.989, "X1": 0.27628, "Y1": 0.0712, "X2": 0.30323, "Y2": 0.071, "X3": 0.30323, "Y3": 0.0848, "X4": 0.27628, "Y4": 0.0848, "page": 0, "Index": 4}, {"Word": "conduct", "Confidence": 0.996, "X1": 0.30728, "Y1": 0.0712, "X2": 0.36523, "Y2": 0.071, "X3": 0.36523, "Y3": 0.0848, "X4": 0.30728, "Y4": 0.0848, "page": 0, "Index": 5}, {"Word": "meetings", "Confidence": 0.995, "X1": 0.36927, "Y1": 0.0722, "X2": 0.44205, "Y2": 0.072, "X3": 0.44205, "Y3": 0.0848, "X4": 0.36927, "Y4": 0.0848, "page": 0, "Index": 6}, {"Word": "the", "Confidence": 0.996, "X1": 0.49596, "Y1": 0.0702, "X2": 0.51887, "Y2": 0.07, "X3": 0.51752, "Y3": 0.0848, "X4": 0.49596, "Y4": 0.0848, "page": 0, "Index": 7}, {"Word": "alleged", "Confidence": 0.996, "X1": 0.52291, "Y1": 0.0702, "X2": 0.57547, "Y2": 0.07, "X3": 0.57412, "Y3": 0.0858, "X4": 0.52291, "Y4": 0.0848, "page": 0, "Index": 8}, {"Word": "violations", "Confidence": 0.994, "X1": 0.57951, "Y1": 0.0702, "X2": 0.65094, "Y2": 0.07, "X3": 0.6496, "Y3": 0.0858, "X4": 0.57951, "Y4": 0.0858, "page": 0, "Index": 9}, {"Word": "and", "Confidence": 0.998, "X1": 0.65499, "Y1": 0.0702, "X2": 0.68329, "Y2": 0.07, "X3": 0.68194, "Y3": 0.0858, "X4": 0.65364, "Y4": 0.0858, "page": 0, "Index": 10}, {"Word": "complying", "Confidence": 0.995, "X1": 0.68733, "Y1": 0.0702, "X2": 0.76685, "Y2": 0.07, "X3": 0.7655, "Y3": 0.0858, "X4": 0.68598, "Y4": 0.0858, "page": 0, "Index": 11}, {"Word": "with", "Confidence": 0.989, "X1": 0.77089, "Y1": 0.0702, "X2": 0.80593, "Y2": 0.07, "X3": 0.80593, "Y3": 0.0858, "X4": 0.76954, "Y4": 0.0858, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.994, "X1": 0.80997, "Y1": 0.0702, "X2": 0.83154, "Y2": 0.07, "X3": 0.83019, "Y3": 0.0858, "X4": 0.80997, "Y4": 0.0858, "page": 0, "Index": 13}, {"Word": "terms", "Confidence": 0.994, "X1": 0.83558, "Y1": 0.0712, "X2": 0.87871, "Y2": 0.071, "X3": 0.87736, "Y3": 0.0858, "X4": 0.83558, "Y4": 0.0858, "page": 0, "Index": 14}, {"Word": "of", "Confidence": 0.998, "X1": 0.88275, "Y1": 0.0712, "X2": 0.90431, "Y2": 0.071, "X3": 0.90296, "Y3": 0.0858, "X4": 0.8814, "Y4": 0.0858, "page": 0, "Index": 15}, {"Word": "all", "Confidence": 0.998, "X1": 0.12534, "Y1": 0.0852, "X2": 0.14286, "Y2": 0.085, "X3": 0.14286, "Y3": 0.0978, "X4": 0.12534, "Y4": 0.0988, "page": 0, "Index": 16}, {"Word": "managers", "Confidence": 0.994, "X1": 0.1469, "Y1": 0.0852, "X2": 0.21833, "Y2": 0.085, "X3": 0.21833, "Y3": 0.0978, "X4": 0.1469, "Y4": 0.0978, "page": 0, "Index": 17}, {"Word": "to", "Confidence": 0.998, "X1": 0.22237, "Y1": 0.0852, "X2": 0.23585, "Y2": 0.085, "X3": 0.23585, "Y3": 0.0978, "X4": 0.22237, "Y4": 0.0978, "page": 0, "Index": 18}, {"Word": "re-emphasize", "Confidence": 0.981, "X1": 0.23989, "Y1": 0.0852, "X2": 0.33827, "Y2": 0.085, "X3": 0.33827, "Y3": 0.0978, "X4": 0.23989, "Y4": 0.0978, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.997, "X1": 0.34232, "Y1": 0.0852, "X2": 0.36523, "Y2": 0.085, "X3": 0.36523, "Y3": 0.0978, "X4": 0.34232, "Y4": 0.0978, "page": 0, "Index": 20}, {"Word": "importance", "Confidence": 0.994, "X1": 0.36927, "Y1": 0.0852, "X2": 0.45822, "Y2": 0.085, "X3": 0.45822, "Y3": 0.0978, "X4": 0.36792, "Y4": 0.0978, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.998, "X1": 0.4973, "Y1": 0.0852, "X2": 0.51887, "Y2": 0.085, "X3": 0.51887, "Y3": 0.0978, "X4": 0.4973, "Y4": 0.0978, "page": 0, "Index": 22}, {"Word": "with", "Confidence": 0.997, "X1": 0.08895, "Y1": 0.0852, "X2": 0.12129, "Y2": 0.085, "X3": 0.12129, "Y3": 0.0988, "X4": 0.08895, "Y4": 0.0988, "page": 0, "Index": 23}, {"Word": "settlement", "Confidence": 0.968, "X1": 0.52291, "Y1": 0.0852, "X2": 0.59973, "Y2": 0.085, "X3": 0.59838, "Y3": 0.0988, "X4": 0.52291, "Y4": 0.0978, "page": 0, "Index": 24}, {"Word": "agreement.", "Confidence": 0.994, "X1": 0.60243, "Y1": 0.0862, "X2": 0.68868, "Y2": 0.086, "X3": 0.68868, "Y3": 0.0988, "X4": 0.60243, "Y4": 0.0988, "page": 0, "Index": 25}, {"Word": "of", "Confidence": 0.998, "X1": 0.08895, "Y1": 0.0982, "X2": 0.10243, "Y2": 0.098, "X3": 0.10108, "Y3": 0.1128, "X4": 0.0876, "Y4": 0.1138, "page": 0, "Index": 26}, {"Word": "safety", "Confidence": 0.958, "X1": 0.10647, "Y1": 0.0982, "X2": 0.1496, "Y2": 0.098, "X3": 0.14825, "Y3": 0.1128, "X4": 0.10512, "Y4": 0.1128, "page": 0, "Index": 27}, {"Word": "and", "Confidence": 0.998, "X1": 0.15364, "Y1": 0.0982, "X2": 0.18059, "Y2": 0.098, "X3": 0.18059, "Y3": 0.1128, "X4": 0.15229, "Y4": 0.1128, "page": 0, "Index": 28}, {"Word": "communicate", "Confidence": 0.993, "X1": 0.18464, "Y1": 0.0992, "X2": 0.28302, "Y2": 0.099, "X3": 0.28167, "Y3": 0.1128, "X4": 0.18464, "Y4": 0.1128, "page": 0, "Index": 29}, {"Word": "safety", "Confidence": 0.97, "X1": 0.28706, "Y1": 0.0992, "X2": 0.32884, "Y2": 0.099, "X3": 0.32884, "Y3": 0.1128, "X4": 0.28571, "Y4": 0.1128, "page": 0, "Index": 30}, {"Word": "and", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.0992, "X2": 0.36119, "Y2": 0.099, "X3": 0.35984, "Y3": 0.1128, "X4": 0.33288, "Y4": 0.1128, "page": 0, "Index": 31}, {"Word": "health", "Confidence": 0.996, "X1": 0.36523, "Y1": 0.0992, "X2": 0.4124, "Y2": 0.099, "X3": 0.4124, "Y3": 0.1138, "X4": 0.36388, "Y4": 0.1128, "page": 0, "Index": 32}, {"Word": "per-", "Confidence": 0.987, "X1": 0.41644, "Y1": 0.0992, "X2": 0.45148, "Y2": 0.099, "X3": 0.45013, "Y3": 0.1138, "X4": 0.41644, "Y4": 0.1138, "page": 0, "Index": 33}, {"Word": "formance", "Confidence": 0.994, "X1": 0.08895, "Y1": 0.1132, "X2": 0.15633, "Y2": 0.113, "X3": 0.15633, "Y3": 0.1268, "X4": 0.0876, "Y4": 0.1268, "page": 0, "Index": 34}, {"Word": "expectations.", "Confidence": 0.955, "X1": 0.16038, "Y1": 0.1132, "X2": 0.25876, "Y2": 0.113, "X3": 0.25876, "Y3": 0.1258, "X4": 0.15903, "Y4": 0.1268, "page": 0, "Index": 35}, {"Word": "The", "Confidence": 0.998, "X1": 0.4973, "Y1": 0.1142, "X2": 0.52426, "Y2": 0.114, "X3": 0.52291, "Y3": 0.1278, "X4": 0.49596, "Y4": 0.1278, "page": 0, "Index": 36}, {"Word": "company", "Confidence": 0.996, "X1": 0.5283, "Y1": 0.1142, "X2": 0.59569, "Y2": 0.114, "X3": 0.59434, "Y3": 0.1278, "X4": 0.52695, "Y4": 0.1278, "page": 0, "Index": 37}, {"Word": "also", "Confidence": 0.991, "X1": 0.59973, "Y1": 0.1142, "X2": 0.62668, "Y2": 0.114, "X3": 0.62668, "Y3": 0.1278, "X4": 0.59838, "Y4": 0.1278, "page": 0, "Index": 38}, {"Word": "is", "Confidence": 0.998, "X1": 0.63073, "Y1": 0.1142, "X2": 0.6442, "Y2": 0.114, "X3": 0.64286, "Y3": 0.1288, "X4": 0.62938, "Y4": 0.1278, "page": 0, "Index": 39}, {"Word": "planning", "Confidence": 0.83, "X1": 0.64825, "Y1": 0.1142, "X2": 0.71563, "Y2": 0.114, "X3": 0.71429, "Y3": 0.1288, "X4": 0.6469, "Y4": 0.1288, "page": 0, "Index": 40}, {"Word": "a", "Confidence": 0.996, "X1": 0.71968, "Y1": 0.1142, "X2": 0.72507, "Y2": 0.114, "X3": 0.72372, "Y3": 0.1288, "X4": 0.71833, "Y4": 0.1288, "page": 0, "Index": 41}, {"Word": "number", "Confidence": 0.996, "X1": 0.72911, "Y1": 0.1142, "X2": 0.78976, "Y2": 0.114, "X3": 0.78841, "Y3": 0.1288, "X4": 0.72776, "Y4": 0.1288, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.998, "X1": 0.7938, "Y1": 0.1142, "X2": 0.80863, "Y2": 0.114, "X3": 0.80728, "Y3": 0.1288, "X4": 0.79111, "Y4": 0.1288, "page": 0, "Index": 43}, {"Word": "enhance-", "Confidence": 0.992, "X1": 0.81267, "Y1": 0.1152, "X2": 0.88275, "Y2": 0.115, "X3": 0.8814, "Y3": 0.1288, "X4": 0.81132, "Y4": 0.1288, "page": 0, "Index": 44}, {"Word": "Enhance", "Confidence": 0.8, "X1": 0.0876, "Y1": 0.1322, "X2": 0.1496, "Y2": 0.132, "X3": 0.14825, "Y3": 0.1478, "X4": 0.08625, "Y4": 0.1478, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.994, "X1": 0.15364, "Y1": 0.1332, "X2": 0.1752, "Y2": 0.133, "X3": 0.1752, "Y3": 0.1478, "X4": 0.15229, "Y4": 0.1478, "page": 0, "Index": 46}, {"Word": "level", "Confidence": 0.991, "X1": 0.18059, "Y1": 0.1332, "X2": 0.21563, "Y2": 0.133, "X3": 0.21429, "Y3": 0.1478, "X4": 0.17925, "Y4": 0.1478, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.21968, "Y1": 0.1332, "X2": 0.2345, "Y2": 0.133, "X3": 0.2345, "Y3": 0.1478, "X4": 0.21833, "Y4": 0.1478, "page": 0, "Index": 48}, {"Word": "training", "Confidence": 0.996, "X1": 0.23854, "Y1": 0.1332, "X2": 0.29515, "Y2": 0.133, "X3": 0.29515, "Y3": 0.1478, "X4": 0.23854, "Y4": 0.1478, "page": 0, "Index": 49}, {"Word": "in", "Confidence": 0.998, "X1": 0.29919, "Y1": 0.1332, "X2": 0.31536, "Y2": 0.133, "X3": 0.31402, "Y3": 0.1478, "X4": 0.29919, "Y4": 0.1478, "page": 0, "Index": 50}, {"Word": "safety", "Confidence": 0.991, "X1": 0.31941, "Y1": 0.1332, "X2": 0.36119, "Y2": 0.133, "X3": 0.36119, "Y3": 0.1478, "X4": 0.31806, "Y4": 0.1478, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.1332, "X2": 0.39353, "Y2": 0.133, "X3": 0.39218, "Y3": 0.1478, "X4": 0.36523, "Y4": 0.1478, "page": 0, "Index": 52}, {"Word": "health", "Confidence": 0.955, "X1": 0.39757, "Y1": 0.1332, "X2": 0.44744, "Y2": 0.133, "X3": 0.44744, "Y3": 0.1478, "X4": 0.39623, "Y4": 0.1478, "page": 0, "Index": 53}, {"Word": "ments", "Confidence": 0.993, "X1": 0.4973, "Y1": 0.1282, "X2": 0.54178, "Y2": 0.128, "X3": 0.54043, "Y3": 0.1428, "X4": 0.49596, "Y4": 0.1428, "page": 0, "Index": 54}, {"Word": "to", "Confidence": 0.998, "X1": 0.54447, "Y1": 0.1282, "X2": 0.55795, "Y2": 0.128, "X3": 0.5566, "Y3": 0.1428, "X4": 0.54447, "Y4": 0.1428, "page": 0, "Index": 55}, {"Word": "its", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.1282, "X2": 0.57817, "Y2": 0.128, "X3": 0.57817, "Y3": 0.1428, "X4": 0.56065, "Y4": 0.1428, "page": 0, "Index": 56}, {"Word": "health", "Confidence": 0.994, "X1": 0.58221, "Y1": 0.1282, "X2": 0.62803, "Y2": 0.128, "X3": 0.62668, "Y3": 0.1428, "X4": 0.58221, "Y4": 0.1428, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.998, "X1": 0.63208, "Y1": 0.1282, "X2": 0.66038, "Y2": 0.128, "X3": 0.65903, "Y3": 0.1428, "X4": 0.63073, "Y4": 0.1428, "page": 0, "Index": 58}, {"Word": "safety", "Confidence": 0.996, "X1": 0.66442, "Y1": 0.1282, "X2": 0.70889, "Y2": 0.128, "X3": 0.70755, "Y3": 0.1428, "X4": 0.66307, "Y4": 0.1428, "page": 0, "Index": 59}, {"Word": "program,", "Confidence": 0.991, "X1": 0.71159, "Y1": 0.1292, "X2": 0.78032, "Y2": 0.129, "X3": 0.78032, "Y3": 0.1438, "X4": 0.71159, "Y4": 0.1428, "page": 0, "Index": 60}, {"Word": "including", "Confidence": 0.995, "X1": 0.78437, "Y1": 0.1292, "X2": 0.85714, "Y2": 0.129, "X3": 0.8558, "Y3": 0.1438, "X4": 0.78437, "Y4": 0.1438, "page": 0, "Index": 61}, {"Word": "an", "Confidence": 0.998, "X1": 0.86119, "Y1": 0.1302, "X2": 0.87871, "Y2": 0.13, "X3": 0.87871, "Y3": 0.1438, "X4": 0.85984, "Y4": 0.1438, "page": 0, "Index": 62}, {"Word": "ex-", "Confidence": 0.998, "X1": 0.88275, "Y1": 0.1302, "X2": 0.91105, "Y2": 0.13, "X3": 0.9097, "Y3": 0.1438, "X4": 0.88275, "Y4": 0.1438, "page": 0, "Index": 63}, {"Word": "tensive", "Confidence": 0.992, "X1": 0.49865, "Y1": 0.1422, "X2": 0.54717, "Y2": 0.142, "X3": 0.54717, "Y3": 0.1558, "X4": 0.4973, "Y4": 0.1548, "page": 0, "Index": 64}, {"Word": "contractor", "Confidence": 0.993, "X1": 0.55121, "Y1": 0.1432, "X2": 0.62399, "Y2": 0.143, "X3": 0.62399, "Y3": 0.1568, "X4": 0.55121, "Y4": 0.1558, "page": 0, "Index": 65}, {"Word": "safety", "Confidence": 0.9, "X1": 0.62803, "Y1": 0.1422, "X2": 0.67251, "Y2": 0.142, "X3": 0.67116, "Y3": 0.1568, "X4": 0.62803, "Y4": 0.1568, "page": 0, "Index": 66}, {"Word": "program,", "Confidence": 0.937, "X1": 0.67655, "Y1": 0.1422, "X2": 0.74394, "Y2": 0.142, "X3": 0.74394, "Y3": 0.1568, "X4": 0.6752, "Y4": 0.1568, "page": 0, "Index": 67}, {"Word": "McCoy", "Confidence": 0.957, "X1": 0.74798, "Y1": 0.1422, "X2": 0.80323, "Y2": 0.142, "X3": 0.80323, "Y3": 0.1568, "X4": 0.74798, "Y4": 0.1568, "page": 0, "Index": 68}, {"Word": "said.", "Confidence": 0.955, "X1": 0.80728, "Y1": 0.1422, "X2": 0.84232, "Y2": 0.142, "X3": 0.84232, "Y3": 0.1568, "X4": 0.80728, "Y4": 0.1568, "page": 0, "Index": 69}, {"Word": "AK", "Confidence": 0.996, "X1": 0.84636, "Y1": 0.1422, "X2": 0.87062, "Y2": 0.142, "X3": 0.86927, "Y3": 0.1568, "X4": 0.84636, "Y4": 0.1568, "page": 0, "Index": 70}, {"Word": "policies", "Confidence": 0.993, "X1": 0.0876, "Y1": 0.1492, "X2": 0.14286, "Y2": 0.149, "X3": 0.14151, "Y3": 0.1628, "X4": 0.08625, "Y4": 0.1638, "page": 0, "Index": 71}, {"Word": "and", "Confidence": 0.998, "X1": 0.1469, "Y1": 0.1492, "X2": 0.17655, "Y2": 0.149, "X3": 0.1752, "Y3": 0.1628, "X4": 0.14555, "Y4": 0.1628, "page": 0, "Index": 72}, {"Word": "procedures", "Confidence": 0.994, "X1": 0.17925, "Y1": 0.1492, "X2": 0.2628, "Y2": 0.149, "X3": 0.26146, "Y3": 0.1628, "X4": 0.17925, "Y4": 0.1628, "page": 0, "Index": 73}, {"Word": "and", "Confidence": 0.998, "X1": 0.2655, "Y1": 0.1492, "X2": 0.29245, "Y2": 0.149, "X3": 0.29245, "Y3": 0.1628, "X4": 0.2655, "Y4": 0.1628, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.998, "X1": 0.2965, "Y1": 0.1492, "X2": 0.31132, "Y2": 0.149, "X3": 0.31132, "Y3": 0.1628, "X4": 0.2965, "Y4": 0.1628, "page": 0, "Index": 75}, {"Word": "hazard", "Confidence": 0.997, "X1": 0.31536, "Y1": 0.1492, "X2": 0.36658, "Y2": 0.149, "X3": 0.36658, "Y3": 0.1628, "X4": 0.31402, "Y4": 0.1628, "page": 0, "Index": 76}, {"Word": "recognition", "Confidence": 0.994, "X1": 0.37062, "Y1": 0.1492, "X2": 0.45687, "Y2": 0.149, "X3": 0.45553, "Y3": 0.1638, "X4": 0.36927, "Y4": 0.1628, "page": 0, "Index": 77}, {"Word": "for", "Confidence": 0.994, "X1": 0.08895, "Y1": 0.1622, "X2": 0.10916, "Y2": 0.162, "X3": 0.10916, "Y3": 0.1768, "X4": 0.08895, "Y4": 0.1758, "page": 0, "Index": 78}, {"Word": "all", "Confidence": 0.994, "X1": 0.11186, "Y1": 0.1632, "X2": 0.12938, "Y2": 0.163, "X3": 0.12938, "Y3": 0.1768, "X4": 0.11186, "Y4": 0.1768, "page": 0, "Index": 79}, {"Word": "managers.", "Confidence": 0.943, "X1": 0.13342, "Y1": 0.1642, "X2": 0.21024, "Y2": 0.164, "X3": 0.20889, "Y3": 0.1778, "X4": 0.13342, "Y4": 0.1768, "page": 0, "Index": 80}, {"Word": "Steel", "Confidence": 0.995, "X1": 0.49596, "Y1": 0.1562, "X2": 0.52965, "Y2": 0.156, "X3": 0.52965, "Y3": 0.1698, "X4": 0.49596, "Y4": 0.1698, "page": 0, "Index": 81}, {"Word": "recognizes", "Confidence": 0.993, "X1": 0.53369, "Y1": 0.1562, "X2": 0.61051, "Y2": 0.156, "X3": 0.61051, "Y3": 0.1698, "X4": 0.53369, "Y4": 0.1698, "page": 0, "Index": 82}, {"Word": "that", "Confidence": 0.988, "X1": 0.61456, "Y1": 0.1562, "X2": 0.6442, "Y2": 0.156, "X3": 0.6442, "Y3": 0.1698, "X4": 0.61456, "Y4": 0.1698, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.64825, "Y1": 0.1562, "X2": 0.67116, "Y2": 0.156, "X3": 0.66981, "Y3": 0.1708, "X4": 0.6469, "Y4": 0.1698, "page": 0, "Index": 84}, {"Word": "majority", "Confidence": 0.994, "X1": 0.67385, "Y1": 0.1562, "X2": 0.73585, "Y2": 0.156, "X3": 0.73585, "Y3": 0.1708, "X4": 0.67385, "Y4": 0.1708, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.998, "X1": 0.73989, "Y1": 0.1562, "X2": 0.75606, "Y2": 0.156, "X3": 0.75472, "Y3": 0.1708, "X4": 0.73989, "Y4": 0.1708, "page": 0, "Index": 86}, {"Word": "accidents", "Confidence": 0.991, "X1": 0.75876, "Y1": 0.1562, "X2": 0.82884, "Y2": 0.156, "X3": 0.82884, "Y3": 0.1708, "X4": 0.75876, "Y4": 0.1708, "page": 0, "Index": 87}, {"Word": "and", "Confidence": 0.998, "X1": 0.83288, "Y1": 0.1562, "X2": 0.86253, "Y2": 0.156, "X3": 0.86119, "Y3": 0.1708, "X4": 0.83154, "Y4": 0.1708, "page": 0, "Index": 88}, {"Word": "inci-", "Confidence": 0.998, "X1": 0.86523, "Y1": 0.1562, "X2": 0.89892, "Y2": 0.156, "X3": 0.89757, "Y3": 0.1708, "X4": 0.86523, "Y4": 0.1708, "page": 0, "Index": 89}, {"Word": "dents", "Confidence": 0.994, "X1": 0.49596, "Y1": 0.1702, "X2": 0.53639, "Y2": 0.17, "X3": 0.53504, "Y3": 0.1848, "X4": 0.49461, "Y4": 0.1848, "page": 0, "Index": 90}, {"Word": "involve", "Confidence": 0.968, "X1": 0.54043, "Y1": 0.1702, "X2": 0.59434, "Y2": 0.17, "X3": 0.59299, "Y3": 0.1848, "X4": 0.53908, "Y4": 0.1848, "page": 0, "Index": 91}, {"Word": "contractors,", "Confidence": 0.989, "X1": 0.59838, "Y1": 0.1702, "X2": 0.68464, "Y2": 0.17, "X3": 0.68329, "Y3": 0.1848, "X4": 0.59704, "Y4": 0.1848, "page": 0, "Index": 92}, {"Word": "thus", "Confidence": 0.987, "X1": 0.68868, "Y1": 0.1702, "X2": 0.72102, "Y2": 0.17, "X3": 0.71968, "Y3": 0.1848, "X4": 0.68733, "Y4": 0.1848, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.993, "X1": 0.72507, "Y1": 0.1702, "X2": 0.74663, "Y2": 0.17, "X3": 0.74528, "Y3": 0.1848, "X4": 0.72372, "Y4": 0.1848, "page": 0, "Index": 94}, {"Word": "new", "Confidence": 0.998, "X1": 0.75067, "Y1": 0.1712, "X2": 0.78167, "Y2": 0.171, "X3": 0.78032, "Y3": 0.1848, "X4": 0.74933, "Y4": 0.1848, "page": 0, "Index": 95}, {"Word": "program", "Confidence": 0.995, "X1": 0.78841, "Y1": 0.1712, "X2": 0.8504, "Y2": 0.171, "X3": 0.84771, "Y3": 0.1848, "X4": 0.78706, "Y4": 0.1848, "page": 0, "Index": 96}, {"Word": "will", "Confidence": 0.985, "X1": 0.85714, "Y1": 0.1722, "X2": 0.89218, "Y2": 0.172, "X3": 0.89084, "Y3": 0.1848, "X4": 0.8558, "Y4": 0.1848, "page": 0, "Index": 97}, {"Word": "Increase", "Confidence": 0.994, "X1": 0.08625, "Y1": 0.1842, "X2": 0.14555, "Y2": 0.184, "X3": 0.14555, "Y3": 0.1988, "X4": 0.08625, "Y4": 0.1988, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.1496, "Y1": 0.1842, "X2": 0.17251, "Y2": 0.184, "X3": 0.17251, "Y3": 0.1988, "X4": 0.1496, "Y4": 0.1988, "page": 0, "Index": 99}, {"Word": "level", "Confidence": 0.991, "X1": 0.17655, "Y1": 0.1842, "X2": 0.21294, "Y2": 0.184, "X3": 0.21159, "Y3": 0.1988, "X4": 0.17655, "Y4": 0.1988, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.21698, "Y1": 0.1842, "X2": 0.23181, "Y2": 0.184, "X3": 0.23046, "Y3": 0.1988, "X4": 0.21563, "Y4": 0.1988, "page": 0, "Index": 101}, {"Word": "employee", "Confidence": 0.992, "X1": 0.23585, "Y1": 0.1842, "X2": 0.30593, "Y2": 0.184, "X3": 0.30458, "Y3": 0.1998, "X4": 0.2345, "Y4": 0.1988, "page": 0, "Index": 102}, {"Word": "involvement", "Confidence": 0.955, "X1": 0.30997, "Y1": 0.1842, "X2": 0.40296, "Y2": 0.184, "X3": 0.40296, "Y3": 0.1988, "X4": 0.30863, "Y4": 0.1998, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.998, "X1": 0.40701, "Y1": 0.1832, "X2": 0.42588, "Y2": 0.183, "X3": 0.42588, "Y3": 0.1988, "X4": 0.40701, "Y4": 0.1988, "page": 0, "Index": 104}, {"Word": "include", "Confidence": 0.994, "X1": 0.49596, "Y1": 0.1852, "X2": 0.54987, "Y2": 0.185, "X3": 0.54987, "Y3": 0.1988, "X4": 0.49596, "Y4": 0.1978, "page": 0, "Index": 105}, {"Word": "extensive", "Confidence": 0.994, "X1": 0.55391, "Y1": 0.1842, "X2": 0.62129, "Y2": 0.184, "X3": 0.62129, "Y3": 0.1988, "X4": 0.55391, "Y4": 0.1988, "page": 0, "Index": 106}, {"Word": "steel", "Confidence": 0.995, "X1": 0.62534, "Y1": 0.1842, "X2": 0.65903, "Y2": 0.184, "X3": 0.65768, "Y3": 0.1988, "X4": 0.62534, "Y4": 0.1988, "page": 0, "Index": 107}, {"Word": "industry", "Confidence": 0.995, "X1": 0.66173, "Y1": 0.1842, "X2": 0.72642, "Y2": 0.184, "X3": 0.72507, "Y3": 0.1998, "X4": 0.66173, "Y4": 0.1988, "page": 0, "Index": 108}, {"Word": "safety", "Confidence": 0.991, "X1": 0.72911, "Y1": 0.1852, "X2": 0.77358, "Y2": 0.185, "X3": 0.77358, "Y3": 0.1998, "X4": 0.72911, "Y4": 0.1998, "page": 0, "Index": 109}, {"Word": "and", "Confidence": 0.998, "X1": 0.77763, "Y1": 0.1852, "X2": 0.80593, "Y2": 0.185, "X3": 0.80593, "Y3": 0.1998, "X4": 0.77763, "Y4": 0.1998, "page": 0, "Index": 110}, {"Word": "site-specific", "Confidence": 0.991, "X1": 0.80997, "Y1": 0.1852, "X2": 0.90027, "Y2": 0.185, "X3": 0.89892, "Y3": 0.1998, "X4": 0.80997, "Y4": 0.1998, "page": 0, "Index": 111}, {"Word": "safety", "Confidence": 0.672, "X1": 0.08895, "Y1": 0.1992, "X2": 0.13073, "Y2": 0.199, "X3": 0.12938, "Y3": 0.2138, "X4": 0.0876, "Y4": 0.2148, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.13342, "Y1": 0.1992, "X2": 0.16173, "Y2": 0.199, "X3": 0.16038, "Y3": 0.2138, "X4": 0.13342, "Y4": 0.2138, "page": 0, "Index": 113}, {"Word": "health", "Confidence": 0.995, "X1": 0.16577, "Y1": 0.1992, "X2": 0.21159, "Y2": 0.199, "X3": 0.21159, "Y3": 0.2128, "X4": 0.16442, "Y4": 0.2138, "page": 0, "Index": 114}, {"Word": "matters.", "Confidence": 0.885, "X1": 0.21563, "Y1": 0.2012, "X2": 0.27763, "Y2": 0.201, "X3": 0.27628, "Y3": 0.2128, "X4": 0.21429, "Y4": 0.2128, "page": 0, "Index": 115}, {"Word": "training", "Confidence": 0.991, "X1": 0.49865, "Y1": 0.1992, "X2": 0.55391, "Y2": 0.199, "X3": 0.55256, "Y3": 0.2128, "X4": 0.49865, "Y4": 0.2128, "page": 0, "Index": 116}, {"Word": "for", "Confidence": 0.993, "X1": 0.5566, "Y1": 0.1992, "X2": 0.57817, "Y2": 0.199, "X3": 0.57817, "Y3": 0.2128, "X4": 0.5566, "Y4": 0.2128, "page": 0, "Index": 117}, {"Word": "all", "Confidence": 0.998, "X1": 0.58221, "Y1": 0.1992, "X2": 0.60108, "Y2": 0.199, "X3": 0.60108, "Y3": 0.2128, "X4": 0.58221, "Y4": 0.2128, "page": 0, "Index": 118}, {"Word": "contractors.", "Confidence": 0.957, "X1": 0.60512, "Y1": 0.1992, "X2": 0.69137, "Y2": 0.199, "X3": 0.69137, "Y3": 0.2138, "X4": 0.60377, "Y4": 0.2128, "page": 0, "Index": 119}, {"Word": "Review", "Confidence": 0.955, "X1": 0.08491, "Y1": 0.2202, "X2": 0.13881, "Y2": 0.22, "X3": 0.13881, "Y3": 0.2348, "X4": 0.08491, "Y4": 0.2348, "page": 0, "Index": 120}, {"Word": "and", "Confidence": 0.998, "X1": 0.1442, "Y1": 0.2202, "X2": 0.17385, "Y2": 0.22, "X3": 0.17251, "Y3": 0.2348, "X4": 0.1442, "Y4": 0.2348, "page": 0, "Index": 121}, {"Word": "revise", "Confidence": 0.997, "X1": 0.17655, "Y1": 0.2202, "X2": 0.22102, "Y2": 0.22, "X3": 0.21968, "Y3": 0.2348, "X4": 0.17655, "Y4": 0.2348, "page": 0, "Index": 122}, {"Word": "safety", "Confidence": 0.648, "X1": 0.22507, "Y1": 0.2202, "X2": 0.26819, "Y2": 0.22, "X3": 0.26819, "Y3": 0.2348, "X4": 0.22372, "Y4": 0.2348, "page": 0, "Index": 123}, {"Word": "and", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.2202, "X2": 0.29919, "Y2": 0.22, "X3": 0.29919, "Y3": 0.2348, "X4": 0.27224, "Y4": 0.2348, "page": 0, "Index": 124}, {"Word": "health", "Confidence": 0.619, "X1": 0.30323, "Y1": 0.2202, "X2": 0.34906, "Y2": 0.22, "X3": 0.34771, "Y3": 0.2348, "X4": 0.30189, "Y4": 0.2348, "page": 0, "Index": 125}, {"Word": "manuals", "Confidence": 0.995, "X1": 0.3531, "Y1": 0.2202, "X2": 0.41779, "Y2": 0.22, "X3": 0.41644, "Y3": 0.2348, "X4": 0.35175, "Y4": 0.2348, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.42183, "Y1": 0.2202, "X2": 0.4407, "Y2": 0.22, "X3": 0.43801, "Y3": 0.2348, "X4": 0.42049, "Y4": 0.2348, "page": 0, "Index": 127}, {"Word": "define", "Confidence": 0.995, "X1": 0.08895, "Y1": 0.2352, "X2": 0.13208, "Y2": 0.235, "X3": 0.13208, "Y3": 0.2488, "X4": 0.08895, "Y4": 0.2488, "page": 0, "Index": 128}, {"Word": "manager-level", "Confidence": 0.798, "X1": 0.13612, "Y1": 0.2352, "X2": 0.24124, "Y2": 0.235, "X3": 0.24124, "Y3": 0.2498, "X4": 0.13612, "Y4": 0.2488, "page": 0, "Index": 129}, {"Word": "responsibilities.", "Confidence": 0.912, "X1": 0.24528, "Y1": 0.2352, "X2": 0.36119, "Y2": 0.235, "X3": 0.36119, "Y3": 0.2488, "X4": 0.24528, "Y4": 0.2498, "page": 0, "Index": 130}, {"Word": "Looking", "Confidence": 0.965, "X1": 0.49596, "Y1": 0.2352, "X2": 0.56469, "Y2": 0.235, "X3": 0.56334, "Y3": 0.2508, "X4": 0.49461, "Y4": 0.2508, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.2352, "X2": 0.58625, "Y2": 0.235, "X3": 0.58491, "Y3": 0.2508, "X4": 0.56739, "Y4": 0.2508, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.2352, "X2": 0.61995, "Y2": 0.235, "X3": 0.6186, "Y3": 0.2508, "X4": 0.58895, "Y4": 0.2508, "page": 0, "Index": 133}, {"Word": "Future", "Confidence": 0.997, "X1": 0.62399, "Y1": 0.2362, "X2": 0.68464, "Y2": 0.236, "X3": 0.68329, "Y3": 0.2498, "X4": 0.62264, "Y4": 0.2508, "page": 0, "Index": 134}, {"Word": "Review", "Confidence": 0.994, "X1": 0.08895, "Y1": 0.2552, "X2": 0.14016, "Y2": 0.255, "X3": 0.14016, "Y3": 0.2718, "X4": 0.08895, "Y4": 0.2718, "page": 0, "Index": 135}, {"Word": "all", "Confidence": 0.998, "X1": 0.14555, "Y1": 0.2562, "X2": 0.16173, "Y2": 0.256, "X3": 0.16173, "Y3": 0.2718, "X4": 0.14555, "Y4": 0.2718, "page": 0, "Index": 136}, {"Word": "procedures", "Confidence": 0.991, "X1": 0.16577, "Y1": 0.2562, "X2": 0.25067, "Y2": 0.256, "X3": 0.25067, "Y3": 0.2718, "X4": 0.16577, "Y4": 0.2718, "page": 0, "Index": 137}, {"Word": "that", "Confidence": 0.979, "X1": 0.25472, "Y1": 0.2562, "X2": 0.28032, "Y2": 0.256, "X3": 0.28032, "Y3": 0.2708, "X4": 0.25472, "Y4": 0.2718, "page": 0, "Index": 138}, {"Word": "incorporate", "Confidence": 0.994, "X1": 0.28437, "Y1": 0.2562, "X2": 0.36927, "Y2": 0.256, "X3": 0.36927, "Y3": 0.2708, "X4": 0.28437, "Y4": 0.2708, "page": 0, "Index": 139}, {"Word": "lockout/", "Confidence": 0.923, "X1": 0.37332, "Y1": 0.2552, "X2": 0.4434, "Y2": 0.255, "X3": 0.4434, "Y3": 0.2708, "X4": 0.37332, "Y4": 0.2708, "page": 0, "Index": 140}, {"Word": "Mike", "Confidence": 0.981, "X1": 0.4973, "Y1": 0.2562, "X2": 0.53235, "Y2": 0.256, "X3": 0.531, "Y3": 0.2708, "X4": 0.49596, "Y4": 0.2708, "page": 0, "Index": 141}, {"Word": "Bailey,", "Confidence": 0.996, "X1": 0.53774, "Y1": 0.2572, "X2": 0.58491, "Y2": 0.257, "X3": 0.58491, "Y3": 0.2718, "X4": 0.53639, "Y4": 0.2708, "page": 0, "Index": 142}, {"Word": "president", "Confidence": 0.994, "X1": 0.58895, "Y1": 0.2572, "X2": 0.65903, "Y2": 0.257, "X3": 0.65768, "Y3": 0.2728, "X4": 0.58895, "Y4": 0.2718, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.998, "X1": 0.66307, "Y1": 0.2572, "X2": 0.6779, "Y2": 0.257, "X3": 0.67655, "Y3": 0.2728, "X4": 0.66173, "Y4": 0.2728, "page": 0, "Index": 144}, {"Word": "Armco", "Confidence": 0.994, "X1": 0.68194, "Y1": 0.2572, "X2": 0.73181, "Y2": 0.257, "X3": 0.73046, "Y3": 0.2728, "X4": 0.68059, "Y4": 0.2728, "page": 0, "Index": 145}, {"Word": "Employees", "Confidence": 0.995, "X1": 0.73585, "Y1": 0.2572, "X2": 0.81806, "Y2": 0.257, "X3": 0.81671, "Y3": 0.2728, "X4": 0.7345, "Y4": 0.2728, "page": 0, "Index": 146}, {"Word": "Indepen-", "Confidence": 0.994, "X1": 0.8221, "Y1": 0.2572, "X2": 0.89084, "Y2": 0.257, "X3": 0.89084, "Y3": 0.2728, "X4": 0.82075, "Y4": 0.2728, "page": 0, "Index": 147}, {"Word": "tagout", "Confidence": 0.995, "X1": 0.0876, "Y1": 0.2712, "X2": 0.13477, "Y2": 0.271, "X3": 0.13342, "Y3": 0.2858, "X4": 0.0876, "Y4": 0.2858, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.13747, "Y1": 0.2712, "X2": 0.16442, "Y2": 0.271, "X3": 0.16442, "Y3": 0.2848, "X4": 0.13747, "Y4": 0.2858, "page": 0, "Index": 149}, {"Word": "confined", "Confidence": 0.995, "X1": 0.16846, "Y1": 0.2712, "X2": 0.23315, "Y2": 0.271, "X3": 0.23315, "Y3": 0.2848, "X4": 0.16846, "Y4": 0.2848, "page": 0, "Index": 150}, {"Word": "space", "Confidence": 0.996, "X1": 0.2372, "Y1": 0.2712, "X2": 0.27763, "Y2": 0.271, "X3": 0.27763, "Y3": 0.2848, "X4": 0.2372, "Y4": 0.2848, "page": 0, "Index": 151}, {"Word": "safely", "Confidence": 0.799, "X1": 0.28167, "Y1": 0.2712, "X2": 0.3248, "Y2": 0.271, "X3": 0.32615, "Y3": 0.2848, "X4": 0.28167, "Y4": 0.2848, "page": 0, "Index": 152}, {"Word": "procedures", "Confidence": 0.994, "X1": 0.32884, "Y1": 0.2712, "X2": 0.4124, "Y2": 0.271, "X3": 0.4124, "Y3": 0.2848, "X4": 0.32884, "Y4": 0.2848, "page": 0, "Index": 153}, {"Word": "and", "Confidence": 0.998, "X1": 0.41644, "Y1": 0.2712, "X2": 0.44609, "Y2": 0.271, "X3": 0.44744, "Y3": 0.2848, "X4": 0.41644, "Y4": 0.2848, "page": 0, "Index": 154}, {"Word": "dent", "Confidence": 0.987, "X1": 0.4973, "Y1": 0.2712, "X2": 0.5283, "Y2": 0.271, "X3": 0.52695, "Y3": 0.2848, "X4": 0.49461, "Y4": 0.2848, "page": 0, "Index": 155}, {"Word": "Federation,", "Confidence": 0.981, "X1": 0.53235, "Y1": 0.2712, "X2": 0.6159, "Y2": 0.271, "X3": 0.61321, "Y3": 0.2858, "X4": 0.531, "Y4": 0.2848, "page": 0, "Index": 156}, {"Word": "the", "Confidence": 0.998, "X1": 0.6186, "Y1": 0.2722, "X2": 0.64151, "Y2": 0.272, "X3": 0.64016, "Y3": 0.2858, "X4": 0.61725, "Y4": 0.2858, "page": 0, "Index": 157}, {"Word": "labor", "Confidence": 0.997, "X1": 0.64555, "Y1": 0.2722, "X2": 0.68464, "Y2": 0.272, "X3": 0.68329, "Y3": 0.2858, "X4": 0.64286, "Y4": 0.2858, "page": 0, "Index": 158}, {"Word": "union", "Confidence": 0.964, "X1": 0.68868, "Y1": 0.2722, "X2": 0.73181, "Y2": 0.272, "X3": 0.72911, "Y3": 0.2858, "X4": 0.68598, "Y4": 0.2858, "page": 0, "Index": 159}, {"Word": "that", "Confidence": 0.987, "X1": 0.7345, "Y1": 0.2722, "X2": 0.76415, "Y2": 0.272, "X3": 0.7628, "Y3": 0.2858, "X4": 0.73315, "Y4": 0.2858, "page": 0, "Index": 160}, {"Word": "represents", "Confidence": 0.994, "X1": 0.76819, "Y1": 0.2732, "X2": 0.84636, "Y2": 0.273, "X3": 0.84501, "Y3": 0.2858, "X4": 0.76685, "Y4": 0.2858, "page": 0, "Index": 161}, {"Word": "work-", "Confidence": 0.997, "X1": 0.8504, "Y1": 0.2732, "X2": 0.89757, "Y2": 0.273, "X3": 0.89623, "Y3": 0.2858, "X4": 0.84906, "Y4": 0.2858, "page": 0, "Index": 162}, {"Word": "revise", "Confidence": 0.994, "X1": 0.0876, "Y1": 0.2862, "X2": 0.12938, "Y2": 0.286, "X3": 0.12803, "Y3": 0.2998, "X4": 0.08625, "Y4": 0.2998, "page": 0, "Index": 163}, {"Word": "such", "Confidence": 0.988, "X1": 0.13342, "Y1": 0.2862, "X2": 0.16846, "Y2": 0.286, "X3": 0.16846, "Y3": 0.2998, "X4": 0.13208, "Y4": 0.2998, "page": 0, "Index": 164}, {"Word": "procedures", "Confidence": 0.994, "X1": 0.17251, "Y1": 0.2862, "X2": 0.25472, "Y2": 0.286, "X3": 0.25472, "Y3": 0.2988, "X4": 0.17116, "Y4": 0.2998, "page": 0, "Index": 165}, {"Word": "to", "Confidence": 0.998, "X1": 0.25876, "Y1": 0.2862, "X2": 0.27224, "Y2": 0.286, "X3": 0.27224, "Y3": 0.2988, "X4": 0.25741, "Y4": 0.2988, "page": 0, "Index": 166}, {"Word": "conform", "Confidence": 0.991, "X1": 0.27628, "Y1": 0.2862, "X2": 0.33558, "Y2": 0.286, "X3": 0.33423, "Y3": 0.2988, "X4": 0.27493, "Y4": 0.2988, "page": 0, "Index": 167}, {"Word": "with", "Confidence": 0.989, "X1": 0.34232, "Y1": 0.2862, "X2": 0.37601, "Y2": 0.286, "X3": 0.37601, "Y3": 0.2998, "X4": 0.34232, "Y4": 0.2988, "page": 0, "Index": 168}, {"Word": "applicable", "Confidence": 0.995, "X1": 0.38005, "Y1": 0.2862, "X2": 0.45957, "Y2": 0.286, "X3": 0.45957, "Y3": 0.2998, "X4": 0.37871, "Y4": 0.2998, "page": 0, "Index": 169}, {"Word": "ers", "Confidence": 0.998, "X1": 0.4973, "Y1": 0.2862, "X2": 0.51752, "Y2": 0.286, "X3": 0.51617, "Y3": 0.2998, "X4": 0.4973, "Y4": 0.2988, "page": 0, "Index": 170}, {"Word": "at", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.2862, "X2": 0.53504, "Y2": 0.286, "X3": 0.53369, "Y3": 0.2998, "X4": 0.52022, "Y4": 0.2998, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.53908, "Y1": 0.2862, "X2": 0.56199, "Y2": 0.286, "X3": 0.56065, "Y3": 0.2998, "X4": 0.53774, "Y4": 0.2998, "page": 0, "Index": 172}, {"Word": "Middletown", "Confidence": 0.993, "X1": 0.56469, "Y1": 0.2862, "X2": 0.65633, "Y2": 0.286, "X3": 0.65499, "Y3": 0.2998, "X4": 0.56469, "Y4": 0.2998, "page": 0, "Index": 173}, {"Word": "works,", "Confidence": 0.992, "X1": 0.66038, "Y1": 0.2862, "X2": 0.71024, "Y2": 0.286, "X3": 0.70889, "Y3": 0.2998, "X4": 0.65903, "Y4": 0.2998, "page": 0, "Index": 174}, {"Word": "issued", "Confidence": 0.997, "X1": 0.71429, "Y1": 0.2862, "X2": 0.76146, "Y2": 0.286, "X3": 0.76011, "Y3": 0.2998, "X4": 0.71294, "Y4": 0.2998, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.7655, "Y1": 0.2862, "X2": 0.78976, "Y2": 0.286, "X3": 0.78841, "Y3": 0.2998, "X4": 0.76415, "Y4": 0.2998, "page": 0, "Index": 176}, {"Word": "following", "Confidence": 0.995, "X1": 0.79245, "Y1": 0.2862, "X2": 0.86658, "Y2": 0.286, "X3": 0.86523, "Y3": 0.2998, "X4": 0.79111, "Y4": 0.2998, "page": 0, "Index": 177}, {"Word": "OSHA", "Confidence": 0.992, "X1": 0.0876, "Y1": 0.3002, "X2": 0.13477, "Y2": 0.3, "X3": 0.13342, "Y3": 0.3138, "X4": 0.08625, "Y4": 0.3128, "page": 0, "Index": 178}, {"Word": "requirements.", "Confidence": 0.916, "X1": 0.13747, "Y1": 0.3012, "X2": 0.24394, "Y2": 0.301, "X3": 0.24394, "Y3": 0.3118, "X4": 0.13747, "Y4": 0.3138, "page": 0, "Index": 179}, {"Word": "statement:", "Confidence": 0.991, "X1": 0.49596, "Y1": 0.3002, "X2": 0.57143, "Y2": 0.3, "X3": 0.57143, "Y3": 0.3138, "X4": 0.49596, "Y4": 0.3128, "page": 0, "Index": 180}, {"Word": "\"We", "Confidence": 0.964, "X1": 0.57547, "Y1": 0.3002, "X2": 0.60782, "Y2": 0.3, "X3": 0.60647, "Y3": 0.3138, "X4": 0.57412, "Y4": 0.3138, "page": 0, "Index": 181}, {"Word": "are", "Confidence": 0.998, "X1": 0.61186, "Y1": 0.3002, "X2": 0.63208, "Y2": 0.3, "X3": 0.63208, "Y3": 0.3138, "X4": 0.61051, "Y4": 0.3138, "page": 0, "Index": 182}, {"Word": "still", "Confidence": 0.996, "X1": 0.63612, "Y1": 0.3002, "X2": 0.66442, "Y2": 0.3, "X3": 0.66442, "Y3": 0.3148, "X4": 0.63612, "Y4": 0.3138, "page": 0, "Index": 183}, {"Word": "seeing", "Confidence": 0.994, "X1": 0.66846, "Y1": 0.3002, "X2": 0.71563, "Y2": 0.3, "X3": 0.71429, "Y3": 0.3148, "X4": 0.66712, "Y4": 0.3148, "page": 0, "Index": 184}, {"Word": "some", "Confidence": 0.984, "X1": 0.71968, "Y1": 0.3002, "X2": 0.75741, "Y2": 0.3, "X3": 0.75741, "Y3": 0.3138, "X4": 0.71833, "Y4": 0.3148, "page": 0, "Index": 185}, {"Word": "serious", "Confidence": 0.799, "X1": 0.76146, "Y1": 0.3002, "X2": 0.81806, "Y2": 0.3, "X3": 0.81671, "Y3": 0.3138, "X4": 0.76011, "Y4": 0.3138, "page": 0, "Index": 186}, {"Word": "violations", "Confidence": 0.615, "X1": 0.82075, "Y1": 0.3012, "X2": 0.89623, "Y2": 0.301, "X3": 0.89488, "Y3": 0.3138, "X4": 0.82075, "Y4": 0.3138, "page": 0, "Index": 187}, {"Word": "that", "Confidence": 0.994, "X1": 0.49596, "Y1": 0.3152, "X2": 0.52561, "Y2": 0.315, "X3": 0.52426, "Y3": 0.3278, "X4": 0.49461, "Y4": 0.3278, "page": 0, "Index": 188}, {"Word": "are", "Confidence": 0.998, "X1": 0.52965, "Y1": 0.3142, "X2": 0.54987, "Y2": 0.314, "X3": 0.54852, "Y3": 0.3278, "X4": 0.5283, "Y4": 0.3278, "page": 0, "Index": 189}, {"Word": "not", "Confidence": 0.998, "X1": 0.55391, "Y1": 0.3142, "X2": 0.57817, "Y2": 0.314, "X3": 0.57682, "Y3": 0.3278, "X4": 0.55256, "Y4": 0.3278, "page": 0, "Index": 190}, {"Word": "51742", "Confidence": 0.994, "X1": 0.92722, "Y1": 0.3242, "X2": 0.92722, "Y2": 0.324, "X3": 0.90566, "Y3": 0.3238, "X4": 0.90836, "Y4": 0.2788, "page": 0, "Index": 191}, {"Word": "Establish", "Confidence": 0.994, "X1": 0.08625, "Y1": 0.3212, "X2": 0.15229, "Y2": 0.321, "X3": 0.15094, "Y3": 0.3348, "X4": 0.08491, "Y4": 0.3358, "page": 0, "Index": 192}, {"Word": "a", "Confidence": 0.995, "X1": 0.15633, "Y1": 0.3212, "X2": 0.16442, "Y2": 0.321, "X3": 0.16307, "Y3": 0.3348, "X4": 0.15499, "Y4": 0.3348, "page": 0, "Index": 193}, {"Word": "maintenance", "Confidence": 0.988, "X1": 0.16846, "Y1": 0.3212, "X2": 0.2628, "Y2": 0.321, "X3": 0.26146, "Y3": 0.3348, "X4": 0.16712, "Y4": 0.3348, "page": 0, "Index": 194}, {"Word": "work-order", "Confidence": 0.991, "X1": 0.26685, "Y1": 0.3212, "X2": 0.3504, "Y2": 0.321, "X3": 0.34906, "Y3": 0.3358, "X4": 0.2655, "Y4": 0.3348, "page": 0, "Index": 195}, {"Word": "priority", "Confidence": 0.994, "X1": 0.35445, "Y1": 0.3212, "X2": 0.4124, "Y2": 0.321, "X3": 0.41105, "Y3": 0.3368, "X4": 0.3531, "Y4": 0.3358, "page": 0, "Index": 196}, {"Word": "sys-", "Confidence": 0.806, "X1": 0.41644, "Y1": 0.3212, "X2": 0.44609, "Y2": 0.321, "X3": 0.4434, "Y3": 0.3378, "X4": 0.41509, "Y4": 0.3368, "page": 0, "Index": 197}, {"Word": "being", "Confidence": 0.998, "X1": 0.58221, "Y1": 0.3142, "X2": 0.62399, "Y2": 0.314, "X3": 0.62264, "Y3": 0.3288, "X4": 0.58086, "Y4": 0.3278, "page": 0, "Index": 198}, {"Word": "addressed,", "Confidence": 0.994, "X1": 0.62803, "Y1": 0.3142, "X2": 0.7062, "Y2": 0.314, "X3": 0.70485, "Y3": 0.3288, "X4": 0.62668, "Y4": 0.3288, "page": 0, "Index": 199}, {"Word": "but", "Confidence": 0.998, "X1": 0.71024, "Y1": 0.3142, "X2": 0.7345, "Y2": 0.314, "X3": 0.73315, "Y3": 0.3288, "X4": 0.70889, "Y4": 0.3288, "page": 0, "Index": 200}, {"Word": "we", "Confidence": 0.998, "X1": 0.73854, "Y1": 0.3142, "X2": 0.76146, "Y2": 0.314, "X3": 0.76011, "Y3": 0.3288, "X4": 0.7372, "Y4": 0.3288, "page": 0, "Index": 201}, {"Word": "recognize", "Confidence": 0.994, "X1": 0.7655, "Y1": 0.3142, "X2": 0.83558, "Y2": 0.314, "X3": 0.83423, "Y3": 0.3288, "X4": 0.76415, "Y4": 0.3288, "page": 0, "Index": 202}, {"Word": "it", "Confidence": 0.998, "X1": 0.83962, "Y1": 0.3142, "X2": 0.85175, "Y2": 0.314, "X3": 0.8504, "Y3": 0.3288, "X4": 0.83827, "Y4": 0.3288, "page": 0, "Index": 203}, {"Word": "will", "Confidence": 0.962, "X1": 0.8558, "Y1": 0.3142, "X2": 0.88814, "Y2": 0.314, "X3": 0.88679, "Y3": 0.3288, "X4": 0.85445, "Y4": 0.3288, "page": 0, "Index": 204}, {"Word": "tem", "Confidence": 0.948, "X1": 0.0876, "Y1": 0.3352, "X2": 0.11051, "Y2": 0.335, "X3": 0.11051, "Y3": 0.3478, "X4": 0.0876, "Y4": 0.3478, "page": 0, "Index": 205}, {"Word": "take", "Confidence": 0.988, "X1": 0.49596, "Y1": 0.3292, "X2": 0.52695, "Y2": 0.329, "X3": 0.52561, "Y3": 0.3418, "X4": 0.49461, "Y4": 0.3418, "page": 0, "Index": 206}, {"Word": "some", "Confidence": 0.989, "X1": 0.52965, "Y1": 0.3282, "X2": 0.56739, "Y2": 0.328, "X3": 0.56739, "Y3": 0.3418, "X4": 0.52965, "Y4": 0.3418, "page": 0, "Index": 207}, {"Word": "time", "Confidence": 0.991, "X1": 0.57143, "Y1": 0.3282, "X2": 0.60512, "Y2": 0.328, "X3": 0.60377, "Y3": 0.3418, "X4": 0.57008, "Y4": 0.3418, "page": 0, "Index": 208}, {"Word": "for", "Confidence": 0.998, "X1": 0.60782, "Y1": 0.3282, "X2": 0.63073, "Y2": 0.328, "X3": 0.62938, "Y3": 0.3418, "X4": 0.60647, "Y4": 0.3418, "page": 0, "Index": 209}, {"Word": "all", "Confidence": 0.998, "X1": 0.63342, "Y1": 0.3282, "X2": 0.65229, "Y2": 0.328, "X3": 0.65094, "Y3": 0.3418, "X4": 0.63208, "Y4": 0.3418, "page": 0, "Index": 210}, {"Word": "of", "Confidence": 0.998, "X1": 0.65633, "Y1": 0.3282, "X2": 0.67116, "Y2": 0.328, "X3": 0.66981, "Y3": 0.3418, "X4": 0.65499, "Y4": 0.3418, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.3282, "X2": 0.69677, "Y2": 0.328, "X3": 0.69542, "Y3": 0.3418, "X4": 0.67251, "Y4": 0.3418, "page": 0, "Index": 212}, {"Word": "safety", "Confidence": 0.991, "X1": 0.70081, "Y1": 0.3282, "X2": 0.74663, "Y2": 0.328, "X3": 0.74528, "Y3": 0.3428, "X4": 0.69946, "Y4": 0.3418, "page": 0, "Index": 213}, {"Word": "programs", "Confidence": 0.994, "X1": 0.74933, "Y1": 0.3292, "X2": 0.8221, "Y2": 0.329, "X3": 0.82075, "Y3": 0.3428, "X4": 0.74798, "Y4": 0.3428, "page": 0, "Index": 214}, {"Word": "to", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.3292, "X2": 0.84097, "Y2": 0.329, "X3": 0.83827, "Y3": 0.3428, "X4": 0.82345, "Y4": 0.3428, "page": 0, "Index": 215}, {"Word": "be", "Confidence": 0.998, "X1": 0.84367, "Y1": 0.3292, "X2": 0.86253, "Y2": 0.329, "X3": 0.86119, "Y3": 0.3438, "X4": 0.84232, "Y4": 0.3428, "page": 0, "Index": 216}, {"Word": "put", "Confidence": 0.998, "X1": 0.86658, "Y1": 0.3292, "X2": 0.89488, "Y2": 0.329, "X3": 0.89218, "Y3": 0.3438, "X4": 0.86388, "Y4": 0.3438, "page": 0, "Index": 217}, {"Word": "that", "Confidence": 0.988, "X1": 0.11725, "Y1": 0.3352, "X2": 0.1469, "Y2": 0.335, "X3": 0.1469, "Y3": 0.3488, "X4": 0.11725, "Y4": 0.3488, "page": 0, "Index": 218}, {"Word": "reserves", "Confidence": 0.995, "X1": 0.15094, "Y1": 0.3352, "X2": 0.21159, "Y2": 0.335, "X3": 0.21159, "Y3": 0.3488, "X4": 0.15094, "Y4": 0.3488, "page": 0, "Index": 219}, {"Word": "the", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.3352, "X2": 0.23854, "Y2": 0.335, "X3": 0.2372, "Y3": 0.3488, "X4": 0.21563, "Y4": 0.3488, "page": 0, "Index": 220}, {"Word": "first", "Confidence": 0.996, "X1": 0.24124, "Y1": 0.3352, "X2": 0.27224, "Y2": 0.335, "X3": 0.27224, "Y3": 0.3488, "X4": 0.24124, "Y4": 0.3488, "page": 0, "Index": 221}, {"Word": "priority", "Confidence": 0.991, "X1": 0.27628, "Y1": 0.3352, "X2": 0.33154, "Y2": 0.335, "X3": 0.33019, "Y3": 0.3488, "X4": 0.27628, "Y4": 0.3488, "page": 0, "Index": 222}, {"Word": "for", "Confidence": 0.998, "X1": 0.33558, "Y1": 0.3352, "X2": 0.3558, "Y2": 0.335, "X3": 0.3558, "Y3": 0.3498, "X4": 0.33423, "Y4": 0.3488, "page": 0, "Index": 223}, {"Word": "safety-re-", "Confidence": 0.789, "X1": 0.35984, "Y1": 0.3362, "X2": 0.43666, "Y2": 0.336, "X3": 0.43531, "Y3": 0.3498, "X4": 0.35984, "Y4": 0.3498, "page": 0, "Index": 224}, {"Word": "in", "Confidence": 0.998, "X1": 0.49596, "Y1": 0.3422, "X2": 0.51078, "Y2": 0.342, "X3": 0.50943, "Y3": 0.3558, "X4": 0.49461, "Y4": 0.3568, "page": 0, "Index": 225}, {"Word": "place.", "Confidence": 0.908, "X1": 0.51482, "Y1": 0.3412, "X2": 0.55526, "Y2": 0.341, "X3": 0.55391, "Y3": 0.3558, "X4": 0.51348, "Y4": 0.3558, "page": 0, "Index": 226}, {"Word": "OSHA", "Confidence": 0.987, "X1": 0.5593, "Y1": 0.3412, "X2": 0.60647, "Y2": 0.341, "X3": 0.60512, "Y3": 0.3558, "X4": 0.55795, "Y4": 0.3558, "page": 0, "Index": 227}, {"Word": "has", "Confidence": 0.998, "X1": 0.61051, "Y1": 0.3422, "X2": 0.63747, "Y2": 0.342, "X3": 0.63612, "Y3": 0.3558, "X4": 0.60916, "Y4": 0.3558, "page": 0, "Index": 228}, {"Word": "agreed", "Confidence": 0.996, "X1": 0.64151, "Y1": 0.3422, "X2": 0.69003, "Y2": 0.342, "X3": 0.68868, "Y3": 0.3558, "X4": 0.64016, "Y4": 0.3558, "page": 0, "Index": 229}, {"Word": "to", "Confidence": 0.998, "X1": 0.69407, "Y1": 0.3422, "X2": 0.70889, "Y2": 0.342, "X3": 0.70755, "Y3": 0.3558, "X4": 0.69272, "Y4": 0.3558, "page": 0, "Index": 230}, {"Word": "look", "Confidence": 0.718, "X1": 0.71294, "Y1": 0.3422, "X2": 0.74528, "Y2": 0.342, "X3": 0.74394, "Y3": 0.3558, "X4": 0.71024, "Y4": 0.3558, "page": 0, "Index": 231}, {"Word": "into", "Confidence": 0.989, "X1": 0.74933, "Y1": 0.3422, "X2": 0.78032, "Y2": 0.342, "X3": 0.77763, "Y3": 0.3558, "X4": 0.74798, "Y4": 0.3558, "page": 0, "Index": 232}, {"Word": "these", "Confidence": 0.997, "X1": 0.78302, "Y1": 0.3422, "X2": 0.8221, "Y2": 0.342, "X3": 0.81941, "Y3": 0.3568, "X4": 0.78167, "Y4": 0.3558, "page": 0, "Index": 233}, {"Word": "matters", "Confidence": 0.997, "X1": 0.82615, "Y1": 0.3432, "X2": 0.8841, "Y2": 0.343, "X3": 0.88275, "Y3": 0.3568, "X4": 0.82345, "Y4": 0.3568, "page": 0, "Index": 234}, {"Word": "lated", "Confidence": 0.996, "X1": 0.0876, "Y1": 0.3492, "X2": 0.12264, "Y2": 0.349, "X3": 0.12264, "Y3": 0.3638, "X4": 0.0876, "Y4": 0.3628, "page": 0, "Index": 235}, {"Word": "work-orders.", "Confidence": 0.796, "X1": 0.12668, "Y1": 0.3492, "X2": 0.22237, "Y2": 0.349, "X3": 0.22237, "Y3": 0.3628, "X4": 0.12534, "Y4": 0.3638, "page": 0, "Index": 236}, {"Word": "and", "Confidence": 0.993, "X1": 0.49461, "Y1": 0.3562, "X2": 0.52426, "Y2": 0.356, "X3": 0.52291, "Y3": 0.3708, "X4": 0.49326, "Y4": 0.3708, "page": 0, "Index": 237}, {"Word": "they", "Confidence": 0.982, "X1": 0.5283, "Y1": 0.3562, "X2": 0.5593, "Y2": 0.356, "X3": 0.55795, "Y3": 0.3708, "X4": 0.52695, "Y4": 0.3708, "page": 0, "Index": 238}, {"Word": "will", "Confidence": 0.994, "X1": 0.56334, "Y1": 0.3562, "X2": 0.59164, "Y2": 0.356, "X3": 0.5903, "Y3": 0.3708, "X4": 0.56199, "Y4": 0.3708, "page": 0, "Index": 239}, {"Word": "be", "Confidence": 0.997, "X1": 0.59434, "Y1": 0.3562, "X2": 0.61321, "Y2": 0.356, "X3": 0.61186, "Y3": 0.3708, "X4": 0.59299, "Y4": 0.3708, "page": 0, "Index": 240}, {"Word": "there", "Confidence": 0.997, "X1": 0.61725, "Y1": 0.3562, "X2": 0.65364, "Y2": 0.356, "X3": 0.65229, "Y3": 0.3698, "X4": 0.6159, "Y4": 0.3708, "page": 0, "Index": 241}, {"Word": "to", "Confidence": 0.998, "X1": 0.65768, "Y1": 0.3562, "X2": 0.67251, "Y2": 0.356, "X3": 0.66981, "Y3": 0.3698, "X4": 0.65633, "Y4": 0.3698, "page": 0, "Index": 242}, {"Word": "enforce", "Confidence": 0.995, "X1": 0.6752, "Y1": 0.3562, "X2": 0.73046, "Y2": 0.356, "X3": 0.72911, "Y3": 0.3698, "X4": 0.67385, "Y4": 0.3698, "page": 0, "Index": 243}, {"Word": "this", "Confidence": 0.988, "X1": 0.7345, "Y1": 0.3562, "X2": 0.7628, "Y2": 0.356, "X3": 0.76146, "Y3": 0.3708, "X4": 0.73315, "Y4": 0.3708, "page": 0, "Index": 244}, {"Word": "agreement.\"", "Confidence": 0.955, "X1": 0.76685, "Y1": 0.3572, "X2": 0.86253, "Y2": 0.357, "X3": 0.85984, "Y3": 0.3708, "X4": 0.7655, "Y4": 0.3708, "page": 0, "Index": 245}, {"Word": "8905", "Confidence": 0.992, "X1": 0.92722, "Y1": 0.3692, "X2": 0.92453, "Y2": 0.369, "X3": 0.90431, "Y3": 0.3698, "X4": 0.90566, "Y4": 0.3318, "page": 0, "Index": 246}, {"Word": "Provide", "Confidence": 0.995, "X1": 0.08625, "Y1": 0.3712, "X2": 0.1442, "Y2": 0.371, "X3": 0.1442, "Y3": 0.3848, "X4": 0.08625, "Y4": 0.3848, "page": 0, "Index": 247}, {"Word": "a", "Confidence": 0.998, "X1": 0.1469, "Y1": 0.3712, "X2": 0.15499, "Y2": 0.371, "X3": 0.15499, "Y3": 0.3848, "X4": 0.1469, "Y4": 0.3848, "page": 0, "Index": 248}, {"Word": "trained", "Confidence": 0.996, "X1": 0.15903, "Y1": 0.3712, "X2": 0.21159, "Y2": 0.371, "X3": 0.21159, "Y3": 0.3848, "X4": 0.15903, "Y4": 0.3848, "page": 0, "Index": 249}, {"Word": "safety", "Confidence": 0.952, "X1": 0.21563, "Y1": 0.3712, "X2": 0.26011, "Y2": 0.371, "X3": 0.26011, "Y3": 0.3858, "X4": 0.21563, "Y4": 0.3858, "page": 0, "Index": 250}, {"Word": "coordinator", "Confidence": 0.992, "X1": 0.26415, "Y1": 0.3702, "X2": 0.34771, "Y2": 0.37, "X3": 0.34771, "Y3": 0.3858, "X4": 0.26415, "Y4": 0.3858, "page": 0, "Index": 251}, {"Word": "for", "Confidence": 0.998, "X1": 0.35175, "Y1": 0.3702, "X2": 0.37332, "Y2": 0.37, "X3": 0.37197, "Y3": 0.3858, "X4": 0.35175, "Y4": 0.3858, "page": 0, "Index": 252}, {"Word": "each", "Confidence": 0.982, "X1": 0.37736, "Y1": 0.3692, "X2": 0.41509, "Y2": 0.369, "X3": 0.41375, "Y3": 0.3858, "X4": 0.37601, "Y4": 0.3858, "page": 0, "Index": 253}, {"Word": "manufacturing", "Confidence": 0.991, "X1": 0.08625, "Y1": 0.3872, "X2": 0.19542, "Y2": 0.387, "X3": 0.19542, "Y3": 0.3998, "X4": 0.08625, "Y4": 0.3988, "page": 0, "Index": 254}, {"Word": "area.", "Confidence": 0.991, "X1": 0.19946, "Y1": 0.3872, "X2": 0.2372, "Y2": 0.387, "X3": 0.23585, "Y3": 0.3998, "X4": 0.19811, "Y4": 0.3998, "page": 0, "Index": 255}, {"Word": "Murphy", "Confidence": 0.993, "X1": 0.49596, "Y1": 0.3852, "X2": 0.55526, "Y2": 0.385, "X3": 0.55391, "Y3": 0.4008, "X4": 0.49461, "Y4": 0.4008, "page": 0, "Index": 256}, {"Word": "said", "Confidence": 0.988, "X1": 0.5593, "Y1": 0.3852, "X2": 0.5903, "Y2": 0.385, "X3": 0.58895, "Y3": 0.4008, "X4": 0.55795, "Y4": 0.4008, "page": 0, "Index": 257}, {"Word": "OSHA", "Confidence": 0.991, "X1": 0.59434, "Y1": 0.3852, "X2": 0.64016, "Y2": 0.385, "X3": 0.63881, "Y3": 0.4008, "X4": 0.59299, "Y4": 0.4008, "page": 0, "Index": 258}, {"Word": "is", "Confidence": 0.998, "X1": 0.6442, "Y1": 0.3852, "X2": 0.65499, "Y2": 0.385, "X3": 0.65499, "Y3": 0.4008, "X4": 0.64286, "Y4": 0.4008, "page": 0, "Index": 259}, {"Word": "looking", "Confidence": 0.995, "X1": 0.66038, "Y1": 0.3852, "X2": 0.71698, "Y2": 0.385, "X3": 0.71563, "Y3": 0.4008, "X4": 0.65903, "Y4": 0.4008, "page": 0, "Index": 260}, {"Word": "into", "Confidence": 0.988, "X1": 0.72102, "Y1": 0.3852, "X2": 0.75067, "Y2": 0.385, "X3": 0.74933, "Y3": 0.4008, "X4": 0.71968, "Y4": 0.4008, "page": 0, "Index": 261}, {"Word": "these", "Confidence": 0.998, "X1": 0.75472, "Y1": 0.3852, "X2": 0.7938, "Y2": 0.385, "X3": 0.79245, "Y3": 0.4008, "X4": 0.75337, "Y4": 0.4008, "page": 0, "Index": 262}, {"Word": "allegations", "Confidence": 0.994, "X1": 0.79784, "Y1": 0.3862, "X2": 0.88005, "Y2": 0.386, "X3": 0.87871, "Y3": 0.4008, "X4": 0.7965, "Y4": 0.4008, "page": 0, "Index": 263}, {"Word": "and", "Confidence": 0.994, "X1": 0.49596, "Y1": 0.4002, "X2": 0.52291, "Y2": 0.4, "X3": 0.52291, "Y3": 0.4138, "X4": 0.49596, "Y4": 0.4138, "page": 0, "Index": 264}, {"Word": "\"the", "Confidence": 0.956, "X1": 0.52695, "Y1": 0.4002, "X2": 0.5566, "Y2": 0.4, "X3": 0.5566, "Y3": 0.4148, "X4": 0.52695, "Y4": 0.4138, "page": 0, "Index": 265}, {"Word": "settlement", "Confidence": 0.991, "X1": 0.56065, "Y1": 0.4002, "X2": 0.63747, "Y2": 0.4, "X3": 0.63747, "Y3": 0.4148, "X4": 0.56065, "Y4": 0.4148, "page": 0, "Index": 266}, {"Word": "agreements", "Confidence": 0.992, "X1": 0.64151, "Y1": 0.4002, "X2": 0.72642, "Y2": 0.4, "X3": 0.72642, "Y3": 0.4158, "X4": 0.64151, "Y4": 0.4148, "page": 0, "Index": 267}, {"Word": "will", "Confidence": 0.99, "X1": 0.73046, "Y1": 0.4002, "X2": 0.75876, "Y2": 0.4, "X3": 0.75876, "Y3": 0.4158, "X4": 0.73046, "Y4": 0.4158, "page": 0, "Index": 268}, {"Word": "absolutely", "Confidence": 0.981, "X1": 0.7628, "Y1": 0.4002, "X2": 0.83962, "Y2": 0.4, "X3": 0.83962, "Y3": 0.4158, "X4": 0.7628, "Y4": 0.4158, "page": 0, "Index": 269}, {"Word": "enhance", "Confidence": 0.995, "X1": 0.84367, "Y1": 0.4002, "X2": 0.9097, "Y2": 0.4, "X3": 0.90836, "Y3": 0.4148, "X4": 0.84367, "Y4": 0.4158, "page": 0, "Index": 270}, {"Word": "Establish", "Confidence": 0.991, "X1": 0.08895, "Y1": 0.4062, "X2": 0.15094, "Y2": 0.406, "X3": 0.15094, "Y3": 0.4208, "X4": 0.0876, "Y4": 0.4208, "page": 0, "Index": 271}, {"Word": "hourly", "Confidence": 0.992, "X1": 0.15499, "Y1": 0.4072, "X2": 0.2062, "Y2": 0.407, "X3": 0.20485, "Y3": 0.4218, "X4": 0.15499, "Y4": 0.4208, "page": 0, "Index": 272}, {"Word": "employee", "Confidence": 0.994, "X1": 0.21024, "Y1": 0.4072, "X2": 0.28032, "Y2": 0.407, "X3": 0.27898, "Y3": 0.4218, "X4": 0.20889, "Y4": 0.4218, "page": 0, "Index": 273}, {"Word": "safety", "Confidence": 0.955, "X1": 0.28437, "Y1": 0.4072, "X2": 0.32749, "Y2": 0.407, "X3": 0.32749, "Y3": 0.4218, "X4": 0.28302, "Y4": 0.4218, "page": 0, "Index": 274}, {"Word": "representatives", "Confidence": 0.464, "X1": 0.33154, "Y1": 0.4072, "X2": 0.44879, "Y2": 0.407, "X3": 0.44744, "Y3": 0.4218, "X4": 0.33154, "Y4": 0.4218, "page": 0, "Index": 275}, {"Word": "this", "Confidence": 0.993, "X1": 0.49596, "Y1": 0.4152, "X2": 0.52291, "Y2": 0.415, "X3": 0.52291, "Y3": 0.4278, "X4": 0.49596, "Y4": 0.4278, "page": 0, "Index": 276}, {"Word": "process.\"", "Confidence": 0.964, "X1": 0.52695, "Y1": 0.4142, "X2": 0.59704, "Y2": 0.414, "X3": 0.59704, "Y3": 0.4278, "X4": 0.52561, "Y4": 0.4278, "page": 0, "Index": 277}, {"Word": "for", "Confidence": 0.997, "X1": 0.08895, "Y1": 0.4222, "X2": 0.10782, "Y2": 0.422, "X3": 0.10782, "Y3": 0.4348, "X4": 0.0876, "Y4": 0.4348, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.11186, "Y1": 0.4222, "X2": 0.13477, "Y2": 0.422, "X3": 0.13342, "Y3": 0.4348, "X4": 0.11051, "Y4": 0.4348, "page": 0, "Index": 279}, {"Word": "second", "Confidence": 0.805, "X1": 0.13747, "Y1": 0.4222, "X2": 0.19003, "Y2": 0.422, "X3": 0.19003, "Y3": 0.4348, "X4": 0.13747, "Y4": 0.4348, "page": 0, "Index": 280}, {"Word": "and", "Confidence": 0.998, "X1": 0.19407, "Y1": 0.4222, "X2": 0.22102, "Y2": 0.422, "X3": 0.22102, "Y3": 0.4348, "X4": 0.19272, "Y4": 0.4348, "page": 0, "Index": 281}, {"Word": "third", "Confidence": 0.996, "X1": 0.22507, "Y1": 0.4222, "X2": 0.2628, "Y2": 0.422, "X3": 0.26146, "Y3": 0.4348, "X4": 0.22507, "Y4": 0.4348, "page": 0, "Index": 282}, {"Word": "shifts.", "Confidence": 0.929, "X1": 0.2655, "Y1": 0.4222, "X2": 0.30997, "Y2": 0.422, "X3": 0.30863, "Y3": 0.4338, "X4": 0.2655, "Y4": 0.4348, "page": 0, "Index": 283}, {"Word": "Improve", "Confidence": 0.712, "X1": 0.08625, "Y1": 0.4432, "X2": 0.14825, "Y2": 0.443, "X3": 0.14825, "Y3": 0.4568, "X4": 0.08625, "Y4": 0.4578, "page": 0, "Index": 284}, {"Word": "and", "Confidence": 0.998, "X1": 0.15229, "Y1": 0.4432, "X2": 0.18059, "Y2": 0.443, "X3": 0.17925, "Y3": 0.4568, "X4": 0.15229, "Y4": 0.4568, "page": 0, "Index": 285}, {"Word": "enhance", "Confidence": 0.982, "X1": 0.18464, "Y1": 0.4432, "X2": 0.24663, "Y2": 0.443, "X3": 0.24528, "Y3": 0.4568, "X4": 0.18329, "Y4": 0.4568, "page": 0, "Index": 286}, {"Word": "its", "Confidence": 0.998, "X1": 0.25067, "Y1": 0.4432, "X2": 0.26685, "Y2": 0.443, "X3": 0.26685, "Y3": 0.4568, "X4": 0.24933, "Y4": 0.4568, "page": 0, "Index": 287}, {"Word": "construction", "Confidence": 0.991, "X1": 0.27089, "Y1": 0.4432, "X2": 0.36119, "Y2": 0.443, "X3": 0.35984, "Y3": 0.4568, "X4": 0.26954, "Y4": 0.4568, "page": 0, "Index": 288}, {"Word": "and", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.4432, "X2": 0.39218, "Y2": 0.443, "X3": 0.39218, "Y3": 0.4568, "X4": 0.36388, "Y4": 0.4568, "page": 0, "Index": 289}, {"Word": "heavy", "Confidence": 0.997, "X1": 0.39623, "Y1": 0.4432, "X2": 0.44609, "Y2": 0.443, "X3": 0.44474, "Y3": 0.4578, "X4": 0.39623, "Y4": 0.4568, "page": 0, "Index": 290}, {"Word": "AK", "Confidence": 0.996, "X1": 0.49596, "Y1": 0.4432, "X2": 0.52022, "Y2": 0.443, "X3": 0.51887, "Y3": 0.4568, "X4": 0.49461, "Y4": 0.4568, "page": 0, "Index": 291}, {"Word": "Steel", "Confidence": 0.996, "X1": 0.52426, "Y1": 0.4432, "X2": 0.5593, "Y2": 0.443, "X3": 0.55795, "Y3": 0.4568, "X4": 0.52291, "Y4": 0.4568, "page": 0, "Index": 292}, {"Word": "has", "Confidence": 0.998, "X1": 0.56334, "Y1": 0.4432, "X2": 0.5876, "Y2": 0.443, "X3": 0.58625, "Y3": 0.4568, "X4": 0.56199, "Y4": 0.4568, "page": 0, "Index": 293}, {"Word": "hired", "Confidence": 0.995, "X1": 0.59164, "Y1": 0.4432, "X2": 0.62938, "Y2": 0.443, "X3": 0.62803, "Y3": 0.4568, "X4": 0.5903, "Y4": 0.4568, "page": 0, "Index": 294}, {"Word": "a", "Confidence": 0.996, "X1": 0.63342, "Y1": 0.4432, "X2": 0.64151, "Y2": 0.443, "X3": 0.64016, "Y3": 0.4568, "X4": 0.63208, "Y4": 0.4568, "page": 0, "Index": 295}, {"Word": "new", "Confidence": 0.998, "X1": 0.64555, "Y1": 0.4432, "X2": 0.67655, "Y2": 0.443, "X3": 0.67655, "Y3": 0.4568, "X4": 0.6442, "Y4": 0.4568, "page": 0, "Index": 296}, {"Word": "vice", "Confidence": 0.991, "X1": 0.68194, "Y1": 0.4432, "X2": 0.71159, "Y2": 0.443, "X3": 0.71159, "Y3": 0.4578, "X4": 0.68194, "Y4": 0.4568, "page": 0, "Index": 297}, {"Word": "president", "Confidence": 0.995, "X1": 0.71563, "Y1": 0.4432, "X2": 0.78706, "Y2": 0.443, "X3": 0.78571, "Y3": 0.4578, "X4": 0.71563, "Y4": 0.4578, "page": 0, "Index": 298}, {"Word": "of", "Confidence": 0.998, "X1": 0.79111, "Y1": 0.4432, "X2": 0.80593, "Y2": 0.443, "X3": 0.80593, "Y3": 0.4578, "X4": 0.78976, "Y4": 0.4578, "page": 0, "Index": 299}, {"Word": "safety", "Confidence": 0.996, "X1": 0.80997, "Y1": 0.4432, "X2": 0.8531, "Y2": 0.443, "X3": 0.8531, "Y3": 0.4578, "X4": 0.80997, "Y4": 0.4578, "page": 0, "Index": 300}, {"Word": "and", "Confidence": 0.998, "X1": 0.85714, "Y1": 0.4432, "X2": 0.88679, "Y2": 0.443, "X3": 0.88679, "Y3": 0.4588, "X4": 0.85714, "Y4": 0.4588, "page": 0, "Index": 301}, {"Word": "maintenance", "Confidence": 0.991, "X1": 0.0876, "Y1": 0.4582, "X2": 0.17925, "Y2": 0.458, "X3": 0.1779, "Y3": 0.4718, "X4": 0.08625, "Y4": 0.4708, "page": 0, "Index": 302}, {"Word": "safety", "Confidence": 0.991, "X1": 0.18194, "Y1": 0.4582, "X2": 0.22507, "Y2": 0.458, "X3": 0.22507, "Y3": 0.4728, "X4": 0.18194, "Y4": 0.4718, "page": 0, "Index": 303}, {"Word": "management", "Confidence": 0.991, "X1": 0.22911, "Y1": 0.4582, "X2": 0.3248, "Y2": 0.458, "X3": 0.3248, "Y3": 0.4728, "X4": 0.22911, "Y4": 0.4728, "page": 0, "Index": 304}, {"Word": "program.", "Confidence": 0.993, "X1": 0.32884, "Y1": 0.4582, "X2": 0.40027, "Y2": 0.458, "X3": 0.40027, "Y3": 0.4718, "X4": 0.32884, "Y4": 0.4728, "page": 0, "Index": 305}, {"Word": "health,", "Confidence": 0.991, "X1": 0.49461, "Y1": 0.4572, "X2": 0.54447, "Y2": 0.457, "X3": 0.54582, "Y3": 0.4718, "X4": 0.49461, "Y4": 0.4718, "page": 0, "Index": 306}, {"Word": "James", "Confidence": 0.991, "X1": 0.54852, "Y1": 0.4572, "X2": 0.59164, "Y2": 0.457, "X3": 0.59164, "Y3": 0.4718, "X4": 0.54852, "Y4": 0.4718, "page": 0, "Index": 307}, {"Word": "Stanley,", "Confidence": 0.956, "X1": 0.59569, "Y1": 0.4582, "X2": 0.65364, "Y2": 0.458, "X3": 0.65364, "Y3": 0.4718, "X4": 0.59569, "Y4": 0.4718, "page": 0, "Index": 308}, {"Word": "a", "Confidence": 0.995, "X1": 0.65768, "Y1": 0.4582, "X2": 0.66577, "Y2": 0.458, "X3": 0.66577, "Y3": 0.4718, "X4": 0.65768, "Y4": 0.4718, "page": 0, "Index": 309}, {"Word": "former", "Confidence": 0.997, "X1": 0.66981, "Y1": 0.4582, "X2": 0.72102, "Y2": 0.458, "X3": 0.72102, "Y3": 0.4718, "X4": 0.66981, "Y4": 0.4718, "page": 0, "Index": 310}, {"Word": "OSHA", "Confidence": 0.988, "X1": 0.72507, "Y1": 0.4582, "X2": 0.77358, "Y2": 0.458, "X3": 0.77358, "Y3": 0.4718, "X4": 0.72507, "Y4": 0.4718, "page": 0, "Index": 311}, {"Word": "deputy", "Confidence": 0.991, "X1": 0.77763, "Y1": 0.4582, "X2": 0.83154, "Y2": 0.458, "X3": 0.83019, "Y3": 0.4718, "X4": 0.77763, "Y4": 0.4718, "page": 0, "Index": 312}, {"Word": "assistant", "Confidence": 0.995, "X1": 0.83558, "Y1": 0.4582, "X2": 0.90296, "Y2": 0.458, "X3": 0.90162, "Y3": 0.4718, "X4": 0.83423, "Y4": 0.4718, "page": 0, "Index": 313}, {"Word": "secretary.", "Confidence": 0.993, "X1": 0.49596, "Y1": 0.4722, "X2": 0.56334, "Y2": 0.472, "X3": 0.56334, "Y3": 0.4858, "X4": 0.49461, "Y4": 0.4858, "page": 0, "Index": 314}, {"Word": "Bailey", "Confidence": 0.967, "X1": 0.56739, "Y1": 0.4722, "X2": 0.61321, "Y2": 0.472, "X3": 0.61321, "Y3": 0.4868, "X4": 0.56739, "Y4": 0.4858, "page": 0, "Index": 315}, {"Word": "said", "Confidence": 0.991, "X1": 0.61725, "Y1": 0.4712, "X2": 0.6469, "Y2": 0.471, "X3": 0.6469, "Y3": 0.4868, "X4": 0.61725, "Y4": 0.4868, "page": 0, "Index": 316}, {"Word": "Stanley", "Confidence": 0.995, "X1": 0.65094, "Y1": 0.4712, "X2": 0.7062, "Y2": 0.471, "X3": 0.70485, "Y3": 0.4868, "X4": 0.65094, "Y4": 0.4868, "page": 0, "Index": 317}, {"Word": "should", "Confidence": 0.997, "X1": 0.70889, "Y1": 0.4712, "X2": 0.76011, "Y2": 0.471, "X3": 0.76011, "Y3": 0.4868, "X4": 0.70889, "Y4": 0.4868, "page": 0, "Index": 318}, {"Word": "make", "Confidence": 0.988, "X1": 0.76415, "Y1": 0.4722, "X2": 0.80593, "Y2": 0.472, "X3": 0.80593, "Y3": 0.4868, "X4": 0.76415, "Y4": 0.4868, "page": 0, "Index": 319}, {"Word": "a", "Confidence": 0.995, "X1": 0.80997, "Y1": 0.4722, "X2": 0.81806, "Y2": 0.472, "X3": 0.81806, "Y3": 0.4868, "X4": 0.80863, "Y4": 0.4868, "page": 0, "Index": 320}, {"Word": "good", "Confidence": 0.986, "X1": 0.8221, "Y1": 0.4722, "X2": 0.86253, "Y2": 0.472, "X3": 0.86253, "Y3": 0.4868, "X4": 0.8221, "Y4": 0.4868, "page": 0, "Index": 321}, {"Word": "McCoy", "Confidence": 0.964, "X1": 0.04717, "Y1": 0.4782, "X2": 0.09973, "Y2": 0.478, "X3": 0.09838, "Y3": 0.4938, "X4": 0.04582, "Y4": 0.4948, "page": 0, "Index": 322}, {"Word": "of", "Confidence": 0.998, "X1": 0.10377, "Y1": 0.4782, "X2": 0.1186, "Y2": 0.478, "X3": 0.11725, "Y3": 0.4938, "X4": 0.10243, "Y4": 0.4938, "page": 0, "Index": 323}, {"Word": "AK", "Confidence": 0.998, "X1": 0.12264, "Y1": 0.4782, "X2": 0.14555, "Y2": 0.478, "X3": 0.1442, "Y3": 0.4928, "X4": 0.12129, "Y4": 0.4938, "page": 0, "Index": 324}, {"Word": "Steel", "Confidence": 0.996, "X1": 0.1496, "Y1": 0.4782, "X2": 0.18598, "Y2": 0.478, "X3": 0.18464, "Y3": 0.4928, "X4": 0.14825, "Y4": 0.4928, "page": 0, "Index": 325}, {"Word": "said", "Confidence": 0.987, "X1": 0.19003, "Y1": 0.4782, "X2": 0.22102, "Y2": 0.478, "X3": 0.21968, "Y3": 0.4928, "X4": 0.18868, "Y4": 0.4928, "page": 0, "Index": 326}, {"Word": "\"the", "Confidence": 0.903, "X1": 0.22372, "Y1": 0.4782, "X2": 0.25337, "Y2": 0.478, "X3": 0.25337, "Y3": 0.4928, "X4": 0.22372, "Y4": 0.4928, "page": 0, "Index": 327}, {"Word": "bulk", "Confidence": 0.988, "X1": 0.25741, "Y1": 0.4782, "X2": 0.29111, "Y2": 0.478, "X3": 0.29111, "Y3": 0.4928, "X4": 0.25741, "Y4": 0.4928, "page": 0, "Index": 328}, {"Word": "of", "Confidence": 0.996, "X1": 0.29515, "Y1": 0.4782, "X2": 0.30997, "Y2": 0.478, "X3": 0.30997, "Y3": 0.4928, "X4": 0.29515, "Y4": 0.4928, "page": 0, "Index": 329}, {"Word": "these", "Confidence": 0.994, "X1": 0.31402, "Y1": 0.4792, "X2": 0.35175, "Y2": 0.479, "X3": 0.35175, "Y3": 0.4928, "X4": 0.31402, "Y4": 0.4928, "page": 0, "Index": 330}, {"Word": "changes", "Confidence": 0.996, "X1": 0.3558, "Y1": 0.4792, "X2": 0.41509, "Y2": 0.479, "X3": 0.41509, "Y3": 0.4938, "X4": 0.3558, "Y4": 0.4928, "page": 0, "Index": 331}, {"Word": "are", "Confidence": 0.998, "X1": 0.41914, "Y1": 0.4802, "X2": 0.44744, "Y2": 0.48, "X3": 0.44744, "Y3": 0.4938, "X4": 0.41914, "Y4": 0.4938, "page": 0, "Index": 332}, {"Word": "already", "Confidence": 0.993, "X1": 0.04852, "Y1": 0.4942, "X2": 0.10243, "Y2": 0.494, "X3": 0.10108, "Y3": 0.5078, "X4": 0.04717, "Y4": 0.5078, "page": 0, "Index": 333}, {"Word": "in", "Confidence": 0.998, "X1": 0.10512, "Y1": 0.4942, "X2": 0.11995, "Y2": 0.494, "X3": 0.1186, "Y3": 0.5078, "X4": 0.10512, "Y4": 0.5078, "page": 0, "Index": 334}, {"Word": "place", "Confidence": 0.997, "X1": 0.12264, "Y1": 0.4932, "X2": 0.16173, "Y2": 0.493, "X3": 0.16173, "Y3": 0.5078, "X4": 0.12264, "Y4": 0.5078, "page": 0, "Index": 335}, {"Word": "and,", "Confidence": 0.991, "X1": 0.16577, "Y1": 0.4932, "X2": 0.19811, "Y2": 0.493, "X3": 0.19811, "Y3": 0.5078, "X4": 0.16577, "Y4": 0.5078, "page": 0, "Index": 336}, {"Word": "in", "Confidence": 0.998, "X1": 0.20216, "Y1": 0.4932, "X2": 0.21698, "Y2": 0.493, "X3": 0.21698, "Y3": 0.5078, "X4": 0.20216, "Y4": 0.5078, "page": 0, "Index": 337}, {"Word": "effect,", "Confidence": 0.991, "X1": 0.22102, "Y1": 0.4932, "X2": 0.26415, "Y2": 0.493, "X3": 0.26415, "Y3": 0.5078, "X4": 0.22102, "Y4": 0.5078, "page": 0, "Index": 338}, {"Word": "largely", "Confidence": 0.995, "X1": 0.26819, "Y1": 0.4932, "X2": 0.31806, "Y2": 0.493, "X3": 0.31806, "Y3": 0.5078, "X4": 0.26819, "Y4": 0.5078, "page": 0, "Index": 339}, {"Word": "are", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.4932, "X2": 0.34501, "Y2": 0.493, "X3": 0.34501, "Y3": 0.5078, "X4": 0.3221, "Y4": 0.5078, "page": 0, "Index": 340}, {"Word": "enhancements", "Confidence": 0.991, "X1": 0.34906, "Y1": 0.4942, "X2": 0.45822, "Y2": 0.494, "X3": 0.45822, "Y3": 0.5078, "X4": 0.34906, "Y4": 0.5078, "page": 0, "Index": 341}, {"Word": "leader", "Confidence": 0.991, "X1": 0.49596, "Y1": 0.4862, "X2": 0.54043, "Y2": 0.486, "X3": 0.54043, "Y3": 0.4998, "X4": 0.49596, "Y4": 0.4998, "page": 0, "Index": 342}, {"Word": "in", "Confidence": 0.998, "X1": 0.54447, "Y1": 0.4862, "X2": 0.55795, "Y2": 0.486, "X3": 0.55795, "Y3": 0.4998, "X4": 0.54447, "Y4": 0.4998, "page": 0, "Index": 343}, {"Word": "this", "Confidence": 0.991, "X1": 0.56199, "Y1": 0.4862, "X2": 0.5903, "Y2": 0.486, "X3": 0.5903, "Y3": 0.4998, "X4": 0.56199, "Y4": 0.4998, "page": 0, "Index": 344}, {"Word": "tumaround", "Confidence": 0.97, "X1": 0.59434, "Y1": 0.4872, "X2": 0.67925, "Y2": 0.487, "X3": 0.67925, "Y3": 0.5008, "X4": 0.59299, "Y4": 0.4998, "page": 0, "Index": 345}, {"Word": "process.", "Confidence": 0.993, "X1": 0.68329, "Y1": 0.4872, "X2": 0.74394, "Y2": 0.487, "X3": 0.74394, "Y3": 0.5018, "X4": 0.68194, "Y4": 0.5008, "page": 0, "Index": 346}, {"Word": "to", "Confidence": 0.995, "X1": 0.04717, "Y1": 0.5082, "X2": 0.06065, "Y2": 0.508, "X3": 0.06065, "Y3": 0.5218, "X4": 0.04717, "Y4": 0.5218, "page": 0, "Index": 347}, {"Word": "our", "Confidence": 0.998, "X1": 0.06469, "Y1": 0.5092, "X2": 0.09164, "Y2": 0.509, "X3": 0.0903, "Y3": 0.5218, "X4": 0.06334, "Y4": 0.5218, "page": 0, "Index": 348}, {"Word": "existing", "Confidence": 0.994, "X1": 0.09434, "Y1": 0.5082, "X2": 0.15094, "Y2": 0.508, "X3": 0.15094, "Y3": 0.5228, "X4": 0.09434, "Y4": 0.5218, "page": 0, "Index": 349}, {"Word": "safety", "Confidence": 0.995, "X1": 0.15499, "Y1": 0.5082, "X2": 0.19946, "Y2": 0.508, "X3": 0.19946, "Y3": 0.5228, "X4": 0.15499, "Y4": 0.5228, "page": 0, "Index": 350}, {"Word": "program.", "Confidence": 0.993, "X1": 0.2035, "Y1": 0.5082, "X2": 0.27224, "Y2": 0.508, "X3": 0.27224, "Y3": 0.5218, "X4": 0.20216, "Y4": 0.5228, "page": 0, "Index": 351}, {"Word": "AK", "Confidence": 0.995, "X1": 0.27628, "Y1": 0.5082, "X2": 0.29784, "Y2": 0.508, "X3": 0.29784, "Y3": 0.5218, "X4": 0.27628, "Y4": 0.5218, "page": 0, "Index": 352}, {"Word": "Steel", "Confidence": 0.994, "X1": 0.30189, "Y1": 0.5082, "X2": 0.33827, "Y2": 0.508, "X3": 0.33827, "Y3": 0.5218, "X4": 0.30189, "Y4": 0.5218, "page": 0, "Index": 353}, {"Word": "and", "Confidence": 0.998, "X1": 0.34232, "Y1": 0.5072, "X2": 0.37062, "Y2": 0.507, "X3": 0.37062, "Y3": 0.5218, "X4": 0.34232, "Y4": 0.5218, "page": 0, "Index": 354}, {"Word": "OSHA", "Confidence": 0.989, "X1": 0.37332, "Y1": 0.5072, "X2": 0.42318, "Y2": 0.507, "X3": 0.42453, "Y3": 0.5208, "X4": 0.37466, "Y4": 0.5218, "page": 0, "Index": 355}, {"Word": "are", "Confidence": 0.995, "X1": 0.42722, "Y1": 0.5062, "X2": 0.45418, "Y2": 0.506, "X3": 0.45553, "Y3": 0.5208, "X4": 0.42857, "Y4": 0.5208, "page": 0, "Index": 356}, {"Word": "in", "Confidence": 0.998, "X1": 0.04717, "Y1": 0.5212, "X2": 0.06065, "Y2": 0.521, "X3": 0.06065, "Y3": 0.5358, "X4": 0.04582, "Y4": 0.5358, "page": 0, "Index": 357}, {"Word": "full", "Confidence": 0.989, "X1": 0.06469, "Y1": 0.5212, "X2": 0.0903, "Y2": 0.521, "X3": 0.0903, "Y3": 0.5358, "X4": 0.06334, "Y4": 0.5358, "page": 0, "Index": 358}, {"Word": "and", "Confidence": 0.998, "X1": 0.09434, "Y1": 0.5212, "X2": 0.12264, "Y2": 0.521, "X3": 0.12129, "Y3": 0.5358, "X4": 0.09299, "Y4": 0.5358, "page": 0, "Index": 359}, {"Word": "complete", "Confidence": 0.993, "X1": 0.12668, "Y1": 0.5222, "X2": 0.19272, "Y2": 0.522, "X3": 0.19272, "Y3": 0.5358, "X4": 0.12534, "Y4": 0.5358, "page": 0, "Index": 360}, {"Word": "agreement", "Confidence": 0.994, "X1": 0.19677, "Y1": 0.5222, "X2": 0.27493, "Y2": 0.522, "X3": 0.27493, "Y3": 0.5358, "X4": 0.19677, "Y4": 0.5358, "page": 0, "Index": 361}, {"Word": "on", "Confidence": 0.998, "X1": 0.27898, "Y1": 0.5222, "X2": 0.2965, "Y2": 0.522, "X3": 0.2965, "Y3": 0.5358, "X4": 0.27898, "Y4": 0.5358, "page": 0, "Index": 362}, {"Word": "the", "Confidence": 0.998, "X1": 0.30054, "Y1": 0.5222, "X2": 0.32345, "Y2": 0.522, "X3": 0.32345, "Y3": 0.5358, "X4": 0.30054, "Y4": 0.5358, "page": 0, "Index": 363}, {"Word": "four", "Confidence": 0.989, "X1": 0.32749, "Y1": 0.5212, "X2": 0.35849, "Y2": 0.521, "X3": 0.35849, "Y3": 0.5358, "X4": 0.32749, "Y4": 0.5358, "page": 0, "Index": 364}, {"Word": "separate", "Confidence": 0.996, "X1": 0.36253, "Y1": 0.5212, "X2": 0.42453, "Y2": 0.521, "X3": 0.42453, "Y3": 0.5358, "X4": 0.36253, "Y4": 0.5358, "page": 0, "Index": 365}, {"Word": "in-", "Confidence": 0.991, "X1": 0.42857, "Y1": 0.5202, "X2": 0.45553, "Y2": 0.52, "X3": 0.45553, "Y3": 0.5358, "X4": 0.42857, "Y4": 0.5358, "page": 0, "Index": 366}, {"Word": "AK", "Confidence": 0.998, "X1": 0.4973, "Y1": 0.5152, "X2": 0.52022, "Y2": 0.515, "X3": 0.51887, "Y3": 0.5298, "X4": 0.49596, "Y4": 0.5298, "page": 0, "Index": 367}, {"Word": "Steel", "Confidence": 0.995, "X1": 0.52426, "Y1": 0.5152, "X2": 0.55795, "Y2": 0.515, "X3": 0.55795, "Y3": 0.5298, "X4": 0.52291, "Y4": 0.5298, "page": 0, "Index": 368}, {"Word": "also", "Confidence": 0.988, "X1": 0.56199, "Y1": 0.5152, "X2": 0.59164, "Y2": 0.515, "X3": 0.5903, "Y3": 0.5298, "X4": 0.56199, "Y4": 0.5298, "page": 0, "Index": 369}, {"Word": "is", "Confidence": 0.998, "X1": 0.59569, "Y1": 0.5152, "X2": 0.60782, "Y2": 0.515, "X3": 0.60647, "Y3": 0.5298, "X4": 0.59434, "Y4": 0.5298, "page": 0, "Index": 370}, {"Word": "encouraged", "Confidence": 0.995, "X1": 0.61051, "Y1": 0.5152, "X2": 0.69677, "Y2": 0.515, "X3": 0.69677, "Y3": 0.5288, "X4": 0.61051, "Y4": 0.5298, "page": 0, "Index": 371}, {"Word": "by", "Confidence": 0.998, "X1": 0.70081, "Y1": 0.5152, "X2": 0.72102, "Y2": 0.515, "X3": 0.71968, "Y3": 0.5288, "X4": 0.70081, "Y4": 0.5288, "page": 0, "Index": 372}, {"Word": "the", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.5152, "X2": 0.74663, "Y2": 0.515, "X3": 0.74663, "Y3": 0.5298, "X4": 0.72372, "Y4": 0.5288, "page": 0, "Index": 373}, {"Word": "hiring", "Confidence": 0.997, "X1": 0.75067, "Y1": 0.5152, "X2": 0.7965, "Y2": 0.515, "X3": 0.7965, "Y3": 0.5298, "X4": 0.75067, "Y4": 0.5298, "page": 0, "Index": 374}, {"Word": "of", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.5152, "X2": 0.81671, "Y2": 0.515, "X3": 0.81671, "Y3": 0.5298, "X4": 0.80054, "Y4": 0.5298, "page": 0, "Index": 375}, {"Word": "Stanley.", "Confidence": 0.991, "X1": 0.82075, "Y1": 0.5152, "X2": 0.88005, "Y2": 0.515, "X3": 0.88005, "Y3": 0.5298, "X4": 0.82075, "Y4": 0.5298, "page": 0, "Index": 376}, {"Word": "\"This", "Confidence": 0.886, "X1": 0.49596, "Y1": 0.5292, "X2": 0.53504, "Y2": 0.529, "X3": 0.53369, "Y3": 0.5438, "X4": 0.49461, "Y4": 0.5428, "page": 0, "Index": 377}, {"Word": "is", "Confidence": 0.998, "X1": 0.53908, "Y1": 0.5292, "X2": 0.55121, "Y2": 0.529, "X3": 0.54987, "Y3": 0.5438, "X4": 0.53774, "Y4": 0.5438, "page": 0, "Index": 378}, {"Word": "an", "Confidence": 0.998, "X1": 0.55526, "Y1": 0.5292, "X2": 0.57278, "Y2": 0.529, "X3": 0.57143, "Y3": 0.5438, "X4": 0.55256, "Y4": 0.5438, "page": 0, "Index": 379}, {"Word": "unprecedented", "Confidence": 0.991, "X1": 0.57682, "Y1": 0.5302, "X2": 0.68733, "Y2": 0.53, "X3": 0.68598, "Y3": 0.5438, "X4": 0.57547, "Y4": 0.5438, "page": 0, "Index": 380}, {"Word": "step", "Confidence": 0.986, "X1": 0.69137, "Y1": 0.5302, "X2": 0.72102, "Y2": 0.53, "X3": 0.71968, "Y3": 0.5438, "X4": 0.69003, "Y4": 0.5438, "page": 0, "Index": 381}, {"Word": "to", "Confidence": 0.998, "X1": 0.72507, "Y1": 0.5302, "X2": 0.73989, "Y2": 0.53, "X3": 0.73854, "Y3": 0.5438, "X4": 0.72372, "Y4": 0.5438, "page": 0, "Index": 382}, {"Word": "establish", "Confidence": 0.994, "X1": 0.74394, "Y1": 0.5302, "X2": 0.80863, "Y2": 0.53, "X3": 0.80863, "Y3": 0.5438, "X4": 0.74259, "Y4": 0.5438, "page": 0, "Index": 383}, {"Word": "an", "Confidence": 0.997, "X1": 0.81267, "Y1": 0.5302, "X2": 0.83019, "Y2": 0.53, "X3": 0.83019, "Y3": 0.5438, "X4": 0.81267, "Y4": 0.5438, "page": 0, "Index": 384}, {"Word": "executive", "Confidence": 0.992, "X1": 0.83423, "Y1": 0.5302, "X2": 0.90836, "Y2": 0.53, "X3": 0.90836, "Y3": 0.5448, "X4": 0.83423, "Y4": 0.5438, "page": 0, "Index": 385}, {"Word": "vestigations.\"", "Confidence": 0.829, "X1": 0.04717, "Y1": 0.5362, "X2": 0.1469, "Y2": 0.536, "X3": 0.1469, "Y3": 0.5508, "X4": 0.04717, "Y4": 0.5508, "page": 0, "Index": 386}, {"Word": "The", "Confidence": 0.998, "X1": 0.15094, "Y1": 0.5352, "X2": 0.1779, "Y2": 0.535, "X3": 0.1779, "Y3": 0.5508, "X4": 0.15094, "Y4": 0.5508, "page": 0, "Index": 387}, {"Word": "company", "Confidence": 0.996, "X1": 0.18194, "Y1": 0.5352, "X2": 0.24933, "Y2": 0.535, "X3": 0.24933, "Y3": 0.5508, "X4": 0.18194, "Y4": 0.5508, "page": 0, "Index": 388}, {"Word": "had", "Confidence": 0.998, "X1": 0.25337, "Y1": 0.5352, "X2": 0.28032, "Y2": 0.535, "X3": 0.28032, "Y3": 0.5508, "X4": 0.25337, "Y4": 0.5508, "page": 0, "Index": 389}, {"Word": "no", "Confidence": 0.998, "X1": 0.28437, "Y1": 0.5352, "X2": 0.30323, "Y2": 0.535, "X3": 0.30323, "Y3": 0.5498, "X4": 0.28437, "Y4": 0.5508, "page": 0, "Index": 390}, {"Word": "further", "Confidence": 0.996, "X1": 0.30728, "Y1": 0.5352, "X2": 0.35849, "Y2": 0.535, "X3": 0.35849, "Y3": 0.5498, "X4": 0.30728, "Y4": 0.5498, "page": 0, "Index": 391}, {"Word": "comment.", "Confidence": 0.981, "X1": 0.36253, "Y1": 0.5352, "X2": 0.4434, "Y2": 0.535, "X3": 0.4434, "Y3": 0.5498, "X4": 0.36253, "Y4": 0.5498, "page": 0, "Index": 392}, {"Word": "position", "Confidence": 0.995, "X1": 0.49461, "Y1": 0.5442, "X2": 0.55526, "Y2": 0.544, "X3": 0.55391, "Y3": 0.5578, "X4": 0.49326, "Y4": 0.5588, "page": 0, "Index": 393}, {"Word": "for", "Confidence": 0.998, "X1": 0.5593, "Y1": 0.5442, "X2": 0.57951, "Y2": 0.544, "X3": 0.57817, "Y3": 0.5578, "X4": 0.55795, "Y4": 0.5578, "page": 0, "Index": 394}, {"Word": "health", "Confidence": 0.997, "X1": 0.58356, "Y1": 0.5432, "X2": 0.62803, "Y2": 0.543, "X3": 0.62668, "Y3": 0.5578, "X4": 0.58221, "Y4": 0.5578, "page": 0, "Index": 395}, {"Word": "and", "Confidence": 0.998, "X1": 0.63208, "Y1": 0.5432, "X2": 0.66038, "Y2": 0.543, "X3": 0.65903, "Y3": 0.5578, "X4": 0.63073, "Y4": 0.5578, "page": 0, "Index": 396}, {"Word": "safety", "Confidence": 0.996, "X1": 0.66442, "Y1": 0.5432, "X2": 0.70889, "Y2": 0.543, "X3": 0.70755, "Y3": 0.5578, "X4": 0.66307, "Y4": 0.5578, "page": 0, "Index": 397}, {"Word": "in", "Confidence": 0.998, "X1": 0.71294, "Y1": 0.5432, "X2": 0.72776, "Y2": 0.543, "X3": 0.72776, "Y3": 0.5578, "X4": 0.71159, "Y4": 0.5578, "page": 0, "Index": 398}, {"Word": "the", "Confidence": 0.994, "X1": 0.73181, "Y1": 0.5432, "X2": 0.75472, "Y2": 0.543, "X3": 0.75472, "Y3": 0.5578, "X4": 0.73181, "Y4": 0.5578, "page": 0, "Index": 399}, {"Word": "steel", "Confidence": 0.997, "X1": 0.75876, "Y1": 0.5432, "X2": 0.79245, "Y2": 0.543, "X3": 0.79111, "Y3": 0.5578, "X4": 0.75876, "Y4": 0.5578, "page": 0, "Index": 400}, {"Word": "industry", "Confidence": 0.996, "X1": 0.7965, "Y1": 0.5432, "X2": 0.85984, "Y2": 0.543, "X3": 0.85984, "Y3": 0.5578, "X4": 0.79515, "Y4": 0.5578, "page": 0, "Index": 401}, {"Word": "and", "Confidence": 0.998, "X1": 0.86388, "Y1": 0.5442, "X2": 0.89488, "Y2": 0.544, "X3": 0.89353, "Y3": 0.5588, "X4": 0.86388, "Y4": 0.5578, "page": 0, "Index": 402}, {"Word": "According", "Confidence": 0.994, "X1": 0.04987, "Y1": 0.5562, "X2": 0.12264, "Y2": 0.556, "X3": 0.12129, "Y3": 0.5718, "X4": 0.04852, "Y4": 0.5728, "page": 0, "Index": 403}, {"Word": "to", "Confidence": 0.998, "X1": 0.12668, "Y1": 0.5562, "X2": 0.14151, "Y2": 0.556, "X3": 0.14016, "Y3": 0.5718, "X4": 0.12534, "Y4": 0.5718, "page": 0, "Index": 404}, {"Word": "OSHA,", "Confidence": 0.991, "X1": 0.14555, "Y1": 0.5562, "X2": 0.19811, "Y2": 0.556, "X3": 0.19811, "Y3": 0.5718, "X4": 0.1442, "Y4": 0.5718, "page": 0, "Index": 405}, {"Word": "AK", "Confidence": 0.998, "X1": 0.2035, "Y1": 0.5562, "X2": 0.22507, "Y2": 0.556, "X3": 0.22507, "Y3": 0.5718, "X4": 0.20216, "Y4": 0.5718, "page": 0, "Index": 406}, {"Word": "Steel", "Confidence": 0.992, "X1": 0.22911, "Y1": 0.5562, "X2": 0.26685, "Y2": 0.556, "X3": 0.2655, "Y3": 0.5718, "X4": 0.22911, "Y4": 0.5718, "page": 0, "Index": 407}, {"Word": "will", "Confidence": 0.989, "X1": 0.27089, "Y1": 0.5562, "X2": 0.29784, "Y2": 0.556, "X3": 0.2965, "Y3": 0.5718, "X4": 0.26954, "Y4": 0.5718, "page": 0, "Index": 408}, {"Word": "provide", "Confidence": 0.995, "X1": 0.30189, "Y1": 0.5572, "X2": 0.35714, "Y2": 0.557, "X3": 0.35714, "Y3": 0.5718, "X4": 0.30054, "Y4": 0.5718, "page": 0, "Index": 409}, {"Word": "the", "Confidence": 0.998, "X1": 0.36253, "Y1": 0.5572, "X2": 0.38544, "Y2": 0.557, "X3": 0.38544, "Y3": 0.5718, "X4": 0.36119, "Y4": 0.5718, "page": 0, "Index": 410}, {"Word": "agency", "Confidence": 0.938, "X1": 0.39084, "Y1": 0.5582, "X2": 0.44744, "Y2": 0.558, "X3": 0.44744, "Y3": 0.5728, "X4": 0.38949, "Y4": 0.5718, "page": 0, "Index": 411}, {"Word": "to", "Confidence": 0.991, "X1": 0.49596, "Y1": 0.5572, "X2": 0.50809, "Y2": 0.557, "X3": 0.50809, "Y3": 0.5718, "X4": 0.49596, "Y4": 0.5718, "page": 0, "Index": 412}, {"Word": "bring", "Confidence": 0.997, "X1": 0.51213, "Y1": 0.5572, "X2": 0.55256, "Y2": 0.557, "X3": 0.55256, "Y3": 0.5718, "X4": 0.51213, "Y4": 0.5718, "page": 0, "Index": 413}, {"Word": "on", "Confidence": 0.998, "X1": 0.5566, "Y1": 0.5572, "X2": 0.57412, "Y2": 0.557, "X3": 0.57412, "Y3": 0.5718, "X4": 0.5566, "Y4": 0.5718, "page": 0, "Index": 414}, {"Word": "the", "Confidence": 0.998, "X1": 0.57951, "Y1": 0.5572, "X2": 0.60108, "Y2": 0.557, "X3": 0.60108, "Y3": 0.5718, "X4": 0.57817, "Y4": 0.5718, "page": 0, "Index": 415}, {"Word": "caliber", "Confidence": 0.996, "X1": 0.60512, "Y1": 0.5582, "X2": 0.65499, "Y2": 0.558, "X3": 0.65499, "Y3": 0.5718, "X4": 0.60512, "Y4": 0.5718, "page": 0, "Index": 416}, {"Word": "of", "Confidence": 0.998, "X1": 0.65903, "Y1": 0.5582, "X2": 0.67251, "Y2": 0.558, "X3": 0.67251, "Y3": 0.5718, "X4": 0.65903, "Y4": 0.5718, "page": 0, "Index": 417}, {"Word": "Stanley", "Confidence": 0.983, "X1": 0.67655, "Y1": 0.5572, "X2": 0.73046, "Y2": 0.557, "X3": 0.73046, "Y3": 0.5728, "X4": 0.67655, "Y4": 0.5718, "page": 0, "Index": 418}, {"Word": "to", "Confidence": 0.998, "X1": 0.7345, "Y1": 0.5572, "X2": 0.75067, "Y2": 0.557, "X3": 0.74933, "Y3": 0.5728, "X4": 0.7345, "Y4": 0.5728, "page": 0, "Index": 419}, {"Word": "fill", "Confidence": 0.955, "X1": 0.75472, "Y1": 0.5572, "X2": 0.77493, "Y2": 0.557, "X3": 0.77493, "Y3": 0.5728, "X4": 0.75337, "Y4": 0.5728, "page": 0, "Index": 420}, {"Word": "the", "Confidence": 0.998, "X1": 0.77898, "Y1": 0.5572, "X2": 0.80323, "Y2": 0.557, "X3": 0.80189, "Y3": 0.5728, "X4": 0.77898, "Y4": 0.5728, "page": 0, "Index": 421}, {"Word": "position,\"", "Confidence": 0.794, "X1": 0.80728, "Y1": 0.5552, "X2": 0.8841, "Y2": 0.555, "X3": 0.88275, "Y3": 0.5728, "X4": 0.80593, "Y4": 0.5728, "page": 0, "Index": 422}, {"Word": "with", "Confidence": 0.981, "X1": 0.04717, "Y1": 0.5712, "X2": 0.07951, "Y2": 0.571, "X3": 0.07817, "Y3": 0.5868, "X4": 0.04582, "Y4": 0.5868, "page": 0, "Index": 423}, {"Word": "quarterly", "Confidence": 0.995, "X1": 0.08356, "Y1": 0.5712, "X2": 0.15094, "Y2": 0.571, "X3": 0.15094, "Y3": 0.5868, "X4": 0.08221, "Y4": 0.5868, "page": 0, "Index": 424}, {"Word": "written", "Confidence": 0.881, "X1": 0.15499, "Y1": 0.5712, "X2": 0.20755, "Y2": 0.571, "X3": 0.20755, "Y3": 0.5868, "X4": 0.15499, "Y4": 0.5868, "page": 0, "Index": 425}, {"Word": "reports", "Confidence": 0.995, "X1": 0.21159, "Y1": 0.5722, "X2": 0.2655, "Y2": 0.572, "X3": 0.2655, "Y3": 0.5868, "X4": 0.21159, "Y4": 0.5868, "page": 0, "Index": 426}, {"Word": "on", "Confidence": 0.998, "X1": 0.27089, "Y1": 0.5722, "X2": 0.28706, "Y2": 0.572, "X3": 0.28706, "Y3": 0.5878, "X4": 0.27089, "Y4": 0.5878, "page": 0, "Index": 427}, {"Word": "its", "Confidence": 0.998, "X1": 0.29111, "Y1": 0.5722, "X2": 0.30863, "Y2": 0.572, "X3": 0.30863, "Y3": 0.5878, "X4": 0.29111, "Y4": 0.5878, "page": 0, "Index": 428}, {"Word": "progress", "Confidence": 0.996, "X1": 0.31267, "Y1": 0.5722, "X2": 0.37466, "Y2": 0.572, "X3": 0.37601, "Y3": 0.5878, "X4": 0.31267, "Y4": 0.5878, "page": 0, "Index": 429}, {"Word": "in", "Confidence": 0.998, "X1": 0.37871, "Y1": 0.5722, "X2": 0.39353, "Y2": 0.572, "X3": 0.39353, "Y3": 0.5878, "X4": 0.38005, "Y4": 0.5878, "page": 0, "Index": 430}, {"Word": "abating", "Confidence": 0.997, "X1": 0.39757, "Y1": 0.5722, "X2": 0.45822, "Y2": 0.572, "X3": 0.45957, "Y3": 0.5878, "X4": 0.39892, "Y4": 0.5878, "page": 0, "Index": 431}, {"Word": "McCoy", "Confidence": 0.991, "X1": 0.49461, "Y1": 0.5722, "X2": 0.54717, "Y2": 0.572, "X3": 0.54717, "Y3": 0.5858, "X4": 0.49461, "Y4": 0.5868, "page": 0, "Index": 432}, {"Word": "said.", "Confidence": 0.961, "X1": 0.55121, "Y1": 0.5722, "X2": 0.59434, "Y2": 0.572, "X3": 0.59434, "Y3": 0.5858, "X4": 0.55121, "Y4": 0.5858, "page": 0, "Index": 433}, {"Word": "RQ", "Confidence": 0.994, "X1": 0.05121, "Y1": 0.5972, "X2": 0.07817, "Y2": 0.597, "X3": 0.07682, "Y3": 0.6148, "X4": 0.04987, "Y4": 0.6148, "page": 0, "Index": 434}, {"Word": "Ruling=", "Confidence": 0.675, "X1": 0.08895, "Y1": 0.5992, "X2": 0.1779, "Y2": 0.599, "X3": 0.1779, "Y3": 0.6138, "X4": 0.0876, "Y4": 0.6148, "page": 0, "Index": 435}, {"Word": "(continued", "Confidence": 0.848, "X1": 0.04852, "Y1": 0.6162, "X2": 0.11186, "Y2": 0.616, "X3": 0.11051, "Y3": 0.6308, "X4": 0.04717, "Y4": 0.6298, "page": 0, "Index": 436}, {"Word": "from", "Confidence": 0.954, "X1": 0.11456, "Y1": 0.6162, "X2": 0.14151, "Y2": 0.616, "X3": 0.14151, "Y3": 0.6308, "X4": 0.11456, "Y4": 0.6308, "page": 0, "Index": 437}, {"Word": "page", "Confidence": 0.562, "X1": 0.14555, "Y1": 0.6162, "X2": 0.17385, "Y2": 0.616, "X3": 0.17385, "Y3": 0.6308, "X4": 0.14555, "Y4": 0.6308, "page": 0, "Index": 438}, {"Word": "1)", "Confidence": 0.746, "X1": 0.1779, "Y1": 0.6162, "X2": 0.19272, "Y2": 0.616, "X3": 0.19272, "Y3": 0.6318, "X4": 0.1779, "Y4": 0.6318, "page": 0, "Index": 439}, {"Word": "move", "Confidence": 0.995, "X1": 0.49596, "Y1": 0.6202, "X2": 0.53639, "Y2": 0.62, "X3": 0.53504, "Y3": 0.6348, "X4": 0.49461, "Y4": 0.6348, "page": 0, "Index": 440}, {"Word": "several", "Confidence": 0.994, "X1": 0.53908, "Y1": 0.6202, "X2": 0.59164, "Y2": 0.62, "X3": 0.5903, "Y3": 0.6348, "X4": 0.53908, "Y4": 0.6348, "page": 0, "Index": 441}, {"Word": "chemicals", "Confidence": 0.994, "X1": 0.59569, "Y1": 0.6192, "X2": 0.66712, "Y2": 0.619, "X3": 0.66577, "Y3": 0.6338, "X4": 0.59434, "Y4": 0.6348, "page": 0, "Index": 442}, {"Word": "from", "Confidence": 0.988, "X1": 0.66981, "Y1": 0.6192, "X2": 0.7035, "Y2": 0.619, "X3": 0.7035, "Y3": 0.6338, "X4": 0.66981, "Y4": 0.6338, "page": 0, "Index": 443}, {"Word": "the", "Confidence": 0.998, "X1": 0.71159, "Y1": 0.6192, "X2": 0.73315, "Y2": 0.619, "X3": 0.73315, "Y3": 0.6338, "X4": 0.71159, "Y4": 0.6338, "page": 0, "Index": 444}, {"Word": "EHS", "Confidence": 0.998, "X1": 0.7372, "Y1": 0.6192, "X2": 0.77089, "Y2": 0.619, "X3": 0.77089, "Y3": 0.6338, "X4": 0.7372, "Y4": 0.6338, "page": 0, "Index": 445}, {"Word": "list.", "Confidence": 0.996, "X1": 0.77493, "Y1": 0.6192, "X2": 0.80323, "Y2": 0.619, "X3": 0.80323, "Y3": 0.6338, "X4": 0.77493, "Y4": 0.6338, "page": 0, "Index": 446}, {"Word": "The", "Confidence": 0.998, "X1": 0.80728, "Y1": 0.6202, "X2": 0.83423, "Y2": 0.62, "X3": 0.83423, "Y3": 0.6338, "X4": 0.80728, "Y4": 0.6338, "page": 0, "Index": 447}, {"Word": "court", "Confidence": 0.997, "X1": 0.83827, "Y1": 0.6202, "X2": 0.8814, "Y2": 0.62, "X3": 0.8814, "Y3": 0.6338, "X4": 0.83827, "Y4": 0.6338, "page": 0, "Index": 448}, {"Word": "The", "Confidence": 0.998, "X1": 0.04852, "Y1": 0.6342, "X2": 0.07412, "Y2": 0.634, "X3": 0.07278, "Y3": 0.6478, "X4": 0.04717, "Y4": 0.6478, "page": 0, "Index": 449}, {"Word": "final", "Confidence": 0.955, "X1": 0.07817, "Y1": 0.6342, "X2": 0.11186, "Y2": 0.634, "X3": 0.11051, "Y3": 0.6478, "X4": 0.07682, "Y4": 0.6478, "page": 0, "Index": 450}, {"Word": "rule", "Confidence": 0.97, "X1": 0.11456, "Y1": 0.6342, "X2": 0.14555, "Y2": 0.634, "X3": 0.1442, "Y3": 0.6478, "X4": 0.11456, "Y4": 0.6478, "page": 0, "Index": 451}, {"Word": "also", "Confidence": 0.989, "X1": 0.1496, "Y1": 0.6342, "X2": 0.1779, "Y2": 0.634, "X3": 0.17655, "Y3": 0.6478, "X4": 0.14825, "Y4": 0.6478, "page": 0, "Index": 452}, {"Word": "removes", "Confidence": 0.996, "X1": 0.18194, "Y1": 0.6342, "X2": 0.24394, "Y2": 0.634, "X3": 0.24394, "Y3": 0.6478, "X4": 0.18059, "Y4": 0.6478, "page": 0, "Index": 453}, {"Word": "four", "Confidence": 0.985, "X1": 0.24798, "Y1": 0.6342, "X2": 0.27898, "Y2": 0.634, "X3": 0.27898, "Y3": 0.6478, "X4": 0.24663, "Y4": 0.6478, "page": 0, "Index": 454}, {"Word": "substances", "Confidence": 0.604, "X1": 0.28302, "Y1": 0.6342, "X2": 0.36119, "Y2": 0.634, "X3": 0.36119, "Y3": 0.6478, "X4": 0.28167, "Y4": 0.6478, "page": 0, "Index": 455}, {"Word": "from", "Confidence": 0.989, "X1": 0.36523, "Y1": 0.6342, "X2": 0.39757, "Y2": 0.634, "X3": 0.39623, "Y3": 0.6478, "X4": 0.36388, "Y4": 0.6478, "page": 0, "Index": 456}, {"Word": "the", "Confidence": 0.998, "X1": 0.40566, "Y1": 0.6342, "X2": 0.43261, "Y2": 0.634, "X3": 0.43127, "Y3": 0.6468, "X4": 0.40566, "Y4": 0.6478, "page": 0, "Index": 457}, {"Word": "reasoned", "Confidence": 0.994, "X1": 0.49596, "Y1": 0.6342, "X2": 0.56199, "Y2": 0.634, "X3": 0.56199, "Y3": 0.6478, "X4": 0.49596, "Y4": 0.6478, "page": 0, "Index": 458}, {"Word": "that", "Confidence": 0.989, "X1": 0.56604, "Y1": 0.6342, "X2": 0.59434, "Y2": 0.634, "X3": 0.59299, "Y3": 0.6478, "X4": 0.56469, "Y4": 0.6478, "page": 0, "Index": 459}, {"Word": "Congress", "Confidence": 0.996, "X1": 0.59704, "Y1": 0.6342, "X2": 0.66577, "Y2": 0.634, "X3": 0.66577, "Y3": 0.6478, "X4": 0.59704, "Y4": 0.6478, "page": 0, "Index": 460}, {"Word": "did", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.6342, "X2": 0.69407, "Y2": 0.634, "X3": 0.69407, "Y3": 0.6478, "X4": 0.66981, "Y4": 0.6478, "page": 0, "Index": 461}, {"Word": "not", "Confidence": 0.998, "X1": 0.69811, "Y1": 0.6342, "X2": 0.72372, "Y2": 0.634, "X3": 0.72372, "Y3": 0.6478, "X4": 0.69811, "Y4": 0.6478, "page": 0, "Index": 462}, {"Word": "intend", "Confidence": 0.997, "X1": 0.72776, "Y1": 0.6342, "X2": 0.77628, "Y2": 0.634, "X3": 0.77628, "Y3": 0.6478, "X4": 0.72776, "Y4": 0.6478, "page": 0, "Index": 463}, {"Word": "to", "Confidence": 0.998, "X1": 0.78032, "Y1": 0.6342, "X2": 0.79515, "Y2": 0.634, "X3": 0.79515, "Y3": 0.6478, "X4": 0.77898, "Y4": 0.6478, "page": 0, "Index": 464}, {"Word": "include", "Confidence": 0.994, "X1": 0.79919, "Y1": 0.6342, "X2": 0.8558, "Y2": 0.634, "X3": 0.85445, "Y3": 0.6478, "X4": 0.79784, "Y4": 0.6478, "page": 0, "Index": 465}, {"Word": "the", "Confidence": 0.998, "X1": 0.85984, "Y1": 0.6342, "X2": 0.88544, "Y2": 0.634, "X3": 0.8841, "Y3": 0.6478, "X4": 0.85849, "Y4": 0.6478, "page": 0, "Index": 466}, {"Word": "EHS", "Confidence": 0.995, "X1": 0.04717, "Y1": 0.6492, "X2": 0.07817, "Y2": 0.649, "X3": 0.07817, "Y3": 0.6618, "X4": 0.04717, "Y4": 0.6618, "page": 0, "Index": 467}, {"Word": "list", "Confidence": 0.991, "X1": 0.08221, "Y1": 0.6492, "X2": 0.10647, "Y2": 0.649, "X3": 0.10512, "Y3": 0.6618, "X4": 0.08086, "Y4": 0.6618, "page": 0, "Index": 468}, {"Word": "that", "Confidence": 0.981, "X1": 0.10916, "Y1": 0.6492, "X2": 0.13881, "Y2": 0.649, "X3": 0.13747, "Y3": 0.6618, "X4": 0.10916, "Y4": 0.6618, "page": 0, "Index": 469}, {"Word": "do", "Confidence": 0.998, "X1": 0.14151, "Y1": 0.6492, "X2": 0.16038, "Y2": 0.649, "X3": 0.16038, "Y3": 0.6628, "X4": 0.14151, "Y4": 0.6618, "page": 0, "Index": 470}, {"Word": "not", "Confidence": 0.998, "X1": 0.16442, "Y1": 0.6492, "X2": 0.18868, "Y2": 0.649, "X3": 0.18868, "Y3": 0.6628, "X4": 0.16307, "Y4": 0.6628, "page": 0, "Index": 471}, {"Word": "meet", "Confidence": 0.987, "X1": 0.19272, "Y1": 0.6482, "X2": 0.23046, "Y2": 0.648, "X3": 0.22911, "Y3": 0.6628, "X4": 0.19272, "Y4": 0.6628, "page": 0, "Index": 472}, {"Word": "the", "Confidence": 0.998, "X1": 0.23315, "Y1": 0.6482, "X2": 0.25606, "Y2": 0.648, "X3": 0.25606, "Y3": 0.6628, "X4": 0.23315, "Y4": 0.6628, "page": 0, "Index": 473}, {"Word": "listing", "Confidence": 0.996, "X1": 0.26011, "Y1": 0.6492, "X2": 0.30593, "Y2": 0.649, "X3": 0.30593, "Y3": 0.6628, "X4": 0.25876, "Y4": 0.6628, "page": 0, "Index": 474}, {"Word": "criteria:", "Confidence": 0.991, "X1": 0.30997, "Y1": 0.6492, "X2": 0.36523, "Y2": 0.649, "X3": 0.36523, "Y3": 0.6628, "X4": 0.30863, "Y4": 0.6628, "page": 0, "Index": 475}, {"Word": "phosphorus", "Confidence": 0.991, "X1": 0.36927, "Y1": 0.6492, "X2": 0.46361, "Y2": 0.649, "X3": 0.46361, "Y3": 0.6628, "X4": 0.36927, "Y4": 0.6628, "page": 0, "Index": 476}, {"Word": "substances", "Confidence": 0.991, "X1": 0.49596, "Y1": 0.6482, "X2": 0.57412, "Y2": 0.648, "X3": 0.57278, "Y3": 0.6628, "X4": 0.49461, "Y4": 0.6628, "page": 0, "Index": 477}, {"Word": "listed", "Confidence": 0.996, "X1": 0.57817, "Y1": 0.6482, "X2": 0.6186, "Y2": 0.648, "X3": 0.61725, "Y3": 0.6618, "X4": 0.57682, "Y4": 0.6628, "page": 0, "Index": 478}, {"Word": "due", "Confidence": 0.995, "X1": 0.62129, "Y1": 0.6482, "X2": 0.6496, "Y2": 0.648, "X3": 0.64825, "Y3": 0.6618, "X4": 0.62129, "Y4": 0.6618, "page": 0, "Index": 479}, {"Word": "to", "Confidence": 0.997, "X1": 0.65364, "Y1": 0.6482, "X2": 0.66846, "Y2": 0.648, "X3": 0.66846, "Y3": 0.6618, "X4": 0.65229, "Y4": 0.6618, "page": 0, "Index": 480}, {"Word": "\"clerical", "Confidence": 0.981, "X1": 0.67251, "Y1": 0.6482, "X2": 0.73181, "Y2": 0.648, "X3": 0.73181, "Y3": 0.6618, "X4": 0.67116, "Y4": 0.6618, "page": 0, "Index": 481}, {"Word": "error,\"", "Confidence": 0.901, "X1": 0.73585, "Y1": 0.6482, "X2": 0.78706, "Y2": 0.648, "X3": 0.78706, "Y3": 0.6618, "X4": 0.73585, "Y4": 0.6618, "page": 0, "Index": 482}, {"Word": "the", "Confidence": 0.998, "X1": 0.79111, "Y1": 0.6482, "X2": 0.81402, "Y2": 0.648, "X3": 0.81402, "Y3": 0.6628, "X4": 0.78976, "Y4": 0.6618, "page": 0, "Index": 483}, {"Word": "final", "Confidence": 0.996, "X1": 0.81806, "Y1": 0.6482, "X2": 0.85175, "Y2": 0.648, "X3": 0.85175, "Y3": 0.6628, "X4": 0.81806, "Y4": 0.6628, "page": 0, "Index": 484}, {"Word": "rule", "Confidence": 0.987, "X1": 0.8558, "Y1": 0.6482, "X2": 0.88949, "Y2": 0.648, "X3": 0.88949, "Y3": 0.6628, "X4": 0.8558, "Y4": 0.6628, "page": 0, "Index": 485}, {"Word": "pentoxide,", "Confidence": 0.991, "X1": 0.04717, "Y1": 0.6632, "X2": 0.12399, "Y2": 0.663, "X3": 0.12399, "Y3": 0.6768, "X4": 0.04717, "Y4": 0.6768, "page": 0, "Index": 486}, {"Word": "diethylcarbamazine", "Confidence": 0.932, "X1": 0.12803, "Y1": 0.6622, "X2": 0.27358, "Y2": 0.662, "X3": 0.27358, "Y3": 0.6768, "X4": 0.12668, "Y4": 0.6768, "page": 0, "Index": 487}, {"Word": "citrate,", "Confidence": 0.992, "X1": 0.27763, "Y1": 0.6622, "X2": 0.32615, "Y2": 0.662, "X3": 0.32615, "Y3": 0.6768, "X4": 0.27628, "Y4": 0.6768, "page": 0, "Index": 488}, {"Word": "fenitrothion", "Confidence": 0.991, "X1": 0.33019, "Y1": 0.6632, "X2": 0.41914, "Y2": 0.663, "X3": 0.41914, "Y3": 0.6758, "X4": 0.33019, "Y4": 0.6768, "page": 0, "Index": 489}, {"Word": "and", "Confidence": 0.998, "X1": 0.42318, "Y1": 0.6632, "X2": 0.45283, "Y2": 0.663, "X3": 0.45283, "Y3": 0.6758, "X4": 0.42318, "Y4": 0.6758, "page": 0, "Index": 490}, {"Word": "states.", "Confidence": 0.97, "X1": 0.49596, "Y1": 0.6632, "X2": 0.54313, "Y2": 0.663, "X3": 0.54313, "Y3": 0.6758, "X4": 0.49461, "Y4": 0.6748, "page": 0, "Index": 491}, {"Word": "tellurium.", "Confidence": 0.948, "X1": 0.04717, "Y1": 0.6762, "X2": 0.1186, "Y2": 0.676, "X3": 0.1186, "Y3": 0.6898, "X4": 0.04717, "Y4": 0.6898, "page": 0, "Index": 492}, {"Word": "These", "Confidence": 0.997, "X1": 0.12264, "Y1": 0.6762, "X2": 0.16577, "Y2": 0.676, "X3": 0.16442, "Y3": 0.6908, "X4": 0.12264, "Y4": 0.6898, "page": 0, "Index": 493}, {"Word": "chemicals", "Confidence": 0.993, "X1": 0.16981, "Y1": 0.6762, "X2": 0.24259, "Y2": 0.676, "X3": 0.24124, "Y3": 0.6908, "X4": 0.16846, "Y4": 0.6908, "page": 0, "Index": 494}, {"Word": "were", "Confidence": 0.958, "X1": 0.24663, "Y1": 0.6762, "X2": 0.28167, "Y2": 0.676, "X3": 0.28032, "Y3": 0.6908, "X4": 0.24528, "Y4": 0.6908, "page": 0, "Index": 495}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.28437, "Y1": 0.6762, "X2": 0.35445, "Y2": 0.676, "X3": 0.3531, "Y3": 0.6898, "X4": 0.28437, "Y4": 0.6908, "page": 0, "Index": 496}, {"Word": "for", "Confidence": 0.998, "X1": 0.35714, "Y1": 0.6762, "X2": 0.37871, "Y2": 0.676, "X3": 0.37871, "Y3": 0.6898, "X4": 0.35714, "Y4": 0.6898, "page": 0, "Index": 497}, {"Word": "deletion", "Confidence": 0.995, "X1": 0.38275, "Y1": 0.6762, "X2": 0.44609, "Y2": 0.676, "X3": 0.44609, "Y3": 0.6898, "X4": 0.38275, "Y4": 0.6898, "page": 0, "Index": 498}, {"Word": "Section", "Confidence": 0.996, "X1": 0.49596, "Y1": 0.6832, "X2": 0.54852, "Y2": 0.683, "X3": 0.54717, "Y3": 0.6968, "X4": 0.49461, "Y4": 0.6968, "page": 0, "Index": 499}, {"Word": "304", "Confidence": 0.991, "X1": 0.55256, "Y1": 0.6832, "X2": 0.57682, "Y2": 0.683, "X3": 0.57547, "Y3": 0.6968, "X4": 0.55121, "Y4": 0.6968, "page": 0, "Index": 500}, {"Word": "of", "Confidence": 0.997, "X1": 0.58086, "Y1": 0.6832, "X2": 0.59569, "Y2": 0.683, "X3": 0.59434, "Y3": 0.6978, "X4": 0.57951, "Y4": 0.6968, "page": 0, "Index": 501}, {"Word": "EPCRA", "Confidence": 0.997, "X1": 0.59838, "Y1": 0.6822, "X2": 0.65499, "Y2": 0.682, "X3": 0.65364, "Y3": 0.6978, "X4": 0.59838, "Y4": 0.6978, "page": 0, "Index": 502}, {"Word": "provides", "Confidence": 0.995, "X1": 0.65903, "Y1": 0.6832, "X2": 0.72507, "Y2": 0.683, "X3": 0.72372, "Y3": 0.6978, "X4": 0.65768, "Y4": 0.6978, "page": 0, "Index": 503}, {"Word": "that", "Confidence": 0.996, "X1": 0.72776, "Y1": 0.6832, "X2": 0.75741, "Y2": 0.683, "X3": 0.75606, "Y3": 0.6978, "X4": 0.72776, "Y4": 0.6978, "page": 0, "Index": 504}, {"Word": "chemicals", "Confidence": 0.994, "X1": 0.76011, "Y1": 0.6832, "X2": 0.83423, "Y2": 0.683, "X3": 0.83288, "Y3": 0.6978, "X4": 0.76011, "Y4": 0.6978, "page": 0, "Index": 505}, {"Word": "on", "Confidence": 0.998, "X1": 0.83827, "Y1": 0.6842, "X2": 0.85714, "Y2": 0.684, "X3": 0.85714, "Y3": 0.6978, "X4": 0.83693, "Y4": 0.6978, "page": 0, "Index": 506}, {"Word": "the", "Confidence": 0.998, "X1": 0.86119, "Y1": 0.6842, "X2": 0.88814, "Y2": 0.684, "X3": 0.88814, "Y3": 0.6978, "X4": 0.86119, "Y4": 0.6978, "page": 0, "Index": 507}, {"Word": "Oct.", "Confidence": 0.845, "X1": 0.04852, "Y1": 0.6902, "X2": 0.07817, "Y2": 0.69, "X3": 0.07682, "Y3": 0.7038, "X4": 0.04717, "Y4": 0.7038, "page": 0, "Index": 508}, {"Word": "12,", "Confidence": 0.926, "X1": 0.08086, "Y1": 0.6902, "X2": 0.10243, "Y2": 0.69, "X3": 0.10108, "Y3": 0.7038, "X4": 0.07951, "Y4": 0.7038, "page": 0, "Index": 509}, {"Word": "1995", "Confidence": 0.991, "X1": 0.10647, "Y1": 0.6902, "X2": 0.13881, "Y2": 0.69, "X3": 0.13747, "Y3": 0.7038, "X4": 0.10512, "Y4": 0.7038, "page": 0, "Index": 510}, {"Word": "(59", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.6902, "X2": 0.16307, "Y2": 0.69, "X3": 0.16173, "Y3": 0.7038, "X4": 0.14151, "Y4": 0.7038, "page": 0, "Index": 511}, {"Word": "FR", "Confidence": 0.971, "X1": 0.16712, "Y1": 0.6902, "X2": 0.18868, "Y2": 0.69, "X3": 0.18733, "Y3": 0.7038, "X4": 0.16577, "Y4": 0.7038, "page": 0, "Index": 512}, {"Word": "51816),", "Confidence": 0.944, "X1": 0.19272, "Y1": 0.6902, "X2": 0.24394, "Y2": 0.69, "X3": 0.24259, "Y3": 0.7038, "X4": 0.19137, "Y4": 0.7038, "page": 0, "Index": 513}, {"Word": "as", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.6902, "X2": 0.2628, "Y2": 0.69, "X3": 0.26146, "Y3": 0.7038, "X4": 0.24663, "Y4": 0.7038, "page": 0, "Index": 514}, {"Word": "the", "Confidence": 0.998, "X1": 0.26685, "Y1": 0.6902, "X2": 0.28976, "Y2": 0.69, "X3": 0.28841, "Y3": 0.7038, "X4": 0.2655, "Y4": 0.7038, "page": 0, "Index": 515}, {"Word": "result", "Confidence": 0.996, "X1": 0.29245, "Y1": 0.6902, "X2": 0.33558, "Y2": 0.69, "X3": 0.33423, "Y3": 0.7038, "X4": 0.29111, "Y4": 0.7038, "page": 0, "Index": 516}, {"Word": "of", "Confidence": 0.998, "X1": 0.33962, "Y1": 0.6902, "X2": 0.35445, "Y2": 0.69, "X3": 0.3531, "Y3": 0.7038, "X4": 0.33827, "Y4": 0.7038, "page": 0, "Index": 517}, {"Word": "a", "Confidence": 0.994, "X1": 0.35849, "Y1": 0.6902, "X2": 0.36658, "Y2": 0.69, "X3": 0.36523, "Y3": 0.7038, "X4": 0.35714, "Y4": 0.7038, "page": 0, "Index": 518}, {"Word": "1987", "Confidence": 0.984, "X1": 0.37062, "Y1": 0.6902, "X2": 0.40431, "Y2": 0.69, "X3": 0.40296, "Y3": 0.7038, "X4": 0.36927, "Y4": 0.7038, "page": 0, "Index": 519}, {"Word": "federal", "Confidence": 0.996, "X1": 0.40836, "Y1": 0.6902, "X2": 0.46226, "Y2": 0.69, "X3": 0.46092, "Y3": 0.7048, "X4": 0.40701, "Y4": 0.7038, "page": 0, "Index": 520}, {"Word": "decision", "Confidence": 0.994, "X1": 0.08895, "Y1": 0.7042, "X2": 0.1496, "Y2": 0.704, "X3": 0.14825, "Y3": 0.7178, "X4": 0.08895, "Y4": 0.7188, "page": 0, "Index": 521}, {"Word": "ordering", "Confidence": 0.8, "X1": 0.15229, "Y1": 0.7042, "X2": 0.21833, "Y2": 0.704, "X3": 0.21698, "Y3": 0.7178, "X4": 0.15229, "Y4": 0.7178, "page": 0, "Index": 522}, {"Word": "EPA", "Confidence": 0.998, "X1": 0.22102, "Y1": 0.7042, "X2": 0.25337, "Y2": 0.704, "X3": 0.25337, "Y3": 0.7178, "X4": 0.22102, "Y4": 0.7178, "page": 0, "Index": 523}, {"Word": "to", "Confidence": 0.998, "X1": 0.25741, "Y1": 0.7042, "X2": 0.27224, "Y2": 0.704, "X3": 0.27224, "Y3": 0.7178, "X4": 0.25741, "Y4": 0.7178, "page": 0, "Index": 524}, {"Word": "remove", "Confidence": 0.996, "X1": 0.27628, "Y1": 0.7042, "X2": 0.33154, "Y2": 0.704, "X3": 0.33154, "Y3": 0.7178, "X4": 0.27628, "Y4": 0.7178, "page": 0, "Index": 525}, {"Word": "several", "Confidence": 0.991, "X1": 0.33558, "Y1": 0.7042, "X2": 0.38814, "Y2": 0.704, "X3": 0.38679, "Y3": 0.7178, "X4": 0.33423, "Y4": 0.7178, "page": 0, "Index": 526}, {"Word": "sub-", "Confidence": 0.988, "X1": 0.39084, "Y1": 0.7042, "X2": 0.42992, "Y2": 0.704, "X3": 0.42857, "Y3": 0.7178, "X4": 0.39084, "Y4": 0.7178, "page": 0, "Index": 527}, {"Word": "EHS", "Confidence": 0.997, "X1": 0.49596, "Y1": 0.6972, "X2": 0.52695, "Y2": 0.697, "X3": 0.52695, "Y3": 0.7108, "X4": 0.49596, "Y4": 0.7108, "page": 0, "Index": 528}, {"Word": "list", "Confidence": 0.991, "X1": 0.531, "Y1": 0.6982, "X2": 0.55391, "Y2": 0.698, "X3": 0.55391, "Y3": 0.7108, "X4": 0.531, "Y4": 0.7108, "page": 0, "Index": 529}, {"Word": "that", "Confidence": 0.988, "X1": 0.55795, "Y1": 0.6982, "X2": 0.58625, "Y2": 0.698, "X3": 0.58625, "Y3": 0.7118, "X4": 0.5566, "Y4": 0.7108, "page": 0, "Index": 530}, {"Word": "do", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.6982, "X2": 0.60782, "Y2": 0.698, "X3": 0.60782, "Y3": 0.7118, "X4": 0.5903, "Y4": 0.7118, "page": 0, "Index": 531}, {"Word": "not", "Confidence": 0.998, "X1": 0.61186, "Y1": 0.6982, "X2": 0.63612, "Y2": 0.698, "X3": 0.63612, "Y3": 0.7118, "X4": 0.61051, "Y4": 0.7118, "page": 0, "Index": 532}, {"Word": "have", "Confidence": 0.989, "X1": 0.64016, "Y1": 0.6982, "X2": 0.67655, "Y2": 0.698, "X3": 0.67655, "Y3": 0.7118, "X4": 0.64016, "Y4": 0.7118, "page": 0, "Index": 533}, {"Word": "an", "Confidence": 0.998, "X1": 0.68059, "Y1": 0.6982, "X2": 0.69946, "Y2": 0.698, "X3": 0.69946, "Y3": 0.7118, "X4": 0.68059, "Y4": 0.7118, "page": 0, "Index": 534}, {"Word": "RQ", "Confidence": 0.881, "X1": 0.7035, "Y1": 0.6982, "X2": 0.72507, "Y2": 0.698, "X3": 0.72507, "Y3": 0.7118, "X4": 0.70216, "Y4": 0.7118, "page": 0, "Index": 535}, {"Word": "assigned", "Confidence": 0.996, "X1": 0.73046, "Y1": 0.6982, "X2": 0.7965, "Y2": 0.698, "X3": 0.79515, "Y3": 0.7118, "X4": 0.73046, "Y4": 0.7118, "page": 0, "Index": 536}, {"Word": "to", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.6982, "X2": 0.81536, "Y2": 0.698, "X3": 0.81402, "Y3": 0.7118, "X4": 0.79919, "Y4": 0.7118, "page": 0, "Index": 537}, {"Word": "them", "Confidence": 0.988, "X1": 0.81941, "Y1": 0.6982, "X2": 0.85445, "Y2": 0.698, "X3": 0.8531, "Y3": 0.7118, "X4": 0.81806, "Y4": 0.7118, "page": 0, "Index": 538}, {"Word": "by", "Confidence": 0.998, "X1": 0.85984, "Y1": 0.6982, "X2": 0.88275, "Y2": 0.698, "X3": 0.8814, "Y3": 0.7118, "X4": 0.85984, "Y4": 0.7118, "page": 0, "Index": 539}, {"Word": "court", "Confidence": 0.991, "X1": 0.04717, "Y1": 0.7052, "X2": 0.08491, "Y2": 0.705, "X3": 0.08491, "Y3": 0.7188, "X4": 0.04582, "Y4": 0.7188, "page": 0, "Index": 540}, {"Word": "regulation", "Confidence": 0.981, "X1": 0.4973, "Y1": 0.7122, "X2": 0.57008, "Y2": 0.712, "X3": 0.57008, "Y3": 0.7268, "X4": 0.49596, "Y4": 0.7268, "page": 0, "Index": 541}, {"Word": "will", "Confidence": 0.966, "X1": 0.57412, "Y1": 0.7122, "X2": 0.60108, "Y2": 0.712, "X3": 0.60108, "Y3": 0.7268, "X4": 0.57412, "Y4": 0.7268, "page": 0, "Index": 542}, {"Word": "have", "Confidence": 0.991, "X1": 0.60512, "Y1": 0.7122, "X2": 0.64016, "Y2": 0.712, "X3": 0.64016, "Y3": 0.7268, "X4": 0.60512, "Y4": 0.7268, "page": 0, "Index": 543}, {"Word": "an", "Confidence": 0.998, "X1": 0.6442, "Y1": 0.7122, "X2": 0.66307, "Y2": 0.712, "X3": 0.66307, "Y3": 0.7268, "X4": 0.6442, "Y4": 0.7268, "page": 0, "Index": 544}, {"Word": "RQ", "Confidence": 0.925, "X1": 0.66712, "Y1": 0.7122, "X2": 0.69003, "Y2": 0.712, "X3": 0.69003, "Y3": 0.7258, "X4": 0.66712, "Y4": 0.7268, "page": 0, "Index": 545}, {"Word": "of", "Confidence": 0.998, "X1": 0.69542, "Y1": 0.7122, "X2": 0.71024, "Y2": 0.712, "X3": 0.71024, "Y3": 0.7258, "X4": 0.69542, "Y4": 0.7258, "page": 0, "Index": 546}, {"Word": "one", "Confidence": 0.994, "X1": 0.71429, "Y1": 0.7122, "X2": 0.74124, "Y2": 0.712, "X3": 0.74124, "Y3": 0.7258, "X4": 0.71429, "Y4": 0.7258, "page": 0, "Index": 547}, {"Word": "pound.", "Confidence": 0.993, "X1": 0.74528, "Y1": 0.7122, "X2": 0.79919, "Y2": 0.712, "X3": 0.79919, "Y3": 0.7258, "X4": 0.74528, "Y4": 0.7258, "page": 0, "Index": 548}, {"Word": "Prior", "Confidence": 0.996, "X1": 0.80323, "Y1": 0.7122, "X2": 0.84097, "Y2": 0.712, "X3": 0.84097, "Y3": 0.7258, "X4": 0.80323, "Y4": 0.7258, "page": 0, "Index": 549}, {"Word": "to", "Confidence": 0.998, "X1": 0.84501, "Y1": 0.7122, "X2": 0.85984, "Y2": 0.712, "X3": 0.85984, "Y3": 0.7258, "X4": 0.84501, "Y4": 0.7258, "page": 0, "Index": 550}, {"Word": "this", "Confidence": 0.994, "X1": 0.86388, "Y1": 0.7122, "X2": 0.89353, "Y2": 0.712, "X3": 0.89353, "Y3": 0.7258, "X4": 0.86388, "Y4": 0.7258, "page": 0, "Index": 551}, {"Word": "stances", "Confidence": 0.992, "X1": 0.04717, "Y1": 0.7192, "X2": 0.09838, "Y2": 0.719, "X3": 0.09704, "Y3": 0.7328, "X4": 0.04582, "Y4": 0.7328, "page": 0, "Index": 552}, {"Word": "from", "Confidence": 0.958, "X1": 0.10243, "Y1": 0.7192, "X2": 0.13477, "Y2": 0.719, "X3": 0.13342, "Y3": 0.7328, "X4": 0.10108, "Y4": 0.7328, "page": 0, "Index": 553}, {"Word": "the", "Confidence": 0.998, "X1": 0.14151, "Y1": 0.7182, "X2": 0.16577, "Y2": 0.718, "X3": 0.16442, "Y3": 0.7328, "X4": 0.14151, "Y4": 0.7328, "page": 0, "Index": 554}, {"Word": "EHS", "Confidence": 0.998, "X1": 0.16981, "Y1": 0.7182, "X2": 0.20081, "Y2": 0.718, "X3": 0.20081, "Y3": 0.7328, "X4": 0.16846, "Y4": 0.7328, "page": 0, "Index": 555}, {"Word": "list", "Confidence": 0.984, "X1": 0.20485, "Y1": 0.7182, "X2": 0.22911, "Y2": 0.718, "X3": 0.22776, "Y3": 0.7328, "X4": 0.2035, "Y4": 0.7328, "page": 0, "Index": 556}, {"Word": "(A.L.", "Confidence": 0.846, "X1": 0.23315, "Y1": 0.7182, "X2": 0.26819, "Y2": 0.718, "X3": 0.26685, "Y3": 0.7328, "X4": 0.23181, "Y4": 0.7328, "page": 0, "Index": 557}, {"Word": "Laboratories,", "Confidence": 0.82, "X1": 0.27224, "Y1": 0.7182, "X2": 0.35714, "Y2": 0.718, "X3": 0.35714, "Y3": 0.7328, "X4": 0.27089, "Y4": 0.7328, "page": 0, "Index": 558}, {"Word": "Inc.", "Confidence": 0.939, "X1": 0.36119, "Y1": 0.7182, "X2": 0.38679, "Y2": 0.718, "X3": 0.38544, "Y3": 0.7328, "X4": 0.36119, "Y4": 0.7328, "page": 0, "Index": 559}, {"Word": "v.", "Confidence": 0.867, "X1": 0.39084, "Y1": 0.7182, "X2": 0.40431, "Y2": 0.718, "X3": 0.40431, "Y3": 0.7338, "X4": 0.38949, "Y4": 0.7328, "page": 0, "Index": 560}, {"Word": "EPA,", "Confidence": 0.893, "X1": 0.40836, "Y1": 0.7182, "X2": 0.44879, "Y2": 0.718, "X3": 0.44744, "Y3": 0.7338, "X4": 0.40836, "Y4": 0.7338, "page": 0, "Index": 561}, {"Word": "674", "Confidence": 0.998, "X1": 0.04717, "Y1": 0.7322, "X2": 0.07008, "Y2": 0.732, "X3": 0.07008, "Y3": 0.7468, "X4": 0.04717, "Y4": 0.7468, "page": 0, "Index": 562}, {"Word": "F.", "Confidence": 0.996, "X1": 0.07412, "Y1": 0.7322, "X2": 0.08895, "Y2": 0.732, "X3": 0.0876, "Y3": 0.7468, "X4": 0.07412, "Y4": 0.7468, "page": 0, "Index": 563}, {"Word": "Supp.", "Confidence": 0.993, "X1": 0.09299, "Y1": 0.7322, "X2": 0.13477, "Y2": 0.732, "X3": 0.13477, "Y3": 0.7468, "X4": 0.09164, "Y4": 0.7468, "page": 0, "Index": 564}, {"Word": "894,", "Confidence": 0.982, "X1": 0.13881, "Y1": 0.7322, "X2": 0.16846, "Y2": 0.732, "X3": 0.16846, "Y3": 0.7468, "X4": 0.13881, "Y4": 0.7468, "page": 0, "Index": 565}, {"Word": "D.D.C.", "Confidence": 0.995, "X1": 0.17251, "Y1": 0.7322, "X2": 0.22372, "Y2": 0.732, "X3": 0.22372, "Y3": 0.7458, "X4": 0.17251, "Y4": 0.7468, "page": 0, "Index": 566}, {"Word": "1987).", "Confidence": 0.965, "X1": 0.22642, "Y1": 0.7322, "X2": 0.27089, "Y2": 0.732, "X3": 0.27224, "Y3": 0.7458, "X4": 0.22776, "Y4": 0.7458, "page": 0, "Index": 567}, {"Word": "rulemaking,", "Confidence": 0.991, "X1": 0.4973, "Y1": 0.7262, "X2": 0.58491, "Y2": 0.726, "X3": 0.58356, "Y3": 0.7408, "X4": 0.49596, "Y4": 0.7408, "page": 0, "Index": 568}, {"Word": "a", "Confidence": 0.962, "X1": 0.58895, "Y1": 0.7262, "X2": 0.59569, "Y2": 0.726, "X3": 0.59569, "Y3": 0.7408, "X4": 0.5876, "Y4": 0.7408, "page": 0, "Index": 569}, {"Word": "total", "Confidence": 0.997, "X1": 0.59973, "Y1": 0.7262, "X2": 0.63342, "Y2": 0.726, "X3": 0.63208, "Y3": 0.7398, "X4": 0.59973, "Y4": 0.7408, "page": 0, "Index": 570}, {"Word": "of", "Confidence": 0.998, "X1": 0.63747, "Y1": 0.7262, "X2": 0.65094, "Y2": 0.726, "X3": 0.6496, "Y3": 0.7398, "X4": 0.63612, "Y4": 0.7398, "page": 0, "Index": 571}, {"Word": "215", "Confidence": 0.998, "X1": 0.65499, "Y1": 0.7262, "X2": 0.68059, "Y2": 0.726, "X3": 0.67925, "Y3": 0.7398, "X4": 0.65364, "Y4": 0.7398, "page": 0, "Index": 572}, {"Word": "substances", "Confidence": 0.994, "X1": 0.68464, "Y1": 0.7262, "X2": 0.7628, "Y2": 0.726, "X3": 0.7628, "Y3": 0.7398, "X4": 0.68329, "Y4": 0.7398, "page": 0, "Index": 573}, {"Word": "had", "Confidence": 0.998, "X1": 0.76685, "Y1": 0.7262, "X2": 0.7965, "Y2": 0.726, "X3": 0.79515, "Y3": 0.7398, "X4": 0.76685, "Y4": 0.7398, "page": 0, "Index": 574}, {"Word": "a", "Confidence": 0.991, "X1": 0.80054, "Y1": 0.7262, "X2": 0.80863, "Y2": 0.726, "X3": 0.80863, "Y3": 0.7398, "X4": 0.79919, "Y4": 0.7398, "page": 0, "Index": 575}, {"Word": "one-pound", "Confidence": 0.994, "X1": 0.81267, "Y1": 0.7262, "X2": 0.89623, "Y2": 0.726, "X3": 0.89623, "Y3": 0.7398, "X4": 0.81267, "Y4": 0.7398, "page": 0, "Index": 576}, {"Word": "RQ.", "Confidence": 0.981, "X1": 0.49596, "Y1": 0.7392, "X2": 0.52426, "Y2": 0.739, "X3": 0.52426, "Y3": 0.7538, "X4": 0.49596, "Y4": 0.7538, "page": 0, "Index": 577}, {"Word": "Following", "Confidence": 0.967, "X1": 0.5283, "Y1": 0.7402, "X2": 0.60108, "Y2": 0.74, "X3": 0.60108, "Y3": 0.7538, "X4": 0.5283, "Y4": 0.7538, "page": 0, "Index": 578}, {"Word": "the", "Confidence": 0.995, "X1": 0.60512, "Y1": 0.7402, "X2": 0.62803, "Y2": 0.74, "X3": 0.62803, "Y3": 0.7538, "X4": 0.60377, "Y4": 0.7538, "page": 0, "Index": 579}, {"Word": "rulemaking,", "Confidence": 0.941, "X1": 0.63073, "Y1": 0.7402, "X2": 0.72237, "Y2": 0.74, "X3": 0.72237, "Y3": 0.7548, "X4": 0.63073, "Y4": 0.7538, "page": 0, "Index": 580}, {"Word": "there", "Confidence": 0.997, "X1": 0.72642, "Y1": 0.7402, "X2": 0.76415, "Y2": 0.74, "X3": 0.76415, "Y3": 0.7548, "X4": 0.72642, "Y4": 0.7548, "page": 0, "Index": 581}, {"Word": "are", "Confidence": 0.998, "X1": 0.76819, "Y1": 0.7402, "X2": 0.79111, "Y2": 0.74, "X3": 0.79111, "Y3": 0.7538, "X4": 0.76819, "Y4": 0.7548, "page": 0, "Index": 582}, {"Word": "11", "Confidence": 0.955, "X1": 0.79515, "Y1": 0.7402, "X2": 0.81267, "Y2": 0.74, "X3": 0.81267, "Y3": 0.7538, "X4": 0.79515, "Y4": 0.7538, "page": 0, "Index": 583}, {"Word": "EHSs", "Confidence": 0.985, "X1": 0.81671, "Y1": 0.7402, "X2": 0.8558, "Y2": 0.74, "X3": 0.8558, "Y3": 0.7538, "X4": 0.81671, "Y4": 0.7538, "page": 0, "Index": 584}, {"Word": "with", "Confidence": 0.991, "X1": 0.85984, "Y1": 0.7402, "X2": 0.89488, "Y2": 0.74, "X3": 0.89488, "Y3": 0.7538, "X4": 0.85984, "Y4": 0.7538, "page": 0, "Index": 585}, {"Word": "a", "Confidence": 0.991, "X1": 0.89892, "Y1": 0.7402, "X2": 0.9097, "Y2": 0.74, "X3": 0.9097, "Y3": 0.7538, "X4": 0.89757, "Y4": 0.7538, "page": 0, "Index": 586}, {"Word": "When", "Confidence": 0.991, "X1": 0.04717, "Y1": 0.7612, "X2": 0.0903, "Y2": 0.761, "X3": 0.08895, "Y3": 0.7748, "X4": 0.04582, "Y4": 0.7748, "page": 0, "Index": 587}, {"Word": "EPA", "Confidence": 0.998, "X1": 0.09434, "Y1": 0.7612, "X2": 0.12668, "Y2": 0.761, "X3": 0.12534, "Y3": 0.7748, "X4": 0.09299, "Y4": 0.7748, "page": 0, "Index": 588}, {"Word": "published", "Confidence": 0.994, "X1": 0.13073, "Y1": 0.7612, "X2": 0.20485, "Y2": 0.761, "X3": 0.2035, "Y3": 0.7748, "X4": 0.12938, "Y4": 0.7748, "page": 0, "Index": 589}, {"Word": "the", "Confidence": 0.998, "X1": 0.20889, "Y1": 0.7612, "X2": 0.23181, "Y2": 0.761, "X3": 0.23181, "Y3": 0.7748, "X4": 0.20755, "Y4": 0.7748, "page": 0, "Index": 590}, {"Word": "original", "Confidence": 0.995, "X1": 0.23585, "Y1": 0.7612, "X2": 0.29245, "Y2": 0.761, "X3": 0.29111, "Y3": 0.7748, "X4": 0.2345, "Y4": 0.7748, "page": 0, "Index": 591}, {"Word": "list", "Confidence": 0.987, "X1": 0.2965, "Y1": 0.7602, "X2": 0.31806, "Y2": 0.76, "X3": 0.31806, "Y3": 0.7748, "X4": 0.29515, "Y4": 0.7748, "page": 0, "Index": 592}, {"Word": "of", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.7602, "X2": 0.33558, "Y2": 0.76, "X3": 0.33558, "Y3": 0.7748, "X4": 0.32075, "Y4": 0.7748, "page": 0, "Index": 593}, {"Word": "402", "Confidence": 0.991, "X1": 0.33962, "Y1": 0.7602, "X2": 0.36523, "Y2": 0.76, "X3": 0.36388, "Y3": 0.7758, "X4": 0.33962, "Y4": 0.7748, "page": 0, "Index": 594}, {"Word": "EHSs", "Confidence": 0.985, "X1": 0.36927, "Y1": 0.7602, "X2": 0.41105, "Y2": 0.76, "X3": 0.4097, "Y3": 0.7758, "X4": 0.36792, "Y4": 0.7758, "page": 0, "Index": 595}, {"Word": "(51", "Confidence": 0.998, "X1": 0.41375, "Y1": 0.7602, "X2": 0.43666, "Y2": 0.76, "X3": 0.43666, "Y3": 0.7758, "X4": 0.41375, "Y4": 0.7758, "page": 0, "Index": 596}, {"Word": "FR", "Confidence": 0.998, "X1": 0.4407, "Y1": 0.7602, "X2": 0.46226, "Y2": 0.76, "X3": 0.46226, "Y3": 0.7758, "X4": 0.4407, "Y4": 0.7758, "page": 0, "Index": 597}, {"Word": "one-pound", "Confidence": 0.991, "X1": 0.49596, "Y1": 0.7552, "X2": 0.57547, "Y2": 0.755, "X3": 0.57547, "Y3": 0.7688, "X4": 0.49461, "Y4": 0.7688, "page": 0, "Index": 598}, {"Word": "RQ", "Confidence": 0.884, "X1": 0.57951, "Y1": 0.7552, "X2": 0.60243, "Y2": 0.755, "X3": 0.60108, "Y3": 0.7688, "X4": 0.57951, "Y4": 0.7688, "page": 0, "Index": 599}, {"Word": "remaining.", "Confidence": 0.992, "X1": 0.60782, "Y1": 0.7542, "X2": 0.68868, "Y2": 0.754, "X3": 0.68733, "Y3": 0.7688, "X4": 0.60647, "Y4": 0.7688, "page": 0, "Index": 600}, {"Word": "The", "Confidence": 0.998, "X1": 0.69137, "Y1": 0.7542, "X2": 0.72102, "Y2": 0.754, "X3": 0.71968, "Y3": 0.7688, "X4": 0.69137, "Y4": 0.7688, "page": 0, "Index": 601}, {"Word": "204", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.7542, "X2": 0.74933, "Y2": 0.754, "X3": 0.74798, "Y3": 0.7688, "X4": 0.72372, "Y4": 0.7688, "page": 0, "Index": 602}, {"Word": "chemicals", "Confidence": 0.991, "X1": 0.75337, "Y1": 0.7552, "X2": 0.8248, "Y2": 0.755, "X3": 0.8248, "Y3": 0.7688, "X4": 0.75202, "Y4": 0.7688, "page": 0, "Index": 603}, {"Word": "listed", "Confidence": 0.996, "X1": 0.82884, "Y1": 0.7552, "X2": 0.86927, "Y2": 0.755, "X3": 0.86927, "Y3": 0.7688, "X4": 0.82749, "Y4": 0.7688, "page": 0, "Index": 604}, {"Word": "in", "Confidence": 0.998, "X1": 0.87332, "Y1": 0.7552, "X2": 0.88949, "Y2": 0.755, "X3": 0.88949, "Y3": 0.7688, "X4": 0.87332, "Y4": 0.7688, "page": 0, "Index": 605}, {"Word": "the", "Confidence": 0.998, "X1": 0.49596, "Y1": 0.7692, "X2": 0.51887, "Y2": 0.769, "X3": 0.51752, "Y3": 0.7828, "X4": 0.49461, "Y4": 0.7818, "page": 0, "Index": 606}, {"Word": "final", "Confidence": 0.997, "X1": 0.52291, "Y1": 0.7692, "X2": 0.55391, "Y2": 0.769, "X3": 0.55391, "Y3": 0.7828, "X4": 0.52156, "Y4": 0.7828, "page": 0, "Index": 607}, {"Word": "rule", "Confidence": 0.935, "X1": 0.55795, "Y1": 0.7692, "X2": 0.5876, "Y2": 0.769, "X3": 0.58625, "Y3": 0.7828, "X4": 0.55795, "Y4": 0.7828, "page": 0, "Index": 608}, {"Word": "have", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.7682, "X2": 0.62534, "Y2": 0.768, "X3": 0.62534, "Y3": 0.7838, "X4": 0.5903, "Y4": 0.7828, "page": 0, "Index": 609}, {"Word": "been", "Confidence": 0.986, "X1": 0.62938, "Y1": 0.7682, "X2": 0.66577, "Y2": 0.768, "X3": 0.66442, "Y3": 0.7838, "X4": 0.62938, "Y4": 0.7838, "page": 0, "Index": 610}, {"Word": "assigned", "Confidence": 0.993, "X1": 0.66981, "Y1": 0.7682, "X2": 0.73315, "Y2": 0.768, "X3": 0.73315, "Y3": 0.7838, "X4": 0.66846, "Y4": 0.7838, "page": 0, "Index": 611}, {"Word": "RQs", "Confidence": 0.617, "X1": 0.7372, "Y1": 0.7692, "X2": 0.76954, "Y2": 0.769, "X3": 0.76819, "Y3": 0.7838, "X4": 0.7372, "Y4": 0.7838, "page": 0, "Index": 612}, {"Word": "above", "Confidence": 0.997, "X1": 0.77358, "Y1": 0.7692, "X2": 0.81941, "Y2": 0.769, "X3": 0.81941, "Y3": 0.7838, "X4": 0.77224, "Y4": 0.7838, "page": 0, "Index": 613}, {"Word": "one", "Confidence": 0.991, "X1": 0.82345, "Y1": 0.7692, "X2": 0.84906, "Y2": 0.769, "X3": 0.84906, "Y3": 0.7838, "X4": 0.82345, "Y4": 0.7838, "page": 0, "Index": 614}, {"Word": "pound.", "Confidence": 0.993, "X1": 0.8531, "Y1": 0.7692, "X2": 0.9097, "Y2": 0.769, "X3": 0.9097, "Y3": 0.7838, "X4": 0.8531, "Y4": 0.7838, "page": 0, "Index": 615}, {"Word": "41570,", "Confidence": 0.994, "X1": 0.04852, "Y1": 0.7752, "X2": 0.09164, "Y2": 0.775, "X3": 0.09164, "Y3": 0.7888, "X4": 0.04852, "Y4": 0.7888, "page": 0, "Index": 616}, {"Word": "Nov.", "Confidence": 0.988, "X1": 0.09569, "Y1": 0.7752, "X2": 0.13342, "Y2": 0.775, "X3": 0.13208, "Y3": 0.7888, "X4": 0.09569, "Y4": 0.7888, "page": 0, "Index": 617}, {"Word": "17,", "Confidence": 0.997, "X1": 0.13612, "Y1": 0.7752, "X2": 0.15633, "Y2": 0.775, "X3": 0.15633, "Y3": 0.7898, "X4": 0.13612, "Y4": 0.7888, "page": 0, "Index": 618}, {"Word": "1986),", "Confidence": 0.941, "X1": 0.16038, "Y1": 0.7762, "X2": 0.2035, "Y2": 0.776, "X3": 0.2035, "Y3": 0.7898, "X4": 0.16038, "Y4": 0.7898, "page": 0, "Index": 619}, {"Word": "the", "Confidence": 0.998, "X1": 0.20755, "Y1": 0.7762, "X2": 0.23181, "Y2": 0.776, "X3": 0.23181, "Y3": 0.7898, "X4": 0.20755, "Y4": 0.7898, "page": 0, "Index": 620}, {"Word": "agency", "Confidence": 0.995, "X1": 0.23585, "Y1": 0.7762, "X2": 0.28571, "Y2": 0.776, "X3": 0.28571, "Y3": 0.7898, "X4": 0.2345, "Y4": 0.7898, "page": 0, "Index": 621}, {"Word": "at", "Confidence": 0.998, "X1": 0.28976, "Y1": 0.7762, "X2": 0.30323, "Y2": 0.776, "X3": 0.30323, "Y3": 0.7898, "X4": 0.28976, "Y4": 0.7898, "page": 0, "Index": 622}, {"Word": "the", "Confidence": 0.998, "X1": 0.30728, "Y1": 0.7762, "X2": 0.33019, "Y2": 0.776, "X3": 0.33019, "Y3": 0.7898, "X4": 0.30728, "Y4": 0.7898, "page": 0, "Index": 623}, {"Word": "same", "Confidence": 0.987, "X1": 0.33423, "Y1": 0.7762, "X2": 0.37197, "Y2": 0.776, "X3": 0.37197, "Y3": 0.7898, "X4": 0.33423, "Y4": 0.7898, "page": 0, "Index": 624}, {"Word": "time", "Confidence": 0.991, "X1": 0.37601, "Y1": 0.7762, "X2": 0.4097, "Y2": 0.776, "X3": 0.4097, "Y3": 0.7898, "X4": 0.37601, "Y4": 0.7898, "page": 0, "Index": 625}, {"Word": "pro-", "Confidence": 0.988, "X1": 0.41375, "Y1": 0.7762, "X2": 0.45148, "Y2": 0.776, "X3": 0.45148, "Y3": 0.7898, "X4": 0.41375, "Y4": 0.7898, "page": 0, "Index": 626}, {"Word": "The", "Confidence": 0.995, "X1": 0.4973, "Y1": 0.7832, "X2": 0.52426, "Y2": 0.783, "X3": 0.52426, "Y3": 0.7968, "X4": 0.49596, "Y4": 0.7968, "page": 0, "Index": 627}, {"Word": "11", "Confidence": 0.991, "X1": 0.5283, "Y1": 0.7832, "X2": 0.54313, "Y2": 0.783, "X3": 0.54313, "Y3": 0.7968, "X4": 0.5283, "Y4": 0.7968, "page": 0, "Index": 628}, {"Word": "chemicals", "Confidence": 0.944, "X1": 0.54717, "Y1": 0.7832, "X2": 0.6186, "Y2": 0.783, "X3": 0.6186, "Y3": 0.7978, "X4": 0.54717, "Y4": 0.7968, "page": 0, "Index": 629}, {"Word": "with", "Confidence": 0.989, "X1": 0.62264, "Y1": 0.7832, "X2": 0.65633, "Y2": 0.783, "X3": 0.65633, "Y3": 0.7978, "X4": 0.62129, "Y4": 0.7978, "page": 0, "Index": 630}, {"Word": "a", "Confidence": 0.995, "X1": 0.66038, "Y1": 0.7832, "X2": 0.66981, "Y2": 0.783, "X3": 0.66846, "Y3": 0.7978, "X4": 0.65903, "Y4": 0.7978, "page": 0, "Index": 631}, {"Word": "one-pound", "Confidence": 0.994, "X1": 0.67251, "Y1": 0.7832, "X2": 0.75472, "Y2": 0.783, "X3": 0.75337, "Y3": 0.7978, "X4": 0.67251, "Y4": 0.7978, "page": 0, "Index": 632}, {"Word": "RQ", "Confidence": 0.886, "X1": 0.75876, "Y1": 0.7832, "X2": 0.78302, "Y2": 0.783, "X3": 0.78167, "Y3": 0.7978, "X4": 0.75741, "Y4": 0.7978, "page": 0, "Index": 633}, {"Word": "were", "Confidence": 0.991, "X1": 0.78841, "Y1": 0.7832, "X2": 0.82615, "Y2": 0.783, "X3": 0.8248, "Y3": 0.7968, "X4": 0.78706, "Y4": 0.7978, "page": 0, "Index": 634}, {"Word": "desig-", "Confidence": 0.993, "X1": 0.82884, "Y1": 0.7832, "X2": 0.87601, "Y2": 0.783, "X3": 0.87466, "Y3": 0.7968, "X4": 0.82749, "Y4": 0.7968, "page": 0, "Index": 635}, {"Word": "posed", "Confidence": 0.997, "X1": 0.04717, "Y1": 0.7902, "X2": 0.0903, "Y2": 0.79, "X3": 0.0903, "Y3": 0.8038, "X4": 0.04717, "Y4": 0.8038, "page": 0, "Index": 636}, {"Word": "to", "Confidence": 0.998, "X1": 0.09434, "Y1": 0.7902, "X2": 0.10916, "Y2": 0.79, "X3": 0.10916, "Y3": 0.8028, "X4": 0.09434, "Y4": 0.8038, "page": 0, "Index": 637}, {"Word": "delete", "Confidence": 0.997, "X1": 0.11186, "Y1": 0.7902, "X2": 0.15768, "Y2": 0.79, "X3": 0.15633, "Y3": 0.8028, "X4": 0.11186, "Y4": 0.8028, "page": 0, "Index": 638}, {"Word": "40", "Confidence": 0.997, "X1": 0.16038, "Y1": 0.7902, "X2": 0.17655, "Y2": 0.79, "X3": 0.17655, "Y3": 0.8028, "X4": 0.16038, "Y4": 0.8028, "page": 0, "Index": 639}, {"Word": "substances", "Confidence": 0.928, "X1": 0.18059, "Y1": 0.7902, "X2": 0.26146, "Y2": 0.79, "X3": 0.26146, "Y3": 0.8028, "X4": 0.18059, "Y4": 0.8028, "page": 0, "Index": 640}, {"Word": "on", "Confidence": 0.996, "X1": 0.2655, "Y1": 0.7902, "X2": 0.28302, "Y2": 0.79, "X3": 0.28302, "Y3": 0.8028, "X4": 0.2655, "Y4": 0.8028, "page": 0, "Index": 641}, {"Word": "the", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.7902, "X2": 0.30997, "Y2": 0.79, "X3": 0.30997, "Y3": 0.8028, "X4": 0.28571, "Y4": 0.8028, "page": 0, "Index": 642}, {"Word": "basis", "Confidence": 0.997, "X1": 0.31402, "Y1": 0.7902, "X2": 0.34906, "Y2": 0.79, "X3": 0.34906, "Y3": 0.8028, "X4": 0.31267, "Y4": 0.8028, "page": 0, "Index": 643}, {"Word": "that", "Confidence": 0.972, "X1": 0.3531, "Y1": 0.7902, "X2": 0.38275, "Y2": 0.79, "X3": 0.3814, "Y3": 0.8028, "X4": 0.35175, "Y4": 0.8028, "page": 0, "Index": 644}, {"Word": "their", "Confidence": 0.997, "X1": 0.38544, "Y1": 0.7902, "X2": 0.42453, "Y2": 0.79, "X3": 0.42453, "Y3": 0.8028, "X4": 0.38544, "Y4": 0.8028, "page": 0, "Index": 645}, {"Word": "listing", "Confidence": 0.996, "X1": 0.10647, "Y1": 0.8042, "X2": 0.15364, "Y2": 0.804, "X3": 0.15364, "Y3": 0.8178, "X4": 0.10647, "Y4": 0.8188, "page": 0, "Index": 646}, {"Word": "was", "Confidence": 0.998, "X1": 0.15768, "Y1": 0.8042, "X2": 0.18598, "Y2": 0.804, "X3": 0.18598, "Y3": 0.8178, "X4": 0.15768, "Y4": 0.8178, "page": 0, "Index": 647}, {"Word": "in", "Confidence": 0.998, "X1": 0.19003, "Y1": 0.8042, "X2": 0.2035, "Y2": 0.804, "X3": 0.2035, "Y3": 0.8178, "X4": 0.18868, "Y4": 0.8178, "page": 0, "Index": 648}, {"Word": "error,", "Confidence": 0.991, "X1": 0.20755, "Y1": 0.8032, "X2": 0.25067, "Y2": 0.803, "X3": 0.24933, "Y3": 0.8178, "X4": 0.20755, "Y4": 0.8178, "page": 0, "Index": 649}, {"Word": "the", "Confidence": 0.996, "X1": 0.25337, "Y1": 0.8032, "X2": 0.27763, "Y2": 0.803, "X3": 0.27628, "Y3": 0.8178, "X4": 0.25337, "Y4": 0.8178, "page": 0, "Index": 650}, {"Word": "final", "Confidence": 0.996, "X1": 0.28032, "Y1": 0.8032, "X2": 0.31267, "Y2": 0.803, "X3": 0.31267, "Y3": 0.8178, "X4": 0.28032, "Y4": 0.8178, "page": 0, "Index": 651}, {"Word": "rule", "Confidence": 0.945, "X1": 0.31671, "Y1": 0.8032, "X2": 0.34636, "Y2": 0.803, "X3": 0.34501, "Y3": 0.8178, "X4": 0.31671, "Y4": 0.8178, "page": 0, "Index": 652}, {"Word": "states.", "Confidence": 0.993, "X1": 0.3504, "Y1": 0.8032, "X2": 0.39623, "Y2": 0.803, "X3": 0.39488, "Y3": 0.8168, "X4": 0.34906, "Y4": 0.8178, "page": 0, "Index": 653}, {"Word": "The", "Confidence": 0.996, "X1": 0.40027, "Y1": 0.8032, "X2": 0.42857, "Y2": 0.803, "X3": 0.42722, "Y3": 0.8168, "X4": 0.39892, "Y4": 0.8168, "page": 0, "Index": 654}, {"Word": "fol-", "Confidence": 0.955, "X1": 0.43261, "Y1": 0.8032, "X2": 0.46361, "Y2": 0.803, "X3": 0.46226, "Y3": 0.8168, "X4": 0.43127, "Y4": 0.8168, "page": 0, "Index": 655}, {"Word": "nated", "Confidence": 0.996, "X1": 0.49596, "Y1": 0.7972, "X2": 0.53774, "Y2": 0.797, "X3": 0.53639, "Y3": 0.8098, "X4": 0.49461, "Y4": 0.8098, "page": 0, "Index": 656}, {"Word": "as", "Confidence": 0.998, "X1": 0.54178, "Y1": 0.7972, "X2": 0.55526, "Y2": 0.797, "X3": 0.55391, "Y3": 0.8098, "X4": 0.54043, "Y4": 0.8098, "page": 0, "Index": 657}, {"Word": "CERCLA", "Confidence": 0.994, "X1": 0.5593, "Y1": 0.7972, "X2": 0.62668, "Y2": 0.797, "X3": 0.62534, "Y3": 0.8108, "X4": 0.55795, "Y4": 0.8098, "page": 0, "Index": 658}, {"Word": "hazardous", "Confidence": 0.994, "X1": 0.62938, "Y1": 0.7972, "X2": 0.70889, "Y2": 0.797, "X3": 0.70755, "Y3": 0.8108, "X4": 0.62803, "Y4": 0.8108, "page": 0, "Index": 659}, {"Word": "substances", "Confidence": 0.994, "X1": 0.71159, "Y1": 0.7972, "X2": 0.79245, "Y2": 0.797, "X3": 0.79111, "Y3": 0.8108, "X4": 0.71159, "Y4": 0.8108, "page": 0, "Index": 660}, {"Word": "on", "Confidence": 0.998, "X1": 0.7965, "Y1": 0.7972, "X2": 0.81671, "Y2": 0.797, "X3": 0.81536, "Y3": 0.8108, "X4": 0.79515, "Y4": 0.8108, "page": 0, "Index": 661}, {"Word": "Feb.", "Confidence": 0.991, "X1": 0.81941, "Y1": 0.7972, "X2": 0.8504, "Y2": 0.797, "X3": 0.8504, "Y3": 0.8108, "X4": 0.81941, "Y4": 0.8108, "page": 0, "Index": 662}, {"Word": "9,", "Confidence": 0.949, "X1": 0.85445, "Y1": 0.7972, "X2": 0.86792, "Y2": 0.797, "X3": 0.86658, "Y3": 0.8108, "X4": 0.85445, "Y4": 0.8108, "page": 0, "Index": 663}, {"Word": "1995", "Confidence": 0.986, "X1": 0.87062, "Y1": 0.7972, "X2": 0.90701, "Y2": 0.797, "X3": 0.90566, "Y3": 0.8108, "X4": 0.87062, "Y4": 0.8108, "page": 0, "Index": 664}, {"Word": "original", "Confidence": 0.995, "X1": 0.04717, "Y1": 0.8042, "X2": 0.10243, "Y2": 0.804, "X3": 0.10243, "Y3": 0.8188, "X4": 0.04717, "Y4": 0.8188, "page": 0, "Index": 665}, {"Word": "(60", "Confidence": 0.986, "X1": 0.4973, "Y1": 0.8112, "X2": 0.51752, "Y2": 0.811, "X3": 0.51752, "Y3": 0.8248, "X4": 0.4973, "Y4": 0.8248, "page": 0, "Index": 666}, {"Word": "FR", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.8112, "X2": 0.54178, "Y2": 0.811, "X3": 0.54178, "Y3": 0.8248, "X4": 0.52156, "Y4": 0.8248, "page": 0, "Index": 667}, {"Word": "7824)", "Confidence": 0.995, "X1": 0.54582, "Y1": 0.8102, "X2": 0.58491, "Y2": 0.81, "X3": 0.58356, "Y3": 0.8248, "X4": 0.54582, "Y4": 0.8248, "page": 0, "Index": 668}, {"Word": "and", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.8102, "X2": 0.6159, "Y2": 0.81, "X3": 0.61456, "Y3": 0.8248, "X4": 0.5876, "Y4": 0.8248, "page": 0, "Index": 669}, {"Word": "EPA", "Confidence": 0.997, "X1": 0.61995, "Y1": 0.8102, "X2": 0.65229, "Y2": 0.81, "X3": 0.65094, "Y3": 0.8248, "X4": 0.6186, "Y4": 0.8248, "page": 0, "Index": 670}, {"Word": "currently", "Confidence": 0.65, "X1": 0.65633, "Y1": 0.8112, "X2": 0.72507, "Y2": 0.811, "X3": 0.72372, "Y3": 0.8248, "X4": 0.65499, "Y4": 0.8248, "page": 0, "Index": 671}, {"Word": "is", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.8112, "X2": 0.74124, "Y2": 0.811, "X3": 0.73989, "Y3": 0.8248, "X4": 0.72776, "Y4": 0.8248, "page": 0, "Index": 672}, {"Word": "developing", "Confidence": 0.994, "X1": 0.74528, "Y1": 0.8122, "X2": 0.83019, "Y2": 0.812, "X3": 0.82884, "Y3": 0.8268, "X4": 0.74394, "Y4": 0.8258, "page": 0, "Index": 673}, {"Word": "a", "Confidence": 0.991, "X1": 0.83423, "Y1": 0.8122, "X2": 0.84636, "Y2": 0.812, "X3": 0.84367, "Y3": 0.8268, "X4": 0.83288, "Y4": 0.8268, "page": 0, "Index": 674}, {"Word": "lowing", "Confidence": 0.993, "X1": 0.04582, "Y1": 0.8182, "X2": 0.09838, "Y2": 0.818, "X3": 0.09838, "Y3": 0.8318, "X4": 0.04582, "Y4": 0.8318, "page": 0, "Index": 675}, {"Word": "year,", "Confidence": 0.997, "X1": 0.10243, "Y1": 0.8182, "X2": 0.13881, "Y2": 0.818, "X3": 0.13747, "Y3": 0.8318, "X4": 0.10108, "Y4": 0.8318, "page": 0, "Index": 676}, {"Word": "EPA", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.8182, "X2": 0.17385, "Y2": 0.818, "X3": 0.17251, "Y3": 0.8318, "X4": 0.14151, "Y4": 0.8318, "page": 0, "Index": 677}, {"Word": "announced", "Confidence": 0.925, "X1": 0.1779, "Y1": 0.8182, "X2": 0.26146, "Y2": 0.818, "X3": 0.26011, "Y3": 0.8318, "X4": 0.1779, "Y4": 0.8318, "page": 0, "Index": 678}, {"Word": "that", "Confidence": 0.988, "X1": 0.26415, "Y1": 0.8182, "X2": 0.29245, "Y2": 0.818, "X3": 0.29111, "Y3": 0.8318, "X4": 0.26415, "Y4": 0.8318, "page": 0, "Index": 679}, {"Word": "it", "Confidence": 0.998, "X1": 0.2965, "Y1": 0.8182, "X2": 0.30863, "Y2": 0.818, "X3": 0.30728, "Y3": 0.8318, "X4": 0.29515, "Y4": 0.8318, "page": 0, "Index": 680}, {"Word": "was", "Confidence": 0.998, "X1": 0.31267, "Y1": 0.8182, "X2": 0.33962, "Y2": 0.818, "X3": 0.33962, "Y3": 0.8318, "X4": 0.31132, "Y4": 0.8318, "page": 0, "Index": 681}, {"Word": "deferring", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.8182, "X2": 0.41375, "Y2": 0.818, "X3": 0.4124, "Y3": 0.8318, "X4": 0.34232, "Y4": 0.8318, "page": 0, "Index": 682}, {"Word": "the", "Confidence": 0.998, "X1": 0.41644, "Y1": 0.8182, "X2": 0.4434, "Y2": 0.818, "X3": 0.4434, "Y3": 0.8318, "X4": 0.41644, "Y4": 0.8318, "page": 0, "Index": 683}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.04717, "Y1": 0.8322, "X2": 0.1159, "Y2": 0.832, "X3": 0.1159, "Y3": 0.8458, "X4": 0.04717, "Y4": 0.8468, "page": 0, "Index": 684}, {"Word": "delisting", "Confidence": 0.995, "X1": 0.11995, "Y1": 0.8322, "X2": 0.18329, "Y2": 0.832, "X3": 0.18329, "Y3": 0.8458, "X4": 0.1186, "Y4": 0.8458, "page": 0, "Index": 685}, {"Word": "\"pending", "Confidence": 0.966, "X1": 0.18733, "Y1": 0.8322, "X2": 0.25876, "Y2": 0.832, "X3": 0.25741, "Y3": 0.8458, "X4": 0.18598, "Y4": 0.8458, "page": 0, "Index": 686}, {"Word": "an", "Confidence": 0.998, "X1": 0.26146, "Y1": 0.8322, "X2": 0.27898, "Y2": 0.832, "X3": 0.27898, "Y3": 0.8458, "X4": 0.26146, "Y4": 0.8458, "page": 0, "Index": 687}, {"Word": "evaluation", "Confidence": 0.994, "X1": 0.28302, "Y1": 0.8322, "X2": 0.35984, "Y2": 0.832, "X3": 0.35849, "Y3": 0.8458, "X4": 0.28302, "Y4": 0.8458, "page": 0, "Index": 688}, {"Word": "of", "Confidence": 0.998, "X1": 0.36253, "Y1": 0.8322, "X2": 0.37736, "Y2": 0.832, "X3": 0.37736, "Y3": 0.8458, "X4": 0.36253, "Y4": 0.8458, "page": 0, "Index": 689}, {"Word": "the", "Confidence": 0.998, "X1": 0.3814, "Y1": 0.8322, "X2": 0.40566, "Y2": 0.832, "X3": 0.40431, "Y3": 0.8458, "X4": 0.3814, "Y4": 0.8458, "page": 0, "Index": 690}, {"Word": "long-", "Confidence": 0.991, "X1": 0.4097, "Y1": 0.8322, "X2": 0.45283, "Y2": 0.832, "X3": 0.45283, "Y3": 0.8458, "X4": 0.40836, "Y4": 0.8458, "page": 0, "Index": 691}, {"Word": "rulemaking", "Confidence": 0.991, "X1": 0.4973, "Y1": 0.8252, "X2": 0.58086, "Y2": 0.825, "X3": 0.57951, "Y3": 0.8408, "X4": 0.49596, "Y4": 0.8398, "page": 0, "Index": 692}, {"Word": "to", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.8252, "X2": 0.59838, "Y2": 0.825, "X3": 0.59838, "Y3": 0.8408, "X4": 0.58356, "Y4": 0.8408, "page": 0, "Index": 693}, {"Word": "adjust", "Confidence": 0.997, "X1": 0.60243, "Y1": 0.8252, "X2": 0.6469, "Y2": 0.825, "X3": 0.6469, "Y3": 0.8398, "X4": 0.60243, "Y4": 0.8408, "page": 0, "Index": 694}, {"Word": "their", "Confidence": 0.997, "X1": 0.65094, "Y1": 0.8252, "X2": 0.68464, "Y2": 0.825, "X3": 0.68464, "Y3": 0.8398, "X4": 0.65094, "Y4": 0.8398, "page": 0, "Index": 695}, {"Word": "KQs.", "Confidence": 0.672, "X1": 0.68868, "Y1": 0.8252, "X2": 0.72911, "Y2": 0.825, "X3": 0.72911, "Y3": 0.8388, "X4": 0.68868, "Y4": 0.8398, "page": 0, "Index": 696}, {"Word": "term", "Confidence": 0.991, "X1": 0.04717, "Y1": 0.8472, "X2": 0.07682, "Y2": 0.847, "X3": 0.07682, "Y3": 0.8598, "X4": 0.04717, "Y4": 0.8598, "page": 0, "Index": 697}, {"Word": "effects", "Confidence": 0.935, "X1": 0.08356, "Y1": 0.8472, "X2": 0.13208, "Y2": 0.847, "X3": 0.13208, "Y3": 0.8588, "X4": 0.08356, "Y4": 0.8598, "page": 0, "Index": 698}, {"Word": "from", "Confidence": 0.99, "X1": 0.13477, "Y1": 0.8472, "X2": 0.16712, "Y2": 0.847, "X3": 0.16577, "Y3": 0.8588, "X4": 0.13477, "Y4": 0.8588, "page": 0, "Index": 699}, {"Word": "short-term", "Confidence": 0.872, "X1": 0.1752, "Y1": 0.8462, "X2": 0.24933, "Y2": 0.846, "X3": 0.24933, "Y3": 0.8588, "X4": 0.1752, "Y4": 0.8588, "page": 0, "Index": 700}, {"Word": "exposure", "Confidence": 0.995, "X1": 0.25741, "Y1": 0.8462, "X2": 0.3248, "Y2": 0.846, "X3": 0.32345, "Y3": 0.8588, "X4": 0.25741, "Y4": 0.8588, "page": 0, "Index": 701}, {"Word": "to", "Confidence": 0.997, "X1": 0.32749, "Y1": 0.8462, "X2": 0.34097, "Y2": 0.846, "X3": 0.34097, "Y3": 0.8588, "X4": 0.32749, "Y4": 0.8588, "page": 0, "Index": 702}, {"Word": "each", "Confidence": 0.988, "X1": 0.34501, "Y1": 0.8462, "X2": 0.37871, "Y2": 0.846, "X3": 0.37871, "Y3": 0.8588, "X4": 0.34367, "Y4": 0.8588, "page": 0, "Index": 703}, {"Word": "of", "Confidence": 0.998, "X1": 0.38275, "Y1": 0.8472, "X2": 0.39892, "Y2": 0.847, "X3": 0.39892, "Y3": 0.8598, "X4": 0.3814, "Y4": 0.8588, "page": 0, "Index": 704}, {"Word": "them,\"", "Confidence": 0.931, "X1": 0.40296, "Y1": 0.8472, "X2": 0.45553, "Y2": 0.847, "X3": 0.45418, "Y3": 0.8598, "X4": 0.40162, "Y4": 0.8598, "page": 0, "Index": 705}, {"Word": "For", "Confidence": 0.991, "X1": 0.49596, "Y1": 0.8462, "X2": 0.52156, "Y2": 0.846, "X3": 0.52022, "Y3": 0.8598, "X4": 0.49596, "Y4": 0.8598, "page": 0, "Index": 706}, {"Word": "more", "Confidence": 0.987, "X1": 0.52426, "Y1": 0.8462, "X2": 0.56199, "Y2": 0.846, "X3": 0.56065, "Y3": 0.8598, "X4": 0.52426, "Y4": 0.8598, "page": 0, "Index": 707}, {"Word": "information,", "Confidence": 0.982, "X1": 0.56604, "Y1": 0.8452, "X2": 0.65633, "Y2": 0.845, "X3": 0.65633, "Y3": 0.8598, "X4": 0.56469, "Y4": 0.8598, "page": 0, "Index": 708}, {"Word": "contact", "Confidence": 0.995, "X1": 0.66038, "Y1": 0.8452, "X2": 0.71429, "Y2": 0.845, "X3": 0.71294, "Y3": 0.8598, "X4": 0.66038, "Y4": 0.8598, "page": 0, "Index": 709}, {"Word": "EPA's", "Confidence": 0.997, "X1": 0.71833, "Y1": 0.8452, "X2": 0.76415, "Y2": 0.845, "X3": 0.76415, "Y3": 0.8598, "X4": 0.71698, "Y4": 0.8598, "page": 0, "Index": 710}, {"Word": "John", "Confidence": 0.986, "X1": 0.76819, "Y1": 0.8452, "X2": 0.80323, "Y2": 0.845, "X3": 0.80189, "Y3": 0.8598, "X4": 0.76685, "Y4": 0.8598, "page": 0, "Index": 711}, {"Word": "Ferris", "Confidence": 0.933, "X1": 0.80593, "Y1": 0.8462, "X2": 0.8504, "Y2": 0.846, "X3": 0.84906, "Y3": 0.8598, "X4": 0.80593, "Y4": 0.8598, "page": 0, "Index": 712}, {"Word": "at", "Confidence": 0.998, "X1": 0.85445, "Y1": 0.8462, "X2": 0.86792, "Y2": 0.846, "X3": 0.86658, "Y3": 0.8598, "X4": 0.8531, "Y4": 0.8598, "page": 0, "Index": 713}, {"Word": "(202)", "Confidence": 0.993, "X1": 0.87197, "Y1": 0.8462, "X2": 0.9124, "Y2": 0.846, "X3": 0.9124, "Y3": 0.8598, "X4": 0.87062, "Y4": 0.8598, "page": 0, "Index": 714}, {"Word": "the", "Confidence": 0.995, "X1": 0.04852, "Y1": 0.8602, "X2": 0.07008, "Y2": 0.86, "X3": 0.06873, "Y3": 0.8738, "X4": 0.04852, "Y4": 0.8738, "page": 0, "Index": 715}, {"Word": "final", "Confidence": 0.997, "X1": 0.07278, "Y1": 0.8602, "X2": 0.10647, "Y2": 0.86, "X3": 0.10647, "Y3": 0.8728, "X4": 0.07278, "Y4": 0.8738, "page": 0, "Index": 716}, {"Word": "rule", "Confidence": 0.983, "X1": 0.11051, "Y1": 0.8592, "X2": 0.14016, "Y2": 0.859, "X3": 0.13881, "Y3": 0.8728, "X4": 0.10916, "Y4": 0.8728, "page": 0, "Index": 717}, {"Word": "states.", "Confidence": 0.991, "X1": 0.14286, "Y1": 0.8592, "X2": 0.18868, "Y2": 0.859, "X3": 0.18868, "Y3": 0.8728, "X4": 0.14286, "Y4": 0.8728, "page": 0, "Index": 718}, {"Word": "On", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.8592, "X2": 0.21563, "Y2": 0.859, "X3": 0.21563, "Y3": 0.8728, "X4": 0.19137, "Y4": 0.8728, "page": 0, "Index": 719}, {"Word": "Nov.", "Confidence": 0.981, "X1": 0.21968, "Y1": 0.8592, "X2": 0.25741, "Y2": 0.859, "X3": 0.25741, "Y3": 0.8728, "X4": 0.21833, "Y4": 0.8728, "page": 0, "Index": 720}, {"Word": "23,", "Confidence": 0.816, "X1": 0.26146, "Y1": 0.8592, "X2": 0.28032, "Y2": 0.859, "X3": 0.28032, "Y3": 0.8728, "X4": 0.26011, "Y4": 0.8728, "page": 0, "Index": 721}, {"Word": "1987,", "Confidence": 0.802, "X1": 0.28437, "Y1": 0.8592, "X2": 0.3221, "Y2": 0.859, "X3": 0.32075, "Y3": 0.8728, "X4": 0.28437, "Y4": 0.8728, "page": 0, "Index": 722}, {"Word": "the", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.8592, "X2": 0.34906, "Y2": 0.859, "X3": 0.34771, "Y3": 0.8728, "X4": 0.3248, "Y4": 0.8728, "page": 0, "Index": 723}, {"Word": "U.S.", "Confidence": 0.956, "X1": 0.35175, "Y1": 0.8602, "X2": 0.3814, "Y2": 0.86, "X3": 0.3814, "Y3": 0.8728, "X4": 0.35175, "Y4": 0.8728, "page": 0, "Index": 724}, {"Word": "District", "Confidence": 0.97, "X1": 0.38544, "Y1": 0.8602, "X2": 0.44474, "Y2": 0.86, "X3": 0.44474, "Y3": 0.8738, "X4": 0.38544, "Y4": 0.8728, "page": 0, "Index": 725}, {"Word": "260-4043", "Confidence": 0.993, "X1": 0.49596, "Y1": 0.8592, "X2": 0.55795, "Y2": 0.859, "X3": 0.55795, "Y3": 0.8738, "X4": 0.49596, "Y4": 0.8738, "page": 0, "Index": 726}, {"Word": "or", "Confidence": 0.997, "X1": 0.56199, "Y1": 0.8592, "X2": 0.57817, "Y2": 0.859, "X3": 0.57682, "Y3": 0.8738, "X4": 0.56199, "Y4": 0.8738, "page": 0, "Index": 727}, {"Word": "the", "Confidence": 0.998, "X1": 0.58086, "Y1": 0.8592, "X2": 0.60512, "Y2": 0.859, "X3": 0.60512, "Y3": 0.8738, "X4": 0.58086, "Y4": 0.8738, "page": 0, "Index": 728}, {"Word": "EPCRA", "Confidence": 0.997, "X1": 0.60916, "Y1": 0.8592, "X2": 0.66442, "Y2": 0.859, "X3": 0.66442, "Y3": 0.8738, "X4": 0.60782, "Y4": 0.8738, "page": 0, "Index": 729}, {"Word": "hotline", "Confidence": 0.952, "X1": 0.66846, "Y1": 0.8592, "X2": 0.72102, "Y2": 0.859, "X3": 0.72102, "Y3": 0.8738, "X4": 0.66846, "Y4": 0.8738, "page": 0, "Index": 730}, {"Word": "at", "Confidence": 0.997, "X1": 0.72507, "Y1": 0.8592, "X2": 0.73854, "Y2": 0.859, "X3": 0.73989, "Y3": 0.8738, "X4": 0.72507, "Y4": 0.8738, "page": 0, "Index": 731}, {"Word": "(800)", "Confidence": 0.997, "X1": 0.74259, "Y1": 0.8592, "X2": 0.77898, "Y2": 0.859, "X3": 0.77898, "Y3": 0.8738, "X4": 0.74259, "Y4": 0.8738, "page": 0, "Index": 732}, {"Word": "424-9346", "Confidence": 0.994, "X1": 0.78302, "Y1": 0.8602, "X2": 0.84906, "Y2": 0.86, "X3": 0.84906, "Y3": 0.8738, "X4": 0.78302, "Y4": 0.8738, "page": 0, "Index": 733}, {"Word": "(in", "Confidence": 0.991, "X1": 0.8531, "Y1": 0.8602, "X2": 0.87197, "Y2": 0.86, "X3": 0.87332, "Y3": 0.8738, "X4": 0.8531, "Y4": 0.8738, "page": 0, "Index": 734}, {"Word": "the", "Confidence": 0.998, "X1": 0.87601, "Y1": 0.8602, "X2": 0.90162, "Y2": 0.86, "X3": 0.90296, "Y3": 0.8748, "X4": 0.87601, "Y4": 0.8738, "page": 0, "Index": 735}, {"Word": "Court", "Confidence": 0.996, "X1": 0.04852, "Y1": 0.8742, "X2": 0.08895, "Y2": 0.874, "X3": 0.08895, "Y3": 0.8878, "X4": 0.04852, "Y4": 0.8878, "page": 0, "Index": 736}, {"Word": "for", "Confidence": 0.998, "X1": 0.09299, "Y1": 0.8742, "X2": 0.11321, "Y2": 0.874, "X3": 0.11321, "Y3": 0.8878, "X4": 0.09164, "Y4": 0.8878, "page": 0, "Index": 737}, {"Word": "the", "Confidence": 0.817, "X1": 0.11725, "Y1": 0.8742, "X2": 0.14151, "Y2": 0.874, "X3": 0.14016, "Y3": 0.8878, "X4": 0.1159, "Y4": 0.8878, "page": 0, "Index": 738}, {"Word": "District", "Confidence": 0.993, "X1": 0.14555, "Y1": 0.8732, "X2": 0.19946, "Y2": 0.873, "X3": 0.19811, "Y3": 0.8878, "X4": 0.1442, "Y4": 0.8878, "page": 0, "Index": 739}, {"Word": "of", "Confidence": 0.998, "X1": 0.20216, "Y1": 0.8732, "X2": 0.21833, "Y2": 0.873, "X3": 0.21698, "Y3": 0.8868, "X4": 0.20216, "Y4": 0.8878, "page": 0, "Index": 740}, {"Word": "Columbia", "Confidence": 0.646, "X1": 0.22237, "Y1": 0.8732, "X2": 0.2938, "Y2": 0.873, "X3": 0.29245, "Y3": 0.8868, "X4": 0.22102, "Y4": 0.8868, "page": 0, "Index": 741}, {"Word": "ordered", "Confidence": 0.996, "X1": 0.29784, "Y1": 0.8742, "X2": 0.3558, "Y2": 0.874, "X3": 0.35445, "Y3": 0.8868, "X4": 0.2965, "Y4": 0.8868, "page": 0, "Index": 742}, {"Word": "EPA", "Confidence": 0.998, "X1": 0.35984, "Y1": 0.8742, "X2": 0.39218, "Y2": 0.874, "X3": 0.39084, "Y3": 0.8868, "X4": 0.35849, "Y4": 0.8868, "page": 0, "Index": 743}, {"Word": "to", "Confidence": 0.998, "X1": 0.39757, "Y1": 0.8742, "X2": 0.41375, "Y2": 0.874, "X3": 0.4124, "Y3": 0.8868, "X4": 0.39623, "Y4": 0.8868, "page": 0, "Index": 744}, {"Word": "re-", "Confidence": 0.998, "X1": 0.41779, "Y1": 0.8742, "X2": 0.43935, "Y2": 0.874, "X3": 0.43801, "Y3": 0.8868, "X4": 0.41509, "Y4": 0.8868, "page": 0, "Index": 745}, {"Word": "Washington,", "Confidence": 0.941, "X1": 0.4973, "Y1": 0.8742, "X2": 0.5876, "Y2": 0.874, "X3": 0.58625, "Y3": 0.8898, "X4": 0.4973, "Y4": 0.8888, "page": 0, "Index": 746}, {"Word": "D.C", "Confidence": 0.998, "X1": 0.59164, "Y1": 0.8742, "X2": 0.61725, "Y2": 0.874, "X3": 0.6159, "Y3": 0.8898, "X4": 0.59164, "Y4": 0.8898, "page": 0, "Index": 747}, {"Word": ".,", "Confidence": 0.971, "X1": 0.62129, "Y1": 0.8742, "X2": 0.62803, "Y2": 0.874, "X3": 0.62668, "Y3": 0.8898, "X4": 0.61995, "Y4": 0.8898, "page": 0, "Index": 748}, {"Word": "area,", "Confidence": 0.975, "X1": 0.63208, "Y1": 0.8742, "X2": 0.66846, "Y2": 0.874, "X3": 0.66712, "Y3": 0.8898, "X4": 0.63208, "Y4": 0.8898, "page": 0, "Index": 749}, {"Word": "call", "Confidence": 0.988, "X1": 0.67251, "Y1": 0.8742, "X2": 0.69811, "Y2": 0.874, "X3": 0.69677, "Y3": 0.8898, "X4": 0.67116, "Y4": 0.8898, "page": 0, "Index": 750}, {"Word": "(703)", "Confidence": 0.996, "X1": 0.70216, "Y1": 0.8742, "X2": 0.73854, "Y2": 0.874, "X3": 0.7372, "Y3": 0.8898, "X4": 0.70081, "Y4": 0.8898, "page": 0, "Index": 751}, {"Word": "486-3323).", "Confidence": 0.792, "X1": 0.74259, "Y1": 0.8742, "X2": 0.82749, "Y2": 0.874, "X3": 0.82615, "Y3": 0.8898, "X4": 0.74124, "Y4": 0.8898, "page": 0, "Index": 752}, {"Word": "edipositono", "Confidence": 0.254, "X1": 0.02426, "Y1": 0.8912, "X2": 0.11995, "Y2": 0.891, "X3": 0.12129, "Y3": 0.9108, "X4": 0.02561, "Y4": 0.9118, "page": 0, "Index": 753}, {"Word": "senate", "Confidence": 0.913, "X1": 0.12399, "Y1": 0.8932, "X2": 0.19946, "Y2": 0.893, "X3": 0.20081, "Y3": 0.9108, "X4": 0.12534, "Y4": 0.9108, "page": 0, "Index": 754}, {"Word": "document", "Confidence": 0.862, "X1": 0.20889, "Y1": 0.8942, "X2": 0.32345, "Y2": 0.894, "X3": 0.3248, "Y3": 0.9098, "X4": 0.21024, "Y4": 0.9108, "page": 0, "Index": 755}, {"Word": "room", "Confidence": 0.939, "X1": 0.33019, "Y1": 0.8952, "X2": 0.38275, "Y2": 0.895, "X3": 0.3841, "Y3": 0.9098, "X4": 0.33154, "Y4": 0.9098, "page": 0, "Index": 756}, {"Word": "983er", "Confidence": 0.106, "X1": 0.41105, "Y1": 0.8952, "X2": 0.46092, "Y2": 0.895, "X3": 0.46226, "Y3": 0.9088, "X4": 0.4124, "Y4": 0.9088, "page": 0, "Index": 757}, {"Word": "I", "Confidence": 0.087, "X1": 0.89488, "Y1": 0.8972, "X2": 0.92722, "Y2": 0.897, "X3": 0.92857, "Y3": 0.9178, "X4": 0.89488, "Y4": 0.9198, "page": 0, "Index": 758}, {"Word": "committee", "Confidence": 0.69, "X1": 0.14286, "Y1": 0.9082, "X2": 0.25202, "Y2": 0.908, "X3": 0.25202, "Y3": 0.9208, "X4": 0.14286, "Y4": 0.9218, "page": 0, "Index": 759}, {"Word": "print", "Confidence": 0.791, "X1": 0.25472, "Y1": 0.9122, "X2": 0.30189, "Y2": 0.912, "X3": 0.30189, "Y3": 0.9258, "X4": 0.25606, "Y4": 0.9318, "page": 0, "Index": 760}, {"Word": "upad", "Confidence": 0.065, "X1": 0.26011, "Y1": 0.9072, "X2": 0.30997, "Y2": 0.907, "X3": 0.30863, "Y3": 0.9208, "X4": 0.26011, "Y4": 0.9208, "page": 0, "Index": 761}, {"Word": "99-169", "Confidence": 0.746, "X1": 0.33288, "Y1": 0.9072, "X2": 0.39353, "Y2": 0.907, "X3": 0.39218, "Y3": 0.9228, "X4": 0.33288, "Y4": 0.9228, "page": 0, "Index": 762}, {"Word": "section", "Confidence": 0.987, "X1": 0.60782, "Y1": 0.9072, "X2": 0.69946, "Y2": 0.907, "X3": 0.69946, "Y3": 0.9278, "X4": 0.60647, "Y4": 0.9268, "page": 0, "Index": 763}, {"Word": "313", "Confidence": 0.987, "X1": 0.71429, "Y1": 0.9062, "X2": 0.75337, "Y2": 0.906, "X3": 0.75337, "Y3": 0.9268, "X4": 0.71429, "Y4": 0.9278, "page": 0, "Index": 764}, {"Word": "-", "Confidence": 0.886, "X1": 0.75876, "Y1": 0.9052, "X2": 0.77493, "Y2": 0.905, "X3": 0.77493, "Y3": 0.9258, "X4": 0.75876, "Y4": 0.9268, "page": 0, "Index": 765}, {"Word": "SARA", "Confidence": 0.728, "X1": 0.78032, "Y1": 0.9022, "X2": 0.84097, "Y2": 0.902, "X3": 0.84232, "Y3": 0.9238, "X4": 0.78032, "Y4": 0.9258, "page": 0, "Index": 766}, {"Word": "Title", "Confidence": 0.43, "X1": 0.84636, "Y1": 0.9002, "X2": 0.88814, "Y2": 0.9, "X3": 0.88949, "Y3": 0.9208, "X4": 0.84771, "Y4": 0.9228, "page": 0, "Index": 767}, {"Word": "Right-To-Know", "Confidence": 0.869, "X1": 0.04852, "Y1": 0.9242, "X2": 0.15229, "Y2": 0.924, "X3": 0.15094, "Y3": 0.9388, "X4": 0.04717, "Y4": 0.9408, "page": 0, "Index": 768}, {"Word": "New's", "Confidence": 0.635, "X1": 0.15633, "Y1": 0.9252, "X2": 0.19946, "Y2": 0.925, "X3": 0.19946, "Y3": 0.9398, "X4": 0.15499, "Y4": 0.9388, "page": 0, "Index": 769}, {"Word": "May", "Confidence": 0.998, "X1": 0.42992, "Y1": 0.9252, "X2": 0.46226, "Y2": 0.925, "X3": 0.46092, "Y3": 0.9408, "X4": 0.42992, "Y4": 0.9428, "page": 0, "Index": 770}, {"Word": "17,", "Confidence": 0.997, "X1": 0.46631, "Y1": 0.9242, "X2": 0.48652, "Y2": 0.924, "X3": 0.48652, "Y3": 0.9408, "X4": 0.46631, "Y4": 0.9408, "page": 0, "Index": 771}, {"Word": "1996", "Confidence": 0.988, "X1": 0.49057, "Y1": 0.9232, "X2": 0.52965, "Y2": 0.923, "X3": 0.52965, "Y3": 0.9408, "X4": 0.49057, "Y4": 0.9408, "page": 0, "Index": 772}, {"Word": "Page", "Confidence": 0.994, "X1": 0.85849, "Y1": 0.9232, "X2": 0.89218, "Y2": 0.923, "X3": 0.89218, "Y3": 0.9408, "X4": 0.85849, "Y4": 0.9408, "page": 0, "Index": 773}, {"Word": "3", "Confidence": 0.978, "X1": 0.89757, "Y1": 0.9232, "X2": 0.9097, "Y2": 0.923, "X3": 0.9097, "Y3": 0.9408, "X4": 0.89757, "Y4": 0.9408, "page": 0, "Index": 774}, {"Word": "original", "Confidence": 0.873, "X1": 0.60647, "Y1": 0.9312, "X2": 0.71563, "Y2": 0.931, "X3": 0.71563, "Y3": 0.9548, "X4": 0.60647, "Y4": 0.9568, "page": 0, "Index": 775}, {"Word": "3/3", "Confidence": 0.718, "X1": 0.72911, "Y1": 0.9302, "X2": 0.77493, "Y2": 0.93, "X3": 0.77493, "Y3": 0.9528, "X4": 0.72911, "Y4": 0.9548, "page": 0, "Index": 776}, {"Word": "June", "Confidence": 0.989, "X1": 0.06199, "Y1": 0.9432, "X2": 0.12399, "Y2": 0.943, "X3": 0.12264, "Y3": 0.9638, "X4": 0.06199, "Y4": 0.9638, "page": 0, "Index": 777}, {"Word": "4,", "Confidence": 0.961, "X1": 0.13208, "Y1": 0.9422, "X2": 0.1496, "Y2": 0.942, "X3": 0.14825, "Y3": 0.9638, "X4": 0.13073, "Y4": 0.9638, "page": 0, "Index": 778}, {"Word": "1987", "Confidence": 0.985, "X1": 0.15499, "Y1": 0.9412, "X2": 0.21698, "Y2": 0.941, "X3": 0.21563, "Y3": 0.9628, "X4": 0.15499, "Y4": 0.9638, "page": 0, "Index": 779}, {"Word": "original", "Confidence": 0.619, "X1": 0.24798, "Y1": 0.9382, "X2": 0.34771, "Y2": 0.938, "X3": 0.34636, "Y3": 0.9598, "X4": 0.24798, "Y4": 0.9618, "page": 0, "Index": 780}, {"Word": "list", "Confidence": 0.925, "X1": 0.3531, "Y1": 0.9362, "X2": 0.40701, "Y2": 0.936, "X3": 0.40566, "Y3": 0.9588, "X4": 0.35175, "Y4": 0.9598, "page": 0, "Index": 781}, {"Word": "on", "Confidence": 0.93, "X1": 0.84771, "Y1": 0.9532, "X2": 0.88275, "Y2": 0.953, "X3": 0.8841, "Y3": 0.9778, "X4": 0.84771, "Y4": 0.9788, "page": 0, "Index": 782}, {"Word": "list", "Confidence": 0.885, "X1": 0.88949, "Y1": 0.9522, "X2": 0.93127, "Y2": 0.952, "X3": 0.93261, "Y3": 0.9768, "X4": 0.89084, "Y4": 0.9778, "page": 0, "Index": 783}, {"Word": "324", "Confidence": 0.985, "X1": 0.26146, "Y1": 0.9652, "X2": 0.29919, "Y2": 0.965, "X3": 0.29784, "Y3": 0.9788, "X4": 0.26011, "Y4": 0.9778, "page": 0, "Index": 784}, {"Word": "reasons", "Confidence": 0.955, "X1": 0.61051, "Y1": 0.9562, "X2": 0.7062, "Y2": 0.956, "X3": 0.7062, "Y3": 0.9788, "X4": 0.61051, "Y4": 0.9768, "page": 0, "Index": 785}, {"Word": "for", "Confidence": 0.98, "X1": 0.71159, "Y1": 0.9552, "X2": 0.75741, "Y2": 0.955, "X3": 0.75876, "Y3": 0.9788, "X4": 0.71159, "Y4": 0.9788, "page": 0, "Index": 786}, {"Word": "going", "Confidence": 0.809, "X1": 0.77089, "Y1": 0.9532, "X2": 0.84097, "Y2": 0.953, "X3": 0.84232, "Y3": 0.9788, "X4": 0.77224, "Y4": 0.9788, "page": 0, "Index": 787}, {"Word": "Feb.", "Confidence": 0.831, "X1": 0.05526, "Y1": 0.9762, "X2": 0.0876, "Y2": 0.976, "X3": 0.0876, "Y3": 0.9928, "X4": 0.0566, "Y4": 0.9948, "page": 0, "Index": 788}, {"Word": "16,", "Confidence": 0.746, "X1": 0.09164, "Y1": 0.9752, "X2": 0.11725, "Y2": 0.975, "X3": 0.11725, "Y3": 0.9918, "X4": 0.09299, "Y4": 0.9928, "page": 0, "Index": 789}, {"Word": "1988-", "Confidence": 0.747, "X1": 0.12129, "Y1": 0.9742, "X2": 0.1779, "Y2": 0.974, "X3": 0.1779, "Y3": 0.9908, "X4": 0.12264, "Y4": 0.9918, "page": 0, "Index": 790}, {"Word": "Final", "Confidence": 0.823, "X1": 0.18194, "Y1": 0.9742, "X2": 0.23585, "Y2": 0.974, "X3": 0.2345, "Y3": 0.9908, "X4": 0.18194, "Y4": 0.9908, "page": 0, "Index": 791}, {"Word": "rule", "Confidence": 0.889, "X1": 0.23989, "Y1": 0.9762, "X2": 0.2938, "Y2": 0.976, "X3": 0.2938, "Y3": 0.9918, "X4": 0.23989, "Y4": 0.9908, "page": 0, "Index": 792}]}	"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"
fflj0147	1	{"lines_data": [{"Word": "110", "Confidence": 0.998, "X1": 0.47105, "Y1": 0.8872, "X2": 0.50789, "Y2": 0.887, "X3": 0.50789, "Y3": 0.9048, "X4": 0.47105, "Y4": 0.9048, "page": 0}], "words_data": [{"Word": "110", "Confidence": 0.998, "X1": 0.47237, "Y1": 0.8872, "X2": 0.50395, "Y2": 0.887, "X3": 0.50526, "Y3": 0.9048, "X4": 0.47237, "Y4": 0.9048, "page": 0, "Index": 0}]}	"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"
fflj0147	0	{"lines_data": [{"Word": "Legislative Issue Briefs", "Confidence": 0.981, "X1": 0.29868, "Y1": 0.0332, "X2": 0.95132, "Y2": 0.033, "X3": 0.95263, "Y3": 0.0868, "X4": 0.29868, "Y4": 0.0918, "page": 0}, {"Word": "Government", "Confidence": 0.993, "X1": 0.25921, "Y1": 0.3492, "X2": 0.78158, "Y2": 0.349, "X3": 0.78158, "Y3": 0.3948, "X4": 0.25789, "Y4": 0.3938, "page": 0}, {"Word": "Spending", "Confidence": 0.996, "X1": 0.325, "Y1": 0.4152, "X2": 0.71711, "Y2": 0.415, "X3": 0.71711, "Y3": 0.4808, "X4": 0.325, "Y4": 0.4798, "page": 0}], "words_data": [{"Word": "Issue", "Confidence": 0.955, "X1": 0.61053, "Y1": 0.0342, "X2": 0.76579, "Y2": 0.034, "X3": 0.76579, "Y3": 0.0868, "X4": 0.61053, "Y4": 0.0898, "page": 0, "Index": 0}, {"Word": "Briefs", "Confidence": 0.997, "X1": 0.78026, "Y1": 0.0362, "X2": 0.95132, "Y2": 0.036, "X3": 0.95132, "Y3": 0.0808, "X4": 0.78026, "Y4": 0.0858, "page": 0, "Index": 1}, {"Word": "Legislative", "Confidence": 0.991, "X1": 0.30132, "Y1": 0.0342, "X2": 0.59737, "Y2": 0.034, "X3": 0.59605, "Y3": 0.0908, "X4": 0.3, "Y4": 0.0928, "page": 0, "Index": 2}, {"Word": "Government", "Confidence": 0.993, "X1": 0.26053, "Y1": 0.3542, "X2": 0.77632, "Y2": 0.354, "X3": 0.775, "Y3": 0.3928, "X4": 0.25921, "Y4": 0.3948, "page": 0, "Index": 3}, {"Word": "Spending", "Confidence": 0.996, "X1": 0.32632, "Y1": 0.4172, "X2": 0.71053, "Y2": 0.417, "X3": 0.70921, "Y3": 0.4808, "X4": 0.32632, "Y4": 0.4808, "page": 0, "Index": 4}]}	"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"
ffxw0136	0	{"lines_data": [{"Word": "-", "Confidence": 0.979, "X1": 0.176, "Y1": 0.0452, "X2": 0.172, "Y2": 0.045, "X3": 0.164, "Y3": 0.0438, "X4": 0.16667, "Y4": 0.0278, "page": 0}, {"Word": "IN THE UNITED STATES PATENT OFFICE", "Confidence": 0.95317, "X1": 0.228, "Y1": 0.1052, "X2": 0.56667, "Y2": 0.105, "X3": 0.568, "Y3": 0.1218, "X4": 0.228, "Y4": 0.1228, "page": 0}, {"Word": "BEFORE THE BOARD OF PATENT INTERFERENCES", "Confidence": 0.9305, "X1": 0.19733, "Y1": 0.1262, "X2": 0.592, "Y2": 0.126, "X3": 0.592, "Y3": 0.1418, "X4": 0.19733, "Y4": 0.1438, "page": 0}, {"Word": "ROBERT B ., SELIGMAN et al.", "Confidence": 0.94333, "X1": 0.108, "Y1": 0.2032, "X2": 0.35733, "Y2": 0.203, "X3": 0.35733, "Y3": 0.2178, "X4": 0.108, "Y4": 0.2168, "page": 0}, {"Word": "Interference No. 93,691", "Confidence": 0.937, "X1": 0.444, "Y1": 0.2292, "X2": 0.672, "Y2": 0.229, "X3": 0.672, "Y3": 0.2458, "X4": 0.444, "Y4": 0.2458, "page": 0}, {"Word": "RICHARD M. IRBY, JR. et al", "Confidence": 0.89783, "X1": 0.10933, "Y1": 0.2572, "X2": 0.368, "Y2": 0.257, "X3": 0.368, "Y3": 0.2728, "X4": 0.10933, "Y4": 0.2728, "page": 0}, {"Word": "MOTTON UNDER KULE 232 TO AMEND THE", "Confidence": 0.75886, "X1": 0.264, "Y1": 0.3272, "X2": 0.604, "Y2": 0.327, "X3": 0.604, "Y3": 0.3448, "X4": 0.264, "Y4": 0.3438, "page": 0}, {"Word": "INTERFERENCE BY ADDING COUNTS", "Confidence": 0.92025, "X1": 0.31333, "Y1": 0.3472, "X2": 0.604, "Y2": 0.347, "X3": 0.604, "Y3": 0.3648, "X4": 0.31333, "Y4": 0.3648, "page": 0}, {"Word": "The party Seligman and Long respectfully moves", "Confidence": 0.96543, "X1": 0.208, "Y1": 0.3902, "X2": 0.66267, "Y2": 0.39, "X3": 0.66267, "Y3": 0.4068, "X4": 0.208, "Y4": 0.4058, "page": 0}, {"Word": "to add the following counts:", "Confidence": 0.9306, "X1": 0.11067, "Y1": 0.4192, "X2": 0.38533, "Y2": 0.419, "X3": 0.38533, "Y3": 0.4348, "X4": 0.11067, "Y4": 0.4338, "page": 0}, {"Word": "Count A . A filter clement capable of adsorbing", "Confidence": 0.84089, "X1": 0.20533, "Y1": 0.4472, "X2": 0.67067, "Y2": 0.447, "X3": 0.67067, "Y3": 0.4628, "X4": 0.20533, "Y4": 0.4638, "page": 0}, {"Word": "the undesirable volatile constituents of tobacco", "Confidence": 0.92667, "X1": 0.10933, "Y1": 0.4742, "X2": 0.58267, "Y2": 0.474, "X3": 0.58267, "Y3": 0.4908, "X4": 0.10933, "Y4": 0.4908, "page": 0}, {"Word": "smoke which comprises a finely divided adsorptive material", "Confidence": 0.86825, "X1": 0.10667, "Y1": 0.5022, "X2": 0.68, "Y2": 0.502, "X3": 0.68, "Y3": 0.5188, "X4": 0.10667, "Y4": 0.5188, "page": 0}, {"Word": "having adsorbed thercon a volatile smoke-flavoring agent", "Confidence": 0.86657, "X1": 0.10667, "Y1": 0.5312, "X2": 0.66133, "Y2": 0.531, "X3": 0.66133, "Y3": 0.5468, "X4": 0.10667, "Y4": 0.5468, "page": 0}, {"Word": "capable of being selectively eluted from the adsorptive", "Confidence": 0.96313, "X1": 0.10667, "Y1": 0.5582, "X2": 0.652, "Y2": 0.558, "X3": 0.652, "Y3": 0.5748, "X4": 0.10667, "Y4": 0.5768, "page": 0}, {"Word": "material, the adsorptive material being substantially free", "Confidence": 0.89814, "X1": 0.10533, "Y1": 0.5872, "X2": 0.68, "Y2": 0.587, "X3": 0.68, "Y3": 0.6028, "X4": 0.10533, "Y4": 0.6038, "page": 0}, {"Word": "of smoke-flavoring agent other than that which is adsorbed", "Confidence": 0.96378, "X1": 0.10667, "Y1": 0.6132, "X2": 0.68, "Y2": 0.613, "X3": 0.68, "Y3": 0.6308, "X4": 0.10667, "Y4": 0.6328, "page": 0}, {"Word": "thereby whereby the adsorbed flavoring agent is selectively", "Confidence": 0.86375, "X1": 0.108, "Y1": 0.6422, "X2": 0.69067, "Y2": 0.642, "X3": 0.69067, "Y3": 0.6598, "X4": 0.108, "Y4": 0.6598, "page": 0}, {"Word": "eluted by the smoke and there is not significant release", "Confidence": 0.9562, "X1": 0.10667, "Y1": 0.6702, "X2": 0.66, "Y2": 0.67, "X3": 0.66133, "Y3": 0.6868, "X4": 0.10667, "Y4": 0.6868, "page": 0}, {"Word": "of the flavoring agent from the adsorptive material by", "Confidence": 0.92578, "X1": 0.10667, "Y1": 0.6982, "X2": 0.64, "Y2": 0.698, "X3": 0.64, "Y3": 0.7148, "X4": 0.10667, "Y4": 0.7148, "page": 0}, {"Word": "volatilization.", "Confidence": 0.712, "X1": 0.10667, "Y1": 0.7272, "X2": 0.256, "Y2": 0.727, "X3": 0.256, "Y3": 0.7418, "X4": 0.10667, "Y4": 0.7418, "page": 0}, {"Word": "Count B . A filter element capable of adsorbing", "Confidence": 0.85689, "X1": 0.20267, "Y1": 0.7532, "X2": 0.67067, "Y2": 0.753, "X3": 0.67067, "Y3": 0.7718, "X4": 0.20267, "Y4": 0.7718, "page": 0}, {"Word": "the undesirable volatile constituents of tobacco smoke", "Confidence": 0.94271, "X1": 0.10667, "Y1": 0.7822, "X2": 0.63733, "Y2": 0.782, "X3": 0.63733, "Y3": 0.7978, "X4": 0.10667, "Y4": 0.7988, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.979, "X1": 0.176, "Y1": 0.0372, "X2": 0.17467, "Y2": 0.037, "X3": 0.16533, "Y3": 0.0358, "X4": 0.16667, "Y4": 0.0298, "page": 0, "Index": 0}, {"Word": "IN", "Confidence": 0.877, "X1": 0.22933, "Y1": 0.1072, "X2": 0.25067, "Y2": 0.107, "X3": 0.25067, "Y3": 0.1228, "X4": 0.22933, "Y4": 0.1238, "page": 0, "Index": 1}, {"Word": "THE", "Confidence": 0.993, "X1": 0.256, "Y1": 0.1072, "X2": 0.28933, "Y2": 0.107, "X3": 0.29067, "Y3": 0.1228, "X4": 0.256, "Y4": 0.1228, "page": 0, "Index": 2}, {"Word": "UNITED", "Confidence": 0.963, "X1": 0.29467, "Y1": 0.1062, "X2": 0.35733, "Y2": 0.106, "X3": 0.35867, "Y3": 0.1228, "X4": 0.29467, "Y4": 0.1228, "page": 0, "Index": 3}, {"Word": "STATES", "Confidence": 0.991, "X1": 0.36267, "Y1": 0.1062, "X2": 0.42667, "Y2": 0.106, "X3": 0.42667, "Y3": 0.1228, "X4": 0.36267, "Y4": 0.1228, "page": 0, "Index": 4}, {"Word": "PATENT", "Confidence": 0.993, "X1": 0.432, "Y1": 0.1062, "X2": 0.496, "Y2": 0.106, "X3": 0.496, "Y3": 0.1228, "X4": 0.43333, "Y4": 0.1228, "page": 0, "Index": 5}, {"Word": "OFFICE", "Confidence": 0.902, "X1": 0.5, "Y1": 0.1062, "X2": 0.56267, "Y2": 0.106, "X3": 0.564, "Y3": 0.1228, "X4": 0.50133, "Y4": 0.1228, "page": 0, "Index": 6}, {"Word": "BEFORE", "Confidence": 0.866, "X1": 0.19867, "Y1": 0.1272, "X2": 0.26, "Y2": 0.127, "X3": 0.26, "Y3": 0.1438, "X4": 0.19733, "Y4": 0.1428, "page": 0, "Index": 7}, {"Word": "THE", "Confidence": 0.994, "X1": 0.26667, "Y1": 0.1272, "X2": 0.29867, "Y2": 0.127, "X3": 0.29867, "Y3": 0.1438, "X4": 0.26533, "Y4": 0.1438, "page": 0, "Index": 8}, {"Word": "BOARD", "Confidence": 0.977, "X1": 0.30533, "Y1": 0.1272, "X2": 0.35867, "Y2": 0.127, "X3": 0.35867, "Y3": 0.1438, "X4": 0.304, "Y4": 0.1438, "page": 0, "Index": 9}, {"Word": "OF", "Confidence": 0.997, "X1": 0.364, "Y1": 0.1272, "X2": 0.38667, "Y2": 0.127, "X3": 0.388, "Y3": 0.1438, "X4": 0.364, "Y4": 0.1438, "page": 0, "Index": 10}, {"Word": "PATENT", "Confidence": 0.881, "X1": 0.39333, "Y1": 0.1272, "X2": 0.456, "Y2": 0.127, "X3": 0.456, "Y3": 0.1428, "X4": 0.39333, "Y4": 0.1438, "page": 0, "Index": 11}, {"Word": "INTERFERENCES", "Confidence": 0.868, "X1": 0.46133, "Y1": 0.1272, "X2": 0.59067, "Y2": 0.127, "X3": 0.592, "Y3": 0.1408, "X4": 0.46267, "Y4": 0.1428, "page": 0, "Index": 12}, {"Word": "ROBERT", "Confidence": 1, "X1": 0.11067, "Y1": 0.2032, "X2": 0.17067, "Y2": 0.203, "X3": 0.17067, "Y3": 0.2178, "X4": 0.10933, "Y4": 0.2178, "page": 0, "Index": 13}, {"Word": "B", "Confidence": 1, "X1": 0.17867, "Y1": 0.2032, "X2": 0.18667, "Y2": 0.203, "X3": 0.18667, "Y3": 0.2178, "X4": 0.17867, "Y4": 0.2178, "page": 0, "Index": 14}, {"Word": ".,", "Confidence": 0.737, "X1": 0.19067, "Y1": 0.2032, "X2": 0.204, "Y2": 0.203, "X3": 0.20267, "Y3": 0.2178, "X4": 0.18933, "Y4": 0.2178, "page": 0, "Index": 15}, {"Word": "SELIGMAN", "Confidence": 0.923, "X1": 0.208, "Y1": 0.2042, "X2": 0.288, "Y2": 0.204, "X3": 0.28667, "Y3": 0.2178, "X4": 0.20667, "Y4": 0.2178, "page": 0, "Index": 16}, {"Word": "et", "Confidence": 1, "X1": 0.29733, "Y1": 0.2042, "X2": 0.31867, "Y2": 0.204, "X3": 0.31867, "Y3": 0.2178, "X4": 0.29733, "Y4": 0.2178, "page": 0, "Index": 17}, {"Word": "al.", "Confidence": 1, "X1": 0.32533, "Y1": 0.2032, "X2": 0.35867, "Y2": 0.203, "X3": 0.35867, "Y3": 0.2188, "X4": 0.32533, "Y4": 0.2178, "page": 0, "Index": 18}, {"Word": "Interference", "Confidence": 0.857, "X1": 0.44533, "Y1": 0.2312, "X2": 0.56267, "Y2": 0.231, "X3": 0.56267, "Y3": 0.2458, "X4": 0.44533, "Y4": 0.2468, "page": 0, "Index": 19}, {"Word": "No.", "Confidence": 0.998, "X1": 0.56933, "Y1": 0.2312, "X2": 0.604, "Y2": 0.231, "X3": 0.60267, "Y3": 0.2468, "X4": 0.568, "Y4": 0.2458, "page": 0, "Index": 20}, {"Word": "93,691", "Confidence": 0.956, "X1": 0.60933, "Y1": 0.2302, "X2": 0.672, "Y2": 0.23, "X3": 0.672, "Y3": 0.2468, "X4": 0.60933, "Y4": 0.2468, "page": 0, "Index": 21}, {"Word": "RICHARD", "Confidence": 0.991, "X1": 0.11067, "Y1": 0.2582, "X2": 0.18133, "Y2": 0.258, "X3": 0.18133, "Y3": 0.2738, "X4": 0.10933, "Y4": 0.2728, "page": 0, "Index": 22}, {"Word": "M.", "Confidence": 0.66, "X1": 0.18533, "Y1": 0.2582, "X2": 0.21333, "Y2": 0.258, "X3": 0.21333, "Y3": 0.2738, "X4": 0.18533, "Y4": 0.2738, "page": 0, "Index": 23}, {"Word": "IRBY,", "Confidence": 0.993, "X1": 0.21733, "Y1": 0.2582, "X2": 0.272, "Y2": 0.258, "X3": 0.272, "Y3": 0.2738, "X4": 0.21733, "Y4": 0.2738, "page": 0, "Index": 24}, {"Word": "JR.", "Confidence": 0.994, "X1": 0.27733, "Y1": 0.2582, "X2": 0.31067, "Y2": 0.258, "X3": 0.30933, "Y3": 0.2738, "X4": 0.276, "Y4": 0.2738, "page": 0, "Index": 25}, {"Word": "et", "Confidence": 0.778, "X1": 0.31467, "Y1": 0.2582, "X2": 0.33867, "Y2": 0.258, "X3": 0.33867, "Y3": 0.2738, "X4": 0.31467, "Y4": 0.2738, "page": 0, "Index": 26}, {"Word": "al", "Confidence": 0.971, "X1": 0.344, "Y1": 0.2582, "X2": 0.368, "Y2": 0.258, "X3": 0.368, "Y3": 0.2738, "X4": 0.344, "Y4": 0.2738, "page": 0, "Index": 27}, {"Word": "MOTTON", "Confidence": 0.63, "X1": 0.26533, "Y1": 0.3272, "X2": 0.328, "Y2": 0.327, "X3": 0.32667, "Y3": 0.3448, "X4": 0.264, "Y4": 0.3438, "page": 0, "Index": 28}, {"Word": "UNDER", "Confidence": 0.625, "X1": 0.33333, "Y1": 0.3272, "X2": 0.38533, "Y2": 0.327, "X3": 0.38533, "Y3": 0.3448, "X4": 0.332, "Y4": 0.3448, "page": 0, "Index": 29}, {"Word": "KULE", "Confidence": 0.554, "X1": 0.39067, "Y1": 0.3272, "X2": 0.43467, "Y2": 0.327, "X3": 0.43467, "Y3": 0.3448, "X4": 0.38933, "Y4": 0.3448, "page": 0, "Index": 30}, {"Word": "232", "Confidence": 0.701, "X1": 0.44133, "Y1": 0.3272, "X2": 0.476, "Y2": 0.327, "X3": 0.47467, "Y3": 0.3448, "X4": 0.44133, "Y4": 0.3448, "page": 0, "Index": 31}, {"Word": "TO", "Confidence": 0.955, "X1": 0.48, "Y1": 0.3272, "X2": 0.50533, "Y2": 0.327, "X3": 0.504, "Y3": 0.3448, "X4": 0.48, "Y4": 0.3448, "page": 0, "Index": 32}, {"Word": "AMEND", "Confidence": 0.856, "X1": 0.50933, "Y1": 0.3272, "X2": 0.56267, "Y2": 0.327, "X3": 0.56267, "Y3": 0.3448, "X4": 0.50933, "Y4": 0.3448, "page": 0, "Index": 33}, {"Word": "THE", "Confidence": 0.991, "X1": 0.568, "Y1": 0.3272, "X2": 0.604, "Y2": 0.327, "X3": 0.604, "Y3": 0.3448, "X4": 0.568, "Y4": 0.3448, "page": 0, "Index": 34}, {"Word": "INTERFERENCE", "Confidence": 0.807, "X1": 0.31467, "Y1": 0.3482, "X2": 0.43467, "Y2": 0.348, "X3": 0.43333, "Y3": 0.3648, "X4": 0.31467, "Y4": 0.3648, "page": 0, "Index": 35}, {"Word": "BY", "Confidence": 0.883, "X1": 0.44, "Y1": 0.3482, "X2": 0.46533, "Y2": 0.348, "X3": 0.46533, "Y3": 0.3648, "X4": 0.44, "Y4": 0.3648, "page": 0, "Index": 36}, {"Word": "ADDING", "Confidence": 0.997, "X1": 0.47067, "Y1": 0.3482, "X2": 0.53333, "Y2": 0.348, "X3": 0.532, "Y3": 0.3648, "X4": 0.46933, "Y4": 0.3648, "page": 0, "Index": 37}, {"Word": "COUNTS", "Confidence": 0.994, "X1": 0.53733, "Y1": 0.3482, "X2": 0.60267, "Y2": 0.348, "X3": 0.60133, "Y3": 0.3658, "X4": 0.53733, "Y4": 0.3648, "page": 0, "Index": 38}, {"Word": "The", "Confidence": 0.991, "X1": 0.20933, "Y1": 0.3912, "X2": 0.23867, "Y2": 0.391, "X3": 0.23867, "Y3": 0.4058, "X4": 0.208, "Y4": 0.4058, "page": 0, "Index": 39}, {"Word": "party", "Confidence": 0.997, "X1": 0.24533, "Y1": 0.3912, "X2": 0.29733, "Y2": 0.391, "X3": 0.29733, "Y3": 0.4068, "X4": 0.244, "Y4": 0.4058, "page": 0, "Index": 40}, {"Word": "Seligman", "Confidence": 0.9, "X1": 0.30267, "Y1": 0.3912, "X2": 0.38533, "Y2": 0.391, "X3": 0.384, "Y3": 0.4068, "X4": 0.30267, "Y4": 0.4068, "page": 0, "Index": 41}, {"Word": "and", "Confidence": 0.998, "X1": 0.392, "Y1": 0.3912, "X2": 0.424, "Y2": 0.391, "X3": 0.424, "Y3": 0.4068, "X4": 0.392, "Y4": 0.4068, "page": 0, "Index": 42}, {"Word": "Long", "Confidence": 0.988, "X1": 0.43067, "Y1": 0.3902, "X2": 0.47333, "Y2": 0.39, "X3": 0.47333, "Y3": 0.4068, "X4": 0.42933, "Y4": 0.4068, "page": 0, "Index": 43}, {"Word": "respectfully", "Confidence": 0.889, "X1": 0.48, "Y1": 0.3912, "X2": 0.60133, "Y2": 0.391, "X3": 0.6, "Y3": 0.4068, "X4": 0.47867, "Y4": 0.4068, "page": 0, "Index": 44}, {"Word": "moves", "Confidence": 0.995, "X1": 0.60533, "Y1": 0.3912, "X2": 0.66, "Y2": 0.391, "X3": 0.66, "Y3": 0.4068, "X4": 0.60533, "Y4": 0.4068, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.998, "X1": 0.11067, "Y1": 0.4192, "X2": 0.12933, "Y2": 0.419, "X3": 0.13067, "Y3": 0.4348, "X4": 0.112, "Y4": 0.4338, "page": 0, "Index": 46}, {"Word": "add", "Confidence": 0.998, "X1": 0.13733, "Y1": 0.4192, "X2": 0.16933, "Y2": 0.419, "X3": 0.17067, "Y3": 0.4348, "X4": 0.13733, "Y4": 0.4348, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.17733, "Y1": 0.4192, "X2": 0.20933, "Y2": 0.419, "X3": 0.20933, "Y3": 0.4348, "X4": 0.17733, "Y4": 0.4348, "page": 0, "Index": 48}, {"Word": "following", "Confidence": 0.995, "X1": 0.216, "Y1": 0.4192, "X2": 0.30667, "Y2": 0.419, "X3": 0.30667, "Y3": 0.4348, "X4": 0.216, "Y4": 0.4348, "page": 0, "Index": 49}, {"Word": "counts:", "Confidence": 0.664, "X1": 0.31333, "Y1": 0.4202, "X2": 0.38533, "Y2": 0.42, "X3": 0.384, "Y3": 0.4348, "X4": 0.312, "Y4": 0.4348, "page": 0, "Index": 50}, {"Word": "Count", "Confidence": 0.786, "X1": 0.20533, "Y1": 0.4482, "X2": 0.25867, "Y2": 0.448, "X3": 0.25867, "Y3": 0.4638, "X4": 0.20533, "Y4": 0.4638, "page": 0, "Index": 51}, {"Word": "A", "Confidence": 0.675, "X1": 0.26267, "Y1": 0.4482, "X2": 0.276, "Y2": 0.448, "X3": 0.276, "Y3": 0.4638, "X4": 0.26267, "Y4": 0.4638, "page": 0, "Index": 52}, {"Word": ".", "Confidence": 0.652, "X1": 0.28533, "Y1": 0.4482, "X2": 0.296, "Y2": 0.448, "X3": 0.296, "Y3": 0.4638, "X4": 0.284, "Y4": 0.4638, "page": 0, "Index": 53}, {"Word": "A", "Confidence": 0.916, "X1": 0.30133, "Y1": 0.4482, "X2": 0.31333, "Y2": 0.448, "X3": 0.31333, "Y3": 0.4638, "X4": 0.3, "Y4": 0.4638, "page": 0, "Index": 54}, {"Word": "filter", "Confidence": 0.886, "X1": 0.32267, "Y1": 0.4472, "X2": 0.384, "Y2": 0.447, "X3": 0.384, "Y3": 0.4638, "X4": 0.32267, "Y4": 0.4638, "page": 0, "Index": 55}, {"Word": "clement", "Confidence": 0.728, "X1": 0.39067, "Y1": 0.4472, "X2": 0.464, "Y2": 0.447, "X3": 0.464, "Y3": 0.4638, "X4": 0.39067, "Y4": 0.4638, "page": 0, "Index": 56}, {"Word": "capable", "Confidence": 0.959, "X1": 0.468, "Y1": 0.4472, "X2": 0.54133, "Y2": 0.447, "X3": 0.54133, "Y3": 0.4638, "X4": 0.468, "Y4": 0.4638, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.54667, "Y1": 0.4472, "X2": 0.57067, "Y2": 0.447, "X3": 0.57067, "Y3": 0.4638, "X4": 0.54667, "Y4": 0.4638, "page": 0, "Index": 58}, {"Word": "adsorbing", "Confidence": 0.968, "X1": 0.57733, "Y1": 0.4472, "X2": 0.66933, "Y2": 0.447, "X3": 0.66933, "Y3": 0.4638, "X4": 0.57733, "Y4": 0.4638, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.994, "X1": 0.11067, "Y1": 0.4752, "X2": 0.14, "Y2": 0.475, "X3": 0.14, "Y3": 0.4898, "X4": 0.11067, "Y4": 0.4898, "page": 0, "Index": 60}, {"Word": "undesirable", "Confidence": 0.933, "X1": 0.14667, "Y1": 0.4752, "X2": 0.25733, "Y2": 0.475, "X3": 0.25733, "Y3": 0.4908, "X4": 0.14533, "Y4": 0.4898, "page": 0, "Index": 61}, {"Word": "volatile", "Confidence": 0.811, "X1": 0.264, "Y1": 0.4752, "X2": 0.34667, "Y2": 0.475, "X3": 0.34533, "Y3": 0.4918, "X4": 0.264, "Y4": 0.4908, "page": 0, "Index": 62}, {"Word": "constituents", "Confidence": 0.941, "X1": 0.352, "Y1": 0.4752, "X2": 0.47467, "Y2": 0.475, "X3": 0.47333, "Y3": 0.4918, "X4": 0.352, "Y4": 0.4918, "page": 0, "Index": 63}, {"Word": "of", "Confidence": 0.998, "X1": 0.48, "Y1": 0.4752, "X2": 0.504, "Y2": 0.475, "X3": 0.50267, "Y3": 0.4918, "X4": 0.48, "Y4": 0.4918, "page": 0, "Index": 64}, {"Word": "tobacco", "Confidence": 0.883, "X1": 0.51067, "Y1": 0.4752, "X2": 0.58133, "Y2": 0.475, "X3": 0.58133, "Y3": 0.4908, "X4": 0.51067, "Y4": 0.4918, "page": 0, "Index": 65}, {"Word": "material", "Confidence": 0.968, "X1": 0.596, "Y1": 0.5032, "X2": 0.67867, "Y2": 0.503, "X3": 0.67867, "Y3": 0.5178, "X4": 0.596, "Y4": 0.5188, "page": 0, "Index": 66}, {"Word": "smoke", "Confidence": 0.981, "X1": 0.10933, "Y1": 0.5042, "X2": 0.16, "Y2": 0.504, "X3": 0.15867, "Y3": 0.5188, "X4": 0.108, "Y4": 0.5178, "page": 0, "Index": 67}, {"Word": "which", "Confidence": 0.994, "X1": 0.16533, "Y1": 0.5042, "X2": 0.21867, "Y2": 0.504, "X3": 0.21733, "Y3": 0.5188, "X4": 0.16533, "Y4": 0.5188, "page": 0, "Index": 68}, {"Word": "comprises", "Confidence": 0.722, "X1": 0.224, "Y1": 0.5042, "X2": 0.31733, "Y2": 0.504, "X3": 0.316, "Y3": 0.5198, "X4": 0.224, "Y4": 0.5188, "page": 0, "Index": 69}, {"Word": "a", "Confidence": 0.411, "X1": 0.32267, "Y1": 0.5042, "X2": 0.33467, "Y2": 0.504, "X3": 0.33467, "Y3": 0.5198, "X4": 0.32267, "Y4": 0.5198, "page": 0, "Index": 70}, {"Word": "finely", "Confidence": 0.885, "X1": 0.34267, "Y1": 0.5032, "X2": 0.404, "Y2": 0.503, "X3": 0.404, "Y3": 0.5198, "X4": 0.34267, "Y4": 0.5198, "page": 0, "Index": 71}, {"Word": "divided", "Confidence": 0.994, "X1": 0.41067, "Y1": 0.5032, "X2": 0.48267, "Y2": 0.503, "X3": 0.48133, "Y3": 0.5198, "X4": 0.40933, "Y4": 0.5198, "page": 0, "Index": 72}, {"Word": "adsorptive", "Confidence": 0.991, "X1": 0.48933, "Y1": 0.5032, "X2": 0.59067, "Y2": 0.503, "X3": 0.59067, "Y3": 0.5188, "X4": 0.48933, "Y4": 0.5188, "page": 0, "Index": 73}, {"Word": "having", "Confidence": 0.766, "X1": 0.108, "Y1": 0.5322, "X2": 0.16933, "Y2": 0.532, "X3": 0.168, "Y3": 0.5468, "X4": 0.10667, "Y4": 0.5478, "page": 0, "Index": 74}, {"Word": "adsorbed", "Confidence": 0.935, "X1": 0.17467, "Y1": 0.5322, "X2": 0.25733, "Y2": 0.532, "X3": 0.256, "Y3": 0.5468, "X4": 0.17333, "Y4": 0.5468, "page": 0, "Index": 75}, {"Word": "thercon", "Confidence": 0.886, "X1": 0.26533, "Y1": 0.5322, "X2": 0.33467, "Y2": 0.532, "X3": 0.33333, "Y3": 0.5468, "X4": 0.264, "Y4": 0.5468, "page": 0, "Index": 76}, {"Word": "a", "Confidence": 0.981, "X1": 0.34133, "Y1": 0.5322, "X2": 0.35333, "Y2": 0.532, "X3": 0.35333, "Y3": 0.5468, "X4": 0.34133, "Y4": 0.5468, "page": 0, "Index": 77}, {"Word": "volatile", "Confidence": 0.991, "X1": 0.36133, "Y1": 0.5322, "X2": 0.44267, "Y2": 0.532, "X3": 0.44267, "Y3": 0.5468, "X4": 0.36, "Y4": 0.5468, "page": 0, "Index": 78}, {"Word": "smoke-flavoring", "Confidence": 0.885, "X1": 0.44933, "Y1": 0.5322, "X2": 0.6, "Y2": 0.532, "X3": 0.6, "Y3": 0.5478, "X4": 0.448, "Y4": 0.5468, "page": 0, "Index": 79}, {"Word": "agent", "Confidence": 0.622, "X1": 0.60667, "Y1": 0.5312, "X2": 0.66, "Y2": 0.531, "X3": 0.65867, "Y3": 0.5478, "X4": 0.60533, "Y4": 0.5478, "page": 0, "Index": 80}, {"Word": "capable", "Confidence": 0.912, "X1": 0.108, "Y1": 0.5602, "X2": 0.17867, "Y2": 0.56, "X3": 0.17867, "Y3": 0.5768, "X4": 0.108, "Y4": 0.5768, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.998, "X1": 0.18533, "Y1": 0.5602, "X2": 0.208, "Y2": 0.56, "X3": 0.208, "Y3": 0.5768, "X4": 0.18533, "Y4": 0.5768, "page": 0, "Index": 82}, {"Word": "being", "Confidence": 0.996, "X1": 0.21333, "Y1": 0.5592, "X2": 0.26933, "Y2": 0.559, "X3": 0.268, "Y3": 0.5768, "X4": 0.212, "Y4": 0.5768, "page": 0, "Index": 83}, {"Word": "selectively", "Confidence": 0.829, "X1": 0.27333, "Y1": 0.5592, "X2": 0.38667, "Y2": 0.559, "X3": 0.38533, "Y3": 0.5768, "X4": 0.27333, "Y4": 0.5768, "page": 0, "Index": 84}, {"Word": "eluted", "Confidence": 0.991, "X1": 0.39067, "Y1": 0.5592, "X2": 0.45467, "Y2": 0.559, "X3": 0.45333, "Y3": 0.5758, "X4": 0.39067, "Y4": 0.5768, "page": 0, "Index": 85}, {"Word": "from", "Confidence": 0.99, "X1": 0.46, "Y1": 0.5592, "X2": 0.504, "Y2": 0.559, "X3": 0.50267, "Y3": 0.5758, "X4": 0.45867, "Y4": 0.5758, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.50933, "Y1": 0.5592, "X2": 0.54267, "Y2": 0.559, "X3": 0.54267, "Y3": 0.5758, "X4": 0.50933, "Y4": 0.5758, "page": 0, "Index": 87}, {"Word": "adsorptive", "Confidence": 0.991, "X1": 0.548, "Y1": 0.5582, "X2": 0.65067, "Y2": 0.558, "X3": 0.65067, "Y3": 0.5758, "X4": 0.54667, "Y4": 0.5758, "page": 0, "Index": 88}, {"Word": "material,", "Confidence": 0.943, "X1": 0.10533, "Y1": 0.5892, "X2": 0.19867, "Y2": 0.589, "X3": 0.19867, "Y3": 0.6038, "X4": 0.10533, "Y4": 0.6028, "page": 0, "Index": 89}, {"Word": "the", "Confidence": 0.998, "X1": 0.20533, "Y1": 0.5892, "X2": 0.236, "Y2": 0.589, "X3": 0.236, "Y3": 0.6038, "X4": 0.204, "Y4": 0.6038, "page": 0, "Index": 90}, {"Word": "adsorptive", "Confidence": 0.991, "X1": 0.24267, "Y1": 0.5882, "X2": 0.34533, "Y2": 0.588, "X3": 0.34533, "Y3": 0.6038, "X4": 0.24267, "Y4": 0.6038, "page": 0, "Index": 91}, {"Word": "material", "Confidence": 0.804, "X1": 0.35067, "Y1": 0.5882, "X2": 0.432, "Y2": 0.588, "X3": 0.432, "Y3": 0.6038, "X4": 0.35067, "Y4": 0.6038, "page": 0, "Index": 92}, {"Word": "being", "Confidence": 0.955, "X1": 0.43867, "Y1": 0.5882, "X2": 0.49067, "Y2": 0.588, "X3": 0.49067, "Y3": 0.6038, "X4": 0.43867, "Y4": 0.6038, "page": 0, "Index": 93}, {"Word": "substantially", "Confidence": 0.695, "X1": 0.49867, "Y1": 0.5872, "X2": 0.628, "Y2": 0.587, "X3": 0.628, "Y3": 0.6038, "X4": 0.49867, "Y4": 0.6038, "page": 0, "Index": 94}, {"Word": "free", "Confidence": 0.901, "X1": 0.636, "Y1": 0.5872, "X2": 0.67867, "Y2": 0.587, "X3": 0.67867, "Y3": 0.6038, "X4": 0.63467, "Y4": 0.6038, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.995, "X1": 0.108, "Y1": 0.6162, "X2": 0.12933, "Y2": 0.616, "X3": 0.13067, "Y3": 0.6308, "X4": 0.108, "Y4": 0.6308, "page": 0, "Index": 96}, {"Word": "smoke-flavoring", "Confidence": 0.968, "X1": 0.136, "Y1": 0.6162, "X2": 0.28667, "Y2": 0.616, "X3": 0.28667, "Y3": 0.6328, "X4": 0.136, "Y4": 0.6308, "page": 0, "Index": 97}, {"Word": "agent", "Confidence": 0.851, "X1": 0.29067, "Y1": 0.6152, "X2": 0.34533, "Y2": 0.615, "X3": 0.34533, "Y3": 0.6328, "X4": 0.29067, "Y4": 0.6328, "page": 0, "Index": 98}, {"Word": "other", "Confidence": 0.997, "X1": 0.35067, "Y1": 0.6152, "X2": 0.404, "Y2": 0.615, "X3": 0.404, "Y3": 0.6328, "X4": 0.35067, "Y4": 0.6328, "page": 0, "Index": 99}, {"Word": "than", "Confidence": 0.941, "X1": 0.40933, "Y1": 0.6152, "X2": 0.45067, "Y2": 0.615, "X3": 0.452, "Y3": 0.6318, "X4": 0.40933, "Y4": 0.6328, "page": 0, "Index": 100}, {"Word": "that", "Confidence": 0.985, "X1": 0.45867, "Y1": 0.6152, "X2": 0.50133, "Y2": 0.615, "X3": 0.50267, "Y3": 0.6318, "X4": 0.45867, "Y4": 0.6318, "page": 0, "Index": 101}, {"Word": "which", "Confidence": 0.997, "X1": 0.50667, "Y1": 0.6152, "X2": 0.56, "Y2": 0.615, "X3": 0.56, "Y3": 0.6318, "X4": 0.50667, "Y4": 0.6318, "page": 0, "Index": 102}, {"Word": "is", "Confidence": 0.946, "X1": 0.56667, "Y1": 0.6142, "X2": 0.58933, "Y2": 0.614, "X3": 0.58933, "Y3": 0.6308, "X4": 0.56667, "Y4": 0.6318, "page": 0, "Index": 103}, {"Word": "adsorbed", "Confidence": 0.994, "X1": 0.59467, "Y1": 0.6142, "X2": 0.67867, "Y2": 0.614, "X3": 0.67867, "Y3": 0.6298, "X4": 0.59467, "Y4": 0.6308, "page": 0, "Index": 104}, {"Word": "thereby", "Confidence": 0.802, "X1": 0.10933, "Y1": 0.6432, "X2": 0.17867, "Y2": 0.643, "X3": 0.17733, "Y3": 0.6598, "X4": 0.108, "Y4": 0.6598, "page": 0, "Index": 105}, {"Word": "whereby", "Confidence": 0.996, "X1": 0.18267, "Y1": 0.6432, "X2": 0.25733, "Y2": 0.643, "X3": 0.25733, "Y3": 0.6598, "X4": 0.18133, "Y4": 0.6598, "page": 0, "Index": 106}, {"Word": "the", "Confidence": 0.998, "X1": 0.264, "Y1": 0.6432, "X2": 0.29733, "Y2": 0.643, "X3": 0.296, "Y3": 0.6598, "X4": 0.26267, "Y4": 0.6598, "page": 0, "Index": 107}, {"Word": "adsorbed", "Confidence": 0.759, "X1": 0.30267, "Y1": 0.6432, "X2": 0.38533, "Y2": 0.643, "X3": 0.384, "Y3": 0.6598, "X4": 0.30133, "Y4": 0.6598, "page": 0, "Index": 108}, {"Word": "flavoring", "Confidence": 0.956, "X1": 0.39067, "Y1": 0.6432, "X2": 0.48267, "Y2": 0.643, "X3": 0.48133, "Y3": 0.6598, "X4": 0.39067, "Y4": 0.6598, "page": 0, "Index": 109}, {"Word": "agent", "Confidence": 0.77, "X1": 0.488, "Y1": 0.6422, "X2": 0.54267, "Y2": 0.642, "X3": 0.54133, "Y3": 0.6598, "X4": 0.48667, "Y4": 0.6598, "page": 0, "Index": 110}, {"Word": "is", "Confidence": 0.997, "X1": 0.548, "Y1": 0.6422, "X2": 0.572, "Y2": 0.642, "X3": 0.57067, "Y3": 0.6598, "X4": 0.54667, "Y4": 0.6598, "page": 0, "Index": 111}, {"Word": "selectively", "Confidence": 0.632, "X1": 0.57733, "Y1": 0.6422, "X2": 0.68933, "Y2": 0.642, "X3": 0.688, "Y3": 0.6608, "X4": 0.576, "Y4": 0.6598, "page": 0, "Index": 112}, {"Word": "eluted", "Confidence": 0.824, "X1": 0.108, "Y1": 0.6712, "X2": 0.168, "Y2": 0.671, "X3": 0.16667, "Y3": 0.6868, "X4": 0.108, "Y4": 0.6868, "page": 0, "Index": 113}, {"Word": "by", "Confidence": 0.998, "X1": 0.172, "Y1": 0.6712, "X2": 0.19733, "Y2": 0.671, "X3": 0.196, "Y3": 0.6868, "X4": 0.172, "Y4": 0.6868, "page": 0, "Index": 114}, {"Word": "the", "Confidence": 0.998, "X1": 0.20533, "Y1": 0.6712, "X2": 0.236, "Y2": 0.671, "X3": 0.236, "Y3": 0.6868, "X4": 0.204, "Y4": 0.6868, "page": 0, "Index": 115}, {"Word": "smoke", "Confidence": 0.93, "X1": 0.24267, "Y1": 0.6712, "X2": 0.296, "Y2": 0.671, "X3": 0.296, "Y3": 0.6878, "X4": 0.24267, "Y4": 0.6868, "page": 0, "Index": 116}, {"Word": "and", "Confidence": 0.998, "X1": 0.30133, "Y1": 0.6712, "X2": 0.33467, "Y2": 0.671, "X3": 0.33467, "Y3": 0.6878, "X4": 0.30133, "Y4": 0.6878, "page": 0, "Index": 117}, {"Word": "there", "Confidence": 0.991, "X1": 0.34133, "Y1": 0.6702, "X2": 0.39333, "Y2": 0.67, "X3": 0.392, "Y3": 0.6878, "X4": 0.34, "Y4": 0.6878, "page": 0, "Index": 118}, {"Word": "is", "Confidence": 0.997, "X1": 0.4, "Y1": 0.6702, "X2": 0.42267, "Y2": 0.67, "X3": 0.42133, "Y3": 0.6878, "X4": 0.39867, "Y4": 0.6878, "page": 0, "Index": 119}, {"Word": "not", "Confidence": 0.998, "X1": 0.428, "Y1": 0.6702, "X2": 0.46267, "Y2": 0.67, "X3": 0.46133, "Y3": 0.6878, "X4": 0.42667, "Y4": 0.6878, "page": 0, "Index": 120}, {"Word": "significant", "Confidence": 0.865, "X1": 0.468, "Y1": 0.6702, "X2": 0.58133, "Y2": 0.67, "X3": 0.58, "Y3": 0.6868, "X4": 0.468, "Y4": 0.6878, "page": 0, "Index": 121}, {"Word": "release", "Confidence": 0.963, "X1": 0.58533, "Y1": 0.6702, "X2": 0.65867, "Y2": 0.67, "X3": 0.65733, "Y3": 0.6868, "X4": 0.58533, "Y4": 0.6868, "page": 0, "Index": 122}, {"Word": "of", "Confidence": 0.998, "X1": 0.10667, "Y1": 0.6992, "X2": 0.128, "Y2": 0.699, "X3": 0.128, "Y3": 0.7138, "X4": 0.10667, "Y4": 0.7138, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.994, "X1": 0.13467, "Y1": 0.6992, "X2": 0.168, "Y2": 0.699, "X3": 0.168, "Y3": 0.7148, "X4": 0.13467, "Y4": 0.7138, "page": 0, "Index": 124}, {"Word": "flavoring", "Confidence": 0.991, "X1": 0.17333, "Y1": 0.6992, "X2": 0.26533, "Y2": 0.699, "X3": 0.26533, "Y3": 0.7148, "X4": 0.17333, "Y4": 0.7148, "page": 0, "Index": 125}, {"Word": "agent", "Confidence": 0.687, "X1": 0.272, "Y1": 0.6982, "X2": 0.32533, "Y2": 0.698, "X3": 0.32533, "Y3": 0.7148, "X4": 0.272, "Y4": 0.7148, "page": 0, "Index": 126}, {"Word": "from", "Confidence": 0.991, "X1": 0.33067, "Y1": 0.6982, "X2": 0.37333, "Y2": 0.698, "X3": 0.37333, "Y3": 0.7148, "X4": 0.33067, "Y4": 0.7148, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.886, "X1": 0.38, "Y1": 0.6982, "X2": 0.412, "Y2": 0.698, "X3": 0.412, "Y3": 0.7148, "X4": 0.38, "Y4": 0.7148, "page": 0, "Index": 128}, {"Word": "adsorptive", "Confidence": 0.991, "X1": 0.41867, "Y1": 0.6982, "X2": 0.52, "Y2": 0.698, "X3": 0.52, "Y3": 0.7148, "X4": 0.41867, "Y4": 0.7148, "page": 0, "Index": 129}, {"Word": "material", "Confidence": 0.796, "X1": 0.52533, "Y1": 0.6982, "X2": 0.60933, "Y2": 0.698, "X3": 0.60933, "Y3": 0.7148, "X4": 0.52533, "Y4": 0.7148, "page": 0, "Index": 130}, {"Word": "by", "Confidence": 0.998, "X1": 0.61333, "Y1": 0.6982, "X2": 0.63867, "Y2": 0.698, "X3": 0.63867, "Y3": 0.7148, "X4": 0.61333, "Y4": 0.7148, "page": 0, "Index": 131}, {"Word": "volatilization.", "Confidence": 0.712, "X1": 0.10667, "Y1": 0.7272, "X2": 0.256, "Y2": 0.727, "X3": 0.256, "Y3": 0.7418, "X4": 0.10667, "Y4": 0.7418, "page": 0, "Index": 132}, {"Word": "Count", "Confidence": 0.941, "X1": 0.204, "Y1": 0.7542, "X2": 0.256, "Y2": 0.754, "X3": 0.25467, "Y3": 0.7728, "X4": 0.20267, "Y4": 0.7728, "page": 0, "Index": 133}, {"Word": "B", "Confidence": 0.858, "X1": 0.26, "Y1": 0.7542, "X2": 0.27333, "Y2": 0.754, "X3": 0.272, "Y3": 0.7718, "X4": 0.25867, "Y4": 0.7728, "page": 0, "Index": 134}, {"Word": ".", "Confidence": 0.208, "X1": 0.28267, "Y1": 0.7542, "X2": 0.29467, "Y2": 0.754, "X3": 0.29333, "Y3": 0.7718, "X4": 0.28133, "Y4": 0.7718, "page": 0, "Index": 135}, {"Word": "A", "Confidence": 0.941, "X1": 0.3, "Y1": 0.7542, "X2": 0.31333, "Y2": 0.754, "X3": 0.312, "Y3": 0.7718, "X4": 0.29867, "Y4": 0.7718, "page": 0, "Index": 136}, {"Word": "filter", "Confidence": 0.929, "X1": 0.32133, "Y1": 0.7542, "X2": 0.38267, "Y2": 0.754, "X3": 0.38267, "Y3": 0.7718, "X4": 0.32, "Y4": 0.7718, "page": 0, "Index": 137}, {"Word": "element", "Confidence": 0.848, "X1": 0.38933, "Y1": 0.7542, "X2": 0.46267, "Y2": 0.754, "X3": 0.46133, "Y3": 0.7708, "X4": 0.388, "Y4": 0.7718, "page": 0, "Index": 138}, {"Word": "capable", "Confidence": 0.995, "X1": 0.46667, "Y1": 0.7542, "X2": 0.54133, "Y2": 0.754, "X3": 0.54133, "Y3": 0.7708, "X4": 0.46667, "Y4": 0.7708, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.54533, "Y1": 0.7542, "X2": 0.56933, "Y2": 0.754, "X3": 0.56933, "Y3": 0.7708, "X4": 0.54533, "Y4": 0.7708, "page": 0, "Index": 140}, {"Word": "adsorbing", "Confidence": 0.994, "X1": 0.57467, "Y1": 0.7552, "X2": 0.668, "Y2": 0.755, "X3": 0.66933, "Y3": 0.7708, "X4": 0.57467, "Y4": 0.7708, "page": 0, "Index": 141}, {"Word": "tobacco", "Confidence": 0.872, "X1": 0.50667, "Y1": 0.7832, "X2": 0.57733, "Y2": 0.783, "X3": 0.57733, "Y3": 0.7978, "X4": 0.50667, "Y4": 0.7988, "page": 0, "Index": 142}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.58533, "Y1": 0.7832, "X2": 0.63733, "Y2": 0.783, "X3": 0.63733, "Y3": 0.7978, "X4": 0.584, "Y4": 0.7978, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.108, "Y1": 0.7832, "X2": 0.13733, "Y2": 0.783, "X3": 0.13733, "Y3": 0.7998, "X4": 0.108, "Y4": 0.7998, "page": 0, "Index": 144}, {"Word": "undesirable", "Confidence": 0.886, "X1": 0.144, "Y1": 0.7832, "X2": 0.256, "Y2": 0.783, "X3": 0.25467, "Y3": 0.7998, "X4": 0.14267, "Y4": 0.7998, "page": 0, "Index": 145}, {"Word": "volatile", "Confidence": 0.991, "X1": 0.26, "Y1": 0.7832, "X2": 0.34267, "Y2": 0.783, "X3": 0.34267, "Y3": 0.7988, "X4": 0.26, "Y4": 0.7998, "page": 0, "Index": 146}, {"Word": "constituents", "Confidence": 0.857, "X1": 0.348, "Y1": 0.7832, "X2": 0.47067, "Y2": 0.783, "X3": 0.47067, "Y3": 0.7988, "X4": 0.348, "Y4": 0.7988, "page": 0, "Index": 147}, {"Word": "of", "Confidence": 0.998, "X1": 0.476, "Y1": 0.7832, "X2": 0.5, "Y2": 0.783, "X3": 0.5, "Y3": 0.7988, "X4": 0.476, "Y4": 0.7988, "page": 0, "Index": 148}]}	"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"
ffxw0136	4	{"lines_data": [{"Word": "It is requested that the proposed counts be added", "Confidence": 0.92789, "X1": 0.212, "Y1": 0.0792, "X2": 0.70133, "Y2": 0.079, "X3": 0.70133, "Y3": 0.0948, "X4": 0.212, "Y4": 0.0968, "page": 0}, {"Word": "to this Interference in order to determine priority of all", "Confidence": 0.9527, "X1": 0.11867, "Y1": 0.1072, "X2": 0.688, "Y2": 0.107, "X3": 0.688, "Y3": 0.1248, "X4": 0.11867, "Y4": 0.1258, "page": 0}, {"Word": "patentable subject matter common to both parties and to", "Confidence": 0.85978, "X1": 0.11467, "Y1": 0.1342, "X2": 0.66267, "Y2": 0.134, "X3": 0.66267, "Y3": 0.1508, "X4": 0.11467, "Y4": 0.1518, "page": 0}, {"Word": "permit such a determination to encompass the invention in .", "Confidence": 0.8662, "X1": 0.11333, "Y1": 0.1622, "X2": 0.692, "Y2": 0.162, "X3": 0.692, "Y3": 0.1778, "X4": 0.11333, "Y4": 0.1798, "page": 0}, {"Word": "its broadest possible terms.", "Confidence": 0.894, "X1": 0.116, "Y1": 0.1922, "X2": 0.392, "Y2": 0.192, "X3": 0.392, "Y3": 0.2058, "X4": 0.116, "Y4": 0.2058, "page": 0}, {"Word": "It is respectfully urged that the broadening of", "Confidence": 0.934, "X1": 0.212, "Y1": 0.2182, "X2": 0.68, "Y2": 0.218, "X3": 0.68, "Y3": 0.2348, "X4": 0.212, "Y4": 0.2358, "page": 0}, {"Word": "the subject matter to include the proposed counts is", "Confidence": 0.86189, "X1": 0.116, "Y1": 0.2452, "X2": 0.63067, "Y2": 0.245, "X3": 0.63067, "Y3": 0.2618, "X4": 0.116, "Y4": 0.2638, "page": 0}, {"Word": "necessary in order to provide an equitable and proper basis", "Confidence": 0.9139, "X1": 0.11333, "Y1": 0.2742, "X2": 0.69733, "Y2": 0.274, "X3": 0.69733, "Y3": 0.2898, "X4": 0.11333, "Y4": 0.2918, "page": 0}, {"Word": "for determining priority of the invention set forth therein.", "Confidence": 0.93522, "X1": 0.11733, "Y1": 0.3012, "X2": 0.70667, "Y2": 0.301, "X3": 0.708, "Y3": 0.3188, "X4": 0.11733, "Y4": 0.3198, "page": 0}, {"Word": "Respectfully submitted,", "Confidence": 0.9075, "X1": 0.43733, "Y1": 0.3402, "X2": 0.66667, "Y2": 0.34, "X3": 0.66667, "Y3": 0.3598, "X4": 0.43733, "Y4": 0.3598, "page": 0}, {"Word": "Watson, hemmentre Kiltin", "Confidence": 0.23767, "X1": 0.404, "Y1": 0.3562, "X2": 0.72667, "Y2": 0.356, "X3": 0.728, "Y3": 0.3788, "X4": 0.404, "Y4": 0.3818, "page": 0}, {"Word": "Attorney for the Party", "Confidence": 0.96625, "X1": 0.43733, "Y1": 0.4152, "X2": 0.66, "Y2": 0.415, "X3": 0.66, "Y3": 0.4318, "X4": 0.43733, "Y4": 0.4298, "page": 0}, {"Word": "Seligman and Long", "Confidence": 0.99333, "X1": 0.476, "Y1": 0.4302, "X2": 0.65067, "Y2": 0.43, "X3": 0.65067, "Y3": 0.4448, "X4": 0.476, "Y4": 0.4448, "page": 0}, {"Word": "New York 17, Now York", "Confidence": 0.9606, "X1": 0.11333, "Y1": 0.4862, "X2": 0.32533, "Y2": 0.486, "X3": 0.32533, "Y3": 0.5008, "X4": 0.11333, "Y4": 0.5008, "page": 0}, {"Word": "June 17, 1964", "Confidence": 0.959, "X1": 0.11333, "Y1": 0.5002, "X2": 0.244, "Y2": 0.5, "X3": 0.244, "Y3": 0.5148, "X4": 0.11333, "Y4": 0.5148, "page": 0}, {"Word": "It is hereby certified that a copy of the fore-", "Confidence": 0.8924, "X1": 0.212, "Y1": 0.5552, "X2": 0.67867, "Y2": 0.555, "X3": 0.67867, "Y3": 0.5718, "X4": 0.212, "Y4": 0.5728, "page": 0}, {"Word": "going motion has been forwarded by first-class mail on the", "Confidence": 0.9268, "X1": 0.11333, "Y1": 0.5832, "X2": 0.688, "Y2": 0.583, "X3": 0.688, "Y3": 0.5998, "X4": 0.11333, "Y4": 0.6018, "page": 0}, {"Word": "date hercof to Pennie, Edmonds, Morton, Taylor and Adams,", "Confidence": 0.84067, "X1": 0.11333, "Y1": 0.6102, "X2": 0.676, "Y2": 0.61, "X3": 0.676, "Y3": 0.6278, "X4": 0.11333, "Y4": 0.6288, "page": 0}, {"Word": "330 Madison Avenue, New York 17, New York, attorney for", "Confidence": 0.9154, "X1": 0.11467, "Y1": 0.6382, "X2": 0.66, "Y2": 0.638, "X3": 0.66, "Y3": 0.6558, "X4": 0.11467, "Y4": 0.6568, "page": 0}, {"Word": "the party Irby and llarlow.", "Confidence": 0.925, "X1": 0.11733, "Y1": 0.6672, "X2": 0.372, "Y2": 0.667, "X3": 0.372, "Y3": 0.6828, "X4": 0.11733, "Y4": 0.6848, "page": 0}], "words_data": [{"Word": "It", "Confidence": 0.848, "X1": 0.21333, "Y1": 0.0812, "X2": 0.23733, "Y2": 0.081, "X3": 0.23733, "Y3": 0.0968, "X4": 0.21333, "Y4": 0.0968, "page": 0, "Index": 0}, {"Word": "is", "Confidence": 0.992, "X1": 0.244, "Y1": 0.0812, "X2": 0.26533, "Y2": 0.081, "X3": 0.26533, "Y3": 0.0968, "X4": 0.24267, "Y4": 0.0968, "page": 0, "Index": 1}, {"Word": "requested", "Confidence": 0.624, "X1": 0.272, "Y1": 0.0802, "X2": 0.36533, "Y2": 0.08, "X3": 0.364, "Y3": 0.0968, "X4": 0.27067, "Y4": 0.0968, "page": 0, "Index": 2}, {"Word": "that", "Confidence": 0.988, "X1": 0.372, "Y1": 0.0802, "X2": 0.41467, "Y2": 0.08, "X3": 0.41333, "Y3": 0.0968, "X4": 0.37067, "Y4": 0.0968, "page": 0, "Index": 3}, {"Word": "the", "Confidence": 0.991, "X1": 0.42, "Y1": 0.0802, "X2": 0.45333, "Y2": 0.08, "X3": 0.45333, "Y3": 0.0968, "X4": 0.42, "Y4": 0.0968, "page": 0, "Index": 4}, {"Word": "proposed", "Confidence": 0.981, "X1": 0.45867, "Y1": 0.0792, "X2": 0.54, "Y2": 0.079, "X3": 0.54, "Y3": 0.0958, "X4": 0.45733, "Y4": 0.0968, "page": 0, "Index": 5}, {"Word": "counts", "Confidence": 0.934, "X1": 0.54667, "Y1": 0.0792, "X2": 0.61067, "Y2": 0.079, "X3": 0.60933, "Y3": 0.0958, "X4": 0.54533, "Y4": 0.0958, "page": 0, "Index": 6}, {"Word": "be", "Confidence": 0.997, "X1": 0.61467, "Y1": 0.0792, "X2": 0.64, "Y2": 0.079, "X3": 0.64, "Y3": 0.0958, "X4": 0.61467, "Y4": 0.0958, "page": 0, "Index": 7}, {"Word": "added", "Confidence": 0.996, "X1": 0.64533, "Y1": 0.0792, "X2": 0.69867, "Y2": 0.079, "X3": 0.69733, "Y3": 0.0958, "X4": 0.644, "Y4": 0.0958, "page": 0, "Index": 8}, {"Word": "to", "Confidence": 0.997, "X1": 0.12, "Y1": 0.1102, "X2": 0.14133, "Y2": 0.11, "X3": 0.14267, "Y3": 0.1238, "X4": 0.12, "Y4": 0.1238, "page": 0, "Index": 9}, {"Word": "this", "Confidence": 0.986, "X1": 0.14533, "Y1": 0.1102, "X2": 0.188, "Y2": 0.11, "X3": 0.188, "Y3": 0.1238, "X4": 0.14667, "Y4": 0.1238, "page": 0, "Index": 10}, {"Word": "Interference", "Confidence": 0.99, "X1": 0.19467, "Y1": 0.1092, "X2": 0.316, "Y2": 0.109, "X3": 0.316, "Y3": 0.1238, "X4": 0.19467, "Y4": 0.1238, "page": 0, "Index": 11}, {"Word": "in", "Confidence": 0.998, "X1": 0.32, "Y1": 0.1082, "X2": 0.34533, "Y2": 0.108, "X3": 0.34533, "Y3": 0.1248, "X4": 0.32, "Y4": 0.1238, "page": 0, "Index": 12}, {"Word": "order", "Confidence": 0.836, "X1": 0.35067, "Y1": 0.1082, "X2": 0.40267, "Y2": 0.108, "X3": 0.40267, "Y3": 0.1248, "X4": 0.352, "Y4": 0.1248, "page": 0, "Index": 13}, {"Word": "to", "Confidence": 0.997, "X1": 0.41067, "Y1": 0.1082, "X2": 0.436, "Y2": 0.108, "X3": 0.436, "Y3": 0.1248, "X4": 0.41067, "Y4": 0.1248, "page": 0, "Index": 14}, {"Word": "determine", "Confidence": 0.768, "X1": 0.44, "Y1": 0.1072, "X2": 0.532, "Y2": 0.107, "X3": 0.532, "Y3": 0.1248, "X4": 0.44, "Y4": 0.1248, "page": 0, "Index": 15}, {"Word": "priority", "Confidence": 0.995, "X1": 0.53733, "Y1": 0.1072, "X2": 0.62267, "Y2": 0.107, "X3": 0.62133, "Y3": 0.1248, "X4": 0.536, "Y4": 0.1248, "page": 0, "Index": 16}, {"Word": "of", "Confidence": 0.998, "X1": 0.628, "Y1": 0.1072, "X2": 0.65067, "Y2": 0.107, "X3": 0.65067, "Y3": 0.1248, "X4": 0.628, "Y4": 0.1248, "page": 0, "Index": 17}, {"Word": "all", "Confidence": 0.962, "X1": 0.656, "Y1": 0.1072, "X2": 0.688, "Y2": 0.107, "X3": 0.68667, "Y3": 0.1248, "X4": 0.656, "Y4": 0.1248, "page": 0, "Index": 18}, {"Word": "patentable", "Confidence": 0.666, "X1": 0.116, "Y1": 0.1372, "X2": 0.216, "Y2": 0.137, "X3": 0.21733, "Y3": 0.1518, "X4": 0.116, "Y4": 0.1518, "page": 0, "Index": 19}, {"Word": "subject", "Confidence": 0.835, "X1": 0.22267, "Y1": 0.1362, "X2": 0.296, "Y2": 0.136, "X3": 0.296, "Y3": 0.1518, "X4": 0.22267, "Y4": 0.1518, "page": 0, "Index": 20}, {"Word": "matter", "Confidence": 0.983, "X1": 0.3, "Y1": 0.1362, "X2": 0.36267, "Y2": 0.136, "X3": 0.36267, "Y3": 0.1518, "X4": 0.3, "Y4": 0.1518, "page": 0, "Index": 21}, {"Word": "common", "Confidence": 0.317, "X1": 0.36933, "Y1": 0.1362, "X2": 0.432, "Y2": 0.136, "X3": 0.432, "Y3": 0.1518, "X4": 0.36933, "Y4": 0.1518, "page": 0, "Index": 22}, {"Word": "to", "Confidence": 0.998, "X1": 0.44, "Y1": 0.1352, "X2": 0.46133, "Y2": 0.135, "X3": 0.46133, "Y3": 0.1518, "X4": 0.44, "Y4": 0.1518, "page": 0, "Index": 23}, {"Word": "both", "Confidence": 0.991, "X1": 0.468, "Y1": 0.1352, "X2": 0.51067, "Y2": 0.135, "X3": 0.51067, "Y3": 0.1518, "X4": 0.468, "Y4": 0.1518, "page": 0, "Index": 24}, {"Word": "parties", "Confidence": 0.991, "X1": 0.51733, "Y1": 0.1352, "X2": 0.59067, "Y2": 0.135, "X3": 0.58933, "Y3": 0.1518, "X4": 0.51733, "Y4": 0.1518, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.959, "X1": 0.59467, "Y1": 0.1352, "X2": 0.62933, "Y2": 0.135, "X3": 0.62933, "Y3": 0.1518, "X4": 0.59467, "Y4": 0.1518, "page": 0, "Index": 26}, {"Word": "to", "Confidence": 0.998, "X1": 0.63733, "Y1": 0.1352, "X2": 0.66, "Y2": 0.135, "X3": 0.65867, "Y3": 0.1518, "X4": 0.636, "Y4": 0.1518, "page": 0, "Index": 27}, {"Word": "invention", "Confidence": 0.991, "X1": 0.55733, "Y1": 0.1632, "X2": 0.648, "Y2": 0.163, "X3": 0.648, "Y3": 0.1778, "X4": 0.55733, "Y4": 0.1788, "page": 0, "Index": 28}, {"Word": "in", "Confidence": 0.991, "X1": 0.65733, "Y1": 0.1632, "X2": 0.67867, "Y2": 0.163, "X3": 0.67867, "Y3": 0.1778, "X4": 0.65733, "Y4": 0.1778, "page": 0, "Index": 29}, {"Word": ".", "Confidence": 0.235, "X1": 0.68533, "Y1": 0.1632, "X2": 0.69333, "Y2": 0.163, "X3": 0.692, "Y3": 0.1778, "X4": 0.68533, "Y4": 0.1778, "page": 0, "Index": 30}, {"Word": "permit", "Confidence": 0.808, "X1": 0.11467, "Y1": 0.1652, "X2": 0.17867, "Y2": 0.165, "X3": 0.17867, "Y3": 0.1798, "X4": 0.116, "Y4": 0.1798, "page": 0, "Index": 31}, {"Word": "such", "Confidence": 0.952, "X1": 0.184, "Y1": 0.1642, "X2": 0.224, "Y2": 0.164, "X3": 0.22533, "Y3": 0.1798, "X4": 0.18533, "Y4": 0.1798, "page": 0, "Index": 32}, {"Word": "a", "Confidence": 0.932, "X1": 0.23333, "Y1": 0.1642, "X2": 0.24533, "Y2": 0.164, "X3": 0.24533, "Y3": 0.1798, "X4": 0.23333, "Y4": 0.1798, "page": 0, "Index": 33}, {"Word": "determination", "Confidence": 0.9, "X1": 0.252, "Y1": 0.1632, "X2": 0.38267, "Y2": 0.163, "X3": 0.38267, "Y3": 0.1798, "X4": 0.25333, "Y4": 0.1798, "page": 0, "Index": 34}, {"Word": "to", "Confidence": 0.998, "X1": 0.39067, "Y1": 0.1632, "X2": 0.41333, "Y2": 0.163, "X3": 0.41333, "Y3": 0.1798, "X4": 0.392, "Y4": 0.1798, "page": 0, "Index": 35}, {"Word": "encompass", "Confidence": 0.857, "X1": 0.42, "Y1": 0.1632, "X2": 0.51067, "Y2": 0.163, "X3": 0.51067, "Y3": 0.1788, "X4": 0.42, "Y4": 0.1798, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.998, "X1": 0.51867, "Y1": 0.1632, "X2": 0.55067, "Y2": 0.163, "X3": 0.55067, "Y3": 0.1788, "X4": 0.51733, "Y4": 0.1788, "page": 0, "Index": 37}, {"Word": "its", "Confidence": 0.628, "X1": 0.11733, "Y1": 0.1922, "X2": 0.148, "Y2": 0.192, "X3": 0.14667, "Y3": 0.2068, "X4": 0.11733, "Y4": 0.2068, "page": 0, "Index": 38}, {"Word": "broadest", "Confidence": 0.992, "X1": 0.15467, "Y1": 0.1922, "X2": 0.236, "Y2": 0.192, "X3": 0.236, "Y3": 0.2068, "X4": 0.15333, "Y4": 0.2068, "page": 0, "Index": 39}, {"Word": "possible", "Confidence": 0.992, "X1": 0.244, "Y1": 0.1932, "X2": 0.324, "Y2": 0.193, "X3": 0.324, "Y3": 0.2068, "X4": 0.244, "Y4": 0.2068, "page": 0, "Index": 40}, {"Word": "terms.", "Confidence": 0.964, "X1": 0.33333, "Y1": 0.1932, "X2": 0.392, "Y2": 0.193, "X3": 0.392, "Y3": 0.2068, "X4": 0.332, "Y4": 0.2068, "page": 0, "Index": 41}, {"Word": "It", "Confidence": 0.997, "X1": 0.21467, "Y1": 0.2202, "X2": 0.23733, "Y2": 0.22, "X3": 0.23733, "Y3": 0.2358, "X4": 0.21333, "Y4": 0.2358, "page": 0, "Index": 42}, {"Word": "is", "Confidence": 0.955, "X1": 0.24133, "Y1": 0.2202, "X2": 0.26667, "Y2": 0.22, "X3": 0.26533, "Y3": 0.2358, "X4": 0.24133, "Y4": 0.2358, "page": 0, "Index": 43}, {"Word": "respectfully", "Confidence": 0.546, "X1": 0.27067, "Y1": 0.2202, "X2": 0.39333, "Y2": 0.22, "X3": 0.39333, "Y3": 0.2358, "X4": 0.27067, "Y4": 0.2358, "page": 0, "Index": 44}, {"Word": "urged", "Confidence": 0.997, "X1": 0.4, "Y1": 0.2192, "X2": 0.45067, "Y2": 0.219, "X3": 0.45067, "Y3": 0.2358, "X4": 0.39867, "Y4": 0.2358, "page": 0, "Index": 45}, {"Word": "that", "Confidence": 0.991, "X1": 0.46, "Y1": 0.2192, "X2": 0.50133, "Y2": 0.219, "X3": 0.50133, "Y3": 0.2358, "X4": 0.46, "Y4": 0.2358, "page": 0, "Index": 46}, {"Word": "the", "Confidence": 0.997, "X1": 0.508, "Y1": 0.2192, "X2": 0.54133, "Y2": 0.219, "X3": 0.54, "Y3": 0.2358, "X4": 0.508, "Y4": 0.2358, "page": 0, "Index": 47}, {"Word": "broadening", "Confidence": 0.991, "X1": 0.54533, "Y1": 0.2192, "X2": 0.64933, "Y2": 0.219, "X3": 0.64933, "Y3": 0.2348, "X4": 0.54533, "Y4": 0.2358, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.65333, "Y1": 0.2182, "X2": 0.67867, "Y2": 0.218, "X3": 0.67733, "Y3": 0.2348, "X4": 0.65333, "Y4": 0.2348, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.995, "X1": 0.11733, "Y1": 0.2472, "X2": 0.14933, "Y2": 0.247, "X3": 0.148, "Y3": 0.2638, "X4": 0.11733, "Y4": 0.2638, "page": 0, "Index": 50}, {"Word": "subject", "Confidence": 0.635, "X1": 0.156, "Y1": 0.2472, "X2": 0.22667, "Y2": 0.247, "X3": 0.22667, "Y3": 0.2638, "X4": 0.15467, "Y4": 0.2638, "page": 0, "Index": 51}, {"Word": "matter", "Confidence": 0.886, "X1": 0.232, "Y1": 0.2472, "X2": 0.29467, "Y2": 0.247, "X3": 0.29467, "Y3": 0.2638, "X4": 0.232, "Y4": 0.2638, "page": 0, "Index": 52}, {"Word": "to", "Confidence": 0.998, "X1": 0.30267, "Y1": 0.2472, "X2": 0.32533, "Y2": 0.247, "X3": 0.32533, "Y3": 0.2638, "X4": 0.30267, "Y4": 0.2638, "page": 0, "Index": 53}, {"Word": "include", "Confidence": 0.885, "X1": 0.33067, "Y1": 0.2472, "X2": 0.404, "Y2": 0.247, "X3": 0.404, "Y3": 0.2638, "X4": 0.33067, "Y4": 0.2638, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.971, "X1": 0.41067, "Y1": 0.2472, "X2": 0.444, "Y2": 0.247, "X3": 0.444, "Y3": 0.2638, "X4": 0.40933, "Y4": 0.2638, "page": 0, "Index": 55}, {"Word": "proposed", "Confidence": 0.809, "X1": 0.448, "Y1": 0.2462, "X2": 0.53067, "Y2": 0.246, "X3": 0.53067, "Y3": 0.2628, "X4": 0.448, "Y4": 0.2638, "page": 0, "Index": 56}, {"Word": "counts", "Confidence": 0.902, "X1": 0.53467, "Y1": 0.2462, "X2": 0.6, "Y2": 0.246, "X3": 0.6, "Y3": 0.2628, "X4": 0.536, "Y4": 0.2628, "page": 0, "Index": 57}, {"Word": "is", "Confidence": 0.676, "X1": 0.60533, "Y1": 0.2462, "X2": 0.62933, "Y2": 0.246, "X3": 0.62933, "Y3": 0.2628, "X4": 0.60667, "Y4": 0.2628, "page": 0, "Index": 58}, {"Word": "necessary", "Confidence": 0.942, "X1": 0.11467, "Y1": 0.2762, "X2": 0.20667, "Y2": 0.276, "X3": 0.20533, "Y3": 0.2908, "X4": 0.11333, "Y4": 0.2908, "page": 0, "Index": 59}, {"Word": "in", "Confidence": 0.998, "X1": 0.21333, "Y1": 0.2762, "X2": 0.236, "Y2": 0.276, "X3": 0.23467, "Y3": 0.2918, "X4": 0.21333, "Y4": 0.2918, "page": 0, "Index": 60}, {"Word": "order", "Confidence": 0.997, "X1": 0.24133, "Y1": 0.2762, "X2": 0.29333, "Y2": 0.276, "X3": 0.29333, "Y3": 0.2918, "X4": 0.24133, "Y4": 0.2918, "page": 0, "Index": 61}, {"Word": "to", "Confidence": 0.997, "X1": 0.30267, "Y1": 0.2752, "X2": 0.32533, "Y2": 0.275, "X3": 0.32533, "Y3": 0.2918, "X4": 0.30267, "Y4": 0.2918, "page": 0, "Index": 62}, {"Word": "provide", "Confidence": 0.626, "X1": 0.32933, "Y1": 0.2752, "X2": 0.40267, "Y2": 0.275, "X3": 0.40267, "Y3": 0.2918, "X4": 0.32933, "Y4": 0.2918, "page": 0, "Index": 63}, {"Word": "an", "Confidence": 0.998, "X1": 0.40933, "Y1": 0.2752, "X2": 0.43067, "Y2": 0.275, "X3": 0.43067, "Y3": 0.2918, "X4": 0.40933, "Y4": 0.2918, "page": 0, "Index": 64}, {"Word": "equitable", "Confidence": 0.619, "X1": 0.43867, "Y1": 0.2742, "X2": 0.53067, "Y2": 0.274, "X3": 0.53067, "Y3": 0.2918, "X4": 0.43867, "Y4": 0.2918, "page": 0, "Index": 65}, {"Word": "and", "Confidence": 0.998, "X1": 0.536, "Y1": 0.2742, "X2": 0.56933, "Y2": 0.274, "X3": 0.57067, "Y3": 0.2908, "X4": 0.53733, "Y4": 0.2918, "page": 0, "Index": 66}, {"Word": "proper", "Confidence": 0.969, "X1": 0.576, "Y1": 0.2742, "X2": 0.63733, "Y2": 0.274, "X3": 0.63867, "Y3": 0.2908, "X4": 0.576, "Y4": 0.2908, "page": 0, "Index": 67}, {"Word": "basis", "Confidence": 0.995, "X1": 0.644, "Y1": 0.2742, "X2": 0.696, "Y2": 0.274, "X3": 0.69733, "Y3": 0.2908, "X4": 0.644, "Y4": 0.2908, "page": 0, "Index": 68}, {"Word": "therein.", "Confidence": 0.957, "X1": 0.624, "Y1": 0.3012, "X2": 0.70667, "Y2": 0.301, "X3": 0.70667, "Y3": 0.3168, "X4": 0.624, "Y4": 0.3188, "page": 0, "Index": 69}, {"Word": "for", "Confidence": 0.998, "X1": 0.11733, "Y1": 0.3032, "X2": 0.148, "Y2": 0.303, "X3": 0.148, "Y3": 0.3198, "X4": 0.11733, "Y4": 0.3198, "page": 0, "Index": 70}, {"Word": "determining", "Confidence": 0.9, "X1": 0.15333, "Y1": 0.3022, "X2": 0.26667, "Y2": 0.302, "X3": 0.26667, "Y3": 0.3198, "X4": 0.152, "Y4": 0.3198, "page": 0, "Index": 71}, {"Word": "priority", "Confidence": 0.907, "X1": 0.272, "Y1": 0.3022, "X2": 0.35333, "Y2": 0.302, "X3": 0.35333, "Y3": 0.3198, "X4": 0.272, "Y4": 0.3198, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.35867, "Y1": 0.3022, "X2": 0.384, "Y2": 0.302, "X3": 0.384, "Y3": 0.3198, "X4": 0.35867, "Y4": 0.3198, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.849, "X1": 0.38933, "Y1": 0.3022, "X2": 0.42267, "Y2": 0.302, "X3": 0.42267, "Y3": 0.3198, "X4": 0.38933, "Y4": 0.3198, "page": 0, "Index": 74}, {"Word": "invention", "Confidence": 0.994, "X1": 0.428, "Y1": 0.3012, "X2": 0.52, "Y2": 0.301, "X3": 0.52, "Y3": 0.3198, "X4": 0.428, "Y4": 0.3198, "page": 0, "Index": 75}, {"Word": "set", "Confidence": 0.82, "X1": 0.52533, "Y1": 0.3012, "X2": 0.56, "Y2": 0.301, "X3": 0.56133, "Y3": 0.3188, "X4": 0.52533, "Y4": 0.3198, "page": 0, "Index": 76}, {"Word": "forth", "Confidence": 0.994, "X1": 0.56533, "Y1": 0.3012, "X2": 0.61867, "Y2": 0.301, "X3": 0.62, "Y3": 0.3188, "X4": 0.56533, "Y4": 0.3188, "page": 0, "Index": 77}, {"Word": "Respectfully", "Confidence": 0.989, "X1": 0.43867, "Y1": 0.3412, "X2": 0.56, "Y2": 0.341, "X3": 0.56, "Y3": 0.3578, "X4": 0.44, "Y4": 0.3598, "page": 0, "Index": 78}, {"Word": "submitted,", "Confidence": 0.826, "X1": 0.56533, "Y1": 0.3422, "X2": 0.66667, "Y2": 0.342, "X3": 0.66533, "Y3": 0.3598, "X4": 0.56533, "Y4": 0.3578, "page": 0, "Index": 79}, {"Word": "Watson,", "Confidence": 0.247, "X1": 0.41467, "Y1": 0.3572, "X2": 0.49867, "Y2": 0.357, "X3": 0.49733, "Y3": 0.3798, "X4": 0.41333, "Y4": 0.3818, "page": 0, "Index": 80}, {"Word": "hemmentre", "Confidence": 0.091, "X1": 0.50533, "Y1": 0.3562, "X2": 0.63867, "Y2": 0.356, "X3": 0.63733, "Y3": 0.3798, "X4": 0.504, "Y4": 0.3798, "page": 0, "Index": 81}, {"Word": "Kiltin", "Confidence": 0.375, "X1": 0.644, "Y1": 0.3562, "X2": 0.72533, "Y2": 0.356, "X3": 0.72533, "Y3": 0.3798, "X4": 0.644, "Y4": 0.3798, "page": 0, "Index": 82}, {"Word": "Attorney", "Confidence": 0.906, "X1": 0.43733, "Y1": 0.4142, "X2": 0.51867, "Y2": 0.414, "X3": 0.51867, "Y3": 0.4308, "X4": 0.43867, "Y4": 0.4308, "page": 0, "Index": 83}, {"Word": "for", "Confidence": 0.998, "X1": 0.52667, "Y1": 0.4152, "X2": 0.55867, "Y2": 0.415, "X3": 0.55867, "Y3": 0.4308, "X4": 0.52667, "Y4": 0.4308, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.967, "X1": 0.56667, "Y1": 0.4152, "X2": 0.59867, "Y2": 0.415, "X3": 0.59867, "Y3": 0.4308, "X4": 0.56667, "Y4": 0.4308, "page": 0, "Index": 85}, {"Word": "Party", "Confidence": 0.994, "X1": 0.60533, "Y1": 0.4172, "X2": 0.65867, "Y2": 0.417, "X3": 0.65867, "Y3": 0.4318, "X4": 0.604, "Y4": 0.4308, "page": 0, "Index": 86}, {"Word": "Seligman", "Confidence": 0.991, "X1": 0.476, "Y1": 0.4302, "X2": 0.55733, "Y2": 0.43, "X3": 0.55733, "Y3": 0.4448, "X4": 0.47867, "Y4": 0.4458, "page": 0, "Index": 87}, {"Word": "and", "Confidence": 0.998, "X1": 0.56533, "Y1": 0.4312, "X2": 0.59733, "Y2": 0.431, "X3": 0.59733, "Y3": 0.4448, "X4": 0.56533, "Y4": 0.4448, "page": 0, "Index": 88}, {"Word": "Long", "Confidence": 0.991, "X1": 0.60267, "Y1": 0.4312, "X2": 0.64667, "Y2": 0.431, "X3": 0.64533, "Y3": 0.4458, "X4": 0.60267, "Y4": 0.4448, "page": 0, "Index": 89}, {"Word": "New", "Confidence": 0.872, "X1": 0.11467, "Y1": 0.4872, "X2": 0.14667, "Y2": 0.487, "X3": 0.14533, "Y3": 0.5018, "X4": 0.11467, "Y4": 0.5018, "page": 0, "Index": 90}, {"Word": "York", "Confidence": 0.989, "X1": 0.15467, "Y1": 0.4872, "X2": 0.19467, "Y2": 0.487, "X3": 0.19467, "Y3": 0.5018, "X4": 0.15333, "Y4": 0.5018, "page": 0, "Index": 91}, {"Word": "17,", "Confidence": 0.998, "X1": 0.20267, "Y1": 0.4872, "X2": 0.236, "Y2": 0.487, "X3": 0.236, "Y3": 0.5018, "X4": 0.20267, "Y4": 0.5018, "page": 0, "Index": 92}, {"Word": "Now", "Confidence": 0.953, "X1": 0.24, "Y1": 0.4872, "X2": 0.27333, "Y2": 0.487, "X3": 0.272, "Y3": 0.5018, "X4": 0.24, "Y4": 0.5018, "page": 0, "Index": 93}, {"Word": "York", "Confidence": 0.991, "X1": 0.28133, "Y1": 0.4872, "X2": 0.32133, "Y2": 0.487, "X3": 0.32133, "Y3": 0.5018, "X4": 0.28, "Y4": 0.5018, "page": 0, "Index": 94}, {"Word": "June", "Confidence": 0.925, "X1": 0.116, "Y1": 0.5012, "X2": 0.156, "Y2": 0.501, "X3": 0.156, "Y3": 0.5148, "X4": 0.116, "Y4": 0.5158, "page": 0, "Index": 95}, {"Word": "17,", "Confidence": 0.965, "X1": 0.164, "Y1": 0.5012, "X2": 0.19733, "Y2": 0.501, "X3": 0.19733, "Y3": 0.5148, "X4": 0.164, "Y4": 0.5148, "page": 0, "Index": 96}, {"Word": "1964", "Confidence": 0.987, "X1": 0.204, "Y1": 0.5012, "X2": 0.244, "Y2": 0.501, "X3": 0.24267, "Y3": 0.5148, "X4": 0.20267, "Y4": 0.5148, "page": 0, "Index": 97}, {"Word": "It", "Confidence": 0.997, "X1": 0.21333, "Y1": 0.5562, "X2": 0.236, "Y2": 0.556, "X3": 0.23467, "Y3": 0.5728, "X4": 0.212, "Y4": 0.5728, "page": 0, "Index": 98}, {"Word": "is", "Confidence": 0.901, "X1": 0.24133, "Y1": 0.5562, "X2": 0.26533, "Y2": 0.556, "X3": 0.264, "Y3": 0.5728, "X4": 0.24133, "Y4": 0.5728, "page": 0, "Index": 99}, {"Word": "hereby", "Confidence": 0.642, "X1": 0.26933, "Y1": 0.5562, "X2": 0.33467, "Y2": 0.556, "X3": 0.33333, "Y3": 0.5728, "X4": 0.26933, "Y4": 0.5728, "page": 0, "Index": 100}, {"Word": "certified", "Confidence": 0.673, "X1": 0.33867, "Y1": 0.5562, "X2": 0.43067, "Y2": 0.556, "X3": 0.43067, "Y3": 0.5728, "X4": 0.33867, "Y4": 0.5728, "page": 0, "Index": 101}, {"Word": "that", "Confidence": 0.986, "X1": 0.43867, "Y1": 0.5562, "X2": 0.48133, "Y2": 0.556, "X3": 0.48133, "Y3": 0.5728, "X4": 0.43867, "Y4": 0.5728, "page": 0, "Index": 102}, {"Word": "a", "Confidence": 0.995, "X1": 0.48533, "Y1": 0.5562, "X2": 0.49867, "Y2": 0.556, "X3": 0.49867, "Y3": 0.5728, "X4": 0.48533, "Y4": 0.5728, "page": 0, "Index": 103}, {"Word": "copy", "Confidence": 0.987, "X1": 0.50533, "Y1": 0.5562, "X2": 0.55067, "Y2": 0.556, "X3": 0.55067, "Y3": 0.5728, "X4": 0.50533, "Y4": 0.5728, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.55467, "Y1": 0.5562, "X2": 0.58, "Y2": 0.556, "X3": 0.58, "Y3": 0.5728, "X4": 0.55467, "Y4": 0.5728, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.58533, "Y1": 0.5562, "X2": 0.61867, "Y2": 0.556, "X3": 0.61867, "Y3": 0.5718, "X4": 0.58533, "Y4": 0.5728, "page": 0, "Index": 106}, {"Word": "fore-", "Confidence": 0.747, "X1": 0.624, "Y1": 0.5552, "X2": 0.67867, "Y2": 0.555, "X3": 0.67867, "Y3": 0.5718, "X4": 0.624, "Y4": 0.5718, "page": 0, "Index": 107}, {"Word": "going", "Confidence": 0.916, "X1": 0.11467, "Y1": 0.5872, "X2": 0.168, "Y2": 0.587, "X3": 0.168, "Y3": 0.6018, "X4": 0.11467, "Y4": 0.6008, "page": 0, "Index": 108}, {"Word": "motion", "Confidence": 0.996, "X1": 0.172, "Y1": 0.5862, "X2": 0.236, "Y2": 0.586, "X3": 0.23467, "Y3": 0.6018, "X4": 0.172, "Y4": 0.6018, "page": 0, "Index": 109}, {"Word": "has", "Confidence": 0.998, "X1": 0.24, "Y1": 0.5852, "X2": 0.27467, "Y2": 0.585, "X3": 0.27467, "Y3": 0.6018, "X4": 0.24, "Y4": 0.6018, "page": 0, "Index": 110}, {"Word": "been", "Confidence": 0.861, "X1": 0.27867, "Y1": 0.5852, "X2": 0.324, "Y2": 0.585, "X3": 0.324, "Y3": 0.6018, "X4": 0.27867, "Y4": 0.6018, "page": 0, "Index": 111}, {"Word": "forwarded", "Confidence": 0.886, "X1": 0.32933, "Y1": 0.5842, "X2": 0.42267, "Y2": 0.584, "X3": 0.42133, "Y3": 0.6018, "X4": 0.32933, "Y4": 0.6018, "page": 0, "Index": 112}, {"Word": "by", "Confidence": 0.998, "X1": 0.42667, "Y1": 0.5842, "X2": 0.45067, "Y2": 0.584, "X3": 0.45067, "Y3": 0.6018, "X4": 0.42667, "Y4": 0.6018, "page": 0, "Index": 113}, {"Word": "first-class", "Confidence": 0.836, "X1": 0.45733, "Y1": 0.5842, "X2": 0.568, "Y2": 0.584, "X3": 0.568, "Y3": 0.6008, "X4": 0.45733, "Y4": 0.6018, "page": 0, "Index": 114}, {"Word": "mail", "Confidence": 0.782, "X1": 0.57467, "Y1": 0.5842, "X2": 0.61733, "Y2": 0.584, "X3": 0.61733, "Y3": 0.6008, "X4": 0.57333, "Y4": 0.6008, "page": 0, "Index": 115}, {"Word": "on", "Confidence": 0.997, "X1": 0.624, "Y1": 0.5842, "X2": 0.648, "Y2": 0.584, "X3": 0.64667, "Y3": 0.6008, "X4": 0.62267, "Y4": 0.6008, "page": 0, "Index": 116}, {"Word": "the", "Confidence": 0.998, "X1": 0.65333, "Y1": 0.5842, "X2": 0.68667, "Y2": 0.584, "X3": 0.68667, "Y3": 0.6008, "X4": 0.65333, "Y4": 0.6008, "page": 0, "Index": 117}, {"Word": "date", "Confidence": 0.649, "X1": 0.11467, "Y1": 0.6132, "X2": 0.15733, "Y2": 0.613, "X3": 0.156, "Y3": 0.6278, "X4": 0.11467, "Y4": 0.6278, "page": 0, "Index": 118}, {"Word": "hercof", "Confidence": 0.644, "X1": 0.16133, "Y1": 0.6132, "X2": 0.22533, "Y2": 0.613, "X3": 0.22533, "Y3": 0.6278, "X4": 0.16133, "Y4": 0.6278, "page": 0, "Index": 119}, {"Word": "to", "Confidence": 0.998, "X1": 0.232, "Y1": 0.6132, "X2": 0.256, "Y2": 0.613, "X3": 0.25467, "Y3": 0.6278, "X4": 0.23067, "Y4": 0.6278, "page": 0, "Index": 120}, {"Word": "Pennie,", "Confidence": 0.722, "X1": 0.26, "Y1": 0.6122, "X2": 0.33467, "Y2": 0.612, "X3": 0.33467, "Y3": 0.6278, "X4": 0.26, "Y4": 0.6278, "page": 0, "Index": 121}, {"Word": "and", "Confidence": 0.998, "X1": 0.57467, "Y1": 0.6112, "X2": 0.608, "Y2": 0.611, "X3": 0.608, "Y3": 0.6278, "X4": 0.57467, "Y4": 0.6288, "page": 0, "Index": 122}, {"Word": "Adams,", "Confidence": 0.85, "X1": 0.61333, "Y1": 0.6112, "X2": 0.676, "Y2": 0.611, "X3": 0.676, "Y3": 0.6278, "X4": 0.612, "Y4": 0.6278, "page": 0, "Index": 123}, {"Word": "Edmonds,", "Confidence": 0.907, "X1": 0.33867, "Y1": 0.6122, "X2": 0.42133, "Y2": 0.612, "X3": 0.42133, "Y3": 0.6288, "X4": 0.33867, "Y4": 0.6278, "page": 0, "Index": 124}, {"Word": "Morton,", "Confidence": 0.805, "X1": 0.42533, "Y1": 0.6122, "X2": 0.50133, "Y2": 0.612, "X3": 0.50133, "Y3": 0.6288, "X4": 0.42533, "Y4": 0.6288, "page": 0, "Index": 125}, {"Word": "Taylor", "Confidence": 0.993, "X1": 0.50533, "Y1": 0.6112, "X2": 0.568, "Y2": 0.611, "X3": 0.568, "Y3": 0.6288, "X4": 0.50533, "Y4": 0.6288, "page": 0, "Index": 126}, {"Word": "330", "Confidence": 0.975, "X1": 0.116, "Y1": 0.6412, "X2": 0.14667, "Y2": 0.641, "X3": 0.14667, "Y3": 0.6558, "X4": 0.11467, "Y4": 0.6548, "page": 0, "Index": 127}, {"Word": "Madison", "Confidence": 0.81, "X1": 0.152, "Y1": 0.6412, "X2": 0.22533, "Y2": 0.641, "X3": 0.22533, "Y3": 0.6558, "X4": 0.15067, "Y4": 0.6558, "page": 0, "Index": 128}, {"Word": "Avenue,", "Confidence": 0.991, "X1": 0.23067, "Y1": 0.6402, "X2": 0.304, "Y2": 0.64, "X3": 0.30267, "Y3": 0.6558, "X4": 0.22933, "Y4": 0.6558, "page": 0, "Index": 129}, {"Word": "New", "Confidence": 0.994, "X1": 0.308, "Y1": 0.6402, "X2": 0.34267, "Y2": 0.64, "X3": 0.34133, "Y3": 0.6558, "X4": 0.308, "Y4": 0.6558, "page": 0, "Index": 130}, {"Word": "York", "Confidence": 0.989, "X1": 0.34933, "Y1": 0.6402, "X2": 0.39067, "Y2": 0.64, "X3": 0.39067, "Y3": 0.6558, "X4": 0.34933, "Y4": 0.6558, "page": 0, "Index": 131}, {"Word": "17,", "Confidence": 0.807, "X1": 0.39867, "Y1": 0.6402, "X2": 0.432, "Y2": 0.64, "X3": 0.432, "Y3": 0.6568, "X4": 0.39867, "Y4": 0.6558, "page": 0, "Index": 132}, {"Word": "New", "Confidence": 0.602, "X1": 0.436, "Y1": 0.6402, "X2": 0.46933, "Y2": 0.64, "X3": 0.46933, "Y3": 0.6568, "X4": 0.436, "Y4": 0.6568, "page": 0, "Index": 133}, {"Word": "York,", "Confidence": 0.997, "X1": 0.476, "Y1": 0.6392, "X2": 0.53067, "Y2": 0.639, "X3": 0.53067, "Y3": 0.6568, "X4": 0.476, "Y4": 0.6568, "page": 0, "Index": 134}, {"Word": "attorney", "Confidence": 0.991, "X1": 0.53467, "Y1": 0.6392, "X2": 0.61733, "Y2": 0.639, "X3": 0.61867, "Y3": 0.6568, "X4": 0.53467, "Y4": 0.6568, "page": 0, "Index": 135}, {"Word": "for", "Confidence": 0.998, "X1": 0.624, "Y1": 0.6382, "X2": 0.656, "Y2": 0.638, "X3": 0.65733, "Y3": 0.6568, "X4": 0.624, "Y4": 0.6568, "page": 0, "Index": 136}, {"Word": "the", "Confidence": 0.995, "X1": 0.11867, "Y1": 0.6692, "X2": 0.14667, "Y2": 0.669, "X3": 0.14667, "Y3": 0.6848, "X4": 0.11867, "Y4": 0.6858, "page": 0, "Index": 137}, {"Word": "party", "Confidence": 0.993, "X1": 0.152, "Y1": 0.6682, "X2": 0.20533, "Y2": 0.668, "X3": 0.20533, "Y3": 0.6838, "X4": 0.152, "Y4": 0.6848, "page": 0, "Index": 138}, {"Word": "Irby", "Confidence": 0.963, "X1": 0.21333, "Y1": 0.6682, "X2": 0.25467, "Y2": 0.668, "X3": 0.25467, "Y3": 0.6838, "X4": 0.21333, "Y4": 0.6838, "page": 0, "Index": 139}, {"Word": "and", "Confidence": 0.998, "X1": 0.26133, "Y1": 0.6682, "X2": 0.29467, "Y2": 0.668, "X3": 0.29467, "Y3": 0.6828, "X4": 0.26133, "Y4": 0.6828, "page": 0, "Index": 140}, {"Word": "llarlow.", "Confidence": 0.676, "X1": 0.29867, "Y1": 0.6682, "X2": 0.372, "Y2": 0.668, "X3": 0.37333, "Y3": 0.6828, "X4": 0.3, "Y4": 0.6828, "page": 0, "Index": 141}]}	"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"
ffxw0136	2	{"lines_data": [{"Word": "flavoring agent other than the menthol which is adsorbed", "Confidence": 0.95589, "X1": 0.11467, "Y1": 0.0702, "X2": 0.66933, "Y2": 0.07, "X3": 0.66933, "Y3": 0.0878, "X4": 0.11467, "Y4": 0.0898, "page": 0}, {"Word": "thereby whereby the menthol is selectively eluted by the", "Confidence": 0.95511, "X1": 0.116, "Y1": 0.0992, "X2": 0.67067, "Y2": 0.099, "X3": 0.67067, "Y3": 0.1168, "X4": 0.116, "Y4": 0.1168, "page": 0}, {"Word": "smoke and there is not significant release of the menthol", "Confidence": 0.9283, "X1": 0.112, "Y1": 0.1272, "X2": 0.676, "Y2": 0.127, "X3": 0.676, "Y3": 0.1428, "X4": 0.112, "Y4": 0.1438, "page": 0}, {"Word": "from the adsorptive material by volatilization.", "Confidence": 0.96417, "X1": 0.11733, "Y1": 0.1552, "X2": 0.57867, "Y2": 0.155, "X3": 0.57867, "Y3": 0.1718, "X4": 0.11733, "Y4": 0.1718, "page": 0}, {"Word": "This Motion is accompanied by a proposed amend-", "Confidence": 0.90787, "X1": 0.20667, "Y1": 0.1822, "X2": 0.676, "Y2": 0.182, "X3": 0.676, "Y3": 0.2008, "X4": 0.20667, "Y4": 0.2018, "page": 0}, {"Word": "ment adding the above counts as claims to the moving party's", "Confidence": 0.97245, "X1": 0.11333, "Y1": 0.2112, "X2": 0.70533, "Y2": 0.211, "X3": 0.70533, "Y3": 0.2288, "X4": 0.11333, "Y4": 0.2298, "page": 0}, {"Word": "application. The purpose of this Motion is to establish", "Confidence": 0.82144, "X1": 0.11333, "Y1": 0.2392, "X2": 0.66933, "Y2": 0.239, "X3": 0.66933, "Y3": 0.2568, "X4": 0.11333, "Y4": 0.2578, "page": 0}, {"Word": "clearly on the record the claim of this party to each and", "Confidence": 0.988, "X1": 0.11333, "Y1": 0.2672, "X2": 0.67867, "Y2": 0.267, "X3": 0.67867, "Y3": 0.2848, "X4": 0.11333, "Y4": 0.2848, "page": 0}, {"Word": ". ...", "Confidence": 0.91, "X1": 0.32667, "Y1": 0.2892, "X2": 0.364, "Y2": 0.289, "X3": 0.36533, "Y3": 0.2998, "X4": 0.328, "Y4": 0.2988, "page": 0}, {"Word": "every part of the common patentable subject matter of the", "Confidence": 0.9155, "X1": 0.11467, "Y1": 0.2952, "X2": 0.67867, "Y2": 0.295, "X3": 0.67867, "Y3": 0.3128, "X4": 0.11467, "Y4": 0.3148, "page": 0}, {"Word": "applications involved herein.", "Confidence": 0.87067, "X1": 0.11333, "Y1": 0.3242, "X2": 0.39867, "Y2": 0.324, "X3": 0.39867, "Y3": 0.3408, "X4": 0.11333, "Y4": 0.3418, "page": 0}, {"Word": "Proposed Count A is believed to be patentable", "Confidence": 0.89863, "X1": 0.21067, "Y1": 0.3522, "X2": 0.66133, "Y2": 0.352, "X3": 0.66133, "Y3": 0.3688, "X4": 0.21067, "Y4": 0.3698, "page": 0}, {"Word": "over all prior art of record in the two applications", "Confidence": 0.9573, "X1": 0.11333, "Y1": 0.3792, "X2": 0.628, "Y2": 0.379, "X3": 0.628, "Y3": 0.3978, "X4": 0.11333, "Y4": 0.3978, "page": 0}, {"Word": "involved herein for the same reasons that the present", "Confidence": 0.90689, "X1": 0.11333, "Y1": 0.4072, "X2": 0.63733, "Y2": 0.407, "X3": 0.63733, "Y3": 0.4248, "X4": 0.11333, "Y4": 0.4238, "page": 0}, {"Word": "counts have been found to be patontable over the prior", "Confidence": 0.9569, "X1": 0.11333, "Y1": 0.4362, "X2": 0.64667, "Y2": 0.436, "X3": 0.64667, "Y3": 0.4518, "X4": 0.11333, "Y4": 0.4528, "page": 0}, {"Word": "art. Proposed Count A is needed in order to broaden the", "Confidence": 0.94891, "X1": 0.112, "Y1": 0.4632, "X2": 0.66667, "Y2": 0.463, "X3": 0.66667, "Y3": 0.4788, "X4": 0.112, "Y4": 0.4798, "page": 0}, {"Word": "present count, slightly, by eliminating the requirement", "Confidence": 0.89029, "X1": 0.11333, "Y1": 0.4912, "X2": 0.65733, "Y2": 0.491, "X3": 0.65733, "Y3": 0.5068, "X4": 0.11333, "Y4": 0.5088, "page": 0}, {"Word": "that the count be directed to a cigarette. The essence", "Confidence": 0.955, "X1": 0.10933, "Y1": 0.5192, "X2": 0.656, "Y2": 0.519, "X3": 0.656, "Y3": 0.5348, "X4": 0.10933, "Y4": 0.5368, "page": 0}, {"Word": "of the present invention is the presence of adsorbed", "Confidence": 0.96267, "X1": 0.112, "Y1": 0.5452, "X2": 0.62933, "Y2": 0.545, "X3": 0.62933, "Y3": 0.5628, "X4": 0.112, "Y4": 0.5658, "page": 0}, {"Word": "flavorant on carbon in a filter for tobacco smoke and", "Confidence": 0.945, "X1": 0.112, "Y1": 0.5752, "X2": 0.63733, "Y2": 0.575, "X3": 0.63733, "Y3": 0.5908, "X4": 0.112, "Y4": 0.5928, "page": 0}, {"Word": "proposed Count A sets forth all of the essential ingred-", "Confidence": 0.9089, "X1": 0.112, "Y1": 0.6022, "X2": 0.668, "Y2": 0.602, "X3": 0.668, "Y3": 0.6188, "X4": 0.112, "Y4": 0.6218, "page": 0}, {"Word": "iente of the present invention in a manner which provides", "Confidence": 0.9559, "X1": 0.11333, "Y1": 0.6302, "X2": 0.676, "Y2": 0.63, "X3": 0.676, "Y3": 0.6468, "X4": 0.11333, "Y4": 0.6488, "page": 0}, {"Word": "slightly broader coverage. Proposed Count A is slightly", "Confidence": 0.8815, "X1": 0.112, "Y1": 0.6582, "X2": 0.66533, "Y2": 0.658, "X3": 0.66533, "Y3": 0.6758, "X4": 0.112, "Y4": 0.6788, "page": 0}, {"Word": "broader than the original claim 1 which was presented in", "Confidence": 0.9328, "X1": 0.10533, "Y1": 0.6862, "X2": 0.66667, "Y2": 0.686, "X3": 0.66667, "Y3": 0.7038, "X4": 0.10533, "Y4": 0.7058, "page": 0}, {"Word": "the Irby and Harlow application. Proposed Count A differs", "Confidence": 0.98822, "X1": 0.112, "Y1": 0.7152, "X2": 0.68267, "Y2": 0.715, "X3": 0.68267, "Y3": 0.7328, "X4": 0.112, "Y4": 0.7348, "page": 0}, {"Word": "from the present counts of the Interference in that it is", "Confidence": 0.96245, "X1": 0.112, "Y1": 0.7442, "X2": 0.67733, "Y2": 0.744, "X3": 0.67733, "Y3": 0.7608, "X4": 0.112, "Y4": 0.7618, "page": 0}, {"Word": "directed to a filter element and does not set forth any", "Confidence": 0.947, "X1": 0.11067, "Y1": 0.7722, "X2": 0.656, "Y2": 0.772, "X3": 0.656, "Y3": 0.7898, "X4": 0.11067, "Y4": 0.7898, "page": 0}, {"Word": "conditions with regard to the other portions of the smoking", "Confidence": 0.9603, "X1": 0.11067, "Y1": 0.8002, "X2": 0.69467, "Y2": 0.8, "X3": 0.69467, "Y3": 0.8168, "X4": 0.11067, "Y4": 0.8178, "page": 0}, {"Word": "article in which the filter element would be employed.", "Confidence": 0.84644, "X1": 0.10667, "Y1": 0.8262, "X2": 0.64667, "Y2": 0.826, "X3": 0.648, "Y3": 0.8458, "X4": 0.10667, "Y4": 0.8478, "page": 0}], "words_data": [{"Word": "is", "Confidence": 0.997, "X1": 0.556, "Y1": 0.0712, "X2": 0.58, "Y2": 0.071, "X3": 0.57867, "Y3": 0.0878, "X4": 0.55467, "Y4": 0.0878, "page": 0, "Index": 0}, {"Word": "adsorbed", "Confidence": 0.996, "X1": 0.584, "Y1": 0.0712, "X2": 0.66933, "Y2": 0.071, "X3": 0.668, "Y3": 0.0868, "X4": 0.58267, "Y4": 0.0878, "page": 0, "Index": 1}, {"Word": "flavoring", "Confidence": 0.655, "X1": 0.116, "Y1": 0.0722, "X2": 0.20667, "Y2": 0.072, "X3": 0.20667, "Y3": 0.0898, "X4": 0.116, "Y4": 0.0898, "page": 0, "Index": 2}, {"Word": "agent", "Confidence": 0.998, "X1": 0.212, "Y1": 0.0722, "X2": 0.26667, "Y2": 0.072, "X3": 0.26533, "Y3": 0.0898, "X4": 0.21067, "Y4": 0.0898, "page": 0, "Index": 3}, {"Word": "other", "Confidence": 0.991, "X1": 0.27067, "Y1": 0.0722, "X2": 0.324, "Y2": 0.072, "X3": 0.32267, "Y3": 0.0898, "X4": 0.27067, "Y4": 0.0898, "page": 0, "Index": 4}, {"Word": "than", "Confidence": 0.98, "X1": 0.33067, "Y1": 0.0722, "X2": 0.37333, "Y2": 0.072, "X3": 0.372, "Y3": 0.0898, "X4": 0.32933, "Y4": 0.0898, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.998, "X1": 0.37867, "Y1": 0.0722, "X2": 0.412, "Y2": 0.072, "X3": 0.412, "Y3": 0.0898, "X4": 0.37867, "Y4": 0.0898, "page": 0, "Index": 6}, {"Word": "menthol", "Confidence": 0.991, "X1": 0.41733, "Y1": 0.0712, "X2": 0.492, "Y2": 0.071, "X3": 0.49067, "Y3": 0.0888, "X4": 0.416, "Y4": 0.0898, "page": 0, "Index": 7}, {"Word": "which", "Confidence": 0.997, "X1": 0.496, "Y1": 0.0712, "X2": 0.54933, "Y2": 0.071, "X3": 0.548, "Y3": 0.0888, "X4": 0.49467, "Y4": 0.0888, "page": 0, "Index": 8}, {"Word": "thereby", "Confidence": 0.991, "X1": 0.11733, "Y1": 0.1002, "X2": 0.18667, "Y2": 0.1, "X3": 0.18533, "Y3": 0.1168, "X4": 0.116, "Y4": 0.1168, "page": 0, "Index": 9}, {"Word": "whereby", "Confidence": 0.858, "X1": 0.19067, "Y1": 0.1002, "X2": 0.26533, "Y2": 0.1, "X3": 0.26533, "Y3": 0.1178, "X4": 0.19067, "Y4": 0.1178, "page": 0, "Index": 10}, {"Word": "the", "Confidence": 0.994, "X1": 0.27067, "Y1": 0.1002, "X2": 0.30533, "Y2": 0.1, "X3": 0.304, "Y3": 0.1178, "X4": 0.27067, "Y4": 0.1178, "page": 0, "Index": 11}, {"Word": "menthol", "Confidence": 0.955, "X1": 0.31067, "Y1": 0.1002, "X2": 0.38267, "Y2": 0.1, "X3": 0.38267, "Y3": 0.1178, "X4": 0.30933, "Y4": 0.1178, "page": 0, "Index": 12}, {"Word": "is", "Confidence": 0.998, "X1": 0.388, "Y1": 0.1002, "X2": 0.412, "Y2": 0.1, "X3": 0.41067, "Y3": 0.1178, "X4": 0.388, "Y4": 0.1178, "page": 0, "Index": 13}, {"Word": "selectively", "Confidence": 0.958, "X1": 0.41733, "Y1": 0.1002, "X2": 0.52933, "Y2": 0.1, "X3": 0.52933, "Y3": 0.1178, "X4": 0.416, "Y4": 0.1178, "page": 0, "Index": 14}, {"Word": "eluted", "Confidence": 0.846, "X1": 0.53467, "Y1": 0.1002, "X2": 0.59733, "Y2": 0.1, "X3": 0.59733, "Y3": 0.1178, "X4": 0.53333, "Y4": 0.1178, "page": 0, "Index": 15}, {"Word": "by", "Confidence": 0.998, "X1": 0.60267, "Y1": 0.1002, "X2": 0.62933, "Y2": 0.1, "X3": 0.628, "Y3": 0.1168, "X4": 0.60133, "Y4": 0.1178, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.998, "X1": 0.63467, "Y1": 0.1002, "X2": 0.66933, "Y2": 0.1, "X3": 0.668, "Y3": 0.1168, "X4": 0.63333, "Y4": 0.1168, "page": 0, "Index": 17}, {"Word": "smoke", "Confidence": 0.96, "X1": 0.116, "Y1": 0.1292, "X2": 0.168, "Y2": 0.129, "X3": 0.168, "Y3": 0.1438, "X4": 0.11467, "Y4": 0.1438, "page": 0, "Index": 18}, {"Word": "and", "Confidence": 0.998, "X1": 0.17333, "Y1": 0.1282, "X2": 0.20667, "Y2": 0.128, "X3": 0.20667, "Y3": 0.1438, "X4": 0.172, "Y4": 0.1438, "page": 0, "Index": 19}, {"Word": "there", "Confidence": 0.957, "X1": 0.21333, "Y1": 0.1282, "X2": 0.26533, "Y2": 0.128, "X3": 0.26533, "Y3": 0.1438, "X4": 0.212, "Y4": 0.1438, "page": 0, "Index": 20}, {"Word": "is", "Confidence": 0.998, "X1": 0.272, "Y1": 0.1282, "X2": 0.29467, "Y2": 0.128, "X3": 0.29333, "Y3": 0.1438, "X4": 0.27067, "Y4": 0.1438, "page": 0, "Index": 21}, {"Word": "not", "Confidence": 0.991, "X1": 0.29867, "Y1": 0.1282, "X2": 0.33467, "Y2": 0.128, "X3": 0.33333, "Y3": 0.1438, "X4": 0.29867, "Y4": 0.1438, "page": 0, "Index": 22}, {"Word": "significant", "Confidence": 0.936, "X1": 0.34, "Y1": 0.1272, "X2": 0.452, "Y2": 0.127, "X3": 0.452, "Y3": 0.1438, "X4": 0.34, "Y4": 0.1438, "page": 0, "Index": 23}, {"Word": "release", "Confidence": 0.629, "X1": 0.45733, "Y1": 0.1272, "X2": 0.52933, "Y2": 0.127, "X3": 0.52933, "Y3": 0.1438, "X4": 0.456, "Y4": 0.1438, "page": 0, "Index": 24}, {"Word": "of", "Confidence": 0.998, "X1": 0.536, "Y1": 0.1272, "X2": 0.56, "Y2": 0.127, "X3": 0.56, "Y3": 0.1438, "X4": 0.536, "Y4": 0.1438, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.996, "X1": 0.56667, "Y1": 0.1272, "X2": 0.59867, "Y2": 0.127, "X3": 0.59867, "Y3": 0.1438, "X4": 0.56667, "Y4": 0.1438, "page": 0, "Index": 26}, {"Word": "menthol", "Confidence": 0.82, "X1": 0.60267, "Y1": 0.1272, "X2": 0.676, "Y2": 0.127, "X3": 0.676, "Y3": 0.1438, "X4": 0.60267, "Y4": 0.1438, "page": 0, "Index": 27}, {"Word": "from", "Confidence": 0.983, "X1": 0.11867, "Y1": 0.1572, "X2": 0.156, "Y2": 0.157, "X3": 0.156, "Y3": 0.1718, "X4": 0.11867, "Y4": 0.1718, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.164, "Y1": 0.1572, "X2": 0.19733, "Y2": 0.157, "X3": 0.196, "Y3": 0.1728, "X4": 0.16267, "Y4": 0.1728, "page": 0, "Index": 29}, {"Word": "adsorptive", "Confidence": 0.993, "X1": 0.20267, "Y1": 0.1572, "X2": 0.30533, "Y2": 0.157, "X3": 0.304, "Y3": 0.1728, "X4": 0.20133, "Y4": 0.1728, "page": 0, "Index": 30}, {"Word": "material", "Confidence": 0.937, "X1": 0.30933, "Y1": 0.1562, "X2": 0.39333, "Y2": 0.156, "X3": 0.392, "Y3": 0.1728, "X4": 0.30933, "Y4": 0.1728, "page": 0, "Index": 31}, {"Word": "by", "Confidence": 0.998, "X1": 0.39733, "Y1": 0.1562, "X2": 0.42267, "Y2": 0.156, "X3": 0.42133, "Y3": 0.1728, "X4": 0.39733, "Y4": 0.1728, "page": 0, "Index": 32}, {"Word": "volatilization.", "Confidence": 0.876, "X1": 0.42667, "Y1": 0.1562, "X2": 0.57867, "Y2": 0.156, "X3": 0.57867, "Y3": 0.1718, "X4": 0.42667, "Y4": 0.1728, "page": 0, "Index": 33}, {"Word": "This", "Confidence": 0.618, "X1": 0.212, "Y1": 0.1842, "X2": 0.25333, "Y2": 0.184, "X3": 0.25333, "Y3": 0.2008, "X4": 0.212, "Y4": 0.2008, "page": 0, "Index": 34}, {"Word": "Motion", "Confidence": 0.993, "X1": 0.25733, "Y1": 0.1842, "X2": 0.324, "Y2": 0.184, "X3": 0.324, "Y3": 0.2018, "X4": 0.25733, "Y4": 0.2008, "page": 0, "Index": 35}, {"Word": "is", "Confidence": 0.951, "X1": 0.32933, "Y1": 0.1842, "X2": 0.35333, "Y2": 0.184, "X3": 0.35333, "Y3": 0.2018, "X4": 0.328, "Y4": 0.2018, "page": 0, "Index": 36}, {"Word": "accompanied", "Confidence": 0.939, "X1": 0.35867, "Y1": 0.1842, "X2": 0.47067, "Y2": 0.184, "X3": 0.47067, "Y3": 0.2018, "X4": 0.35867, "Y4": 0.2018, "page": 0, "Index": 37}, {"Word": "by", "Confidence": 0.998, "X1": 0.476, "Y1": 0.1832, "X2": 0.5, "Y2": 0.183, "X3": 0.5, "Y3": 0.2018, "X4": 0.47467, "Y4": 0.2018, "page": 0, "Index": 38}, {"Word": "a", "Confidence": 0.847, "X1": 0.50533, "Y1": 0.1832, "X2": 0.51867, "Y2": 0.183, "X3": 0.51867, "Y3": 0.2018, "X4": 0.50533, "Y4": 0.2018, "page": 0, "Index": 39}, {"Word": "proposed", "Confidence": 0.962, "X1": 0.524, "Y1": 0.1832, "X2": 0.60933, "Y2": 0.183, "X3": 0.608, "Y3": 0.2008, "X4": 0.524, "Y4": 0.2018, "page": 0, "Index": 40}, {"Word": "amend-", "Confidence": 0.955, "X1": 0.61467, "Y1": 0.1832, "X2": 0.676, "Y2": 0.183, "X3": 0.67467, "Y3": 0.1998, "X4": 0.61333, "Y4": 0.2008, "page": 0, "Index": 41}, {"Word": "ment", "Confidence": 0.901, "X1": 0.11467, "Y1": 0.2142, "X2": 0.15733, "Y2": 0.214, "X3": 0.15733, "Y3": 0.2298, "X4": 0.11467, "Y4": 0.2298, "page": 0, "Index": 42}, {"Word": "adding", "Confidence": 0.993, "X1": 0.16267, "Y1": 0.2142, "X2": 0.22667, "Y2": 0.214, "X3": 0.22533, "Y3": 0.2298, "X4": 0.16133, "Y4": 0.2298, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.998, "X1": 0.23333, "Y1": 0.2142, "X2": 0.26533, "Y2": 0.214, "X3": 0.26533, "Y3": 0.2298, "X4": 0.232, "Y4": 0.2298, "page": 0, "Index": 44}, {"Word": "above", "Confidence": 0.997, "X1": 0.27067, "Y1": 0.2132, "X2": 0.324, "Y2": 0.213, "X3": 0.324, "Y3": 0.2298, "X4": 0.26933, "Y4": 0.2298, "page": 0, "Index": 45}, {"Word": "counts", "Confidence": 0.991, "X1": 0.32933, "Y1": 0.2132, "X2": 0.39333, "Y2": 0.213, "X3": 0.392, "Y3": 0.2298, "X4": 0.328, "Y4": 0.2298, "page": 0, "Index": 46}, {"Word": "as", "Confidence": 0.982, "X1": 0.39733, "Y1": 0.2132, "X2": 0.42133, "Y2": 0.213, "X3": 0.42133, "Y3": 0.2298, "X4": 0.39733, "Y4": 0.2298, "page": 0, "Index": 47}, {"Word": "claims", "Confidence": 0.957, "X1": 0.42667, "Y1": 0.2122, "X2": 0.49067, "Y2": 0.212, "X3": 0.49067, "Y3": 0.2298, "X4": 0.42667, "Y4": 0.2298, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.998, "X1": 0.49733, "Y1": 0.2122, "X2": 0.51867, "Y2": 0.212, "X3": 0.51867, "Y3": 0.2298, "X4": 0.496, "Y4": 0.2298, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.52533, "Y1": 0.2122, "X2": 0.55867, "Y2": 0.212, "X3": 0.55733, "Y3": 0.2298, "X4": 0.52533, "Y4": 0.2298, "page": 0, "Index": 50}, {"Word": "moving", "Confidence": 0.995, "X1": 0.56267, "Y1": 0.2122, "X2": 0.62667, "Y2": 0.212, "X3": 0.62667, "Y3": 0.2298, "X4": 0.56267, "Y4": 0.2298, "page": 0, "Index": 51}, {"Word": "party's", "Confidence": 0.887, "X1": 0.632, "Y1": 0.2112, "X2": 0.704, "Y2": 0.211, "X3": 0.704, "Y3": 0.2298, "X4": 0.632, "Y4": 0.2298, "page": 0, "Index": 52}, {"Word": "application.", "Confidence": 0.202, "X1": 0.11333, "Y1": 0.2412, "X2": 0.23733, "Y2": 0.241, "X3": 0.23733, "Y3": 0.2578, "X4": 0.11333, "Y4": 0.2578, "page": 0, "Index": 53}, {"Word": "The", "Confidence": 0.618, "X1": 0.25067, "Y1": 0.2412, "X2": 0.28533, "Y2": 0.241, "X3": 0.28533, "Y3": 0.2578, "X4": 0.24933, "Y4": 0.2578, "page": 0, "Index": 54}, {"Word": "purpose", "Confidence": 0.991, "X1": 0.28933, "Y1": 0.2402, "X2": 0.36267, "Y2": 0.24, "X3": 0.36267, "Y3": 0.2578, "X4": 0.28933, "Y4": 0.2578, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.368, "Y1": 0.2402, "X2": 0.392, "Y2": 0.24, "X3": 0.392, "Y3": 0.2578, "X4": 0.368, "Y4": 0.2578, "page": 0, "Index": 56}, {"Word": "this", "Confidence": 0.982, "X1": 0.39867, "Y1": 0.2402, "X2": 0.44, "Y2": 0.24, "X3": 0.44, "Y3": 0.2578, "X4": 0.39867, "Y4": 0.2578, "page": 0, "Index": 57}, {"Word": "Motion", "Confidence": 0.901, "X1": 0.44533, "Y1": 0.2402, "X2": 0.51067, "Y2": 0.24, "X3": 0.50933, "Y3": 0.2578, "X4": 0.444, "Y4": 0.2578, "page": 0, "Index": 58}, {"Word": "is", "Confidence": 0.778, "X1": 0.516, "Y1": 0.2402, "X2": 0.54, "Y2": 0.24, "X3": 0.53867, "Y3": 0.2578, "X4": 0.51467, "Y4": 0.2578, "page": 0, "Index": 59}, {"Word": "to", "Confidence": 0.998, "X1": 0.54667, "Y1": 0.2402, "X2": 0.56933, "Y2": 0.24, "X3": 0.568, "Y3": 0.2568, "X4": 0.54533, "Y4": 0.2578, "page": 0, "Index": 60}, {"Word": "establish", "Confidence": 0.925, "X1": 0.57333, "Y1": 0.2392, "X2": 0.66667, "Y2": 0.239, "X3": 0.66667, "Y3": 0.2558, "X4": 0.57333, "Y4": 0.2568, "page": 0, "Index": 61}, {"Word": "clearly", "Confidence": 0.993, "X1": 0.11467, "Y1": 0.2692, "X2": 0.18667, "Y2": 0.269, "X3": 0.18533, "Y3": 0.2848, "X4": 0.11333, "Y4": 0.2848, "page": 0, "Index": 62}, {"Word": "on", "Confidence": 0.955, "X1": 0.192, "Y1": 0.2692, "X2": 0.216, "Y2": 0.269, "X3": 0.21467, "Y3": 0.2848, "X4": 0.192, "Y4": 0.2848, "page": 0, "Index": 63}, {"Word": "the", "Confidence": 0.998, "X1": 0.22267, "Y1": 0.2692, "X2": 0.25467, "Y2": 0.269, "X3": 0.25333, "Y3": 0.2848, "X4": 0.22267, "Y4": 0.2848, "page": 0, "Index": 64}, {"Word": "record", "Confidence": 0.997, "X1": 0.25867, "Y1": 0.2692, "X2": 0.32267, "Y2": 0.269, "X3": 0.32133, "Y3": 0.2848, "X4": 0.25867, "Y4": 0.2848, "page": 0, "Index": 65}, {"Word": "the", "Confidence": 0.998, "X1": 0.33067, "Y1": 0.2692, "X2": 0.36267, "Y2": 0.269, "X3": 0.36267, "Y3": 0.2848, "X4": 0.32933, "Y4": 0.2848, "page": 0, "Index": 66}, {"Word": "claim", "Confidence": 0.955, "X1": 0.368, "Y1": 0.2692, "X2": 0.42133, "Y2": 0.269, "X3": 0.42, "Y3": 0.2848, "X4": 0.36667, "Y4": 0.2848, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.998, "X1": 0.42667, "Y1": 0.2692, "X2": 0.45067, "Y2": 0.269, "X3": 0.44933, "Y3": 0.2848, "X4": 0.42667, "Y4": 0.2848, "page": 0, "Index": 68}, {"Word": "this", "Confidence": 0.987, "X1": 0.45733, "Y1": 0.2692, "X2": 0.5, "Y2": 0.269, "X3": 0.49867, "Y3": 0.2848, "X4": 0.456, "Y4": 0.2848, "page": 0, "Index": 69}, {"Word": "party", "Confidence": 0.997, "X1": 0.50533, "Y1": 0.2682, "X2": 0.55867, "Y2": 0.268, "X3": 0.55733, "Y3": 0.2848, "X4": 0.504, "Y4": 0.2848, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.998, "X1": 0.56533, "Y1": 0.2682, "X2": 0.588, "Y2": 0.268, "X3": 0.58667, "Y3": 0.2848, "X4": 0.564, "Y4": 0.2848, "page": 0, "Index": 71}, {"Word": "each", "Confidence": 0.982, "X1": 0.59333, "Y1": 0.2682, "X2": 0.636, "Y2": 0.268, "X3": 0.63467, "Y3": 0.2858, "X4": 0.592, "Y4": 0.2848, "page": 0, "Index": 72}, {"Word": "and", "Confidence": 0.998, "X1": 0.64267, "Y1": 0.2682, "X2": 0.67733, "Y2": 0.268, "X3": 0.676, "Y3": 0.2858, "X4": 0.64133, "Y4": 0.2858, "page": 0, "Index": 73}, {"Word": ".", "Confidence": 0.961, "X1": 0.32667, "Y1": 0.2892, "X2": 0.336, "Y2": 0.289, "X3": 0.336, "Y3": 0.2998, "X4": 0.32667, "Y4": 0.2988, "page": 0, "Index": 74}, {"Word": "...", "Confidence": 0.859, "X1": 0.33867, "Y1": 0.2892, "X2": 0.36133, "Y2": 0.289, "X3": 0.36133, "Y3": 0.2998, "X4": 0.33867, "Y4": 0.2998, "page": 0, "Index": 75}, {"Word": "every", "Confidence": 0.991, "X1": 0.11733, "Y1": 0.2982, "X2": 0.168, "Y2": 0.298, "X3": 0.16667, "Y3": 0.3148, "X4": 0.116, "Y4": 0.3148, "page": 0, "Index": 76}, {"Word": "part", "Confidence": 0.991, "X1": 0.172, "Y1": 0.2982, "X2": 0.216, "Y2": 0.298, "X3": 0.21467, "Y3": 0.3138, "X4": 0.17067, "Y4": 0.3138, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.22133, "Y1": 0.2982, "X2": 0.24667, "Y2": 0.298, "X3": 0.244, "Y3": 0.3138, "X4": 0.21867, "Y4": 0.3138, "page": 0, "Index": 78}, {"Word": "the", "Confidence": 0.994, "X1": 0.252, "Y1": 0.2972, "X2": 0.28533, "Y2": 0.297, "X3": 0.284, "Y3": 0.3138, "X4": 0.25067, "Y4": 0.3138, "page": 0, "Index": 79}, {"Word": "common", "Confidence": 0.64, "X1": 0.29067, "Y1": 0.2972, "X2": 0.35333, "Y2": 0.297, "X3": 0.352, "Y3": 0.3138, "X4": 0.288, "Y4": 0.3138, "page": 0, "Index": 80}, {"Word": "patentable", "Confidence": 0.958, "X1": 0.35867, "Y1": 0.2962, "X2": 0.46133, "Y2": 0.296, "X3": 0.46, "Y3": 0.3138, "X4": 0.356, "Y4": 0.3138, "page": 0, "Index": 81}, {"Word": "subject", "Confidence": 0.656, "X1": 0.46667, "Y1": 0.2962, "X2": 0.53867, "Y2": 0.296, "X3": 0.53733, "Y3": 0.3138, "X4": 0.46533, "Y4": 0.3138, "page": 0, "Index": 82}, {"Word": "matter", "Confidence": 0.97, "X1": 0.544, "Y1": 0.2962, "X2": 0.608, "Y2": 0.296, "X3": 0.60533, "Y3": 0.3138, "X4": 0.54133, "Y4": 0.3138, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.61467, "Y1": 0.2962, "X2": 0.64, "Y2": 0.296, "X3": 0.63733, "Y3": 0.3138, "X4": 0.612, "Y4": 0.3138, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.959, "X1": 0.644, "Y1": 0.2952, "X2": 0.67867, "Y2": 0.295, "X3": 0.676, "Y3": 0.3138, "X4": 0.64267, "Y4": 0.3138, "page": 0, "Index": 85}, {"Word": "applications", "Confidence": 0.966, "X1": 0.11467, "Y1": 0.3252, "X2": 0.23467, "Y2": 0.325, "X3": 0.23467, "Y3": 0.3408, "X4": 0.11467, "Y4": 0.3428, "page": 0, "Index": 86}, {"Word": "involved", "Confidence": 0.991, "X1": 0.24133, "Y1": 0.3252, "X2": 0.32267, "Y2": 0.325, "X3": 0.32267, "Y3": 0.3408, "X4": 0.24133, "Y4": 0.3408, "page": 0, "Index": 87}, {"Word": "herein.", "Confidence": 0.655, "X1": 0.328, "Y1": 0.3252, "X2": 0.4, "Y2": 0.325, "X3": 0.4, "Y3": 0.3408, "X4": 0.328, "Y4": 0.3408, "page": 0, "Index": 88}, {"Word": "Proposed", "Confidence": 0.991, "X1": 0.212, "Y1": 0.3532, "X2": 0.29333, "Y2": 0.353, "X3": 0.292, "Y3": 0.3698, "X4": 0.212, "Y4": 0.3698, "page": 0, "Index": 89}, {"Word": "Count", "Confidence": 0.997, "X1": 0.29733, "Y1": 0.3532, "X2": 0.352, "Y2": 0.353, "X3": 0.35067, "Y3": 0.3698, "X4": 0.296, "Y4": 0.3698, "page": 0, "Index": 90}, {"Word": "A", "Confidence": 0.652, "X1": 0.356, "Y1": 0.3532, "X2": 0.36933, "Y2": 0.353, "X3": 0.368, "Y3": 0.3698, "X4": 0.35467, "Y4": 0.3698, "page": 0, "Index": 91}, {"Word": "is", "Confidence": 0.847, "X1": 0.37867, "Y1": 0.3532, "X2": 0.40133, "Y2": 0.353, "X3": 0.4, "Y3": 0.3698, "X4": 0.37733, "Y4": 0.3698, "page": 0, "Index": 92}, {"Word": "believed", "Confidence": 0.813, "X1": 0.40667, "Y1": 0.3532, "X2": 0.49067, "Y2": 0.353, "X3": 0.488, "Y3": 0.3698, "X4": 0.40533, "Y4": 0.3698, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.997, "X1": 0.496, "Y1": 0.3532, "X2": 0.52, "Y2": 0.353, "X3": 0.51867, "Y3": 0.3698, "X4": 0.49467, "Y4": 0.3698, "page": 0, "Index": 94}, {"Word": "be", "Confidence": 0.997, "X1": 0.524, "Y1": 0.3532, "X2": 0.54933, "Y2": 0.353, "X3": 0.548, "Y3": 0.3698, "X4": 0.52267, "Y4": 0.3698, "page": 0, "Index": 95}, {"Word": "patentable", "Confidence": 0.895, "X1": 0.55467, "Y1": 0.3532, "X2": 0.65733, "Y2": 0.353, "X3": 0.65467, "Y3": 0.3698, "X4": 0.552, "Y4": 0.3698, "page": 0, "Index": 96}, {"Word": "over", "Confidence": 0.987, "X1": 0.11467, "Y1": 0.3822, "X2": 0.156, "Y2": 0.382, "X3": 0.15467, "Y3": 0.3978, "X4": 0.11333, "Y4": 0.3968, "page": 0, "Index": 97}, {"Word": "all", "Confidence": 0.725, "X1": 0.16133, "Y1": 0.3822, "X2": 0.196, "Y2": 0.382, "X3": 0.19467, "Y3": 0.3978, "X4": 0.16, "Y4": 0.3978, "page": 0, "Index": 98}, {"Word": "prior", "Confidence": 0.954, "X1": 0.2, "Y1": 0.3812, "X2": 0.25467, "Y2": 0.381, "X3": 0.25333, "Y3": 0.3978, "X4": 0.2, "Y4": 0.3978, "page": 0, "Index": 99}, {"Word": "art", "Confidence": 0.998, "X1": 0.25867, "Y1": 0.3812, "X2": 0.29333, "Y2": 0.381, "X3": 0.292, "Y3": 0.3978, "X4": 0.25867, "Y4": 0.3978, "page": 0, "Index": 100}, {"Word": "applications", "Confidence": 0.969, "X1": 0.50533, "Y1": 0.3802, "X2": 0.62667, "Y2": 0.38, "X3": 0.62667, "Y3": 0.3978, "X4": 0.504, "Y4": 0.3978, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.29867, "Y1": 0.3812, "X2": 0.32267, "Y2": 0.381, "X3": 0.32133, "Y3": 0.3988, "X4": 0.29733, "Y4": 0.3978, "page": 0, "Index": 102}, {"Word": "record", "Confidence": 0.948, "X1": 0.32667, "Y1": 0.3812, "X2": 0.392, "Y2": 0.381, "X3": 0.39067, "Y3": 0.3988, "X4": 0.32667, "Y4": 0.3988, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.998, "X1": 0.396, "Y1": 0.3812, "X2": 0.42, "Y2": 0.381, "X3": 0.42, "Y3": 0.3988, "X4": 0.396, "Y4": 0.3988, "page": 0, "Index": 104}, {"Word": "the", "Confidence": 0.998, "X1": 0.42667, "Y1": 0.3812, "X2": 0.46133, "Y2": 0.381, "X3": 0.46, "Y3": 0.3988, "X4": 0.42533, "Y4": 0.3988, "page": 0, "Index": 105}, {"Word": "two", "Confidence": 0.998, "X1": 0.46533, "Y1": 0.3802, "X2": 0.5, "Y2": 0.38, "X3": 0.5, "Y3": 0.3988, "X4": 0.46533, "Y4": 0.3988, "page": 0, "Index": 106}, {"Word": "involved", "Confidence": 0.669, "X1": 0.11467, "Y1": 0.4072, "X2": 0.19467, "Y2": 0.407, "X3": 0.19333, "Y3": 0.4248, "X4": 0.11333, "Y4": 0.4248, "page": 0, "Index": 107}, {"Word": "herein", "Confidence": 0.824, "X1": 0.19867, "Y1": 0.4082, "X2": 0.26267, "Y2": 0.408, "X3": 0.26267, "Y3": 0.4248, "X4": 0.19867, "Y4": 0.4248, "page": 0, "Index": 108}, {"Word": "for", "Confidence": 0.998, "X1": 0.27067, "Y1": 0.4082, "X2": 0.30267, "Y2": 0.408, "X3": 0.30267, "Y3": 0.4248, "X4": 0.27067, "Y4": 0.4248, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.998, "X1": 0.30933, "Y1": 0.4082, "X2": 0.34133, "Y2": 0.408, "X3": 0.34133, "Y3": 0.4248, "X4": 0.30933, "Y4": 0.4248, "page": 0, "Index": 110}, {"Word": "same", "Confidence": 0.911, "X1": 0.348, "Y1": 0.4092, "X2": 0.39067, "Y2": 0.409, "X3": 0.39067, "Y3": 0.4248, "X4": 0.348, "Y4": 0.4248, "page": 0, "Index": 111}, {"Word": "reasons", "Confidence": 0.782, "X1": 0.39467, "Y1": 0.4092, "X2": 0.46933, "Y2": 0.409, "X3": 0.46933, "Y3": 0.4248, "X4": 0.39467, "Y4": 0.4248, "page": 0, "Index": 112}, {"Word": "that", "Confidence": 0.988, "X1": 0.47467, "Y1": 0.4092, "X2": 0.51733, "Y2": 0.409, "X3": 0.51733, "Y3": 0.4248, "X4": 0.476, "Y4": 0.4248, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.997, "X1": 0.524, "Y1": 0.4092, "X2": 0.55733, "Y2": 0.409, "X3": 0.55733, "Y3": 0.4248, "X4": 0.524, "Y4": 0.4248, "page": 0, "Index": 114}, {"Word": "present", "Confidence": 0.995, "X1": 0.56133, "Y1": 0.4092, "X2": 0.636, "Y2": 0.409, "X3": 0.636, "Y3": 0.4248, "X4": 0.56267, "Y4": 0.4248, "page": 0, "Index": 115}, {"Word": "counts", "Confidence": 0.903, "X1": 0.11467, "Y1": 0.4382, "X2": 0.176, "Y2": 0.438, "X3": 0.17467, "Y3": 0.4518, "X4": 0.11333, "Y4": 0.4518, "page": 0, "Index": 116}, {"Word": "have", "Confidence": 0.987, "X1": 0.18, "Y1": 0.4372, "X2": 0.22533, "Y2": 0.437, "X3": 0.224, "Y3": 0.4528, "X4": 0.17867, "Y4": 0.4528, "page": 0, "Index": 117}, {"Word": "been", "Confidence": 0.983, "X1": 0.22933, "Y1": 0.4372, "X2": 0.27333, "Y2": 0.437, "X3": 0.272, "Y3": 0.4528, "X4": 0.228, "Y4": 0.4528, "page": 0, "Index": 118}, {"Word": "found", "Confidence": 0.997, "X1": 0.28, "Y1": 0.4372, "X2": 0.332, "Y2": 0.437, "X3": 0.33067, "Y3": 0.4528, "X4": 0.27867, "Y4": 0.4528, "page": 0, "Index": 119}, {"Word": "to", "Confidence": 0.998, "X1": 0.33867, "Y1": 0.4372, "X2": 0.36133, "Y2": 0.437, "X3": 0.36133, "Y3": 0.4528, "X4": 0.33867, "Y4": 0.4528, "page": 0, "Index": 120}, {"Word": "be", "Confidence": 0.852, "X1": 0.36667, "Y1": 0.4372, "X2": 0.39067, "Y2": 0.437, "X3": 0.38933, "Y3": 0.4528, "X4": 0.36533, "Y4": 0.4528, "page": 0, "Index": 121}, {"Word": "patontable", "Confidence": 0.896, "X1": 0.396, "Y1": 0.4372, "X2": 0.49733, "Y2": 0.437, "X3": 0.49733, "Y3": 0.4528, "X4": 0.396, "Y4": 0.4528, "page": 0, "Index": 122}, {"Word": "over", "Confidence": 0.988, "X1": 0.50533, "Y1": 0.4372, "X2": 0.54667, "Y2": 0.437, "X3": 0.54667, "Y3": 0.4528, "X4": 0.504, "Y4": 0.4528, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.998, "X1": 0.55467, "Y1": 0.4372, "X2": 0.58667, "Y2": 0.437, "X3": 0.58533, "Y3": 0.4528, "X4": 0.55333, "Y4": 0.4528, "page": 0, "Index": 124}, {"Word": "prior", "Confidence": 0.967, "X1": 0.59333, "Y1": 0.4372, "X2": 0.644, "Y2": 0.437, "X3": 0.644, "Y3": 0.4518, "X4": 0.592, "Y4": 0.4528, "page": 0, "Index": 125}, {"Word": "art.", "Confidence": 0.991, "X1": 0.11467, "Y1": 0.4642, "X2": 0.15733, "Y2": 0.464, "X3": 0.156, "Y3": 0.4808, "X4": 0.11333, "Y4": 0.4808, "page": 0, "Index": 126}, {"Word": "Proposed", "Confidence": 0.994, "X1": 0.17067, "Y1": 0.4642, "X2": 0.25467, "Y2": 0.464, "X3": 0.25333, "Y3": 0.4808, "X4": 0.16933, "Y4": 0.4808, "page": 0, "Index": 127}, {"Word": "Count", "Confidence": 0.885, "X1": 0.25867, "Y1": 0.4642, "X2": 0.31333, "Y2": 0.464, "X3": 0.312, "Y3": 0.4808, "X4": 0.25733, "Y4": 0.4808, "page": 0, "Index": 128}, {"Word": "A", "Confidence": 0.958, "X1": 0.31733, "Y1": 0.4642, "X2": 0.33067, "Y2": 0.464, "X3": 0.32933, "Y3": 0.4808, "X4": 0.316, "Y4": 0.4808, "page": 0, "Index": 129}, {"Word": "is", "Confidence": 0.789, "X1": 0.33867, "Y1": 0.4642, "X2": 0.36133, "Y2": 0.464, "X3": 0.36, "Y3": 0.4808, "X4": 0.33733, "Y4": 0.4808, "page": 0, "Index": 130}, {"Word": "needed", "Confidence": 0.835, "X1": 0.36667, "Y1": 0.4642, "X2": 0.43067, "Y2": 0.464, "X3": 0.42933, "Y3": 0.4798, "X4": 0.36533, "Y4": 0.4808, "page": 0, "Index": 131}, {"Word": "in", "Confidence": 0.998, "X1": 0.436, "Y1": 0.4632, "X2": 0.46, "Y2": 0.463, "X3": 0.45867, "Y3": 0.4798, "X4": 0.43467, "Y4": 0.4798, "page": 0, "Index": 132}, {"Word": "order", "Confidence": 0.997, "X1": 0.46533, "Y1": 0.4632, "X2": 0.51867, "Y2": 0.463, "X3": 0.51733, "Y3": 0.4798, "X4": 0.464, "Y4": 0.4798, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.52533, "Y1": 0.4632, "X2": 0.548, "Y2": 0.463, "X3": 0.54667, "Y3": 0.4798, "X4": 0.52533, "Y4": 0.4798, "page": 0, "Index": 134}, {"Word": "broaden", "Confidence": 0.995, "X1": 0.552, "Y1": 0.4632, "X2": 0.62667, "Y2": 0.463, "X3": 0.62533, "Y3": 0.4798, "X4": 0.55067, "Y4": 0.4798, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.63467, "Y1": 0.4632, "X2": 0.66533, "Y2": 0.463, "X3": 0.66533, "Y3": 0.4798, "X4": 0.63333, "Y4": 0.4798, "page": 0, "Index": 136}, {"Word": "present", "Confidence": 0.993, "X1": 0.11467, "Y1": 0.4932, "X2": 0.184, "Y2": 0.493, "X3": 0.184, "Y3": 0.5078, "X4": 0.11467, "Y4": 0.5078, "page": 0, "Index": 137}, {"Word": "eliminating", "Confidence": 0.975, "X1": 0.38667, "Y1": 0.4922, "X2": 0.49733, "Y2": 0.492, "X3": 0.49733, "Y3": 0.5078, "X4": 0.38667, "Y4": 0.5088, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.903, "X1": 0.504, "Y1": 0.4922, "X2": 0.53733, "Y2": 0.492, "X3": 0.53733, "Y3": 0.5078, "X4": 0.504, "Y4": 0.5078, "page": 0, "Index": 139}, {"Word": "requirement", "Confidence": 0.829, "X1": 0.54133, "Y1": 0.4922, "X2": 0.656, "Y2": 0.492, "X3": 0.656, "Y3": 0.5068, "X4": 0.54133, "Y4": 0.5078, "page": 0, "Index": 140}, {"Word": "count,", "Confidence": 0.991, "X1": 0.19067, "Y1": 0.4932, "X2": 0.25467, "Y2": 0.493, "X3": 0.25333, "Y3": 0.5088, "X4": 0.19067, "Y4": 0.5088, "page": 0, "Index": 141}, {"Word": "slightly,", "Confidence": 0.543, "X1": 0.26, "Y1": 0.4922, "X2": 0.352, "Y2": 0.492, "X3": 0.35067, "Y3": 0.5088, "X4": 0.26, "Y4": 0.5088, "page": 0, "Index": 142}, {"Word": "by", "Confidence": 0.998, "X1": 0.356, "Y1": 0.4922, "X2": 0.38, "Y2": 0.492, "X3": 0.38, "Y3": 0.5088, "X4": 0.356, "Y4": 0.5088, "page": 0, "Index": 143}, {"Word": "that", "Confidence": 0.987, "X1": 0.11333, "Y1": 0.5212, "X2": 0.15467, "Y2": 0.521, "X3": 0.156, "Y3": 0.5358, "X4": 0.11467, "Y4": 0.5368, "page": 0, "Index": 144}, {"Word": "the", "Confidence": 0.998, "X1": 0.16133, "Y1": 0.5212, "X2": 0.19467, "Y2": 0.521, "X3": 0.19467, "Y3": 0.5358, "X4": 0.16133, "Y4": 0.5358, "page": 0, "Index": 145}, {"Word": "count", "Confidence": 0.991, "X1": 0.19867, "Y1": 0.5202, "X2": 0.252, "Y2": 0.52, "X3": 0.25333, "Y3": 0.5358, "X4": 0.19867, "Y4": 0.5358, "page": 0, "Index": 146}, {"Word": "be", "Confidence": 0.997, "X1": 0.25867, "Y1": 0.5202, "X2": 0.28133, "Y2": 0.52, "X3": 0.28133, "Y3": 0.5358, "X4": 0.25867, "Y4": 0.5358, "page": 0, "Index": 147}, {"Word": "directed", "Confidence": 0.608, "X1": 0.288, "Y1": 0.5202, "X2": 0.36933, "Y2": 0.52, "X3": 0.36933, "Y3": 0.5358, "X4": 0.288, "Y4": 0.5358, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.37733, "Y1": 0.5202, "X2": 0.39867, "Y2": 0.52, "X3": 0.39867, "Y3": 0.5358, "X4": 0.376, "Y4": 0.5358, "page": 0, "Index": 149}, {"Word": "a", "Confidence": 0.994, "X1": 0.404, "Y1": 0.5202, "X2": 0.41733, "Y2": 0.52, "X3": 0.416, "Y3": 0.5358, "X4": 0.404, "Y4": 0.5358, "page": 0, "Index": 150}, {"Word": "cigarette.", "Confidence": 0.992, "X1": 0.42533, "Y1": 0.5192, "X2": 0.528, "Y2": 0.519, "X3": 0.52667, "Y3": 0.5358, "X4": 0.42533, "Y4": 0.5358, "page": 0, "Index": 151}, {"Word": "The", "Confidence": 0.994, "X1": 0.54267, "Y1": 0.5192, "X2": 0.57733, "Y2": 0.519, "X3": 0.576, "Y3": 0.5358, "X4": 0.54133, "Y4": 0.5358, "page": 0, "Index": 152}, {"Word": "essence", "Confidence": 0.991, "X1": 0.58267, "Y1": 0.5192, "X2": 0.65467, "Y2": 0.519, "X3": 0.65333, "Y3": 0.5358, "X4": 0.58133, "Y4": 0.5358, "page": 0, "Index": 153}, {"Word": "of", "Confidence": 0.998, "X1": 0.11333, "Y1": 0.5492, "X2": 0.13733, "Y2": 0.549, "X3": 0.136, "Y3": 0.5658, "X4": 0.112, "Y4": 0.5658, "page": 0, "Index": 154}, {"Word": "the", "Confidence": 0.998, "X1": 0.14267, "Y1": 0.5492, "X2": 0.176, "Y2": 0.549, "X3": 0.17467, "Y3": 0.5658, "X4": 0.14267, "Y4": 0.5658, "page": 0, "Index": 155}, {"Word": "present", "Confidence": 0.991, "X1": 0.18133, "Y1": 0.5482, "X2": 0.25467, "Y2": 0.548, "X3": 0.25333, "Y3": 0.5648, "X4": 0.18, "Y4": 0.5658, "page": 0, "Index": 156}, {"Word": "invention", "Confidence": 0.993, "X1": 0.25867, "Y1": 0.5482, "X2": 0.35067, "Y2": 0.548, "X3": 0.35067, "Y3": 0.5648, "X4": 0.25867, "Y4": 0.5648, "page": 0, "Index": 157}, {"Word": "is", "Confidence": 0.811, "X1": 0.35733, "Y1": 0.5482, "X2": 0.38133, "Y2": 0.548, "X3": 0.38133, "Y3": 0.5648, "X4": 0.35733, "Y4": 0.5648, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.963, "X1": 0.38667, "Y1": 0.5482, "X2": 0.42, "Y2": 0.548, "X3": 0.42, "Y3": 0.5648, "X4": 0.38667, "Y4": 0.5648, "page": 0, "Index": 159}, {"Word": "presence", "Confidence": 0.981, "X1": 0.42533, "Y1": 0.5472, "X2": 0.50667, "Y2": 0.547, "X3": 0.508, "Y3": 0.5638, "X4": 0.42533, "Y4": 0.5648, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.51333, "Y1": 0.5462, "X2": 0.53733, "Y2": 0.546, "X3": 0.53867, "Y3": 0.5638, "X4": 0.51467, "Y4": 0.5638, "page": 0, "Index": 161}, {"Word": "adsorbed", "Confidence": 0.931, "X1": 0.54267, "Y1": 0.5452, "X2": 0.62667, "Y2": 0.545, "X3": 0.62667, "Y3": 0.5638, "X4": 0.54267, "Y4": 0.5638, "page": 0, "Index": 162}, {"Word": "flavorant", "Confidence": 0.959, "X1": 0.11467, "Y1": 0.5772, "X2": 0.20533, "Y2": 0.577, "X3": 0.204, "Y3": 0.5928, "X4": 0.11333, "Y4": 0.5928, "page": 0, "Index": 163}, {"Word": "on", "Confidence": 0.998, "X1": 0.20933, "Y1": 0.5772, "X2": 0.23467, "Y2": 0.577, "X3": 0.232, "Y3": 0.5928, "X4": 0.208, "Y4": 0.5928, "page": 0, "Index": 164}, {"Word": "carbon", "Confidence": 0.994, "X1": 0.23867, "Y1": 0.5762, "X2": 0.30267, "Y2": 0.576, "X3": 0.30133, "Y3": 0.5928, "X4": 0.23733, "Y4": 0.5928, "page": 0, "Index": 165}, {"Word": "in", "Confidence": 0.997, "X1": 0.308, "Y1": 0.5762, "X2": 0.332, "Y2": 0.576, "X3": 0.32933, "Y3": 0.5928, "X4": 0.30667, "Y4": 0.5928, "page": 0, "Index": 166}, {"Word": "a", "Confidence": 0.911, "X1": 0.33733, "Y1": 0.5762, "X2": 0.35067, "Y2": 0.576, "X3": 0.34933, "Y3": 0.5928, "X4": 0.336, "Y4": 0.5928, "page": 0, "Index": 167}, {"Word": "filter", "Confidence": 0.671, "X1": 0.35733, "Y1": 0.5762, "X2": 0.42, "Y2": 0.576, "X3": 0.41867, "Y3": 0.5928, "X4": 0.356, "Y4": 0.5928, "page": 0, "Index": 168}, {"Word": "for", "Confidence": 0.998, "X1": 0.42667, "Y1": 0.5752, "X2": 0.45867, "Y2": 0.575, "X3": 0.45733, "Y3": 0.5928, "X4": 0.424, "Y4": 0.5928, "page": 0, "Index": 169}, {"Word": "tobacco", "Confidence": 0.943, "X1": 0.46533, "Y1": 0.5752, "X2": 0.53733, "Y2": 0.575, "X3": 0.536, "Y3": 0.5918, "X4": 0.464, "Y4": 0.5928, "page": 0, "Index": 170}, {"Word": "smoke", "Confidence": 0.981, "X1": 0.544, "Y1": 0.5752, "X2": 0.59733, "Y2": 0.575, "X3": 0.596, "Y3": 0.5918, "X4": 0.54267, "Y4": 0.5918, "page": 0, "Index": 171}, {"Word": "and", "Confidence": 0.998, "X1": 0.60267, "Y1": 0.5762, "X2": 0.636, "Y2": 0.576, "X3": 0.63467, "Y3": 0.5908, "X4": 0.60133, "Y4": 0.5918, "page": 0, "Index": 172}, {"Word": "proposed", "Confidence": 0.904, "X1": 0.11333, "Y1": 0.6052, "X2": 0.19467, "Y2": 0.605, "X3": 0.19467, "Y3": 0.6218, "X4": 0.11333, "Y4": 0.6208, "page": 0, "Index": 173}, {"Word": "Count", "Confidence": 0.997, "X1": 0.2, "Y1": 0.6052, "X2": 0.252, "Y2": 0.605, "X3": 0.252, "Y3": 0.6218, "X4": 0.19867, "Y4": 0.6218, "page": 0, "Index": 174}, {"Word": "A", "Confidence": 0.667, "X1": 0.25733, "Y1": 0.6052, "X2": 0.26933, "Y2": 0.605, "X3": 0.26933, "Y3": 0.6218, "X4": 0.256, "Y4": 0.6218, "page": 0, "Index": 175}, {"Word": "sets", "Confidence": 0.672, "X1": 0.27867, "Y1": 0.6042, "X2": 0.32267, "Y2": 0.604, "X3": 0.32133, "Y3": 0.6208, "X4": 0.27867, "Y4": 0.6218, "page": 0, "Index": 176}, {"Word": "forth", "Confidence": 0.998, "X1": 0.32667, "Y1": 0.6042, "X2": 0.38, "Y2": 0.604, "X3": 0.37867, "Y3": 0.6208, "X4": 0.32667, "Y4": 0.6208, "page": 0, "Index": 177}, {"Word": "all", "Confidence": 0.895, "X1": 0.38533, "Y1": 0.6042, "X2": 0.41867, "Y2": 0.604, "X3": 0.41867, "Y3": 0.6208, "X4": 0.38533, "Y4": 0.6208, "page": 0, "Index": 178}, {"Word": "of", "Confidence": 0.998, "X1": 0.42533, "Y1": 0.6042, "X2": 0.448, "Y2": 0.604, "X3": 0.448, "Y3": 0.6208, "X4": 0.42533, "Y4": 0.6208, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.998, "X1": 0.45467, "Y1": 0.6032, "X2": 0.488, "Y2": 0.603, "X3": 0.488, "Y3": 0.6208, "X4": 0.45467, "Y4": 0.6208, "page": 0, "Index": 180}, {"Word": "essential", "Confidence": 0.989, "X1": 0.49333, "Y1": 0.6032, "X2": 0.58667, "Y2": 0.603, "X3": 0.58533, "Y3": 0.6198, "X4": 0.492, "Y4": 0.6208, "page": 0, "Index": 181}, {"Word": "ingred-", "Confidence": 0.971, "X1": 0.59333, "Y1": 0.6032, "X2": 0.66533, "Y2": 0.603, "X3": 0.66533, "Y3": 0.6188, "X4": 0.592, "Y4": 0.6198, "page": 0, "Index": 182}, {"Word": "invention", "Confidence": 0.994, "X1": 0.31733, "Y1": 0.6322, "X2": 0.40933, "Y2": 0.632, "X3": 0.40933, "Y3": 0.6478, "X4": 0.316, "Y4": 0.6488, "page": 0, "Index": 183}, {"Word": "in", "Confidence": 0.995, "X1": 0.416, "Y1": 0.6322, "X2": 0.43867, "Y2": 0.632, "X3": 0.43733, "Y3": 0.6478, "X4": 0.41467, "Y4": 0.6478, "page": 0, "Index": 184}, {"Word": "a", "Confidence": 0.995, "X1": 0.444, "Y1": 0.6322, "X2": 0.456, "Y2": 0.632, "X3": 0.456, "Y3": 0.6478, "X4": 0.444, "Y4": 0.6478, "page": 0, "Index": 185}, {"Word": "manner", "Confidence": 0.994, "X1": 0.46267, "Y1": 0.6312, "X2": 0.52667, "Y2": 0.631, "X3": 0.52667, "Y3": 0.6478, "X4": 0.46267, "Y4": 0.6478, "page": 0, "Index": 186}, {"Word": "which", "Confidence": 0.998, "X1": 0.532, "Y1": 0.6312, "X2": 0.58533, "Y2": 0.631, "X3": 0.584, "Y3": 0.6478, "X4": 0.532, "Y4": 0.6478, "page": 0, "Index": 187}, {"Word": "provides", "Confidence": 0.994, "X1": 0.59067, "Y1": 0.6312, "X2": 0.67467, "Y2": 0.631, "X3": 0.67467, "Y3": 0.6468, "X4": 0.59067, "Y4": 0.6478, "page": 0, "Index": 188}, {"Word": "iente", "Confidence": 0.655, "X1": 0.11467, "Y1": 0.6332, "X2": 0.164, "Y2": 0.633, "X3": 0.164, "Y3": 0.6488, "X4": 0.11467, "Y4": 0.6488, "page": 0, "Index": 189}, {"Word": "of", "Confidence": 0.998, "X1": 0.17067, "Y1": 0.6332, "X2": 0.19467, "Y2": 0.633, "X3": 0.19333, "Y3": 0.6488, "X4": 0.16933, "Y4": 0.6488, "page": 0, "Index": 190}, {"Word": "the", "Confidence": 0.995, "X1": 0.20133, "Y1": 0.6332, "X2": 0.23333, "Y2": 0.633, "X3": 0.23333, "Y3": 0.6488, "X4": 0.20133, "Y4": 0.6488, "page": 0, "Index": 191}, {"Word": "present", "Confidence": 0.941, "X1": 0.23867, "Y1": 0.6322, "X2": 0.312, "Y2": 0.632, "X3": 0.312, "Y3": 0.6488, "X4": 0.23867, "Y4": 0.6488, "page": 0, "Index": 192}, {"Word": "slightly", "Confidence": 0.848, "X1": 0.11333, "Y1": 0.6612, "X2": 0.19467, "Y2": 0.661, "X3": 0.19333, "Y3": 0.6778, "X4": 0.112, "Y4": 0.6788, "page": 0, "Index": 193}, {"Word": "broader", "Confidence": 0.991, "X1": 0.19867, "Y1": 0.6612, "X2": 0.272, "Y2": 0.661, "X3": 0.27067, "Y3": 0.6778, "X4": 0.19733, "Y4": 0.6778, "page": 0, "Index": 194}, {"Word": "coverage.", "Confidence": 0.991, "X1": 0.27733, "Y1": 0.6612, "X2": 0.372, "Y2": 0.661, "X3": 0.37067, "Y3": 0.6768, "X4": 0.276, "Y4": 0.6778, "page": 0, "Index": 195}, {"Word": "Proposed", "Confidence": 0.793, "X1": 0.38533, "Y1": 0.6602, "X2": 0.468, "Y2": 0.66, "X3": 0.46667, "Y3": 0.6768, "X4": 0.384, "Y4": 0.6768, "page": 0, "Index": 196}, {"Word": "Count", "Confidence": 0.997, "X1": 0.472, "Y1": 0.6602, "X2": 0.52667, "Y2": 0.66, "X3": 0.52533, "Y3": 0.6768, "X4": 0.472, "Y4": 0.6768, "page": 0, "Index": 197}, {"Word": "A", "Confidence": 0.904, "X1": 0.53067, "Y1": 0.6602, "X2": 0.544, "Y2": 0.66, "X3": 0.544, "Y3": 0.6768, "X4": 0.53067, "Y4": 0.6768, "page": 0, "Index": 198}, {"Word": "is", "Confidence": 0.626, "X1": 0.552, "Y1": 0.6592, "X2": 0.576, "Y2": 0.659, "X3": 0.57467, "Y3": 0.6768, "X4": 0.552, "Y4": 0.6768, "page": 0, "Index": 199}, {"Word": "slightly", "Confidence": 0.902, "X1": 0.58133, "Y1": 0.6592, "X2": 0.66533, "Y2": 0.659, "X3": 0.664, "Y3": 0.6768, "X4": 0.58, "Y4": 0.6768, "page": 0, "Index": 200}, {"Word": "broader", "Confidence": 0.881, "X1": 0.11067, "Y1": 0.6882, "X2": 0.18533, "Y2": 0.688, "X3": 0.184, "Y3": 0.7058, "X4": 0.10933, "Y4": 0.7058, "page": 0, "Index": 201}, {"Word": "than", "Confidence": 0.985, "X1": 0.19067, "Y1": 0.6882, "X2": 0.23467, "Y2": 0.688, "X3": 0.232, "Y3": 0.7058, "X4": 0.18933, "Y4": 0.7058, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.24, "Y1": 0.6882, "X2": 0.27333, "Y2": 0.688, "X3": 0.272, "Y3": 0.7058, "X4": 0.23733, "Y4": 0.7058, "page": 0, "Index": 203}, {"Word": "original", "Confidence": 0.968, "X1": 0.27867, "Y1": 0.6882, "X2": 0.36133, "Y2": 0.688, "X3": 0.36, "Y3": 0.7058, "X4": 0.27733, "Y4": 0.7058, "page": 0, "Index": 204}, {"Word": "claim", "Confidence": 0.935, "X1": 0.36667, "Y1": 0.6882, "X2": 0.41867, "Y2": 0.688, "X3": 0.41867, "Y3": 0.7058, "X4": 0.36533, "Y4": 0.7058, "page": 0, "Index": 205}, {"Word": "1", "Confidence": 0.884, "X1": 0.42533, "Y1": 0.6872, "X2": 0.43867, "Y2": 0.687, "X3": 0.43733, "Y3": 0.7058, "X4": 0.42533, "Y4": 0.7058, "page": 0, "Index": 206}, {"Word": "which", "Confidence": 0.997, "X1": 0.44267, "Y1": 0.6872, "X2": 0.49733, "Y2": 0.687, "X3": 0.496, "Y3": 0.7048, "X4": 0.44267, "Y4": 0.7058, "page": 0, "Index": 207}, {"Word": "was", "Confidence": 0.997, "X1": 0.50267, "Y1": 0.6872, "X2": 0.53733, "Y2": 0.687, "X3": 0.536, "Y3": 0.7048, "X4": 0.50133, "Y4": 0.7048, "page": 0, "Index": 208}, {"Word": "presented", "Confidence": 0.726, "X1": 0.54133, "Y1": 0.6872, "X2": 0.636, "Y2": 0.687, "X3": 0.636, "Y3": 0.7038, "X4": 0.54133, "Y4": 0.7048, "page": 0, "Index": 209}, {"Word": "in", "Confidence": 0.957, "X1": 0.64, "Y1": 0.6872, "X2": 0.66533, "Y2": 0.687, "X3": 0.66533, "Y3": 0.7038, "X4": 0.64, "Y4": 0.7038, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.991, "X1": 0.11333, "Y1": 0.7172, "X2": 0.14533, "Y2": 0.717, "X3": 0.14533, "Y3": 0.7348, "X4": 0.11333, "Y4": 0.7348, "page": 0, "Index": 211}, {"Word": "Irby", "Confidence": 0.982, "X1": 0.15067, "Y1": 0.7172, "X2": 0.19467, "Y2": 0.717, "X3": 0.19467, "Y3": 0.7348, "X4": 0.14933, "Y4": 0.7348, "page": 0, "Index": 212}, {"Word": "and", "Confidence": 0.998, "X1": 0.2, "Y1": 0.7172, "X2": 0.232, "Y2": 0.717, "X3": 0.232, "Y3": 0.7348, "X4": 0.19867, "Y4": 0.7348, "page": 0, "Index": 213}, {"Word": "Harlow", "Confidence": 0.991, "X1": 0.23733, "Y1": 0.7172, "X2": 0.30133, "Y2": 0.717, "X3": 0.30133, "Y3": 0.7348, "X4": 0.236, "Y4": 0.7348, "page": 0, "Index": 214}, {"Word": "application.", "Confidence": 0.991, "X1": 0.30667, "Y1": 0.7172, "X2": 0.43067, "Y2": 0.717, "X3": 0.43067, "Y3": 0.7348, "X4": 0.30667, "Y4": 0.7348, "page": 0, "Index": 215}, {"Word": "Proposed", "Confidence": 0.993, "X1": 0.444, "Y1": 0.7162, "X2": 0.52667, "Y2": 0.716, "X3": 0.52667, "Y3": 0.7338, "X4": 0.44267, "Y4": 0.7338, "page": 0, "Index": 216}, {"Word": "Count", "Confidence": 0.997, "X1": 0.532, "Y1": 0.7162, "X2": 0.58667, "Y2": 0.716, "X3": 0.58533, "Y3": 0.7328, "X4": 0.532, "Y4": 0.7338, "page": 0, "Index": 217}, {"Word": "A", "Confidence": 0.955, "X1": 0.59067, "Y1": 0.7162, "X2": 0.604, "Y2": 0.716, "X3": 0.604, "Y3": 0.7328, "X4": 0.59067, "Y4": 0.7328, "page": 0, "Index": 218}, {"Word": "differs", "Confidence": 0.996, "X1": 0.61067, "Y1": 0.7152, "X2": 0.684, "Y2": 0.715, "X3": 0.684, "Y3": 0.7318, "X4": 0.61067, "Y4": 0.7328, "page": 0, "Index": 219}, {"Word": "from", "Confidence": 0.982, "X1": 0.11333, "Y1": 0.7462, "X2": 0.15333, "Y2": 0.746, "X3": 0.15333, "Y3": 0.7618, "X4": 0.11333, "Y4": 0.7608, "page": 0, "Index": 220}, {"Word": "the", "Confidence": 0.998, "X1": 0.16133, "Y1": 0.7462, "X2": 0.19467, "Y2": 0.746, "X3": 0.19333, "Y3": 0.7618, "X4": 0.16133, "Y4": 0.7618, "page": 0, "Index": 221}, {"Word": "present", "Confidence": 0.994, "X1": 0.19867, "Y1": 0.7462, "X2": 0.27333, "Y2": 0.746, "X3": 0.272, "Y3": 0.7618, "X4": 0.19867, "Y4": 0.7618, "page": 0, "Index": 222}, {"Word": "counts", "Confidence": 0.996, "X1": 0.27733, "Y1": 0.7452, "X2": 0.34133, "Y2": 0.745, "X3": 0.34, "Y3": 0.7618, "X4": 0.27733, "Y4": 0.7618, "page": 0, "Index": 223}, {"Word": "of", "Confidence": 0.997, "X1": 0.34533, "Y1": 0.7452, "X2": 0.37067, "Y2": 0.745, "X3": 0.36933, "Y3": 0.7618, "X4": 0.34533, "Y4": 0.7618, "page": 0, "Index": 224}, {"Word": "the", "Confidence": 0.998, "X1": 0.376, "Y1": 0.7452, "X2": 0.40933, "Y2": 0.745, "X3": 0.40933, "Y3": 0.7618, "X4": 0.376, "Y4": 0.7618, "page": 0, "Index": 225}, {"Word": "Interference", "Confidence": 0.962, "X1": 0.416, "Y1": 0.7442, "X2": 0.53733, "Y2": 0.744, "X3": 0.536, "Y3": 0.7618, "X4": 0.41467, "Y4": 0.7618, "page": 0, "Index": 226}, {"Word": "in", "Confidence": 0.995, "X1": 0.544, "Y1": 0.7442, "X2": 0.56667, "Y2": 0.744, "X3": 0.56533, "Y3": 0.7618, "X4": 0.54267, "Y4": 0.7618, "page": 0, "Index": 227}, {"Word": "that", "Confidence": 0.988, "X1": 0.57333, "Y1": 0.7442, "X2": 0.616, "Y2": 0.744, "X3": 0.61467, "Y3": 0.7608, "X4": 0.57333, "Y4": 0.7618, "page": 0, "Index": 228}, {"Word": "it", "Confidence": 0.997, "X1": 0.62133, "Y1": 0.7442, "X2": 0.64667, "Y2": 0.744, "X3": 0.64533, "Y3": 0.7608, "X4": 0.62133, "Y4": 0.7608, "page": 0, "Index": 229}, {"Word": "is", "Confidence": 0.68, "X1": 0.65067, "Y1": 0.7442, "X2": 0.67467, "Y2": 0.744, "X3": 0.67467, "Y3": 0.7608, "X4": 0.65067, "Y4": 0.7608, "page": 0, "Index": 230}, {"Word": "directed", "Confidence": 0.779, "X1": 0.11067, "Y1": 0.7732, "X2": 0.19333, "Y2": 0.773, "X3": 0.19333, "Y3": 0.7898, "X4": 0.112, "Y4": 0.7898, "page": 0, "Index": 231}, {"Word": "to", "Confidence": 0.998, "X1": 0.19733, "Y1": 0.7732, "X2": 0.22267, "Y2": 0.773, "X3": 0.22267, "Y3": 0.7898, "X4": 0.19867, "Y4": 0.7898, "page": 0, "Index": 232}, {"Word": "a", "Confidence": 0.995, "X1": 0.22667, "Y1": 0.7732, "X2": 0.24133, "Y2": 0.773, "X3": 0.24133, "Y3": 0.7898, "X4": 0.228, "Y4": 0.7898, "page": 0, "Index": 233}, {"Word": "filter", "Confidence": 0.888, "X1": 0.248, "Y1": 0.7732, "X2": 0.31067, "Y2": 0.773, "X3": 0.312, "Y3": 0.7898, "X4": 0.248, "Y4": 0.7898, "page": 0, "Index": 234}, {"Word": "element", "Confidence": 0.814, "X1": 0.316, "Y1": 0.7722, "X2": 0.38933, "Y2": 0.772, "X3": 0.38933, "Y3": 0.7898, "X4": 0.316, "Y4": 0.7898, "page": 0, "Index": 235}, {"Word": "and", "Confidence": 0.998, "X1": 0.39333, "Y1": 0.7722, "X2": 0.42933, "Y2": 0.772, "X3": 0.42933, "Y3": 0.7898, "X4": 0.39333, "Y4": 0.7898, "page": 0, "Index": 236}, {"Word": "does", "Confidence": 0.953, "X1": 0.43333, "Y1": 0.7722, "X2": 0.47733, "Y2": 0.772, "X3": 0.47733, "Y3": 0.7898, "X4": 0.43333, "Y4": 0.7898, "page": 0, "Index": 237}, {"Word": "not", "Confidence": 0.998, "X1": 0.48267, "Y1": 0.7722, "X2": 0.51733, "Y2": 0.772, "X3": 0.51733, "Y3": 0.7898, "X4": 0.48133, "Y4": 0.7898, "page": 0, "Index": 238}, {"Word": "set", "Confidence": 0.998, "X1": 0.52267, "Y1": 0.7722, "X2": 0.556, "Y2": 0.772, "X3": 0.556, "Y3": 0.7898, "X4": 0.52267, "Y4": 0.7898, "page": 0, "Index": 239}, {"Word": "forth", "Confidence": 0.998, "X1": 0.56133, "Y1": 0.7722, "X2": 0.61467, "Y2": 0.772, "X3": 0.61467, "Y3": 0.7908, "X4": 0.56133, "Y4": 0.7898, "page": 0, "Index": 240}, {"Word": "any", "Confidence": 0.998, "X1": 0.62, "Y1": 0.7722, "X2": 0.656, "Y2": 0.772, "X3": 0.65467, "Y3": 0.7908, "X4": 0.62, "Y4": 0.7908, "page": 0, "Index": 241}, {"Word": "conditions", "Confidence": 0.702, "X1": 0.11067, "Y1": 0.8022, "X2": 0.21333, "Y2": 0.802, "X3": 0.21333, "Y3": 0.8178, "X4": 0.11067, "Y4": 0.8188, "page": 0, "Index": 242}, {"Word": "with", "Confidence": 0.989, "X1": 0.21867, "Y1": 0.8012, "X2": 0.26133, "Y2": 0.801, "X3": 0.26133, "Y3": 0.8178, "X4": 0.21733, "Y4": 0.8178, "page": 0, "Index": 243}, {"Word": "regard", "Confidence": 0.996, "X1": 0.26667, "Y1": 0.8012, "X2": 0.32933, "Y2": 0.801, "X3": 0.32933, "Y3": 0.8178, "X4": 0.26667, "Y4": 0.8178, "page": 0, "Index": 244}, {"Word": "to", "Confidence": 0.997, "X1": 0.33733, "Y1": 0.8012, "X2": 0.36, "Y2": 0.801, "X3": 0.36, "Y3": 0.8178, "X4": 0.33733, "Y4": 0.8178, "page": 0, "Index": 245}, {"Word": "the", "Confidence": 0.998, "X1": 0.36667, "Y1": 0.8012, "X2": 0.4, "Y2": 0.801, "X3": 0.4, "Y3": 0.8178, "X4": 0.36667, "Y4": 0.8178, "page": 0, "Index": 246}, {"Word": "other", "Confidence": 0.997, "X1": 0.404, "Y1": 0.8012, "X2": 0.45733, "Y2": 0.801, "X3": 0.45733, "Y3": 0.8178, "X4": 0.404, "Y4": 0.8178, "page": 0, "Index": 247}, {"Word": "portions", "Confidence": 0.995, "X1": 0.464, "Y1": 0.8012, "X2": 0.54667, "Y2": 0.801, "X3": 0.54667, "Y3": 0.8178, "X4": 0.46267, "Y4": 0.8178, "page": 0, "Index": 248}, {"Word": "of", "Confidence": 0.998, "X1": 0.552, "Y1": 0.8002, "X2": 0.57467, "Y2": 0.8, "X3": 0.57467, "Y3": 0.8178, "X4": 0.552, "Y4": 0.8178, "page": 0, "Index": 249}, {"Word": "the", "Confidence": 0.998, "X1": 0.58267, "Y1": 0.8002, "X2": 0.61467, "Y2": 0.8, "X3": 0.61467, "Y3": 0.8178, "X4": 0.58267, "Y4": 0.8178, "page": 0, "Index": 250}, {"Word": "smoking", "Confidence": 0.933, "X1": 0.62, "Y1": 0.8012, "X2": 0.69333, "Y2": 0.801, "X3": 0.69333, "Y3": 0.8178, "X4": 0.62, "Y4": 0.8178, "page": 0, "Index": 251}, {"Word": "article", "Confidence": 0.85, "X1": 0.11067, "Y1": 0.8292, "X2": 0.18267, "Y2": 0.829, "X3": 0.18267, "Y3": 0.8468, "X4": 0.10933, "Y4": 0.8478, "page": 0, "Index": 252}, {"Word": "in", "Confidence": 0.991, "X1": 0.188, "Y1": 0.8292, "X2": 0.21333, "Y2": 0.829, "X3": 0.212, "Y3": 0.8458, "X4": 0.188, "Y4": 0.8468, "page": 0, "Index": 253}, {"Word": "which", "Confidence": 0.998, "X1": 0.21733, "Y1": 0.8292, "X2": 0.272, "Y2": 0.829, "X3": 0.27067, "Y3": 0.8458, "X4": 0.21733, "Y4": 0.8458, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.6, "X1": 0.27867, "Y1": 0.8292, "X2": 0.31067, "Y2": 0.829, "X3": 0.31067, "Y3": 0.8458, "X4": 0.27733, "Y4": 0.8458, "page": 0, "Index": 255}, {"Word": "filter", "Confidence": 0.995, "X1": 0.316, "Y1": 0.8282, "X2": 0.37867, "Y2": 0.828, "X3": 0.37867, "Y3": 0.8448, "X4": 0.31467, "Y4": 0.8458, "page": 0, "Index": 256}, {"Word": "element", "Confidence": 0.351, "X1": 0.384, "Y1": 0.8282, "X2": 0.45733, "Y2": 0.828, "X3": 0.456, "Y3": 0.8448, "X4": 0.384, "Y4": 0.8448, "page": 0, "Index": 257}, {"Word": "would", "Confidence": 0.997, "X1": 0.46133, "Y1": 0.8282, "X2": 0.516, "Y2": 0.828, "X3": 0.516, "Y3": 0.8458, "X4": 0.46133, "Y4": 0.8448, "page": 0, "Index": 258}, {"Word": "be", "Confidence": 0.881, "X1": 0.52133, "Y1": 0.8272, "X2": 0.54533, "Y2": 0.827, "X3": 0.54533, "Y3": 0.8458, "X4": 0.52, "Y4": 0.8458, "page": 0, "Index": 259}, {"Word": "employed.", "Confidence": 0.955, "X1": 0.55067, "Y1": 0.8272, "X2": 0.64667, "Y2": 0.827, "X3": 0.64533, "Y3": 0.8468, "X4": 0.54933, "Y4": 0.8458, "page": 0, "Index": 260}]}	"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"
ffxw0136	1	{"lines_data": [{"Word": "which comprises e cerrier base in which there is substan-", "Confidence": 0.8368, "X1": 0.108, "Y1": 0.0692, "X2": 0.67333, "Y2": 0.069, "X3": 0.67333, "Y3": 0.0858, "X4": 0.108, "Y4": 0.0858, "page": 0}, {"Word": "tially uniformly dispersed a finely divided adsorptive", "Confidence": 0.86614, "X1": 0.11067, "Y1": 0.0972, "X2": 0.64533, "Y2": 0.097, "X3": 0.64533, "Y3": 0.1148, "X4": 0.11067, "Y4": 0.1148, "page": 0}, {"Word": "material having adsorbed thereon a volatile smoke-flavoring", "Confidence": 0.843, "X1": 0.10667, "Y1": 0.1252, "X2": 0.692, "Y2": 0.125, "X3": 0.692, "Y3": 0.1418, "X4": 0.10667, "Y4": 0.1418, "page": 0}, {"Word": "agent capable of being selectively eluted from the adsorp-", "Confidence": 0.87222, "X1": 0.10933, "Y1": 0.1532, "X2": 0.68, "Y2": 0.153, "X3": 0.68, "Y3": 0.1708, "X4": 0.10933, "Y4": 0.1718, "page": 0}, {"Word": "tive material, the adsorptive material being substantially", "Confidence": 0.92186, "X1": 0.112, "Y1": 0.1812, "X2": 0.68, "Y2": 0.181, "X3": 0.68, "Y3": 0.1978, "X4": 0.112, "Y4": 0.1978, "page": 0}, {"Word": "free of smoke-flavoring agent other than that which is", "Confidence": 0.926, "X1": 0.10933, "Y1": 0.2082, "X2": 0.64267, "Y2": 0.208, "X3": 0.64267, "Y3": 0.2258, "X4": 0.10933, "Y4": 0.2258, "page": 0}, {"Word": "adsorbed thereby whereby the adsorbed flavoring agent is", "Confidence": 0.97413, "X1": 0.10933, "Y1": 0.2382, "X2": 0.66133, "Y2": 0.238, "X3": 0.66133, "Y3": 0.2538, "X4": 0.10933, "Y4": 0.2538, "page": 0}, {"Word": "selectively eluted by the smoke and there is not signifi-", "Confidence": 0.9173, "X1": 0.10933, "Y1": 0.2642, "X2": 0.67067, "Y2": 0.264, "X3": 0.67067, "Y3": 0.2828, "X4": 0.10933, "Y4": 0.2838, "page": 0}, {"Word": "cant release of the flavoring agent from the adsorptive", "Confidence": 0.94289, "X1": 0.10667, "Y1": 0.2932, "X2": 0.65333, "Y2": 0.293, "X3": 0.65333, "Y3": 0.3098, "X4": 0.10667, "Y4": 0.3108, "page": 0}, {"Word": "material by volatilization.", "Confidence": 0.727, "X1": 0.108, "Y1": 0.3212, "X2": 0.37333, "Y2": 0.321, "X3": 0.37333, "Y3": 0.3378, "X4": 0.108, "Y4": 0.3378, "page": 0}, {"Word": "Count & - A filter element capable of adsorbing", "Confidence": 0.78289, "X1": 0.20267, "Y1": 0.3492, "X2": 0.672, "Y2": 0.349, "X3": 0.67333, "Y3": 0.3668, "X4": 0.20267, "Y4": 0.3678, "page": 0}, {"Word": "the undesirable volatile constituents of tobacco smoke", "Confidence": 0.94071, "X1": 0.108, "Y1": 0.3772, "X2": 0.64, "Y2": 0.377, "X3": 0.64, "Y3": 0.3928, "X4": 0.108, "Y4": 0.3938, "page": 0}, {"Word": "which comprises a finely divided adsorptive material having", "Confidence": 0.97313, "X1": 0.108, "Y1": 0.4062, "X2": 0.69067, "Y2": 0.406, "X3": 0.69067, "Y3": 0.4218, "X4": 0.108, "Y4": 0.4218, "page": 0}, {"Word": "adsorbed thereon menthol which is capable of being selective-", "Confidence": 0.978, "X1": 0.10533, "Y1": 0.4332, "X2": 0.71067, "Y2": 0.433, "X3": 0.71067, "Y3": 0.4508, "X4": 0.10533, "Y4": 0.4508, "page": 0}, {"Word": "ly eluted from the adsorptive material, the adsorptive", "Confidence": 0.92362, "X1": 0.10667, "Y1": 0.4612, "X2": 0.64533, "Y2": 0.461, "X3": 0.64533, "Y3": 0.4778, "X4": 0.10667, "Y4": 0.4788, "page": 0}, {"Word": "material being substantially free of smoke-flavoring agent", "Confidence": 0.86614, "X1": 0.10667, "Y1": 0.4892, "X2": 0.68, "Y2": 0.489, "X3": 0.68, "Y3": 0.5058, "X4": 0.10667, "Y4": 0.5068, "page": 0}, {"Word": "other than the menthol which is adsorbed thereby whereby", "Confidence": 0.95333, "X1": 0.10667, "Y1": 0.5172, "X2": 0.66133, "Y2": 0.517, "X3": 0.66133, "Y3": 0.5358, "X4": 0.10667, "Y4": 0.5348, "page": 0}, {"Word": "the menthol is selectively eluted by the smoke and there", "Confidence": 0.9412, "X1": 0.10933, "Y1": 0.5452, "X2": 0.66, "Y2": 0.545, "X3": 0.66, "Y3": 0.5618, "X4": 0.10933, "Y4": 0.5618, "page": 0}, {"Word": "is not significant release of the menthol from the adsorp-", "Confidence": 0.8371, "X1": 0.108, "Y1": 0.5742, "X2": 0.67867, "Y2": 0.574, "X3": 0.67867, "Y3": 0.5898, "X4": 0.108, "Y4": 0.5908, "page": 0}, {"Word": "tive material by volatilization.", "Confidence": 0.87675, "X1": 0.10933, "Y1": 0.6022, "X2": 0.42267, "Y2": 0.602, "X3": 0.42267, "Y3": 0.6178, "X4": 0.10933, "Y4": 0.6188, "page": 0}, {"Word": "Count D - A filter element capable of adsorbing", "Confidence": 0.95756, "X1": 0.204, "Y1": 0.6302, "X2": 0.672, "Y2": 0.63, "X3": 0.672, "Y3": 0.6468, "X4": 0.204, "Y4": 0.6488, "page": 0}, {"Word": "the undesirable volatile constituents of tobacco smoke", "Confidence": 0.86471, "X1": 0.10667, "Y1": 0.6582, "X2": 0.64, "Y2": 0.658, "X3": 0.64, "Y3": 0.6738, "X4": 0.10667, "Y4": 0.6748, "page": 0}, {"Word": "which comprises a carrier base in which there is substan- .", "Confidence": 0.86927, "X1": 0.10667, "Y1": 0.6852, "X2": 0.684, "Y2": 0.685, "X3": 0.684, "Y3": 0.7008, "X4": 0.10667, "Y4": 0.7038, "page": 0}, {"Word": "tially uniformly dispersed a finely divided adsorptive", "Confidence": 0.91243, "X1": 0.10667, "Y1": 0.7142, "X2": 0.64, "Y2": 0.714, "X3": 0.64, "Y3": 0.7308, "X4": 0.10667, "Y4": 0.7328, "page": 0}, {"Word": "material having adsorbed thereon menthol which is capable", "Confidence": 0.94712, "X1": 0.10533, "Y1": 0.7402, "X2": 0.67067, "Y2": 0.74, "X3": 0.67067, "Y3": 0.7578, "X4": 0.10533, "Y4": 0.7588, "page": 0}, {"Word": "of being selectively eluted from the adsorptive material.", "Confidence": 0.87175, "X1": 0.10667, "Y1": 0.7682, "X2": 0.66933, "Y2": 0.768, "X3": 0.66933, "Y3": 0.7858, "X4": 0.10667, "Y4": 0.7878, "page": 0}, {"Word": "the adsorptive material being substantially free of smoke-", "Confidence": 0.84713, "X1": 0.108, "Y1": 0.7952, "X2": 0.68, "Y2": 0.795, "X3": 0.68, "Y3": 0.8128, "X4": 0.108, "Y4": 0.8158, "page": 0}, {"Word": "-2.", "Confidence": 0.444, "X1": 0.40133, "Y1": 0.8282, "X2": 0.43067, "Y2": 0.828, "X3": 0.42933, "Y3": 0.8398, "X4": 0.40133, "Y4": 0.8388, "page": 0}], "words_data": [{"Word": "which", "Confidence": 0.998, "X1": 0.11067, "Y1": 0.0712, "X2": 0.16133, "Y2": 0.071, "X3": 0.16, "Y3": 0.0858, "X4": 0.10933, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "comprises", "Confidence": 0.993, "X1": 0.168, "Y1": 0.0712, "X2": 0.26, "Y2": 0.071, "X3": 0.25867, "Y3": 0.0858, "X4": 0.168, "Y4": 0.0858, "page": 0, "Index": 1}, {"Word": "e", "Confidence": 0.028, "X1": 0.26667, "Y1": 0.0712, "X2": 0.27867, "Y2": 0.071, "X3": 0.27733, "Y3": 0.0858, "X4": 0.26533, "Y4": 0.0858, "page": 0, "Index": 2}, {"Word": "cerrier", "Confidence": 0.615, "X1": 0.28533, "Y1": 0.0712, "X2": 0.35733, "Y2": 0.071, "X3": 0.35733, "Y3": 0.0858, "X4": 0.28533, "Y4": 0.0858, "page": 0, "Index": 3}, {"Word": "base", "Confidence": 0.983, "X1": 0.36267, "Y1": 0.0712, "X2": 0.40667, "Y2": 0.071, "X3": 0.40667, "Y3": 0.0858, "X4": 0.36267, "Y4": 0.0858, "page": 0, "Index": 4}, {"Word": "in", "Confidence": 0.998, "X1": 0.41333, "Y1": 0.0712, "X2": 0.436, "Y2": 0.071, "X3": 0.436, "Y3": 0.0858, "X4": 0.412, "Y4": 0.0858, "page": 0, "Index": 5}, {"Word": "which", "Confidence": 0.994, "X1": 0.44133, "Y1": 0.0702, "X2": 0.496, "Y2": 0.07, "X3": 0.49467, "Y3": 0.0858, "X4": 0.44133, "Y4": 0.0858, "page": 0, "Index": 6}, {"Word": "there", "Confidence": 0.995, "X1": 0.50267, "Y1": 0.0702, "X2": 0.55333, "Y2": 0.07, "X3": 0.55333, "Y3": 0.0858, "X4": 0.50267, "Y4": 0.0858, "page": 0, "Index": 7}, {"Word": "is", "Confidence": 0.955, "X1": 0.56, "Y1": 0.0702, "X2": 0.584, "Y2": 0.07, "X3": 0.58267, "Y3": 0.0868, "X4": 0.56, "Y4": 0.0858, "page": 0, "Index": 8}, {"Word": "substan-", "Confidence": 0.809, "X1": 0.58933, "Y1": 0.0702, "X2": 0.67333, "Y2": 0.07, "X3": 0.67333, "Y3": 0.0868, "X4": 0.58933, "Y4": 0.0868, "page": 0, "Index": 9}, {"Word": "tially", "Confidence": 0.857, "X1": 0.112, "Y1": 0.0982, "X2": 0.172, "Y2": 0.098, "X3": 0.17067, "Y3": 0.1148, "X4": 0.112, "Y4": 0.1138, "page": 0, "Index": 10}, {"Word": "uniformly", "Confidence": 0.979, "X1": 0.17867, "Y1": 0.0982, "X2": 0.26933, "Y2": 0.098, "X3": 0.26933, "Y3": 0.1148, "X4": 0.17733, "Y4": 0.1148, "page": 0, "Index": 11}, {"Word": "dispersed", "Confidence": 0.62, "X1": 0.276, "Y1": 0.0982, "X2": 0.36933, "Y2": 0.098, "X3": 0.368, "Y3": 0.1158, "X4": 0.27467, "Y4": 0.1148, "page": 0, "Index": 12}, {"Word": "a", "Confidence": 0.995, "X1": 0.37467, "Y1": 0.0982, "X2": 0.38667, "Y2": 0.098, "X3": 0.38667, "Y3": 0.1158, "X4": 0.37333, "Y4": 0.1158, "page": 0, "Index": 13}, {"Word": "finely", "Confidence": 0.995, "X1": 0.39333, "Y1": 0.0982, "X2": 0.456, "Y2": 0.098, "X3": 0.456, "Y3": 0.1158, "X4": 0.39333, "Y4": 0.1158, "page": 0, "Index": 14}, {"Word": "divided", "Confidence": 0.642, "X1": 0.46133, "Y1": 0.0982, "X2": 0.536, "Y2": 0.098, "X3": 0.53467, "Y3": 0.1148, "X4": 0.46, "Y4": 0.1158, "page": 0, "Index": 15}, {"Word": "adsorptive", "Confidence": 0.975, "X1": 0.54, "Y1": 0.0982, "X2": 0.64533, "Y2": 0.098, "X3": 0.644, "Y3": 0.1148, "X4": 0.53867, "Y4": 0.1148, "page": 0, "Index": 16}, {"Word": "material", "Confidence": 0.955, "X1": 0.10933, "Y1": 0.1262, "X2": 0.19067, "Y2": 0.126, "X3": 0.19067, "Y3": 0.1418, "X4": 0.10933, "Y4": 0.1418, "page": 0, "Index": 17}, {"Word": "having", "Confidence": 0.995, "X1": 0.196, "Y1": 0.1262, "X2": 0.25867, "Y2": 0.126, "X3": 0.25867, "Y3": 0.1418, "X4": 0.19467, "Y4": 0.1418, "page": 0, "Index": 18}, {"Word": "adsorbed", "Confidence": 0.646, "X1": 0.26533, "Y1": 0.1262, "X2": 0.348, "Y2": 0.126, "X3": 0.348, "Y3": 0.1418, "X4": 0.26533, "Y4": 0.1418, "page": 0, "Index": 19}, {"Word": "thereon", "Confidence": 0.847, "X1": 0.35467, "Y1": 0.1252, "X2": 0.42533, "Y2": 0.125, "X3": 0.42533, "Y3": 0.1428, "X4": 0.35333, "Y4": 0.1418, "page": 0, "Index": 20}, {"Word": "a", "Confidence": 0.688, "X1": 0.432, "Y1": 0.1252, "X2": 0.444, "Y2": 0.125, "X3": 0.444, "Y3": 0.1428, "X4": 0.43067, "Y4": 0.1428, "page": 0, "Index": 21}, {"Word": "volatile", "Confidence": 0.916, "X1": 0.45067, "Y1": 0.1262, "X2": 0.53333, "Y2": 0.126, "X3": 0.53333, "Y3": 0.1428, "X4": 0.44933, "Y4": 0.1428, "page": 0, "Index": 22}, {"Word": "smoke-flavoring", "Confidence": 0.854, "X1": 0.53867, "Y1": 0.1262, "X2": 0.692, "Y2": 0.126, "X3": 0.692, "Y3": 0.1428, "X4": 0.53867, "Y4": 0.1428, "page": 0, "Index": 23}, {"Word": "agent", "Confidence": 0.961, "X1": 0.11067, "Y1": 0.1552, "X2": 0.16267, "Y2": 0.155, "X3": 0.16133, "Y3": 0.1708, "X4": 0.11067, "Y4": 0.1708, "page": 0, "Index": 24}, {"Word": "capable", "Confidence": 0.883, "X1": 0.16667, "Y1": 0.1552, "X2": 0.24133, "Y2": 0.155, "X3": 0.24, "Y3": 0.1718, "X4": 0.16667, "Y4": 0.1708, "page": 0, "Index": 25}, {"Word": "of", "Confidence": 0.998, "X1": 0.24533, "Y1": 0.1552, "X2": 0.26933, "Y2": 0.155, "X3": 0.26933, "Y3": 0.1718, "X4": 0.24533, "Y4": 0.1718, "page": 0, "Index": 26}, {"Word": "being", "Confidence": 0.96, "X1": 0.27467, "Y1": 0.1542, "X2": 0.32933, "Y2": 0.154, "X3": 0.32933, "Y3": 0.1718, "X4": 0.27333, "Y4": 0.1718, "page": 0, "Index": 27}, {"Word": "selectively", "Confidence": 0.608, "X1": 0.33467, "Y1": 0.1542, "X2": 0.44533, "Y2": 0.154, "X3": 0.44533, "Y3": 0.1718, "X4": 0.33467, "Y4": 0.1718, "page": 0, "Index": 28}, {"Word": "eluted", "Confidence": 0.812, "X1": 0.452, "Y1": 0.1542, "X2": 0.51467, "Y2": 0.154, "X3": 0.51467, "Y3": 0.1718, "X4": 0.452, "Y4": 0.1718, "page": 0, "Index": 29}, {"Word": "from", "Confidence": 0.991, "X1": 0.52133, "Y1": 0.1542, "X2": 0.56267, "Y2": 0.154, "X3": 0.56267, "Y3": 0.1718, "X4": 0.52133, "Y4": 0.1718, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.998, "X1": 0.57067, "Y1": 0.1542, "X2": 0.604, "Y2": 0.154, "X3": 0.60267, "Y3": 0.1708, "X4": 0.57067, "Y4": 0.1718, "page": 0, "Index": 31}, {"Word": "adsorp-", "Confidence": 0.639, "X1": 0.608, "Y1": 0.1542, "X2": 0.68133, "Y2": 0.154, "X3": 0.68133, "Y3": 0.1708, "X4": 0.608, "Y4": 0.1708, "page": 0, "Index": 32}, {"Word": "tive", "Confidence": 0.981, "X1": 0.11333, "Y1": 0.1822, "X2": 0.15067, "Y2": 0.182, "X3": 0.15067, "Y3": 0.1978, "X4": 0.11333, "Y4": 0.1978, "page": 0, "Index": 33}, {"Word": "material,", "Confidence": 0.719, "X1": 0.15467, "Y1": 0.1822, "X2": 0.25067, "Y2": 0.182, "X3": 0.25067, "Y3": 0.1978, "X4": 0.15467, "Y4": 0.1978, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.997, "X1": 0.256, "Y1": 0.1822, "X2": 0.28933, "Y2": 0.182, "X3": 0.28933, "Y3": 0.1978, "X4": 0.25467, "Y4": 0.1978, "page": 0, "Index": 35}, {"Word": "adsorptive", "Confidence": 0.984, "X1": 0.29333, "Y1": 0.1822, "X2": 0.39867, "Y2": 0.182, "X3": 0.39733, "Y3": 0.1988, "X4": 0.29333, "Y4": 0.1978, "page": 0, "Index": 36}, {"Word": "material", "Confidence": 0.894, "X1": 0.40267, "Y1": 0.1822, "X2": 0.48533, "Y2": 0.182, "X3": 0.484, "Y3": 0.1988, "X4": 0.40267, "Y4": 0.1988, "page": 0, "Index": 37}, {"Word": "being", "Confidence": 0.997, "X1": 0.49067, "Y1": 0.1822, "X2": 0.54533, "Y2": 0.182, "X3": 0.54533, "Y3": 0.1988, "X4": 0.49067, "Y4": 0.1988, "page": 0, "Index": 38}, {"Word": "substantially", "Confidence": 0.881, "X1": 0.55067, "Y1": 0.1822, "X2": 0.68, "Y2": 0.182, "X3": 0.67867, "Y3": 0.1988, "X4": 0.54933, "Y4": 0.1988, "page": 0, "Index": 39}, {"Word": "free", "Confidence": 0.981, "X1": 0.11067, "Y1": 0.2092, "X2": 0.152, "Y2": 0.209, "X3": 0.152, "Y3": 0.2258, "X4": 0.11067, "Y4": 0.2258, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.998, "X1": 0.15733, "Y1": 0.2092, "X2": 0.18133, "Y2": 0.209, "X3": 0.18, "Y3": 0.2258, "X4": 0.15733, "Y4": 0.2258, "page": 0, "Index": 41}, {"Word": "smoke-flavoring", "Confidence": 0.885, "X1": 0.18533, "Y1": 0.2102, "X2": 0.33733, "Y2": 0.21, "X3": 0.33733, "Y3": 0.2268, "X4": 0.18533, "Y4": 0.2258, "page": 0, "Index": 42}, {"Word": "agent", "Confidence": 0.996, "X1": 0.34267, "Y1": 0.2102, "X2": 0.396, "Y2": 0.21, "X3": 0.396, "Y3": 0.2268, "X4": 0.34267, "Y4": 0.2268, "page": 0, "Index": 43}, {"Word": "other", "Confidence": 0.64, "X1": 0.40133, "Y1": 0.2102, "X2": 0.45467, "Y2": 0.21, "X3": 0.45467, "Y3": 0.2268, "X4": 0.40133, "Y4": 0.2268, "page": 0, "Index": 44}, {"Word": "than", "Confidence": 0.983, "X1": 0.46133, "Y1": 0.2102, "X2": 0.50267, "Y2": 0.21, "X3": 0.50267, "Y3": 0.2268, "X4": 0.46133, "Y4": 0.2268, "page": 0, "Index": 45}, {"Word": "that", "Confidence": 0.955, "X1": 0.51067, "Y1": 0.2092, "X2": 0.55333, "Y2": 0.209, "X3": 0.55333, "Y3": 0.2268, "X4": 0.51067, "Y4": 0.2268, "page": 0, "Index": 46}, {"Word": "which", "Confidence": 0.998, "X1": 0.55733, "Y1": 0.2092, "X2": 0.612, "Y2": 0.209, "X3": 0.612, "Y3": 0.2268, "X4": 0.55733, "Y4": 0.2268, "page": 0, "Index": 47}, {"Word": "is", "Confidence": 0.898, "X1": 0.61733, "Y1": 0.2092, "X2": 0.64133, "Y2": 0.209, "X3": 0.64133, "Y3": 0.2268, "X4": 0.61733, "Y4": 0.2268, "page": 0, "Index": 48}, {"Word": "adsorbed", "Confidence": 0.991, "X1": 0.11067, "Y1": 0.2382, "X2": 0.19067, "Y2": 0.238, "X3": 0.18933, "Y3": 0.2538, "X4": 0.10933, "Y4": 0.2538, "page": 0, "Index": 49}, {"Word": "thereby", "Confidence": 0.994, "X1": 0.19733, "Y1": 0.2382, "X2": 0.26933, "Y2": 0.238, "X3": 0.26933, "Y3": 0.2538, "X4": 0.19733, "Y4": 0.2538, "page": 0, "Index": 50}, {"Word": "whereby", "Confidence": 0.994, "X1": 0.27333, "Y1": 0.2382, "X2": 0.34667, "Y2": 0.238, "X3": 0.34667, "Y3": 0.2538, "X4": 0.27333, "Y4": 0.2538, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.35467, "Y1": 0.2382, "X2": 0.38667, "Y2": 0.238, "X3": 0.38667, "Y3": 0.2538, "X4": 0.35467, "Y4": 0.2538, "page": 0, "Index": 52}, {"Word": "adsorbed", "Confidence": 0.994, "X1": 0.392, "Y1": 0.2382, "X2": 0.47467, "Y2": 0.238, "X3": 0.47467, "Y3": 0.2538, "X4": 0.392, "Y4": 0.2538, "page": 0, "Index": 53}, {"Word": "flavoring", "Confidence": 0.941, "X1": 0.48, "Y1": 0.2382, "X2": 0.572, "Y2": 0.238, "X3": 0.572, "Y3": 0.2548, "X4": 0.48133, "Y4": 0.2538, "page": 0, "Index": 54}, {"Word": "agent", "Confidence": 0.995, "X1": 0.57867, "Y1": 0.2382, "X2": 0.632, "Y2": 0.238, "X3": 0.632, "Y3": 0.2548, "X4": 0.57867, "Y4": 0.2548, "page": 0, "Index": 55}, {"Word": "is", "Confidence": 0.886, "X1": 0.63733, "Y1": 0.2382, "X2": 0.66, "Y2": 0.238, "X3": 0.66, "Y3": 0.2548, "X4": 0.63867, "Y4": 0.2548, "page": 0, "Index": 56}, {"Word": "selectively", "Confidence": 0.586, "X1": 0.10933, "Y1": 0.2672, "X2": 0.21867, "Y2": 0.267, "X3": 0.22, "Y3": 0.2828, "X4": 0.11067, "Y4": 0.2828, "page": 0, "Index": 57}, {"Word": "eluted", "Confidence": 0.911, "X1": 0.22533, "Y1": 0.2662, "X2": 0.288, "Y2": 0.266, "X3": 0.288, "Y3": 0.2818, "X4": 0.22533, "Y4": 0.2828, "page": 0, "Index": 58}, {"Word": "by", "Confidence": 0.998, "X1": 0.29333, "Y1": 0.2662, "X2": 0.31733, "Y2": 0.266, "X3": 0.31733, "Y3": 0.2818, "X4": 0.29333, "Y4": 0.2818, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.981, "X1": 0.32533, "Y1": 0.2662, "X2": 0.35733, "Y2": 0.266, "X3": 0.35733, "Y3": 0.2818, "X4": 0.32533, "Y4": 0.2818, "page": 0, "Index": 60}, {"Word": "smoke", "Confidence": 0.955, "X1": 0.36133, "Y1": 0.2662, "X2": 0.416, "Y2": 0.266, "X3": 0.416, "Y3": 0.2818, "X4": 0.36133, "Y4": 0.2818, "page": 0, "Index": 61}, {"Word": "and", "Confidence": 0.998, "X1": 0.42, "Y1": 0.2662, "X2": 0.45333, "Y2": 0.266, "X3": 0.45333, "Y3": 0.2818, "X4": 0.42, "Y4": 0.2818, "page": 0, "Index": 62}, {"Word": "there", "Confidence": 0.954, "X1": 0.46267, "Y1": 0.2662, "X2": 0.51333, "Y2": 0.266, "X3": 0.512, "Y3": 0.2818, "X4": 0.46267, "Y4": 0.2818, "page": 0, "Index": 63}, {"Word": "is", "Confidence": 0.998, "X1": 0.52, "Y1": 0.2652, "X2": 0.54267, "Y2": 0.265, "X3": 0.54133, "Y3": 0.2828, "X4": 0.52, "Y4": 0.2828, "page": 0, "Index": 64}, {"Word": "not", "Confidence": 0.998, "X1": 0.54667, "Y1": 0.2652, "X2": 0.58267, "Y2": 0.265, "X3": 0.58267, "Y3": 0.2828, "X4": 0.54667, "Y4": 0.2828, "page": 0, "Index": 65}, {"Word": "signifi-", "Confidence": 0.794, "X1": 0.588, "Y1": 0.2652, "X2": 0.67067, "Y2": 0.265, "X3": 0.67067, "Y3": 0.2828, "X4": 0.588, "Y4": 0.2828, "page": 0, "Index": 66}, {"Word": "cant", "Confidence": 0.988, "X1": 0.10933, "Y1": 0.2952, "X2": 0.152, "Y2": 0.295, "X3": 0.15067, "Y3": 0.3108, "X4": 0.108, "Y4": 0.3108, "page": 0, "Index": 67}, {"Word": "release", "Confidence": 0.617, "X1": 0.156, "Y1": 0.2942, "X2": 0.22933, "Y2": 0.294, "X3": 0.228, "Y3": 0.3108, "X4": 0.15467, "Y4": 0.3108, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.236, "Y1": 0.2942, "X2": 0.26, "Y2": 0.294, "X3": 0.26, "Y3": 0.3098, "X4": 0.23467, "Y4": 0.3108, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.998, "X1": 0.26533, "Y1": 0.2942, "X2": 0.29867, "Y2": 0.294, "X3": 0.29733, "Y3": 0.3098, "X4": 0.264, "Y4": 0.3098, "page": 0, "Index": 70}, {"Word": "flavoring", "Confidence": 0.933, "X1": 0.30533, "Y1": 0.2932, "X2": 0.396, "Y2": 0.293, "X3": 0.39467, "Y3": 0.3098, "X4": 0.304, "Y4": 0.3098, "page": 0, "Index": 71}, {"Word": "agent", "Confidence": 0.997, "X1": 0.40267, "Y1": 0.2932, "X2": 0.456, "Y2": 0.293, "X3": 0.456, "Y3": 0.3098, "X4": 0.40133, "Y4": 0.3098, "page": 0, "Index": 72}, {"Word": "from", "Confidence": 0.989, "X1": 0.46133, "Y1": 0.2932, "X2": 0.504, "Y2": 0.293, "X3": 0.50267, "Y3": 0.3108, "X4": 0.46, "Y4": 0.3098, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.51067, "Y1": 0.2932, "X2": 0.54267, "Y2": 0.293, "X3": 0.54267, "Y3": 0.3108, "X4": 0.51067, "Y4": 0.3108, "page": 0, "Index": 74}, {"Word": "adsorptive", "Confidence": 0.968, "X1": 0.548, "Y1": 0.2942, "X2": 0.652, "Y2": 0.294, "X3": 0.652, "Y3": 0.3108, "X4": 0.548, "Y4": 0.3108, "page": 0, "Index": 75}, {"Word": "volatilization.", "Confidence": 0.246, "X1": 0.22533, "Y1": 0.3222, "X2": 0.37333, "Y2": 0.322, "X3": 0.37333, "Y3": 0.3378, "X4": 0.22533, "Y4": 0.3388, "page": 0, "Index": 76}, {"Word": "material", "Confidence": 0.937, "X1": 0.10933, "Y1": 0.3222, "X2": 0.19067, "Y2": 0.322, "X3": 0.19067, "Y3": 0.3388, "X4": 0.108, "Y4": 0.3378, "page": 0, "Index": 77}, {"Word": "by", "Confidence": 0.998, "X1": 0.19467, "Y1": 0.3222, "X2": 0.21867, "Y2": 0.322, "X3": 0.21867, "Y3": 0.3388, "X4": 0.19467, "Y4": 0.3388, "page": 0, "Index": 78}, {"Word": "Count", "Confidence": 0.946, "X1": 0.20533, "Y1": 0.3502, "X2": 0.25733, "Y2": 0.35, "X3": 0.25867, "Y3": 0.3678, "X4": 0.20533, "Y4": 0.3688, "page": 0, "Index": 79}, {"Word": "&", "Confidence": 0.027, "X1": 0.26267, "Y1": 0.3502, "X2": 0.276, "Y2": 0.35, "X3": 0.276, "Y3": 0.3678, "X4": 0.26267, "Y4": 0.3678, "page": 0, "Index": 80}, {"Word": "-", "Confidence": 0.914, "X1": 0.284, "Y1": 0.3502, "X2": 0.296, "Y2": 0.35, "X3": 0.29733, "Y3": 0.3678, "X4": 0.28533, "Y4": 0.3678, "page": 0, "Index": 81}, {"Word": "A", "Confidence": 0.895, "X1": 0.30133, "Y1": 0.3502, "X2": 0.31467, "Y2": 0.35, "X3": 0.31467, "Y3": 0.3678, "X4": 0.30133, "Y4": 0.3678, "page": 0, "Index": 82}, {"Word": "filter", "Confidence": 0.645, "X1": 0.32267, "Y1": 0.3502, "X2": 0.38533, "Y2": 0.35, "X3": 0.38667, "Y3": 0.3668, "X4": 0.32267, "Y4": 0.3678, "page": 0, "Index": 83}, {"Word": "element", "Confidence": 0.635, "X1": 0.39067, "Y1": 0.3502, "X2": 0.464, "Y2": 0.35, "X3": 0.464, "Y3": 0.3668, "X4": 0.392, "Y4": 0.3668, "page": 0, "Index": 84}, {"Word": "capable", "Confidence": 0.991, "X1": 0.468, "Y1": 0.3502, "X2": 0.54133, "Y2": 0.35, "X3": 0.54267, "Y3": 0.3668, "X4": 0.468, "Y4": 0.3668, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.998, "X1": 0.54667, "Y1": 0.3502, "X2": 0.57333, "Y2": 0.35, "X3": 0.57333, "Y3": 0.3668, "X4": 0.548, "Y4": 0.3668, "page": 0, "Index": 86}, {"Word": "adsorbing", "Confidence": 0.995, "X1": 0.57733, "Y1": 0.3502, "X2": 0.67067, "Y2": 0.35, "X3": 0.67067, "Y3": 0.3668, "X4": 0.57867, "Y4": 0.3668, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.933, "X1": 0.11067, "Y1": 0.3782, "X2": 0.14133, "Y2": 0.378, "X3": 0.14, "Y3": 0.3938, "X4": 0.10933, "Y4": 0.3938, "page": 0, "Index": 88}, {"Word": "undesirable", "Confidence": 0.954, "X1": 0.14667, "Y1": 0.3782, "X2": 0.25733, "Y2": 0.378, "X3": 0.25733, "Y3": 0.3938, "X4": 0.14667, "Y4": 0.3938, "page": 0, "Index": 89}, {"Word": "volatile", "Confidence": 0.887, "X1": 0.264, "Y1": 0.3782, "X2": 0.34667, "Y2": 0.378, "X3": 0.34533, "Y3": 0.3938, "X4": 0.264, "Y4": 0.3938, "page": 0, "Index": 90}, {"Word": "constituents", "Confidence": 0.925, "X1": 0.352, "Y1": 0.3782, "X2": 0.47467, "Y2": 0.378, "X3": 0.47467, "Y3": 0.3938, "X4": 0.352, "Y4": 0.3938, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.995, "X1": 0.47867, "Y1": 0.3782, "X2": 0.50267, "Y2": 0.378, "X3": 0.50267, "Y3": 0.3938, "X4": 0.47867, "Y4": 0.3938, "page": 0, "Index": 92}, {"Word": "tobacco", "Confidence": 0.947, "X1": 0.51067, "Y1": 0.3782, "X2": 0.58133, "Y2": 0.378, "X3": 0.58133, "Y3": 0.3938, "X4": 0.51067, "Y4": 0.3938, "page": 0, "Index": 93}, {"Word": "smoke", "Confidence": 0.944, "X1": 0.58933, "Y1": 0.3782, "X2": 0.64, "Y2": 0.378, "X3": 0.64, "Y3": 0.3928, "X4": 0.588, "Y4": 0.3938, "page": 0, "Index": 94}, {"Word": "which", "Confidence": 0.997, "X1": 0.10933, "Y1": 0.4072, "X2": 0.15867, "Y2": 0.407, "X3": 0.15867, "Y3": 0.4218, "X4": 0.10933, "Y4": 0.4218, "page": 0, "Index": 95}, {"Word": "comprises", "Confidence": 0.994, "X1": 0.16667, "Y1": 0.4072, "X2": 0.25867, "Y2": 0.407, "X3": 0.25867, "Y3": 0.4218, "X4": 0.16667, "Y4": 0.4218, "page": 0, "Index": 96}, {"Word": "a", "Confidence": 0.997, "X1": 0.264, "Y1": 0.4072, "X2": 0.276, "Y2": 0.407, "X3": 0.276, "Y3": 0.4218, "X4": 0.264, "Y4": 0.4218, "page": 0, "Index": 97}, {"Word": "finely", "Confidence": 0.991, "X1": 0.28533, "Y1": 0.4062, "X2": 0.34667, "Y2": 0.406, "X3": 0.34667, "Y3": 0.4218, "X4": 0.28533, "Y4": 0.4218, "page": 0, "Index": 98}, {"Word": "divided", "Confidence": 0.963, "X1": 0.352, "Y1": 0.4062, "X2": 0.42533, "Y2": 0.406, "X3": 0.42533, "Y3": 0.4228, "X4": 0.352, "Y4": 0.4218, "page": 0, "Index": 99}, {"Word": "adsorptive", "Confidence": 0.991, "X1": 0.432, "Y1": 0.4062, "X2": 0.53467, "Y2": 0.406, "X3": 0.53467, "Y3": 0.4228, "X4": 0.432, "Y4": 0.4228, "page": 0, "Index": 100}, {"Word": "material", "Confidence": 0.856, "X1": 0.53867, "Y1": 0.4062, "X2": 0.62133, "Y2": 0.406, "X3": 0.62133, "Y3": 0.4228, "X4": 0.53867, "Y4": 0.4228, "page": 0, "Index": 101}, {"Word": "having", "Confidence": 0.996, "X1": 0.62667, "Y1": 0.4062, "X2": 0.69067, "Y2": 0.406, "X3": 0.69067, "Y3": 0.4228, "X4": 0.62667, "Y4": 0.4228, "page": 0, "Index": 102}, {"Word": "adsorbed", "Confidence": 0.981, "X1": 0.108, "Y1": 0.4342, "X2": 0.18933, "Y2": 0.434, "X3": 0.188, "Y3": 0.4498, "X4": 0.10667, "Y4": 0.4498, "page": 0, "Index": 103}, {"Word": "thereon", "Confidence": 0.991, "X1": 0.19733, "Y1": 0.4342, "X2": 0.268, "Y2": 0.434, "X3": 0.26667, "Y3": 0.4498, "X4": 0.196, "Y4": 0.4498, "page": 0, "Index": 104}, {"Word": "menthol", "Confidence": 0.991, "X1": 0.27333, "Y1": 0.4342, "X2": 0.34667, "Y2": 0.434, "X3": 0.34667, "Y3": 0.4498, "X4": 0.272, "Y4": 0.4498, "page": 0, "Index": 105}, {"Word": "which", "Confidence": 0.998, "X1": 0.352, "Y1": 0.4342, "X2": 0.404, "Y2": 0.434, "X3": 0.40267, "Y3": 0.4498, "X4": 0.35067, "Y4": 0.4498, "page": 0, "Index": 106}, {"Word": "is", "Confidence": 0.997, "X1": 0.40933, "Y1": 0.4342, "X2": 0.43467, "Y2": 0.434, "X3": 0.43333, "Y3": 0.4498, "X4": 0.40933, "Y4": 0.4498, "page": 0, "Index": 107}, {"Word": "capable", "Confidence": 0.995, "X1": 0.43867, "Y1": 0.4342, "X2": 0.512, "Y2": 0.434, "X3": 0.51067, "Y3": 0.4508, "X4": 0.43867, "Y4": 0.4498, "page": 0, "Index": 108}, {"Word": "of", "Confidence": 0.998, "X1": 0.51733, "Y1": 0.4342, "X2": 0.54267, "Y2": 0.434, "X3": 0.54133, "Y3": 0.4508, "X4": 0.51733, "Y4": 0.4508, "page": 0, "Index": 109}, {"Word": "being", "Confidence": 0.997, "X1": 0.54667, "Y1": 0.4342, "X2": 0.6, "Y2": 0.434, "X3": 0.6, "Y3": 0.4508, "X4": 0.54667, "Y4": 0.4508, "page": 0, "Index": 110}, {"Word": "selective-", "Confidence": 0.854, "X1": 0.60667, "Y1": 0.4332, "X2": 0.70933, "Y2": 0.433, "X3": 0.70933, "Y3": 0.4508, "X4": 0.60667, "Y4": 0.4508, "page": 0, "Index": 111}, {"Word": "from", "Confidence": 0.993, "X1": 0.20667, "Y1": 0.4622, "X2": 0.24933, "Y2": 0.462, "X3": 0.24933, "Y3": 0.4778, "X4": 0.20667, "Y4": 0.4788, "page": 0, "Index": 112}, {"Word": "the", "Confidence": 0.994, "X1": 0.25467, "Y1": 0.4622, "X2": 0.28667, "Y2": 0.462, "X3": 0.28667, "Y3": 0.4778, "X4": 0.25467, "Y4": 0.4778, "page": 0, "Index": 113}, {"Word": "adsorptive", "Confidence": 0.991, "X1": 0.29333, "Y1": 0.4622, "X2": 0.396, "Y2": 0.462, "X3": 0.396, "Y3": 0.4778, "X4": 0.292, "Y4": 0.4778, "page": 0, "Index": 114}, {"Word": "material,", "Confidence": 0.783, "X1": 0.40267, "Y1": 0.4622, "X2": 0.496, "Y2": 0.462, "X3": 0.49467, "Y3": 0.4778, "X4": 0.40133, "Y4": 0.4778, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.997, "X1": 0.5, "Y1": 0.4622, "X2": 0.53333, "Y2": 0.462, "X3": 0.532, "Y3": 0.4778, "X4": 0.5, "Y4": 0.4778, "page": 0, "Index": 116}, {"Word": "ly", "Confidence": 0.98, "X1": 0.108, "Y1": 0.4622, "X2": 0.13067, "Y2": 0.462, "X3": 0.13067, "Y3": 0.4788, "X4": 0.108, "Y4": 0.4788, "page": 0, "Index": 117}, {"Word": "eluted", "Confidence": 0.665, "X1": 0.13733, "Y1": 0.4622, "X2": 0.2, "Y2": 0.462, "X3": 0.2, "Y3": 0.4788, "X4": 0.13733, "Y4": 0.4788, "page": 0, "Index": 118}, {"Word": "adsorptive", "Confidence": 0.986, "X1": 0.53867, "Y1": 0.4622, "X2": 0.64133, "Y2": 0.462, "X3": 0.64, "Y3": 0.4788, "X4": 0.53733, "Y4": 0.4778, "page": 0, "Index": 119}, {"Word": "material", "Confidence": 0.91, "X1": 0.108, "Y1": 0.4902, "X2": 0.18933, "Y2": 0.49, "X3": 0.188, "Y3": 0.5068, "X4": 0.108, "Y4": 0.5068, "page": 0, "Index": 120}, {"Word": "being", "Confidence": 0.955, "X1": 0.19467, "Y1": 0.4902, "X2": 0.248, "Y2": 0.49, "X3": 0.24667, "Y3": 0.5068, "X4": 0.19467, "Y4": 0.5068, "page": 0, "Index": 121}, {"Word": "substantially", "Confidence": 0.9, "X1": 0.25333, "Y1": 0.4892, "X2": 0.384, "Y2": 0.489, "X3": 0.384, "Y3": 0.5068, "X4": 0.25333, "Y4": 0.5068, "page": 0, "Index": 122}, {"Word": "free", "Confidence": 0.725, "X1": 0.392, "Y1": 0.4892, "X2": 0.43333, "Y2": 0.489, "X3": 0.43333, "Y3": 0.5068, "X4": 0.39067, "Y4": 0.5068, "page": 0, "Index": 123}, {"Word": "of", "Confidence": 0.998, "X1": 0.43867, "Y1": 0.4892, "X2": 0.46267, "Y2": 0.489, "X3": 0.46267, "Y3": 0.5068, "X4": 0.43867, "Y4": 0.5068, "page": 0, "Index": 124}, {"Word": "smoke-flavoring", "Confidence": 0.796, "X1": 0.46933, "Y1": 0.4902, "X2": 0.62, "Y2": 0.49, "X3": 0.61867, "Y3": 0.5068, "X4": 0.46933, "Y4": 0.5068, "page": 0, "Index": 125}, {"Word": "agent", "Confidence": 0.779, "X1": 0.62667, "Y1": 0.4902, "X2": 0.67867, "Y2": 0.49, "X3": 0.67733, "Y3": 0.5068, "X4": 0.62533, "Y4": 0.5068, "page": 0, "Index": 126}, {"Word": "other", "Confidence": 0.996, "X1": 0.108, "Y1": 0.5192, "X2": 0.16, "Y2": 0.519, "X3": 0.16, "Y3": 0.5348, "X4": 0.108, "Y4": 0.5348, "page": 0, "Index": 127}, {"Word": "than", "Confidence": 0.991, "X1": 0.16667, "Y1": 0.5192, "X2": 0.208, "Y2": 0.519, "X3": 0.208, "Y3": 0.5338, "X4": 0.16533, "Y4": 0.5348, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.998, "X1": 0.216, "Y1": 0.5182, "X2": 0.248, "Y2": 0.518, "X3": 0.24667, "Y3": 0.5338, "X4": 0.21467, "Y4": 0.5338, "page": 0, "Index": 129}, {"Word": "menthol", "Confidence": 0.995, "X1": 0.252, "Y1": 0.5182, "X2": 0.32667, "Y2": 0.518, "X3": 0.32533, "Y3": 0.5338, "X4": 0.252, "Y4": 0.5338, "page": 0, "Index": 130}, {"Word": "which", "Confidence": 0.994, "X1": 0.33067, "Y1": 0.5182, "X2": 0.384, "Y2": 0.518, "X3": 0.384, "Y3": 0.5338, "X4": 0.33067, "Y4": 0.5338, "page": 0, "Index": 131}, {"Word": "is", "Confidence": 0.73, "X1": 0.39067, "Y1": 0.5182, "X2": 0.41467, "Y2": 0.518, "X3": 0.41467, "Y3": 0.5338, "X4": 0.38933, "Y4": 0.5338, "page": 0, "Index": 132}, {"Word": "adsorbed", "Confidence": 0.965, "X1": 0.42, "Y1": 0.5182, "X2": 0.50267, "Y2": 0.518, "X3": 0.50133, "Y3": 0.5348, "X4": 0.41867, "Y4": 0.5338, "page": 0, "Index": 133}, {"Word": "thereby", "Confidence": 0.956, "X1": 0.50933, "Y1": 0.5182, "X2": 0.58, "Y2": 0.518, "X3": 0.58, "Y3": 0.5358, "X4": 0.50933, "Y4": 0.5348, "page": 0, "Index": 134}, {"Word": "whereby", "Confidence": 0.955, "X1": 0.58533, "Y1": 0.5182, "X2": 0.65867, "Y2": 0.518, "X3": 0.65867, "Y3": 0.5358, "X4": 0.58533, "Y4": 0.5358, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.996, "X1": 0.11067, "Y1": 0.5472, "X2": 0.14133, "Y2": 0.547, "X3": 0.14, "Y3": 0.5618, "X4": 0.11067, "Y4": 0.5618, "page": 0, "Index": 136}, {"Word": "menthol", "Confidence": 0.978, "X1": 0.14533, "Y1": 0.5472, "X2": 0.21867, "Y2": 0.547, "X3": 0.21867, "Y3": 0.5618, "X4": 0.14533, "Y4": 0.5618, "page": 0, "Index": 137}, {"Word": "is", "Confidence": 0.993, "X1": 0.22533, "Y1": 0.5472, "X2": 0.248, "Y2": 0.547, "X3": 0.248, "Y3": 0.5618, "X4": 0.224, "Y4": 0.5618, "page": 0, "Index": 138}, {"Word": "selectively", "Confidence": 0.827, "X1": 0.25467, "Y1": 0.5472, "X2": 0.36533, "Y2": 0.547, "X3": 0.364, "Y3": 0.5628, "X4": 0.25333, "Y4": 0.5618, "page": 0, "Index": 139}, {"Word": "eluted", "Confidence": 0.973, "X1": 0.372, "Y1": 0.5462, "X2": 0.43467, "Y2": 0.546, "X3": 0.43333, "Y3": 0.5628, "X4": 0.372, "Y4": 0.5628, "page": 0, "Index": 140}, {"Word": "by", "Confidence": 0.998, "X1": 0.43867, "Y1": 0.5462, "X2": 0.464, "Y2": 0.546, "X3": 0.46267, "Y3": 0.5628, "X4": 0.43867, "Y4": 0.5628, "page": 0, "Index": 141}, {"Word": "the", "Confidence": 0.998, "X1": 0.47067, "Y1": 0.5462, "X2": 0.50267, "Y2": 0.546, "X3": 0.50267, "Y3": 0.5628, "X4": 0.47067, "Y4": 0.5628, "page": 0, "Index": 142}, {"Word": "smoke", "Confidence": 0.656, "X1": 0.50933, "Y1": 0.5462, "X2": 0.56133, "Y2": 0.546, "X3": 0.56, "Y3": 0.5628, "X4": 0.508, "Y4": 0.5628, "page": 0, "Index": 143}, {"Word": "and", "Confidence": 0.998, "X1": 0.56667, "Y1": 0.5462, "X2": 0.60133, "Y2": 0.546, "X3": 0.60133, "Y3": 0.5628, "X4": 0.56667, "Y4": 0.5628, "page": 0, "Index": 144}, {"Word": "there", "Confidence": 0.995, "X1": 0.608, "Y1": 0.5462, "X2": 0.66, "Y2": 0.546, "X3": 0.65867, "Y3": 0.5628, "X4": 0.60667, "Y4": 0.5628, "page": 0, "Index": 145}, {"Word": "is", "Confidence": 0.242, "X1": 0.10933, "Y1": 0.5762, "X2": 0.12933, "Y2": 0.576, "X3": 0.12933, "Y3": 0.5918, "X4": 0.108, "Y4": 0.5918, "page": 0, "Index": 146}, {"Word": "not", "Confidence": 0.992, "X1": 0.136, "Y1": 0.5762, "X2": 0.17067, "Y2": 0.576, "X3": 0.16933, "Y3": 0.5918, "X4": 0.136, "Y4": 0.5918, "page": 0, "Index": 147}, {"Word": "significant", "Confidence": 0.991, "X1": 0.176, "Y1": 0.5752, "X2": 0.288, "Y2": 0.575, "X3": 0.28667, "Y3": 0.5918, "X4": 0.176, "Y4": 0.5918, "page": 0, "Index": 148}, {"Word": "release", "Confidence": 0.543, "X1": 0.292, "Y1": 0.5752, "X2": 0.36533, "Y2": 0.575, "X3": 0.36533, "Y3": 0.5908, "X4": 0.292, "Y4": 0.5918, "page": 0, "Index": 149}, {"Word": "of", "Confidence": 0.998, "X1": 0.372, "Y1": 0.5752, "X2": 0.39467, "Y2": 0.575, "X3": 0.39333, "Y3": 0.5908, "X4": 0.37067, "Y4": 0.5908, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.991, "X1": 0.40133, "Y1": 0.5752, "X2": 0.43467, "Y2": 0.575, "X3": 0.43333, "Y3": 0.5908, "X4": 0.40133, "Y4": 0.5908, "page": 0, "Index": 151}, {"Word": "menthol", "Confidence": 0.991, "X1": 0.43867, "Y1": 0.5752, "X2": 0.512, "Y2": 0.575, "X3": 0.51067, "Y3": 0.5908, "X4": 0.43867, "Y4": 0.5908, "page": 0, "Index": 152}, {"Word": "from", "Confidence": 0.988, "X1": 0.52, "Y1": 0.5752, "X2": 0.56133, "Y2": 0.575, "X3": 0.56, "Y3": 0.5908, "X4": 0.51867, "Y4": 0.5908, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.998, "X1": 0.568, "Y1": 0.5752, "X2": 0.60133, "Y2": 0.575, "X3": 0.6, "Y3": 0.5908, "X4": 0.568, "Y4": 0.5908, "page": 0, "Index": 154}, {"Word": "adsorp-", "Confidence": 0.637, "X1": 0.60533, "Y1": 0.5752, "X2": 0.67867, "Y2": 0.575, "X3": 0.67867, "Y3": 0.5908, "X4": 0.60533, "Y4": 0.5908, "page": 0, "Index": 155}, {"Word": "tive", "Confidence": 0.955, "X1": 0.11067, "Y1": 0.6032, "X2": 0.15067, "Y2": 0.603, "X3": 0.14933, "Y3": 0.6188, "X4": 0.11067, "Y4": 0.6198, "page": 0, "Index": 156}, {"Word": "material", "Confidence": 0.947, "X1": 0.15467, "Y1": 0.6032, "X2": 0.23733, "Y2": 0.603, "X3": 0.23733, "Y3": 0.6188, "X4": 0.15467, "Y4": 0.6188, "page": 0, "Index": 157}, {"Word": "by", "Confidence": 0.998, "X1": 0.24267, "Y1": 0.6032, "X2": 0.268, "Y2": 0.603, "X3": 0.268, "Y3": 0.6188, "X4": 0.24267, "Y4": 0.6188, "page": 0, "Index": 158}, {"Word": "volatilization.", "Confidence": 0.607, "X1": 0.27333, "Y1": 0.6022, "X2": 0.42133, "Y2": 0.602, "X3": 0.42267, "Y3": 0.6188, "X4": 0.27333, "Y4": 0.6188, "page": 0, "Index": 159}, {"Word": "filter", "Confidence": 0.909, "X1": 0.32133, "Y1": 0.6302, "X2": 0.38533, "Y2": 0.63, "X3": 0.38533, "Y3": 0.6478, "X4": 0.32133, "Y4": 0.6488, "page": 0, "Index": 160}, {"Word": "element", "Confidence": 0.933, "X1": 0.39067, "Y1": 0.6302, "X2": 0.464, "Y2": 0.63, "X3": 0.464, "Y3": 0.6478, "X4": 0.39067, "Y4": 0.6478, "page": 0, "Index": 161}, {"Word": "capable", "Confidence": 0.955, "X1": 0.468, "Y1": 0.6302, "X2": 0.54267, "Y2": 0.63, "X3": 0.54267, "Y3": 0.6468, "X4": 0.468, "Y4": 0.6478, "page": 0, "Index": 162}, {"Word": "of", "Confidence": 0.998, "X1": 0.548, "Y1": 0.6302, "X2": 0.572, "Y2": 0.63, "X3": 0.572, "Y3": 0.6468, "X4": 0.548, "Y4": 0.6468, "page": 0, "Index": 163}, {"Word": "adsorbing", "Confidence": 0.995, "X1": 0.576, "Y1": 0.6312, "X2": 0.67067, "Y2": 0.631, "X3": 0.67067, "Y3": 0.6468, "X4": 0.576, "Y4": 0.6468, "page": 0, "Index": 164}, {"Word": "Count", "Confidence": 0.965, "X1": 0.20533, "Y1": 0.6312, "X2": 0.25733, "Y2": 0.631, "X3": 0.25733, "Y3": 0.6488, "X4": 0.20533, "Y4": 0.6498, "page": 0, "Index": 165}, {"Word": "D", "Confidence": 0.937, "X1": 0.26267, "Y1": 0.6312, "X2": 0.276, "Y2": 0.631, "X3": 0.276, "Y3": 0.6488, "X4": 0.26267, "Y4": 0.6488, "page": 0, "Index": 166}, {"Word": "-", "Confidence": 0.935, "X1": 0.284, "Y1": 0.6312, "X2": 0.296, "Y2": 0.631, "X3": 0.296, "Y3": 0.6488, "X4": 0.284, "Y4": 0.6488, "page": 0, "Index": 167}, {"Word": "A", "Confidence": 0.991, "X1": 0.3, "Y1": 0.6312, "X2": 0.31467, "Y2": 0.631, "X3": 0.31467, "Y3": 0.6488, "X4": 0.3, "Y4": 0.6488, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.108, "Y1": 0.6592, "X2": 0.14, "Y2": 0.659, "X3": 0.14, "Y3": 0.6758, "X4": 0.108, "Y4": 0.6758, "page": 0, "Index": 169}, {"Word": "undesirable", "Confidence": 0.908, "X1": 0.14533, "Y1": 0.6592, "X2": 0.25733, "Y2": 0.659, "X3": 0.25733, "Y3": 0.6758, "X4": 0.144, "Y4": 0.6758, "page": 0, "Index": 170}, {"Word": "volatile", "Confidence": 0.67, "X1": 0.26267, "Y1": 0.6592, "X2": 0.34533, "Y2": 0.659, "X3": 0.344, "Y3": 0.6748, "X4": 0.26267, "Y4": 0.6758, "page": 0, "Index": 171}, {"Word": "constituents", "Confidence": 0.871, "X1": 0.35067, "Y1": 0.6592, "X2": 0.47333, "Y2": 0.659, "X3": 0.47333, "Y3": 0.6748, "X4": 0.35067, "Y4": 0.6748, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.47867, "Y1": 0.6582, "X2": 0.50267, "Y2": 0.658, "X3": 0.50267, "Y3": 0.6748, "X4": 0.47867, "Y4": 0.6748, "page": 0, "Index": 173}, {"Word": "tobacco", "Confidence": 0.981, "X1": 0.50933, "Y1": 0.6582, "X2": 0.58, "Y2": 0.658, "X3": 0.58, "Y3": 0.6738, "X4": 0.50933, "Y4": 0.6748, "page": 0, "Index": 174}, {"Word": "smoke", "Confidence": 0.627, "X1": 0.588, "Y1": 0.6582, "X2": 0.64, "Y2": 0.658, "X3": 0.64, "Y3": 0.6738, "X4": 0.588, "Y4": 0.6738, "page": 0, "Index": 175}, {"Word": "which", "Confidence": 0.994, "X1": 0.108, "Y1": 0.6872, "X2": 0.15867, "Y2": 0.687, "X3": 0.15867, "Y3": 0.7028, "X4": 0.10667, "Y4": 0.7028, "page": 0, "Index": 176}, {"Word": "comprises", "Confidence": 0.952, "X1": 0.16533, "Y1": 0.6872, "X2": 0.25867, "Y2": 0.687, "X3": 0.25733, "Y3": 0.7038, "X4": 0.16533, "Y4": 0.7028, "page": 0, "Index": 177}, {"Word": "a", "Confidence": 0.993, "X1": 0.264, "Y1": 0.6872, "X2": 0.27733, "Y2": 0.687, "X3": 0.276, "Y3": 0.7038, "X4": 0.264, "Y4": 0.7038, "page": 0, "Index": 178}, {"Word": "carrier", "Confidence": 0.371, "X1": 0.28267, "Y1": 0.6872, "X2": 0.35467, "Y2": 0.687, "X3": 0.35333, "Y3": 0.7038, "X4": 0.28267, "Y4": 0.7038, "page": 0, "Index": 179}, {"Word": "base", "Confidence": 0.981, "X1": 0.36, "Y1": 0.6872, "X2": 0.404, "Y2": 0.687, "X3": 0.40267, "Y3": 0.7028, "X4": 0.36, "Y4": 0.7028, "page": 0, "Index": 180}, {"Word": "in", "Confidence": 0.997, "X1": 0.412, "Y1": 0.6872, "X2": 0.432, "Y2": 0.687, "X3": 0.432, "Y3": 0.7028, "X4": 0.41067, "Y4": 0.7028, "page": 0, "Index": 181}, {"Word": "which", "Confidence": 0.998, "X1": 0.44, "Y1": 0.6862, "X2": 0.492, "Y2": 0.686, "X3": 0.49067, "Y3": 0.7028, "X4": 0.43867, "Y4": 0.7028, "page": 0, "Index": 182}, {"Word": "there", "Confidence": 0.981, "X1": 0.49867, "Y1": 0.6862, "X2": 0.55067, "Y2": 0.686, "X3": 0.55067, "Y3": 0.7018, "X4": 0.49867, "Y4": 0.7028, "page": 0, "Index": 183}, {"Word": "is", "Confidence": 0.94, "X1": 0.55867, "Y1": 0.6862, "X2": 0.58133, "Y2": 0.686, "X3": 0.58, "Y3": 0.7018, "X4": 0.55733, "Y4": 0.7018, "page": 0, "Index": 184}, {"Word": "substan-", "Confidence": 0.73, "X1": 0.588, "Y1": 0.6862, "X2": 0.66933, "Y2": 0.686, "X3": 0.66933, "Y3": 0.7008, "X4": 0.588, "Y4": 0.7018, "page": 0, "Index": 185}, {"Word": ".", "Confidence": 0.625, "X1": 0.676, "Y1": 0.6862, "X2": 0.68533, "Y2": 0.686, "X3": 0.684, "Y3": 0.7008, "X4": 0.67467, "Y4": 0.7008, "page": 0, "Index": 186}, {"Word": "tially", "Confidence": 0.658, "X1": 0.10933, "Y1": 0.7162, "X2": 0.16933, "Y2": 0.716, "X3": 0.168, "Y3": 0.7328, "X4": 0.108, "Y4": 0.7328, "page": 0, "Index": 187}, {"Word": "uniformly", "Confidence": 0.955, "X1": 0.17467, "Y1": 0.7152, "X2": 0.268, "Y2": 0.715, "X3": 0.26667, "Y3": 0.7318, "X4": 0.17333, "Y4": 0.7328, "page": 0, "Index": 188}, {"Word": "dispersed", "Confidence": 0.847, "X1": 0.27333, "Y1": 0.7152, "X2": 0.36533, "Y2": 0.715, "X3": 0.36533, "Y3": 0.7318, "X4": 0.27333, "Y4": 0.7318, "page": 0, "Index": 189}, {"Word": "a", "Confidence": 0.996, "X1": 0.37067, "Y1": 0.7152, "X2": 0.384, "Y2": 0.715, "X3": 0.38267, "Y3": 0.7318, "X4": 0.36933, "Y4": 0.7318, "page": 0, "Index": 190}, {"Word": "finely", "Confidence": 0.995, "X1": 0.39067, "Y1": 0.7142, "X2": 0.45333, "Y2": 0.714, "X3": 0.45333, "Y3": 0.7308, "X4": 0.39067, "Y4": 0.7308, "page": 0, "Index": 191}, {"Word": "divided", "Confidence": 0.995, "X1": 0.46, "Y1": 0.7142, "X2": 0.532, "Y2": 0.714, "X3": 0.532, "Y3": 0.7308, "X4": 0.45867, "Y4": 0.7308, "page": 0, "Index": 192}, {"Word": "adsorptive", "Confidence": 0.941, "X1": 0.53733, "Y1": 0.7142, "X2": 0.64, "Y2": 0.714, "X3": 0.64, "Y3": 0.7308, "X4": 0.536, "Y4": 0.7308, "page": 0, "Index": 193}, {"Word": "adsorbed", "Confidence": 0.808, "X1": 0.26267, "Y1": 0.7422, "X2": 0.344, "Y2": 0.742, "X3": 0.344, "Y3": 0.7578, "X4": 0.26267, "Y4": 0.7588, "page": 0, "Index": 194}, {"Word": "thereon", "Confidence": 0.881, "X1": 0.352, "Y1": 0.7422, "X2": 0.424, "Y2": 0.742, "X3": 0.424, "Y3": 0.7578, "X4": 0.352, "Y4": 0.7578, "page": 0, "Index": 195}, {"Word": "menthol", "Confidence": 0.991, "X1": 0.428, "Y1": 0.7422, "X2": 0.50133, "Y2": 0.742, "X3": 0.50133, "Y3": 0.7578, "X4": 0.428, "Y4": 0.7578, "page": 0, "Index": 196}, {"Word": "which", "Confidence": 0.997, "X1": 0.50533, "Y1": 0.7412, "X2": 0.55867, "Y2": 0.741, "X3": 0.55867, "Y3": 0.7578, "X4": 0.50533, "Y4": 0.7578, "page": 0, "Index": 197}, {"Word": "is", "Confidence": 0.996, "X1": 0.56667, "Y1": 0.7412, "X2": 0.59067, "Y2": 0.741, "X3": 0.59067, "Y3": 0.7578, "X4": 0.56667, "Y4": 0.7578, "page": 0, "Index": 198}, {"Word": "material", "Confidence": 0.955, "X1": 0.10667, "Y1": 0.7432, "X2": 0.188, "Y2": 0.743, "X3": 0.188, "Y3": 0.7588, "X4": 0.10667, "Y4": 0.7588, "page": 0, "Index": 199}, {"Word": "having", "Confidence": 0.955, "X1": 0.192, "Y1": 0.7432, "X2": 0.25733, "Y2": 0.743, "X3": 0.256, "Y3": 0.7588, "X4": 0.192, "Y4": 0.7588, "page": 0, "Index": 200}, {"Word": "capable", "Confidence": 0.994, "X1": 0.59467, "Y1": 0.7412, "X2": 0.668, "Y2": 0.741, "X3": 0.668, "Y3": 0.7588, "X4": 0.59467, "Y4": 0.7578, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.108, "Y1": 0.7712, "X2": 0.12933, "Y2": 0.771, "X3": 0.128, "Y3": 0.7878, "X4": 0.108, "Y4": 0.7878, "page": 0, "Index": 202}, {"Word": "being", "Confidence": 0.941, "X1": 0.13333, "Y1": 0.7712, "X2": 0.18933, "Y2": 0.771, "X3": 0.188, "Y3": 0.7878, "X4": 0.13333, "Y4": 0.7878, "page": 0, "Index": 203}, {"Word": "selectively", "Confidence": 0.668, "X1": 0.19333, "Y1": 0.7702, "X2": 0.30667, "Y2": 0.77, "X3": 0.30667, "Y3": 0.7868, "X4": 0.19333, "Y4": 0.7878, "page": 0, "Index": 204}, {"Word": "eluted", "Confidence": 0.796, "X1": 0.312, "Y1": 0.7702, "X2": 0.376, "Y2": 0.77, "X3": 0.376, "Y3": 0.7868, "X4": 0.312, "Y4": 0.7868, "page": 0, "Index": 205}, {"Word": "from", "Confidence": 0.968, "X1": 0.38133, "Y1": 0.7692, "X2": 0.42533, "Y2": 0.769, "X3": 0.42533, "Y3": 0.7868, "X4": 0.38, "Y4": 0.7868, "page": 0, "Index": 206}, {"Word": "the", "Confidence": 0.993, "X1": 0.42933, "Y1": 0.7692, "X2": 0.46267, "Y2": 0.769, "X3": 0.46267, "Y3": 0.7868, "X4": 0.42933, "Y4": 0.7868, "page": 0, "Index": 207}, {"Word": "adsorptive", "Confidence": 0.943, "X1": 0.468, "Y1": 0.7692, "X2": 0.57067, "Y2": 0.769, "X3": 0.57067, "Y3": 0.7868, "X4": 0.468, "Y4": 0.7868, "page": 0, "Index": 208}, {"Word": "material.", "Confidence": 0.667, "X1": 0.576, "Y1": 0.7692, "X2": 0.66933, "Y2": 0.769, "X3": 0.66933, "Y3": 0.7858, "X4": 0.576, "Y4": 0.7868, "page": 0, "Index": 209}, {"Word": "the", "Confidence": 0.981, "X1": 0.10933, "Y1": 0.7992, "X2": 0.14, "Y2": 0.799, "X3": 0.13867, "Y3": 0.8158, "X4": 0.108, "Y4": 0.8158, "page": 0, "Index": 210}, {"Word": "adsorptive", "Confidence": 0.788, "X1": 0.14533, "Y1": 0.7982, "X2": 0.248, "Y2": 0.798, "X3": 0.24667, "Y3": 0.8148, "X4": 0.144, "Y4": 0.8158, "page": 0, "Index": 211}, {"Word": "material", "Confidence": 0.661, "X1": 0.252, "Y1": 0.7982, "X2": 0.33467, "Y2": 0.798, "X3": 0.33333, "Y3": 0.8148, "X4": 0.25067, "Y4": 0.8148, "page": 0, "Index": 212}, {"Word": "being", "Confidence": 0.612, "X1": 0.33867, "Y1": 0.7972, "X2": 0.39467, "Y2": 0.797, "X3": 0.39333, "Y3": 0.8148, "X4": 0.33733, "Y4": 0.8148, "page": 0, "Index": 213}, {"Word": "substantially", "Confidence": 0.904, "X1": 0.39867, "Y1": 0.7972, "X2": 0.53067, "Y2": 0.797, "X3": 0.52933, "Y3": 0.8138, "X4": 0.39733, "Y4": 0.8148, "page": 0, "Index": 214}, {"Word": "free", "Confidence": 0.987, "X1": 0.53733, "Y1": 0.7962, "X2": 0.58267, "Y2": 0.796, "X3": 0.58133, "Y3": 0.8138, "X4": 0.536, "Y4": 0.8138, "page": 0, "Index": 215}, {"Word": "of", "Confidence": 0.998, "X1": 0.58667, "Y1": 0.7962, "X2": 0.61067, "Y2": 0.796, "X3": 0.60933, "Y3": 0.8138, "X4": 0.58533, "Y4": 0.8138, "page": 0, "Index": 216}, {"Word": "smoke-", "Confidence": 0.846, "X1": 0.61733, "Y1": 0.7962, "X2": 0.68, "Y2": 0.796, "X3": 0.67867, "Y3": 0.8138, "X4": 0.616, "Y4": 0.8138, "page": 0, "Index": 217}, {"Word": "-2.", "Confidence": 0.444, "X1": 0.404, "Y1": 0.8282, "X2": 0.42933, "Y2": 0.828, "X3": 0.428, "Y3": 0.8398, "X4": 0.40267, "Y4": 0.8388, "page": 0, "Index": 218}]}	"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"
ffxw0136	3	{"lines_data": [{"Word": "Proposed Count B is slightly narrower than pro-", "Confidence": 0.73838, "X1": 0.216, "Y1": 0.0792, "X2": 0.68133, "Y2": 0.079, "X3": 0.68133, "Y3": 0.0958, "X4": 0.216, "Y4": 0.0958, "page": 0}, {"Word": "posad Count A and corresponds exactly to the original", "Confidence": 0.87078, "X1": 0.12133, "Y1": 0.1062, "X2": 0.644, "Y2": 0.106, "X3": 0.644, "Y3": 0.1248, "X4": 0.12133, "Y4": 0.1238, "page": 0}, {"Word": "claim 1 of the Irby and Harlow application as it was", "Confidence": 0.97073, "X1": 0.12, "Y1": 0.1342, "X2": 0.63333, "Y2": 0.134, "X3": 0.63333, "Y3": 0.1508, "X4": 0.12, "Y4": 0.1498, "page": 0}, {"Word": "amended by the first amendment.", "Confidence": 0.695, "X1": 0.11867, "Y1": 0.1622, "X2": 0.42533, "Y2": 0.162, "X3": 0.42533, "Y3": 0.1788, "X4": 0.11867, "Y4": 0.1788, "page": 0}, {"Word": "Proposed Count C is the same as proposed Count A", "Confidence": 0.8639, "X1": 0.21467, "Y1": 0.1902, "X2": 0.692, "Y2": 0.19, "X3": 0.692, "Y3": 0.2058, "X4": 0.21467, "Y4": 0.2048, "page": 0}, {"Word": "except that it relates specifically to menthol as the", "Confidence": 0.90256, "X1": 0.11867, "Y1": 0.2182, "X2": 0.64267, "Y2": 0.218, "X3": 0.64267, "Y3": 0.2348, "X4": 0.11867, "Y4": 0.2348, "page": 0}, {"Word": "smoke-flavoring agent and proposed Count D is exactly the", "Confidence": 0.89167, "X1": 0.11733, "Y1": 0.2462, "X2": 0.68, "Y2": 0.246, "X3": 0.68, "Y3": 0.2628, "X4": 0.11733, "Y4": 0.2618, "page": 0}, {"Word": "same as proposed Count B, except that it relates specifi-", "Confidence": 0.8333, "X1": 0.11733, "Y1": 0.2742, "X2": 0.68133, "Y2": 0.274, "X3": 0.68133, "Y3": 0.2908, "X4": 0.11733, "Y4": 0.2918, "page": 0}, {"Word": "cally to menthol as the smoke-flavoring agent.", "Confidence": 0.927, "X1": 0.116, "Y1": 0.3032, "X2": 0.56933, "Y2": 0.303, "X3": 0.56933, "Y3": 0.3198, "X4": 0.116, "Y4": 0.3198, "page": 0}, {"Word": "Support for all four proposed counts may be", "Confidence": 0.98663, "X1": 0.21333, "Y1": 0.3322, "X2": 0.64133, "Y2": 0.332, "X3": 0.64133, "Y3": 0.3478, "X4": 0.21333, "Y4": 0.3468, "page": 0}, {"Word": "found in both the Seligman and Long and the Irby and", "Confidence": 0.93082, "X1": 0.11733, "Y1": 0.3602, "X2": 0.63467, "Y2": 0.36, "X3": 0.63467, "Y3": 0.3768, "X4": 0.11733, "Y4": 0.3758, "page": 0}, {"Word": "Harlow applications. The proposed counts require the same", "Confidence": 0.90662, "X1": 0.116, "Y1": 0.3882, "X2": 0.69067, "Y2": 0.388, "X3": 0.69067, "Y3": 0.4048, "X4": 0.116, "Y4": 0.4038, "page": 0}, {"Word": "type of support as is required for the counts which are now", "Confidence": 0.93967, "X1": 0.11867, "Y1": 0.4152, "X2": 0.7, "Y2": 0.415, "X3": 0.7, "Y3": 0.4328, "X4": 0.11867, "Y4": 0.4318, "page": 0}, {"Word": "in the Interference.", "Confidence": 0.67933, "X1": 0.11333, "Y1": 0.4442, "X2": 0.312, "Y2": 0.444, "X3": 0.312, "Y3": 0.4588, "X4": 0.11333, "Y4": 0.4578, "page": 0}, {"Word": "Proposod counts B, C and D, being narrower than", "Confidence": 0.87667, "X1": 0.21467, "Y1": 0.4722, "X2": 0.68133, "Y2": 0.472, "X3": 0.68133, "Y3": 0.4878, "X4": 0.21467, "Y4": 0.4868, "page": 0}, {"Word": "proposed Count A, are urged to be patentable for the same", "Confidence": 0.98618, "X1": 0.116, "Y1": 0.5002, "X2": 0.68, "Y2": 0.5, "X3": 0.68, "Y3": 0.5148, "X4": 0.116, "Y4": 0.5158, "page": 0}, {"Word": "reasons set forth above for proposed Count A. The four", "Confidence": 0.9706, "X1": 0.11333, "Y1": 0.5272, "X2": 0.66133, "Y2": 0.527, "X3": 0.66133, "Y3": 0.5428, "X4": 0.11333, "Y4": 0.5438, "page": 0}, {"Word": "proposed counts are urged to be patentably distinct from", "Confidence": 0.901, "X1": 0.11467, "Y1": 0.5552, "X2": 0.67067, "Y2": 0.555, "X3": 0.67067, "Y3": 0.5708, "X4": 0.11467, "Y4": 0.5718, "page": 0}, {"Word": "each other, proposed Counts A and B boing distinguished", "Confidence": 0.93289, "X1": 0.11467, "Y1": 0.5832, "X2": 0.66, "Y2": 0.583, "X3": 0.66, "Y3": 0.5988, "X4": 0.11467, "Y4": 0.5998, "page": 0}, {"Word": "from each other by the fact that the former count requires", "Confidence": 0.90264, "X1": 0.11333, "Y1": 0.6112, "X2": 0.68667, "Y2": 0.611, "X3": 0.68667, "Y3": 0.6268, "X4": 0.11333, "Y4": 0.6268, "page": 0}, {"Word": "the uniform dispersal of the adcorptive material. Proposed", "Confidence": 0.90737, "X1": 0.11467, "Y1": 0.6392, "X2": 0.69467, "Y2": 0.639, "X3": 0.69467, "Y3": 0.6558, "X4": 0.11467, "Y4": 0.6558, "page": 0}, {"Word": "Counts C and D differ from each other in the same manner as", "Confidence": 0.92846, "X1": 0.11333, "Y1": 0.6672, "X2": 0.69467, "Y2": 0.667, "X3": 0.69467, "Y3": 0.6828, "X4": 0.11333, "Y4": 0.6818, "page": 0}, {"Word": "proposed Counts A and B and are patentably distinct from", "Confidence": 0.8997, "X1": 0.112, "Y1": 0.6952, "X2": 0.66933, "Y2": 0.695, "X3": 0.66933, "Y3": 0.7108, "X4": 0.112, "Y4": 0.7108, "page": 0}, {"Word": "A and B in that they are directed to the specific flavorant,", "Confidence": 0.90275, "X1": 0.10933, "Y1": 0.7232, "X2": 0.704, "Y2": 0.723, "X3": 0.704, "Y3": 0.7388, "X4": 0.10933, "Y4": 0.7388, "page": 0}, {"Word": "-", "Confidence": 0.989, "X1": 0.69867, "Y1": 0.7582, "X2": 0.69733, "Y2": 0.758, "X3": 0.68667, "Y3": 0.7578, "X4": 0.68933, "Y4": 0.7448, "page": 0}, {"Word": "menthol, in a manner similar to the distinction between", "Confidence": 0.91278, "X1": 0.11067, "Y1": 0.7502, "X2": 0.66533, "Y2": 0.75, "X3": 0.66533, "Y3": 0.7668, "X4": 0.11067, "Y4": 0.7678, "page": 0}, {"Word": "Count 14: and Counts 1:3.7.", "Confidence": 0.6792, "X1": 0.108, "Y1": 0.7792, "X2": 0.36933, "Y2": 0.779, "X3": 0.36933, "Y3": 0.7958, "X4": 0.108, "Y4": 0.7958, "page": 0}], "words_data": [{"Word": "Proposed", "Confidence": 0.67, "X1": 0.21733, "Y1": 0.0792, "X2": 0.29867, "Y2": 0.079, "X3": 0.29867, "Y3": 0.0958, "X4": 0.216, "Y4": 0.0958, "page": 0, "Index": 0}, {"Word": "Count", "Confidence": 0.666, "X1": 0.304, "Y1": 0.0792, "X2": 0.35733, "Y2": 0.079, "X3": 0.35733, "Y3": 0.0958, "X4": 0.30267, "Y4": 0.0958, "page": 0, "Index": 1}, {"Word": "B", "Confidence": 0.737, "X1": 0.36267, "Y1": 0.0792, "X2": 0.37467, "Y2": 0.079, "X3": 0.37467, "Y3": 0.0958, "X4": 0.36133, "Y4": 0.0958, "page": 0, "Index": 2}, {"Word": "is", "Confidence": 0.17, "X1": 0.38267, "Y1": 0.0792, "X2": 0.40667, "Y2": 0.079, "X3": 0.40533, "Y3": 0.0958, "X4": 0.38267, "Y4": 0.0958, "page": 0, "Index": 3}, {"Word": "slightly", "Confidence": 0.847, "X1": 0.41333, "Y1": 0.0792, "X2": 0.49467, "Y2": 0.079, "X3": 0.49467, "Y3": 0.0968, "X4": 0.412, "Y4": 0.0958, "page": 0, "Index": 4}, {"Word": "narrower", "Confidence": 0.979, "X1": 0.5, "Y1": 0.0792, "X2": 0.58267, "Y2": 0.079, "X3": 0.58267, "Y3": 0.0968, "X4": 0.49867, "Y4": 0.0968, "page": 0, "Index": 5}, {"Word": "than", "Confidence": 0.987, "X1": 0.59067, "Y1": 0.0802, "X2": 0.632, "Y2": 0.08, "X3": 0.632, "Y3": 0.0968, "X4": 0.59067, "Y4": 0.0968, "page": 0, "Index": 6}, {"Word": "pro-", "Confidence": 0.851, "X1": 0.63733, "Y1": 0.0802, "X2": 0.68133, "Y2": 0.08, "X3": 0.68, "Y3": 0.0968, "X4": 0.636, "Y4": 0.0968, "page": 0, "Index": 7}, {"Word": "posad", "Confidence": 0.606, "X1": 0.12267, "Y1": 0.1082, "X2": 0.172, "Y2": 0.108, "X3": 0.172, "Y3": 0.1228, "X4": 0.12133, "Y4": 0.1228, "page": 0, "Index": 8}, {"Word": "Count", "Confidence": 0.97, "X1": 0.17733, "Y1": 0.1082, "X2": 0.23067, "Y2": 0.108, "X3": 0.22933, "Y3": 0.1238, "X4": 0.176, "Y4": 0.1228, "page": 0, "Index": 9}, {"Word": "A", "Confidence": 0.823, "X1": 0.23467, "Y1": 0.1082, "X2": 0.248, "Y2": 0.108, "X3": 0.24667, "Y3": 0.1238, "X4": 0.23467, "Y4": 0.1238, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.994, "X1": 0.25467, "Y1": 0.1082, "X2": 0.28933, "Y2": 0.108, "X3": 0.28933, "Y3": 0.1238, "X4": 0.25467, "Y4": 0.1238, "page": 0, "Index": 11}, {"Word": "corresponds", "Confidence": 0.624, "X1": 0.29333, "Y1": 0.1072, "X2": 0.408, "Y2": 0.107, "X3": 0.40667, "Y3": 0.1248, "X4": 0.29333, "Y4": 0.1238, "page": 0, "Index": 12}, {"Word": "exactly", "Confidence": 0.843, "X1": 0.412, "Y1": 0.1072, "X2": 0.484, "Y2": 0.107, "X3": 0.484, "Y3": 0.1248, "X4": 0.412, "Y4": 0.1248, "page": 0, "Index": 13}, {"Word": "to", "Confidence": 0.998, "X1": 0.492, "Y1": 0.1072, "X2": 0.516, "Y2": 0.107, "X3": 0.51467, "Y3": 0.1248, "X4": 0.492, "Y4": 0.1248, "page": 0, "Index": 14}, {"Word": "the", "Confidence": 0.995, "X1": 0.52133, "Y1": 0.1072, "X2": 0.55333, "Y2": 0.107, "X3": 0.55333, "Y3": 0.1248, "X4": 0.52133, "Y4": 0.1248, "page": 0, "Index": 15}, {"Word": "original", "Confidence": 0.984, "X1": 0.55867, "Y1": 0.1072, "X2": 0.64267, "Y2": 0.107, "X3": 0.64267, "Y3": 0.1248, "X4": 0.55867, "Y4": 0.1248, "page": 0, "Index": 16}, {"Word": "claim", "Confidence": 0.943, "X1": 0.12133, "Y1": 0.1342, "X2": 0.172, "Y2": 0.134, "X3": 0.17067, "Y3": 0.1508, "X4": 0.12133, "Y4": 0.1508, "page": 0, "Index": 17}, {"Word": "1", "Confidence": 0.924, "X1": 0.17733, "Y1": 0.1342, "X2": 0.192, "Y2": 0.134, "X3": 0.192, "Y3": 0.1508, "X4": 0.17733, "Y4": 0.1508, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.998, "X1": 0.19867, "Y1": 0.1342, "X2": 0.22, "Y2": 0.134, "X3": 0.22, "Y3": 0.1508, "X4": 0.19867, "Y4": 0.1508, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.997, "X1": 0.22533, "Y1": 0.1342, "X2": 0.26, "Y2": 0.134, "X3": 0.26, "Y3": 0.1508, "X4": 0.224, "Y4": 0.1508, "page": 0, "Index": 20}, {"Word": "Irby", "Confidence": 0.944, "X1": 0.26667, "Y1": 0.1342, "X2": 0.30933, "Y2": 0.134, "X3": 0.308, "Y3": 0.1508, "X4": 0.26533, "Y4": 0.1508, "page": 0, "Index": 21}, {"Word": "and", "Confidence": 0.998, "X1": 0.31333, "Y1": 0.1342, "X2": 0.348, "Y2": 0.134, "X3": 0.34667, "Y3": 0.1508, "X4": 0.31333, "Y4": 0.1508, "page": 0, "Index": 22}, {"Word": "Harlow", "Confidence": 0.929, "X1": 0.352, "Y1": 0.1342, "X2": 0.416, "Y2": 0.134, "X3": 0.416, "Y3": 0.1508, "X4": 0.35067, "Y4": 0.1508, "page": 0, "Index": 23}, {"Word": "application", "Confidence": 0.99, "X1": 0.42267, "Y1": 0.1352, "X2": 0.53467, "Y2": 0.135, "X3": 0.53333, "Y3": 0.1518, "X4": 0.42133, "Y4": 0.1508, "page": 0, "Index": 24}, {"Word": "as", "Confidence": 0.964, "X1": 0.54133, "Y1": 0.1352, "X2": 0.56533, "Y2": 0.135, "X3": 0.56533, "Y3": 0.1518, "X4": 0.54, "Y4": 0.1518, "page": 0, "Index": 25}, {"Word": "it", "Confidence": 0.995, "X1": 0.57067, "Y1": 0.1352, "X2": 0.59467, "Y2": 0.135, "X3": 0.59467, "Y3": 0.1518, "X4": 0.56933, "Y4": 0.1518, "page": 0, "Index": 26}, {"Word": "was", "Confidence": 0.996, "X1": 0.6, "Y1": 0.1352, "X2": 0.632, "Y2": 0.135, "X3": 0.63067, "Y3": 0.1518, "X4": 0.59867, "Y4": 0.1518, "page": 0, "Index": 27}, {"Word": "amendment.", "Confidence": 0.151, "X1": 0.324, "Y1": 0.1632, "X2": 0.424, "Y2": 0.163, "X3": 0.42533, "Y3": 0.1778, "X4": 0.324, "Y4": 0.1788, "page": 0, "Index": 28}, {"Word": "amended", "Confidence": 0.881, "X1": 0.12, "Y1": 0.1622, "X2": 0.19067, "Y2": 0.162, "X3": 0.19067, "Y3": 0.1788, "X4": 0.11867, "Y4": 0.1788, "page": 0, "Index": 29}, {"Word": "by", "Confidence": 0.998, "X1": 0.196, "Y1": 0.1622, "X2": 0.22, "Y2": 0.162, "X3": 0.22, "Y3": 0.1788, "X4": 0.196, "Y4": 0.1788, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.784, "X1": 0.22667, "Y1": 0.1622, "X2": 0.26, "Y2": 0.162, "X3": 0.26, "Y3": 0.1788, "X4": 0.22667, "Y4": 0.1788, "page": 0, "Index": 31}, {"Word": "first", "Confidence": 0.661, "X1": 0.26533, "Y1": 0.1622, "X2": 0.31867, "Y2": 0.162, "X3": 0.31867, "Y3": 0.1788, "X4": 0.26667, "Y4": 0.1788, "page": 0, "Index": 32}, {"Word": "Proposed", "Confidence": 0.623, "X1": 0.21733, "Y1": 0.1902, "X2": 0.29733, "Y2": 0.19, "X3": 0.29733, "Y3": 0.2058, "X4": 0.216, "Y4": 0.2058, "page": 0, "Index": 33}, {"Word": "Count", "Confidence": 0.995, "X1": 0.304, "Y1": 0.1902, "X2": 0.35733, "Y2": 0.19, "X3": 0.35733, "Y3": 0.2058, "X4": 0.30267, "Y4": 0.2058, "page": 0, "Index": 34}, {"Word": "C", "Confidence": 0.993, "X1": 0.36267, "Y1": 0.1902, "X2": 0.37467, "Y2": 0.19, "X3": 0.37333, "Y3": 0.2058, "X4": 0.36133, "Y4": 0.2058, "page": 0, "Index": 35}, {"Word": "is", "Confidence": 0.784, "X1": 0.38267, "Y1": 0.1902, "X2": 0.40533, "Y2": 0.19, "X3": 0.40533, "Y3": 0.2058, "X4": 0.38267, "Y4": 0.2058, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.697, "X1": 0.41333, "Y1": 0.1912, "X2": 0.44533, "Y2": 0.191, "X3": 0.44533, "Y3": 0.2068, "X4": 0.41333, "Y4": 0.2058, "page": 0, "Index": 37}, {"Word": "same", "Confidence": 0.575, "X1": 0.452, "Y1": 0.1912, "X2": 0.49467, "Y2": 0.191, "X3": 0.49467, "Y3": 0.2068, "X4": 0.45067, "Y4": 0.2068, "page": 0, "Index": 38}, {"Word": "as", "Confidence": 0.998, "X1": 0.5, "Y1": 0.1912, "X2": 0.524, "Y2": 0.191, "X3": 0.524, "Y3": 0.2068, "X4": 0.5, "Y4": 0.2068, "page": 0, "Index": 39}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.52933, "Y1": 0.1912, "X2": 0.612, "Y2": 0.191, "X3": 0.612, "Y3": 0.2068, "X4": 0.52933, "Y4": 0.2068, "page": 0, "Index": 40}, {"Word": "Count", "Confidence": 0.997, "X1": 0.616, "Y1": 0.1912, "X2": 0.67067, "Y2": 0.191, "X3": 0.672, "Y3": 0.2068, "X4": 0.616, "Y4": 0.2068, "page": 0, "Index": 41}, {"Word": "A", "Confidence": 0.982, "X1": 0.676, "Y1": 0.1912, "X2": 0.688, "Y2": 0.191, "X3": 0.68933, "Y3": 0.2068, "X4": 0.676, "Y4": 0.2068, "page": 0, "Index": 42}, {"Word": "except", "Confidence": 0.671, "X1": 0.12, "Y1": 0.2192, "X2": 0.18, "Y2": 0.219, "X3": 0.17867, "Y3": 0.2348, "X4": 0.12, "Y4": 0.2348, "page": 0, "Index": 43}, {"Word": "that", "Confidence": 0.988, "X1": 0.188, "Y1": 0.2192, "X2": 0.22933, "Y2": 0.219, "X3": 0.228, "Y3": 0.2348, "X4": 0.18667, "Y4": 0.2348, "page": 0, "Index": 44}, {"Word": "it", "Confidence": 0.996, "X1": 0.236, "Y1": 0.2192, "X2": 0.25867, "Y2": 0.219, "X3": 0.25867, "Y3": 0.2348, "X4": 0.23467, "Y4": 0.2348, "page": 0, "Index": 45}, {"Word": "relates", "Confidence": 0.812, "X1": 0.264, "Y1": 0.2192, "X2": 0.33733, "Y2": 0.219, "X3": 0.336, "Y3": 0.2348, "X4": 0.26267, "Y4": 0.2348, "page": 0, "Index": 46}, {"Word": "specifically", "Confidence": 0.761, "X1": 0.34267, "Y1": 0.2192, "X2": 0.464, "Y2": 0.219, "X3": 0.46267, "Y3": 0.2348, "X4": 0.34133, "Y4": 0.2348, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.998, "X1": 0.472, "Y1": 0.2192, "X2": 0.49333, "Y2": 0.219, "X3": 0.492, "Y3": 0.2348, "X4": 0.47067, "Y4": 0.2348, "page": 0, "Index": 48}, {"Word": "menthol", "Confidence": 0.965, "X1": 0.49867, "Y1": 0.2192, "X2": 0.572, "Y2": 0.219, "X3": 0.57067, "Y3": 0.2348, "X4": 0.49733, "Y4": 0.2348, "page": 0, "Index": 49}, {"Word": "as", "Confidence": 0.998, "X1": 0.57867, "Y1": 0.2192, "X2": 0.60267, "Y2": 0.219, "X3": 0.60133, "Y3": 0.2348, "X4": 0.57733, "Y4": 0.2348, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.934, "X1": 0.60933, "Y1": 0.2192, "X2": 0.64133, "Y2": 0.219, "X3": 0.64, "Y3": 0.2358, "X4": 0.608, "Y4": 0.2358, "page": 0, "Index": 51}, {"Word": "smoke-flavoring", "Confidence": 0.854, "X1": 0.12, "Y1": 0.2472, "X2": 0.268, "Y2": 0.247, "X3": 0.268, "Y3": 0.2628, "X4": 0.11867, "Y4": 0.2618, "page": 0, "Index": 52}, {"Word": "agent", "Confidence": 0.681, "X1": 0.27467, "Y1": 0.2472, "X2": 0.32667, "Y2": 0.247, "X3": 0.32533, "Y3": 0.2628, "X4": 0.27333, "Y4": 0.2628, "page": 0, "Index": 53}, {"Word": "and", "Confidence": 0.998, "X1": 0.332, "Y1": 0.2472, "X2": 0.36667, "Y2": 0.247, "X3": 0.36533, "Y3": 0.2628, "X4": 0.332, "Y4": 0.2628, "page": 0, "Index": 54}, {"Word": "proposed", "Confidence": 0.847, "X1": 0.372, "Y1": 0.2472, "X2": 0.45467, "Y2": 0.247, "X3": 0.45467, "Y3": 0.2628, "X4": 0.37067, "Y4": 0.2628, "page": 0, "Index": 55}, {"Word": "Count", "Confidence": 0.996, "X1": 0.46, "Y1": 0.2472, "X2": 0.51333, "Y2": 0.247, "X3": 0.512, "Y3": 0.2628, "X4": 0.45867, "Y4": 0.2628, "page": 0, "Index": 56}, {"Word": "D", "Confidence": 0.993, "X1": 0.51733, "Y1": 0.2472, "X2": 0.53067, "Y2": 0.247, "X3": 0.52933, "Y3": 0.2628, "X4": 0.516, "Y4": 0.2628, "page": 0, "Index": 57}, {"Word": "is", "Confidence": 0.997, "X1": 0.54, "Y1": 0.2472, "X2": 0.56267, "Y2": 0.247, "X3": 0.56133, "Y3": 0.2628, "X4": 0.53867, "Y4": 0.2628, "page": 0, "Index": 58}, {"Word": "exactly", "Confidence": 0.661, "X1": 0.56933, "Y1": 0.2472, "X2": 0.64, "Y2": 0.247, "X3": 0.63867, "Y3": 0.2628, "X4": 0.568, "Y4": 0.2628, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.998, "X1": 0.648, "Y1": 0.2472, "X2": 0.68133, "Y2": 0.247, "X3": 0.68, "Y3": 0.2628, "X4": 0.64667, "Y4": 0.2628, "page": 0, "Index": 60}, {"Word": "same", "Confidence": 0.673, "X1": 0.11867, "Y1": 0.2762, "X2": 0.16133, "Y2": 0.276, "X3": 0.16, "Y3": 0.2918, "X4": 0.11733, "Y4": 0.2918, "page": 0, "Index": 61}, {"Word": "as", "Confidence": 0.991, "X1": 0.16533, "Y1": 0.2762, "X2": 0.18933, "Y2": 0.276, "X3": 0.188, "Y3": 0.2918, "X4": 0.164, "Y4": 0.2918, "page": 0, "Index": 62}, {"Word": "proposed", "Confidence": 0.991, "X1": 0.196, "Y1": 0.2762, "X2": 0.27867, "Y2": 0.276, "X3": 0.27733, "Y3": 0.2918, "X4": 0.19467, "Y4": 0.2918, "page": 0, "Index": 63}, {"Word": "Count", "Confidence": 0.996, "X1": 0.28267, "Y1": 0.2752, "X2": 0.33733, "Y2": 0.275, "X3": 0.336, "Y3": 0.2918, "X4": 0.28133, "Y4": 0.2918, "page": 0, "Index": 64}, {"Word": "B,", "Confidence": 0.955, "X1": 0.34133, "Y1": 0.2752, "X2": 0.36667, "Y2": 0.275, "X3": 0.36667, "Y3": 0.2918, "X4": 0.34, "Y4": 0.2918, "page": 0, "Index": 65}, {"Word": "except", "Confidence": 0.574, "X1": 0.372, "Y1": 0.2752, "X2": 0.436, "Y2": 0.275, "X3": 0.43467, "Y3": 0.2918, "X4": 0.37067, "Y4": 0.2918, "page": 0, "Index": 66}, {"Word": "that", "Confidence": 0.991, "X1": 0.44133, "Y1": 0.2752, "X2": 0.484, "Y2": 0.275, "X3": 0.48267, "Y3": 0.2918, "X4": 0.44, "Y4": 0.2918, "page": 0, "Index": 67}, {"Word": "it", "Confidence": 0.991, "X1": 0.49067, "Y1": 0.2752, "X2": 0.51333, "Y2": 0.275, "X3": 0.51333, "Y3": 0.2918, "X4": 0.48933, "Y4": 0.2918, "page": 0, "Index": 68}, {"Word": "relates", "Confidence": 0.935, "X1": 0.51867, "Y1": 0.2752, "X2": 0.592, "Y2": 0.275, "X3": 0.592, "Y3": 0.2918, "X4": 0.51733, "Y4": 0.2918, "page": 0, "Index": 69}, {"Word": "specifi-", "Confidence": 0.236, "X1": 0.59867, "Y1": 0.2752, "X2": 0.68133, "Y2": 0.275, "X3": 0.68, "Y3": 0.2918, "X4": 0.59733, "Y4": 0.2918, "page": 0, "Index": 70}, {"Word": "cally", "Confidence": 0.885, "X1": 0.11733, "Y1": 0.3032, "X2": 0.17067, "Y2": 0.303, "X3": 0.16933, "Y3": 0.3198, "X4": 0.11733, "Y4": 0.3208, "page": 0, "Index": 71}, {"Word": "to", "Confidence": 0.997, "X1": 0.176, "Y1": 0.3032, "X2": 0.19867, "Y2": 0.303, "X3": 0.19867, "Y3": 0.3198, "X4": 0.176, "Y4": 0.3198, "page": 0, "Index": 72}, {"Word": "menthol", "Confidence": 0.948, "X1": 0.204, "Y1": 0.3032, "X2": 0.27733, "Y2": 0.303, "X3": 0.27733, "Y3": 0.3198, "X4": 0.20267, "Y4": 0.3198, "page": 0, "Index": 73}, {"Word": "as", "Confidence": 0.998, "X1": 0.28267, "Y1": 0.3032, "X2": 0.308, "Y2": 0.303, "X3": 0.30667, "Y3": 0.3198, "X4": 0.28267, "Y4": 0.3198, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.988, "X1": 0.31467, "Y1": 0.3032, "X2": 0.34667, "Y2": 0.303, "X3": 0.34667, "Y3": 0.3198, "X4": 0.31333, "Y4": 0.3198, "page": 0, "Index": 75}, {"Word": "smoke-flavoring", "Confidence": 0.883, "X1": 0.352, "Y1": 0.3032, "X2": 0.504, "Y2": 0.303, "X3": 0.50267, "Y3": 0.3208, "X4": 0.35067, "Y4": 0.3198, "page": 0, "Index": 76}, {"Word": "agent.", "Confidence": 0.79, "X1": 0.508, "Y1": 0.3042, "X2": 0.56933, "Y2": 0.304, "X3": 0.56933, "Y3": 0.3208, "X4": 0.508, "Y4": 0.3208, "page": 0, "Index": 77}, {"Word": "Support", "Confidence": 0.993, "X1": 0.21467, "Y1": 0.3322, "X2": 0.28667, "Y2": 0.332, "X3": 0.28667, "Y3": 0.3478, "X4": 0.21467, "Y4": 0.3468, "page": 0, "Index": 78}, {"Word": "for", "Confidence": 0.998, "X1": 0.29333, "Y1": 0.3322, "X2": 0.32667, "Y2": 0.332, "X3": 0.32533, "Y3": 0.3478, "X4": 0.292, "Y4": 0.3478, "page": 0, "Index": 79}, {"Word": "all", "Confidence": 0.985, "X1": 0.332, "Y1": 0.3322, "X2": 0.36533, "Y2": 0.332, "X3": 0.364, "Y3": 0.3478, "X4": 0.332, "Y4": 0.3478, "page": 0, "Index": 80}, {"Word": "four", "Confidence": 0.988, "X1": 0.37333, "Y1": 0.3322, "X2": 0.41467, "Y2": 0.332, "X3": 0.41333, "Y3": 0.3478, "X4": 0.372, "Y4": 0.3478, "page": 0, "Index": 81}, {"Word": "proposed", "Confidence": 0.994, "X1": 0.42, "Y1": 0.3322, "X2": 0.50267, "Y2": 0.332, "X3": 0.50133, "Y3": 0.3488, "X4": 0.42, "Y4": 0.3478, "page": 0, "Index": 82}, {"Word": "counts", "Confidence": 0.942, "X1": 0.508, "Y1": 0.3332, "X2": 0.57067, "Y2": 0.333, "X3": 0.57067, "Y3": 0.3488, "X4": 0.508, "Y4": 0.3488, "page": 0, "Index": 83}, {"Word": "may", "Confidence": 0.998, "X1": 0.576, "Y1": 0.3332, "X2": 0.61067, "Y2": 0.333, "X3": 0.60933, "Y3": 0.3488, "X4": 0.57467, "Y4": 0.3488, "page": 0, "Index": 84}, {"Word": "be", "Confidence": 0.995, "X1": 0.61467, "Y1": 0.3332, "X2": 0.64, "Y2": 0.333, "X3": 0.63867, "Y3": 0.3488, "X4": 0.61467, "Y4": 0.3488, "page": 0, "Index": 85}, {"Word": "found", "Confidence": 0.997, "X1": 0.11867, "Y1": 0.3602, "X2": 0.16933, "Y2": 0.36, "X3": 0.16933, "Y3": 0.3758, "X4": 0.11867, "Y4": 0.3748, "page": 0, "Index": 86}, {"Word": "in", "Confidence": 0.991, "X1": 0.17467, "Y1": 0.3602, "X2": 0.19733, "Y2": 0.36, "X3": 0.19733, "Y3": 0.3758, "X4": 0.17467, "Y4": 0.3758, "page": 0, "Index": 87}, {"Word": "both", "Confidence": 0.979, "X1": 0.20267, "Y1": 0.3602, "X2": 0.248, "Y2": 0.36, "X3": 0.248, "Y3": 0.3758, "X4": 0.20133, "Y4": 0.3758, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.937, "X1": 0.25333, "Y1": 0.3602, "X2": 0.288, "Y2": 0.36, "X3": 0.28667, "Y3": 0.3758, "X4": 0.252, "Y4": 0.3758, "page": 0, "Index": 89}, {"Word": "Seligman", "Confidence": 0.928, "X1": 0.292, "Y1": 0.3602, "X2": 0.37467, "Y2": 0.36, "X3": 0.37333, "Y3": 0.3758, "X4": 0.292, "Y4": 0.3758, "page": 0, "Index": 90}, {"Word": "and", "Confidence": 0.998, "X1": 0.38, "Y1": 0.3602, "X2": 0.41333, "Y2": 0.36, "X3": 0.41333, "Y3": 0.3768, "X4": 0.38, "Y4": 0.3758, "page": 0, "Index": 91}, {"Word": "Long", "Confidence": 0.661, "X1": 0.41867, "Y1": 0.3602, "X2": 0.46267, "Y2": 0.36, "X3": 0.46267, "Y3": 0.3768, "X4": 0.41733, "Y4": 0.3768, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.46933, "Y1": 0.3602, "X2": 0.50267, "Y2": 0.36, "X3": 0.50267, "Y3": 0.3768, "X4": 0.468, "Y4": 0.3768, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.766, "X1": 0.508, "Y1": 0.3602, "X2": 0.54267, "Y2": 0.36, "X3": 0.54133, "Y3": 0.3768, "X4": 0.508, "Y4": 0.3768, "page": 0, "Index": 94}, {"Word": "Irby", "Confidence": 0.986, "X1": 0.548, "Y1": 0.3602, "X2": 0.59067, "Y2": 0.36, "X3": 0.58933, "Y3": 0.3768, "X4": 0.548, "Y4": 0.3768, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.596, "Y1": 0.3602, "X2": 0.63067, "Y2": 0.36, "X3": 0.63067, "Y3": 0.3768, "X4": 0.596, "Y4": 0.3768, "page": 0, "Index": 96}, {"Word": "Harlow", "Confidence": 0.754, "X1": 0.11733, "Y1": 0.3882, "X2": 0.17867, "Y2": 0.388, "X3": 0.17733, "Y3": 0.4038, "X4": 0.116, "Y4": 0.4038, "page": 0, "Index": 97}, {"Word": "applications.", "Confidence": 0.848, "X1": 0.184, "Y1": 0.3882, "X2": 0.316, "Y2": 0.388, "X3": 0.316, "Y3": 0.4048, "X4": 0.184, "Y4": 0.4038, "page": 0, "Index": 98}, {"Word": "The", "Confidence": 0.995, "X1": 0.332, "Y1": 0.3882, "X2": 0.36533, "Y2": 0.388, "X3": 0.36533, "Y3": 0.4048, "X4": 0.332, "Y4": 0.4048, "page": 0, "Index": 99}, {"Word": "proposed", "Confidence": 0.849, "X1": 0.37067, "Y1": 0.3882, "X2": 0.452, "Y2": 0.388, "X3": 0.452, "Y3": 0.4048, "X4": 0.36933, "Y4": 0.4048, "page": 0, "Index": 100}, {"Word": "counts", "Confidence": 0.927, "X1": 0.45867, "Y1": 0.3882, "X2": 0.52133, "Y2": 0.388, "X3": 0.52133, "Y3": 0.4048, "X4": 0.45867, "Y4": 0.4048, "page": 0, "Index": 101}, {"Word": "require", "Confidence": 0.953, "X1": 0.52667, "Y1": 0.3892, "X2": 0.6, "Y2": 0.389, "X3": 0.6, "Y3": 0.4048, "X4": 0.52667, "Y4": 0.4048, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.936, "X1": 0.608, "Y1": 0.3892, "X2": 0.64133, "Y2": 0.389, "X3": 0.64, "Y3": 0.4048, "X4": 0.608, "Y4": 0.4048, "page": 0, "Index": 103}, {"Word": "same", "Confidence": 0.991, "X1": 0.64533, "Y1": 0.3892, "X2": 0.69067, "Y2": 0.389, "X3": 0.68933, "Y3": 0.4048, "X4": 0.64533, "Y4": 0.4048, "page": 0, "Index": 104}, {"Word": "type", "Confidence": 0.616, "X1": 0.11867, "Y1": 0.4172, "X2": 0.15867, "Y2": 0.417, "X3": 0.15867, "Y3": 0.4328, "X4": 0.11867, "Y4": 0.4328, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.16267, "Y1": 0.4172, "X2": 0.188, "Y2": 0.417, "X3": 0.188, "Y3": 0.4328, "X4": 0.16267, "Y4": 0.4328, "page": 0, "Index": 106}, {"Word": "support", "Confidence": 0.996, "X1": 0.19333, "Y1": 0.4162, "X2": 0.26667, "Y2": 0.416, "X3": 0.26667, "Y3": 0.4328, "X4": 0.19333, "Y4": 0.4328, "page": 0, "Index": 107}, {"Word": "as", "Confidence": 0.964, "X1": 0.272, "Y1": 0.4162, "X2": 0.296, "Y2": 0.416, "X3": 0.296, "Y3": 0.4328, "X4": 0.272, "Y4": 0.4328, "page": 0, "Index": 108}, {"Word": "is", "Confidence": 0.924, "X1": 0.30133, "Y1": 0.4162, "X2": 0.32533, "Y2": 0.416, "X3": 0.324, "Y3": 0.4328, "X4": 0.30133, "Y4": 0.4328, "page": 0, "Index": 109}, {"Word": "required", "Confidence": 0.958, "X1": 0.32933, "Y1": 0.4162, "X2": 0.41333, "Y2": 0.416, "X3": 0.412, "Y3": 0.4328, "X4": 0.32933, "Y4": 0.4328, "page": 0, "Index": 110}, {"Word": "for", "Confidence": 0.998, "X1": 0.41867, "Y1": 0.4162, "X2": 0.452, "Y2": 0.416, "X3": 0.452, "Y3": 0.4328, "X4": 0.41867, "Y4": 0.4328, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.993, "X1": 0.45733, "Y1": 0.4162, "X2": 0.492, "Y2": 0.416, "X3": 0.492, "Y3": 0.4328, "X4": 0.45733, "Y4": 0.4328, "page": 0, "Index": 112}, {"Word": "counts", "Confidence": 0.836, "X1": 0.49733, "Y1": 0.4162, "X2": 0.56, "Y2": 0.416, "X3": 0.56, "Y3": 0.4328, "X4": 0.49733, "Y4": 0.4328, "page": 0, "Index": 113}, {"Word": "which", "Confidence": 0.997, "X1": 0.56533, "Y1": 0.4172, "X2": 0.61733, "Y2": 0.417, "X3": 0.61733, "Y3": 0.4328, "X4": 0.564, "Y4": 0.4328, "page": 0, "Index": 114}, {"Word": "are", "Confidence": 0.998, "X1": 0.624, "Y1": 0.4172, "X2": 0.65867, "Y2": 0.417, "X3": 0.65867, "Y3": 0.4328, "X4": 0.624, "Y4": 0.4328, "page": 0, "Index": 115}, {"Word": "now", "Confidence": 0.998, "X1": 0.66267, "Y1": 0.4182, "X2": 0.69733, "Y2": 0.418, "X3": 0.69733, "Y3": 0.4328, "X4": 0.66267, "Y4": 0.4328, "page": 0, "Index": 116}, {"Word": "in", "Confidence": 0.991, "X1": 0.11467, "Y1": 0.4442, "X2": 0.13733, "Y2": 0.444, "X3": 0.136, "Y3": 0.4588, "X4": 0.11467, "Y4": 0.4588, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.634, "X1": 0.14667, "Y1": 0.4442, "X2": 0.17733, "Y2": 0.444, "X3": 0.17733, "Y3": 0.4588, "X4": 0.14533, "Y4": 0.4588, "page": 0, "Index": 118}, {"Word": "Interference.", "Confidence": 0.413, "X1": 0.18533, "Y1": 0.4452, "X2": 0.312, "Y2": 0.445, "X3": 0.312, "Y3": 0.4588, "X4": 0.184, "Y4": 0.4588, "page": 0, "Index": 119}, {"Word": "Proposod", "Confidence": 0.805, "X1": 0.216, "Y1": 0.4732, "X2": 0.29467, "Y2": 0.473, "X3": 0.29333, "Y3": 0.4878, "X4": 0.21467, "Y4": 0.4878, "page": 0, "Index": 120}, {"Word": "counts", "Confidence": 0.727, "X1": 0.30133, "Y1": 0.4732, "X2": 0.364, "Y2": 0.473, "X3": 0.36267, "Y3": 0.4878, "X4": 0.3, "Y4": 0.4878, "page": 0, "Index": 121}, {"Word": "B,", "Confidence": 0.892, "X1": 0.36933, "Y1": 0.4732, "X2": 0.39467, "Y2": 0.473, "X3": 0.39333, "Y3": 0.4878, "X4": 0.368, "Y4": 0.4878, "page": 0, "Index": 122}, {"Word": "C", "Confidence": 0.991, "X1": 0.39867, "Y1": 0.4732, "X2": 0.41067, "Y2": 0.473, "X3": 0.40933, "Y3": 0.4878, "X4": 0.39733, "Y4": 0.4878, "page": 0, "Index": 123}, {"Word": "and", "Confidence": 0.932, "X1": 0.41867, "Y1": 0.4732, "X2": 0.45067, "Y2": 0.473, "X3": 0.44933, "Y3": 0.4878, "X4": 0.41733, "Y4": 0.4878, "page": 0, "Index": 124}, {"Word": "D,", "Confidence": 0.901, "X1": 0.456, "Y1": 0.4732, "X2": 0.48267, "Y2": 0.473, "X3": 0.48267, "Y3": 0.4878, "X4": 0.456, "Y4": 0.4878, "page": 0, "Index": 125}, {"Word": "being", "Confidence": 0.683, "X1": 0.488, "Y1": 0.4732, "X2": 0.54, "Y2": 0.473, "X3": 0.53867, "Y3": 0.4878, "X4": 0.48667, "Y4": 0.4878, "page": 0, "Index": 126}, {"Word": "narrower", "Confidence": 0.993, "X1": 0.54533, "Y1": 0.4732, "X2": 0.628, "Y2": 0.473, "X3": 0.628, "Y3": 0.4878, "X4": 0.544, "Y4": 0.4878, "page": 0, "Index": 127}, {"Word": "than", "Confidence": 0.966, "X1": 0.63733, "Y1": 0.4732, "X2": 0.67733, "Y2": 0.473, "X3": 0.676, "Y3": 0.4878, "X4": 0.636, "Y4": 0.4878, "page": 0, "Index": 128}, {"Word": "proposed", "Confidence": 0.993, "X1": 0.11733, "Y1": 0.5012, "X2": 0.196, "Y2": 0.501, "X3": 0.19467, "Y3": 0.5158, "X4": 0.116, "Y4": 0.5158, "page": 0, "Index": 129}, {"Word": "Count", "Confidence": 0.992, "X1": 0.20267, "Y1": 0.5012, "X2": 0.256, "Y2": 0.501, "X3": 0.256, "Y3": 0.5158, "X4": 0.20133, "Y4": 0.5158, "page": 0, "Index": 130}, {"Word": "A,", "Confidence": 0.952, "X1": 0.26, "Y1": 0.5012, "X2": 0.28533, "Y2": 0.501, "X3": 0.28533, "Y3": 0.5158, "X4": 0.26, "Y4": 0.5158, "page": 0, "Index": 131}, {"Word": "are", "Confidence": 0.998, "X1": 0.29067, "Y1": 0.5012, "X2": 0.324, "Y2": 0.501, "X3": 0.32267, "Y3": 0.5158, "X4": 0.29067, "Y4": 0.5158, "page": 0, "Index": 132}, {"Word": "urged", "Confidence": 0.991, "X1": 0.33067, "Y1": 0.5012, "X2": 0.38133, "Y2": 0.501, "X3": 0.38133, "Y3": 0.5158, "X4": 0.33067, "Y4": 0.5158, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.38933, "Y1": 0.5012, "X2": 0.41067, "Y2": 0.501, "X3": 0.41067, "Y3": 0.5158, "X4": 0.38933, "Y4": 0.5158, "page": 0, "Index": 134}, {"Word": "be", "Confidence": 0.955, "X1": 0.41733, "Y1": 0.5012, "X2": 0.44133, "Y2": 0.501, "X3": 0.44, "Y3": 0.5158, "X4": 0.41733, "Y4": 0.5158, "page": 0, "Index": 135}, {"Word": "patentable", "Confidence": 0.991, "X1": 0.44667, "Y1": 0.5012, "X2": 0.548, "Y2": 0.501, "X3": 0.548, "Y3": 0.5158, "X4": 0.44667, "Y4": 0.5158, "page": 0, "Index": 136}, {"Word": "for", "Confidence": 0.998, "X1": 0.556, "Y1": 0.5012, "X2": 0.588, "Y2": 0.501, "X3": 0.58667, "Y3": 0.5158, "X4": 0.556, "Y4": 0.5158, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.998, "X1": 0.596, "Y1": 0.5012, "X2": 0.628, "Y2": 0.501, "X3": 0.62667, "Y3": 0.5158, "X4": 0.596, "Y4": 0.5158, "page": 0, "Index": 138}, {"Word": "same", "Confidence": 0.982, "X1": 0.63467, "Y1": 0.5012, "X2": 0.67733, "Y2": 0.501, "X3": 0.67733, "Y3": 0.5158, "X4": 0.63333, "Y4": 0.5158, "page": 0, "Index": 139}, {"Word": "reasons", "Confidence": 0.885, "X1": 0.116, "Y1": 0.5292, "X2": 0.18667, "Y2": 0.529, "X3": 0.18667, "Y3": 0.5438, "X4": 0.11467, "Y4": 0.5438, "page": 0, "Index": 140}, {"Word": "set", "Confidence": 0.955, "X1": 0.192, "Y1": 0.5292, "X2": 0.22667, "Y2": 0.529, "X3": 0.22667, "Y3": 0.5438, "X4": 0.192, "Y4": 0.5438, "page": 0, "Index": 141}, {"Word": "forth", "Confidence": 0.998, "X1": 0.232, "Y1": 0.5292, "X2": 0.28267, "Y2": 0.529, "X3": 0.28267, "Y3": 0.5438, "X4": 0.232, "Y4": 0.5438, "page": 0, "Index": 142}, {"Word": "above", "Confidence": 0.996, "X1": 0.29067, "Y1": 0.5282, "X2": 0.344, "Y2": 0.528, "X3": 0.34267, "Y3": 0.5438, "X4": 0.28933, "Y4": 0.5438, "page": 0, "Index": 143}, {"Word": "for", "Confidence": 0.998, "X1": 0.34933, "Y1": 0.5282, "X2": 0.38267, "Y2": 0.528, "X3": 0.38133, "Y3": 0.5438, "X4": 0.34933, "Y4": 0.5438, "page": 0, "Index": 144}, {"Word": "proposed", "Confidence": 0.902, "X1": 0.388, "Y1": 0.5282, "X2": 0.47067, "Y2": 0.528, "X3": 0.46933, "Y3": 0.5438, "X4": 0.388, "Y4": 0.5438, "page": 0, "Index": 145}, {"Word": "Count", "Confidence": 0.992, "X1": 0.476, "Y1": 0.5282, "X2": 0.52933, "Y2": 0.528, "X3": 0.52933, "Y3": 0.5438, "X4": 0.476, "Y4": 0.5438, "page": 0, "Index": 146}, {"Word": "A.", "Confidence": 0.995, "X1": 0.53467, "Y1": 0.5282, "X2": 0.56, "Y2": 0.528, "X3": 0.56, "Y3": 0.5438, "X4": 0.53333, "Y4": 0.5438, "page": 0, "Index": 147}, {"Word": "The", "Confidence": 0.997, "X1": 0.576, "Y1": 0.5282, "X2": 0.608, "Y2": 0.528, "X3": 0.608, "Y3": 0.5438, "X4": 0.57467, "Y4": 0.5438, "page": 0, "Index": 148}, {"Word": "four", "Confidence": 0.988, "X1": 0.616, "Y1": 0.5282, "X2": 0.65733, "Y2": 0.528, "X3": 0.65733, "Y3": 0.5438, "X4": 0.61467, "Y4": 0.5438, "page": 0, "Index": 149}, {"Word": "proposed", "Confidence": 0.972, "X1": 0.11467, "Y1": 0.5572, "X2": 0.196, "Y2": 0.557, "X3": 0.196, "Y3": 0.5728, "X4": 0.11467, "Y4": 0.5728, "page": 0, "Index": 150}, {"Word": "counts", "Confidence": 0.94, "X1": 0.20133, "Y1": 0.5572, "X2": 0.264, "Y2": 0.557, "X3": 0.264, "Y3": 0.5728, "X4": 0.2, "Y4": 0.5728, "page": 0, "Index": 151}, {"Word": "are", "Confidence": 0.91, "X1": 0.27067, "Y1": 0.5562, "X2": 0.304, "Y2": 0.556, "X3": 0.30267, "Y3": 0.5728, "X4": 0.27067, "Y4": 0.5728, "page": 0, "Index": 152}, {"Word": "urged", "Confidence": 0.899, "X1": 0.30933, "Y1": 0.5562, "X2": 0.36267, "Y2": 0.556, "X3": 0.36133, "Y3": 0.5718, "X4": 0.30933, "Y4": 0.5728, "page": 0, "Index": 153}, {"Word": "to", "Confidence": 0.998, "X1": 0.36933, "Y1": 0.5562, "X2": 0.392, "Y2": 0.556, "X3": 0.39067, "Y3": 0.5718, "X4": 0.36933, "Y4": 0.5718, "page": 0, "Index": 154}, {"Word": "be", "Confidence": 0.806, "X1": 0.39733, "Y1": 0.5562, "X2": 0.42267, "Y2": 0.556, "X3": 0.42133, "Y3": 0.5718, "X4": 0.39733, "Y4": 0.5718, "page": 0, "Index": 155}, {"Word": "patentably", "Confidence": 0.991, "X1": 0.428, "Y1": 0.5562, "X2": 0.52933, "Y2": 0.556, "X3": 0.528, "Y3": 0.5718, "X4": 0.428, "Y4": 0.5718, "page": 0, "Index": 156}, {"Word": "distinct", "Confidence": 0.602, "X1": 0.536, "Y1": 0.5562, "X2": 0.61867, "Y2": 0.556, "X3": 0.61733, "Y3": 0.5718, "X4": 0.53467, "Y4": 0.5718, "page": 0, "Index": 157}, {"Word": "from", "Confidence": 0.991, "X1": 0.62533, "Y1": 0.5562, "X2": 0.668, "Y2": 0.556, "X3": 0.66667, "Y3": 0.5718, "X4": 0.624, "Y4": 0.5718, "page": 0, "Index": 158}, {"Word": "each", "Confidence": 0.981, "X1": 0.11467, "Y1": 0.5842, "X2": 0.156, "Y2": 0.584, "X3": 0.156, "Y3": 0.5998, "X4": 0.11467, "Y4": 0.5998, "page": 0, "Index": 159}, {"Word": "other,", "Confidence": 0.995, "X1": 0.16267, "Y1": 0.5842, "X2": 0.22667, "Y2": 0.584, "X3": 0.22533, "Y3": 0.5998, "X4": 0.16267, "Y4": 0.5998, "page": 0, "Index": 160}, {"Word": "proposed", "Confidence": 0.801, "X1": 0.23067, "Y1": 0.5842, "X2": 0.31467, "Y2": 0.584, "X3": 0.31333, "Y3": 0.5998, "X4": 0.23067, "Y4": 0.5998, "page": 0, "Index": 161}, {"Word": "Counts", "Confidence": 0.991, "X1": 0.31867, "Y1": 0.5842, "X2": 0.38133, "Y2": 0.584, "X3": 0.38, "Y3": 0.5998, "X4": 0.31867, "Y4": 0.5998, "page": 0, "Index": 162}, {"Word": "A", "Confidence": 0.801, "X1": 0.38533, "Y1": 0.5842, "X2": 0.39733, "Y2": 0.584, "X3": 0.39733, "Y3": 0.5998, "X4": 0.38533, "Y4": 0.5998, "page": 0, "Index": 163}, {"Word": "and", "Confidence": 0.998, "X1": 0.40667, "Y1": 0.5832, "X2": 0.44133, "Y2": 0.583, "X3": 0.44133, "Y3": 0.5998, "X4": 0.40667, "Y4": 0.5998, "page": 0, "Index": 164}, {"Word": "B", "Confidence": 0.993, "X1": 0.44667, "Y1": 0.5832, "X2": 0.45867, "Y2": 0.583, "X3": 0.45867, "Y3": 0.5998, "X4": 0.44533, "Y4": 0.5998, "page": 0, "Index": 165}, {"Word": "boing", "Confidence": 0.848, "X1": 0.46533, "Y1": 0.5832, "X2": 0.52, "Y2": 0.583, "X3": 0.51867, "Y3": 0.5998, "X4": 0.464, "Y4": 0.5998, "page": 0, "Index": 166}, {"Word": "distinguished", "Confidence": 0.988, "X1": 0.52533, "Y1": 0.5832, "X2": 0.65733, "Y2": 0.583, "X3": 0.656, "Y3": 0.5998, "X4": 0.52533, "Y4": 0.5998, "page": 0, "Index": 167}, {"Word": "from", "Confidence": 0.985, "X1": 0.116, "Y1": 0.6122, "X2": 0.15733, "Y2": 0.612, "X3": 0.156, "Y3": 0.6268, "X4": 0.11467, "Y4": 0.6268, "page": 0, "Index": 168}, {"Word": "each", "Confidence": 0.598, "X1": 0.16267, "Y1": 0.6122, "X2": 0.20533, "Y2": 0.612, "X3": 0.20533, "Y3": 0.6268, "X4": 0.16133, "Y4": 0.6268, "page": 0, "Index": 169}, {"Word": "other", "Confidence": 0.972, "X1": 0.212, "Y1": 0.6112, "X2": 0.264, "Y2": 0.611, "X3": 0.26267, "Y3": 0.6268, "X4": 0.21067, "Y4": 0.6268, "page": 0, "Index": 170}, {"Word": "by", "Confidence": 0.998, "X1": 0.26933, "Y1": 0.6112, "X2": 0.29333, "Y2": 0.611, "X3": 0.292, "Y3": 0.6268, "X4": 0.26933, "Y4": 0.6268, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.30133, "Y1": 0.6112, "X2": 0.33333, "Y2": 0.611, "X3": 0.33333, "Y3": 0.6268, "X4": 0.30133, "Y4": 0.6268, "page": 0, "Index": 172}, {"Word": "fact", "Confidence": 0.667, "X1": 0.34, "Y1": 0.6112, "X2": 0.38267, "Y2": 0.611, "X3": 0.38133, "Y3": 0.6278, "X4": 0.33867, "Y4": 0.6268, "page": 0, "Index": 173}, {"Word": "that", "Confidence": 0.991, "X1": 0.388, "Y1": 0.6112, "X2": 0.43067, "Y2": 0.611, "X3": 0.43067, "Y3": 0.6278, "X4": 0.388, "Y4": 0.6278, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.43867, "Y1": 0.6112, "X2": 0.47067, "Y2": 0.611, "X3": 0.47067, "Y3": 0.6278, "X4": 0.43733, "Y4": 0.6278, "page": 0, "Index": 175}, {"Word": "former", "Confidence": 0.946, "X1": 0.47733, "Y1": 0.6122, "X2": 0.53867, "Y2": 0.612, "X3": 0.53733, "Y3": 0.6278, "X4": 0.47733, "Y4": 0.6278, "page": 0, "Index": 176}, {"Word": "count", "Confidence": 0.816, "X1": 0.54533, "Y1": 0.6122, "X2": 0.59733, "Y2": 0.612, "X3": 0.59733, "Y3": 0.6278, "X4": 0.54533, "Y4": 0.6278, "page": 0, "Index": 177}, {"Word": "requires", "Confidence": 0.96, "X1": 0.604, "Y1": 0.6122, "X2": 0.68667, "Y2": 0.612, "X3": 0.68667, "Y3": 0.6278, "X4": 0.604, "Y4": 0.6278, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.991, "X1": 0.116, "Y1": 0.6392, "X2": 0.148, "Y2": 0.639, "X3": 0.14667, "Y3": 0.6548, "X4": 0.11467, "Y4": 0.6548, "page": 0, "Index": 179}, {"Word": "uniform", "Confidence": 0.953, "X1": 0.152, "Y1": 0.6392, "X2": 0.224, "Y2": 0.639, "X3": 0.224, "Y3": 0.6558, "X4": 0.15067, "Y4": 0.6548, "page": 0, "Index": 180}, {"Word": "dispersal", "Confidence": 0.928, "X1": 0.23067, "Y1": 0.6392, "X2": 0.32267, "Y2": 0.639, "X3": 0.32267, "Y3": 0.6558, "X4": 0.22933, "Y4": 0.6558, "page": 0, "Index": 181}, {"Word": "of", "Confidence": 0.998, "X1": 0.32933, "Y1": 0.6392, "X2": 0.35333, "Y2": 0.639, "X3": 0.35333, "Y3": 0.6558, "X4": 0.328, "Y4": 0.6558, "page": 0, "Index": 182}, {"Word": "the", "Confidence": 0.991, "X1": 0.36, "Y1": 0.6392, "X2": 0.39333, "Y2": 0.639, "X3": 0.392, "Y3": 0.6558, "X4": 0.35867, "Y4": 0.6558, "page": 0, "Index": 183}, {"Word": "adcorptive", "Confidence": 0.797, "X1": 0.39733, "Y1": 0.6392, "X2": 0.5, "Y2": 0.639, "X3": 0.5, "Y3": 0.6558, "X4": 0.39733, "Y4": 0.6558, "page": 0, "Index": 184}, {"Word": "material.", "Confidence": 0.61, "X1": 0.50533, "Y1": 0.6392, "X2": 0.59867, "Y2": 0.639, "X3": 0.59867, "Y3": 0.6558, "X4": 0.504, "Y4": 0.6558, "page": 0, "Index": 185}, {"Word": "Proposed", "Confidence": 0.991, "X1": 0.61333, "Y1": 0.6392, "X2": 0.696, "Y2": 0.639, "X3": 0.696, "Y3": 0.6548, "X4": 0.612, "Y4": 0.6558, "page": 0, "Index": 186}, {"Word": "Counts", "Confidence": 0.965, "X1": 0.11467, "Y1": 0.6672, "X2": 0.17467, "Y2": 0.667, "X3": 0.17467, "Y3": 0.6828, "X4": 0.11467, "Y4": 0.6818, "page": 0, "Index": 187}, {"Word": "C", "Confidence": 0.968, "X1": 0.18, "Y1": 0.6672, "X2": 0.192, "Y2": 0.667, "X3": 0.192, "Y3": 0.6828, "X4": 0.18, "Y4": 0.6828, "page": 0, "Index": 188}, {"Word": "and", "Confidence": 0.955, "X1": 0.20133, "Y1": 0.6672, "X2": 0.23333, "Y2": 0.667, "X3": 0.23333, "Y3": 0.6828, "X4": 0.20133, "Y4": 0.6828, "page": 0, "Index": 189}, {"Word": "D", "Confidence": 0.941, "X1": 0.23867, "Y1": 0.6672, "X2": 0.25067, "Y2": 0.667, "X3": 0.25067, "Y3": 0.6828, "X4": 0.23867, "Y4": 0.6828, "page": 0, "Index": 190}, {"Word": "differ", "Confidence": 0.964, "X1": 0.26, "Y1": 0.6672, "X2": 0.32267, "Y2": 0.667, "X3": 0.32267, "Y3": 0.6828, "X4": 0.26, "Y4": 0.6828, "page": 0, "Index": 191}, {"Word": "from", "Confidence": 0.989, "X1": 0.32933, "Y1": 0.6672, "X2": 0.37067, "Y2": 0.667, "X3": 0.37067, "Y3": 0.6828, "X4": 0.32933, "Y4": 0.6828, "page": 0, "Index": 192}, {"Word": "each", "Confidence": 0.637, "X1": 0.37733, "Y1": 0.6672, "X2": 0.41867, "Y2": 0.667, "X3": 0.41867, "Y3": 0.6828, "X4": 0.37733, "Y4": 0.6828, "page": 0, "Index": 193}, {"Word": "other", "Confidence": 0.885, "X1": 0.42667, "Y1": 0.6672, "X2": 0.47867, "Y2": 0.667, "X3": 0.47867, "Y3": 0.6828, "X4": 0.42667, "Y4": 0.6828, "page": 0, "Index": 194}, {"Word": "in", "Confidence": 0.998, "X1": 0.48533, "Y1": 0.6682, "X2": 0.508, "Y2": 0.668, "X3": 0.508, "Y3": 0.6828, "X4": 0.48533, "Y4": 0.6828, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.516, "Y1": 0.6682, "X2": 0.548, "Y2": 0.668, "X3": 0.548, "Y3": 0.6828, "X4": 0.516, "Y4": 0.6828, "page": 0, "Index": 196}, {"Word": "same", "Confidence": 0.982, "X1": 0.55467, "Y1": 0.6682, "X2": 0.59867, "Y2": 0.668, "X3": 0.59867, "Y3": 0.6828, "X4": 0.55467, "Y4": 0.6828, "page": 0, "Index": 197}, {"Word": "manner", "Confidence": 0.995, "X1": 0.60267, "Y1": 0.6692, "X2": 0.66533, "Y2": 0.669, "X3": 0.66533, "Y3": 0.6828, "X4": 0.60267, "Y4": 0.6828, "page": 0, "Index": 198}, {"Word": "as", "Confidence": 0.793, "X1": 0.672, "Y1": 0.6692, "X2": 0.69467, "Y2": 0.669, "X3": 0.69467, "Y3": 0.6828, "X4": 0.672, "Y4": 0.6828, "page": 0, "Index": 199}, {"Word": "proposed", "Confidence": 0.92, "X1": 0.11333, "Y1": 0.6962, "X2": 0.19467, "Y2": 0.696, "X3": 0.19467, "Y3": 0.7118, "X4": 0.11333, "Y4": 0.7118, "page": 0, "Index": 200}, {"Word": "Counts", "Confidence": 0.991, "X1": 0.20133, "Y1": 0.6952, "X2": 0.264, "Y2": 0.695, "X3": 0.26267, "Y3": 0.7118, "X4": 0.2, "Y4": 0.7118, "page": 0, "Index": 201}, {"Word": "A", "Confidence": 0.885, "X1": 0.268, "Y1": 0.6952, "X2": 0.28, "Y2": 0.695, "X3": 0.28, "Y3": 0.7118, "X4": 0.268, "Y4": 0.7118, "page": 0, "Index": 202}, {"Word": "and", "Confidence": 0.998, "X1": 0.28933, "Y1": 0.6952, "X2": 0.32267, "Y2": 0.695, "X3": 0.32267, "Y3": 0.7118, "X4": 0.28933, "Y4": 0.7118, "page": 0, "Index": 203}, {"Word": "B", "Confidence": 0.965, "X1": 0.328, "Y1": 0.6952, "X2": 0.34, "Y2": 0.695, "X3": 0.33867, "Y3": 0.7118, "X4": 0.32667, "Y4": 0.7118, "page": 0, "Index": 204}, {"Word": "and", "Confidence": 0.998, "X1": 0.34667, "Y1": 0.6952, "X2": 0.38, "Y2": 0.695, "X3": 0.38, "Y3": 0.7118, "X4": 0.34667, "Y4": 0.7118, "page": 0, "Index": 205}, {"Word": "are", "Confidence": 0.641, "X1": 0.38667, "Y1": 0.6952, "X2": 0.42, "Y2": 0.695, "X3": 0.42, "Y3": 0.7118, "X4": 0.38667, "Y4": 0.7118, "page": 0, "Index": 206}, {"Word": "patentably", "Confidence": 0.934, "X1": 0.42667, "Y1": 0.6952, "X2": 0.52667, "Y2": 0.695, "X3": 0.52667, "Y3": 0.7118, "X4": 0.42533, "Y4": 0.7118, "page": 0, "Index": 207}, {"Word": "distinct", "Confidence": 0.68, "X1": 0.53467, "Y1": 0.6952, "X2": 0.61733, "Y2": 0.695, "X3": 0.61733, "Y3": 0.7118, "X4": 0.53467, "Y4": 0.7118, "page": 0, "Index": 208}, {"Word": "from", "Confidence": 0.985, "X1": 0.62267, "Y1": 0.6962, "X2": 0.66533, "Y2": 0.696, "X3": 0.664, "Y3": 0.7118, "X4": 0.62267, "Y4": 0.7118, "page": 0, "Index": 209}, {"Word": "A", "Confidence": 0.991, "X1": 0.112, "Y1": 0.7232, "X2": 0.12533, "Y2": 0.723, "X3": 0.124, "Y3": 0.7388, "X4": 0.11067, "Y4": 0.7388, "page": 0, "Index": 210}, {"Word": "and", "Confidence": 0.998, "X1": 0.132, "Y1": 0.7232, "X2": 0.16533, "Y2": 0.723, "X3": 0.164, "Y3": 0.7388, "X4": 0.13067, "Y4": 0.7388, "page": 0, "Index": 211}, {"Word": "B", "Confidence": 0.991, "X1": 0.16933, "Y1": 0.7232, "X2": 0.18267, "Y2": 0.723, "X3": 0.18133, "Y3": 0.7388, "X4": 0.168, "Y4": 0.7388, "page": 0, "Index": 212}, {"Word": "in", "Confidence": 0.956, "X1": 0.18933, "Y1": 0.7232, "X2": 0.21467, "Y2": 0.723, "X3": 0.21333, "Y3": 0.7398, "X4": 0.18933, "Y4": 0.7388, "page": 0, "Index": 213}, {"Word": "that", "Confidence": 0.991, "X1": 0.22, "Y1": 0.7232, "X2": 0.26267, "Y2": 0.723, "X3": 0.26133, "Y3": 0.7398, "X4": 0.21867, "Y4": 0.7398, "page": 0, "Index": 214}, {"Word": "they", "Confidence": 0.981, "X1": 0.26933, "Y1": 0.7232, "X2": 0.312, "Y2": 0.723, "X3": 0.31067, "Y3": 0.7398, "X4": 0.268, "Y4": 0.7398, "page": 0, "Index": 215}, {"Word": "are", "Confidence": 0.994, "X1": 0.31733, "Y1": 0.7232, "X2": 0.35067, "Y2": 0.723, "X3": 0.34933, "Y3": 0.7398, "X4": 0.31733, "Y4": 0.7398, "page": 0, "Index": 216}, {"Word": "directed", "Confidence": 0.91, "X1": 0.35733, "Y1": 0.7232, "X2": 0.43867, "Y2": 0.723, "X3": 0.43733, "Y3": 0.7398, "X4": 0.356, "Y4": 0.7398, "page": 0, "Index": 217}, {"Word": "to", "Confidence": 0.998, "X1": 0.44533, "Y1": 0.7232, "X2": 0.468, "Y2": 0.723, "X3": 0.468, "Y3": 0.7398, "X4": 0.44533, "Y4": 0.7398, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.634, "X1": 0.476, "Y1": 0.7232, "X2": 0.50933, "Y2": 0.723, "X3": 0.508, "Y3": 0.7398, "X4": 0.476, "Y4": 0.7398, "page": 0, "Index": 219}, {"Word": "specific", "Confidence": 0.614, "X1": 0.51467, "Y1": 0.7232, "X2": 0.59467, "Y2": 0.723, "X3": 0.59467, "Y3": 0.7398, "X4": 0.51467, "Y4": 0.7398, "page": 0, "Index": 220}, {"Word": "flavorant,", "Confidence": 0.775, "X1": 0.60267, "Y1": 0.7242, "X2": 0.704, "Y2": 0.724, "X3": 0.704, "Y3": 0.7398, "X4": 0.60267, "Y4": 0.7398, "page": 0, "Index": 221}, {"Word": "-", "Confidence": 0.989, "X1": 0.69867, "Y1": 0.7532, "X2": 0.69867, "Y2": 0.753, "X3": 0.688, "Y3": 0.7518, "X4": 0.688, "Y4": 0.7468, "page": 0, "Index": 222}, {"Word": "menthol,", "Confidence": 0.964, "X1": 0.112, "Y1": 0.7522, "X2": 0.196, "Y2": 0.752, "X3": 0.19467, "Y3": 0.7668, "X4": 0.11067, "Y4": 0.7678, "page": 0, "Index": 223}, {"Word": "in", "Confidence": 0.917, "X1": 0.2, "Y1": 0.7522, "X2": 0.22267, "Y2": 0.752, "X3": 0.22133, "Y3": 0.7668, "X4": 0.19867, "Y4": 0.7668, "page": 0, "Index": 224}, {"Word": "a", "Confidence": 0.906, "X1": 0.22933, "Y1": 0.7522, "X2": 0.24133, "Y2": 0.752, "X3": 0.24133, "Y3": 0.7668, "X4": 0.228, "Y4": 0.7668, "page": 0, "Index": 225}, {"Word": "manner", "Confidence": 0.929, "X1": 0.248, "Y1": 0.7512, "X2": 0.31067, "Y2": 0.751, "X3": 0.31067, "Y3": 0.7668, "X4": 0.24667, "Y4": 0.7668, "page": 0, "Index": 226}, {"Word": "similar", "Confidence": 0.648, "X1": 0.31867, "Y1": 0.7512, "X2": 0.38933, "Y2": 0.751, "X3": 0.388, "Y3": 0.7668, "X4": 0.31733, "Y4": 0.7668, "page": 0, "Index": 227}, {"Word": "to", "Confidence": 0.997, "X1": 0.39733, "Y1": 0.7512, "X2": 0.42, "Y2": 0.751, "X3": 0.41867, "Y3": 0.7668, "X4": 0.39733, "Y4": 0.7668, "page": 0, "Index": 228}, {"Word": "the", "Confidence": 0.992, "X1": 0.42667, "Y1": 0.7512, "X2": 0.45867, "Y2": 0.751, "X3": 0.45733, "Y3": 0.7668, "X4": 0.42533, "Y4": 0.7668, "page": 0, "Index": 229}, {"Word": "distinction", "Confidence": 0.981, "X1": 0.46533, "Y1": 0.7512, "X2": 0.576, "Y2": 0.751, "X3": 0.576, "Y3": 0.7668, "X4": 0.46533, "Y4": 0.7668, "page": 0, "Index": 230}, {"Word": "between", "Confidence": 0.881, "X1": 0.58267, "Y1": 0.7512, "X2": 0.65467, "Y2": 0.751, "X3": 0.65467, "Y3": 0.7668, "X4": 0.58133, "Y4": 0.7668, "page": 0, "Index": 231}, {"Word": "Count", "Confidence": 0.995, "X1": 0.11067, "Y1": 0.7812, "X2": 0.164, "Y2": 0.781, "X3": 0.164, "Y3": 0.7958, "X4": 0.11067, "Y4": 0.7968, "page": 0, "Index": 232}, {"Word": "14:", "Confidence": 0.241, "X1": 0.172, "Y1": 0.7802, "X2": 0.196, "Y2": 0.78, "X3": 0.19467, "Y3": 0.7958, "X4": 0.17067, "Y4": 0.7958, "page": 0, "Index": 233}, {"Word": "and", "Confidence": 0.998, "X1": 0.2, "Y1": 0.7802, "X2": 0.23333, "Y2": 0.78, "X3": 0.23333, "Y3": 0.7958, "X4": 0.19867, "Y4": 0.7958, "page": 0, "Index": 234}, {"Word": "Counts", "Confidence": 0.657, "X1": 0.23867, "Y1": 0.7802, "X2": 0.30133, "Y2": 0.78, "X3": 0.30133, "Y3": 0.7958, "X4": 0.23733, "Y4": 0.7958, "page": 0, "Index": 235}, {"Word": "1:3.7.", "Confidence": 0.505, "X1": 0.30933, "Y1": 0.7802, "X2": 0.37067, "Y2": 0.78, "X3": 0.36933, "Y3": 0.7968, "X4": 0.308, "Y4": 0.7958, "page": 0, "Index": 236}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAu4DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAoorBmi1yfxhbMkqwaLBAzOAQWuJDwAfQDrQBvUUUUAFFFFABXnWkLJcfFG/neT5baaaBEx2aKFic/UV6LXBaNBJD8QtVMiFRJdu6e6+TEM/mDQB3tFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUxECZxnk55OaAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTfn8ztsx+OaAHUUUUAFFFFABRRRQAUUUUAY/ir/kU9W/69ZP8A0E0/w1/yK2kf9ecX/oAqTXtv/CP6hvhMy/Z3zGOrcHio/DL+Z4X0tsKAbWPAXoBtHFAGrRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU3cu7bkbsdM806qzWNu1+l8U/0hIzGr5P3Sc4x0oAkjWUPIZHDKWygAxgelS0UUAFFFFABRRRQAVyMCKvj6XaMbixPufLWuurjLKZ5fH90GBGyVkXjGR5SH8etAHYKgQsRn5jk80+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKb8/mdtmPxzTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDI8UMV8K6qykgi1kwR/umneGv+RW0n/rzi/9AFM8Vf8AIp6t/wBesn/oJp/hr/kVtI/684v/AEAUAatFFFABRRRQAU1mVACxABIH4mnUmAaAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAoQ6c0WsXOoNcyyedGkawsfliC5zj65q/RRQAUUUUAFFFFABRRRQAVwej3Es/xC1RZXLCK7dEz2XyYzj8ya7yvPtB/5KJrP/X8//oiKgD0GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDH8Vf8inq3/XrJ/6Caf4a/5FbSP+vOL/ANAFM8Vf8inq3/XrJ/6Caf4a/wCRW0j/AK84v/QBQBq0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXn2g/8lE1n/r+f/wBERV6DXnmhOv8AwsjWEz8xvHb8PIioA9DoqJo2aeOQSMAoIKjo2cdfpj9aloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAx/FX/ACKerf8AXrJ/6Caf4a/5FbSP+vOL/wBAFN8Uo8nhbU0jXc7W7qBnHUYqfQoGtvD+nQMctHaxIfqFAoA0KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArz7Qf+Siaz/1/P/6Iir0GvPtB/wCSiaz/ANfz/wDoiKgD0GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIpfNwvlFB8w3bv7vfHvUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGD4zR5PBuqrHK0T/Z2IdRkjHNaGjP5mh2D5T5raM/Icr90dPaqfizP/AAieqbSQTbuAQMnp6GrOhLs8P6avBxaxjIxj7o9OKANGiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGOxVchCxyOBT6KKACiiigArz7Qf8Akoms/wDX8/8A6Iir0GvN9Dmx8U9Xgw+DcyPnb8vEMI6+vPSgD0iiiigAooooAKKKKACiiigAooooAzdd/tI6LdHSZoYL0JmOSZCyrjrx34rzrwz8SdTNtc3Wtol7bwWSXLtp1u26MsxG1snBIHNej61YS6pot5YQ3LW0lxEYxMoyUzwSPwrmk8CSx/DlvCiaq6yNF5LXgjAYpnpj6cUAIvxL0zbqMstneR29oIvKdkwbkyfdCA4z19adD8R9Pa0t5JrC/iuZbwWb2gjzLC5zt3jjGccYzT7vwRNf+ELbRrnVX+02rxvb3ccSqUKfdyBwa57X/CusaNa293pYuNV1S71OCe+uQFDBU6bVPGB6UAdNcePdPjtbR7e1vLq7uZGjFlEgMyFPv7hnA2jHfuPWq978TdEtYtPe3hvb5r5pFjjtodzqyY3qykggjPSqx+G4tRbXWlaxdWmpRXU1y1y6q/mGXG9WXpjgY+lVbz4UxObJLHVZbeOCOVXZkDO7ytl5A3ZjwM0AbusePdJ0S/gs54ruWWSD7TJ5MWfIj/vOCQRXN+OvHl3DJaWnhtp3ZZoWvLlIQ0UcTkYBY9z7VsXfgS6fXBqNnrk0BezSzuN0Su0ir3BPQn1qDUPhpHdXNx9l1i7tbS8Ef2uBQrb2T7rAn7p45oA7t2CIzHoBmvOfD2s+NL6eLXp2s5dBu7hx9nKhHt7cZ2yls8njkc16Kke2JY2YvhQpLdT9a4uH4ehJhbPqs7aNHLLLDYhQNhkBBXd1KjcSB24oAs2HxB0q+lm2wXccAjeW2neP5bpU++Yx1OPfrSRfEjw/JLaqXulS6tPtkcjQNt2ZwencVW0r4dQWMll9q1K4uYNNhkg0+PaE8lXGCSR95sd6LX4erb6Va2cmpyyPZwzW9tIFClY3xw2OpGOtAGzP4rs4rPUpkimeWxh88w7fmdMZDL7Gk8MeJ18R2iyGxurSXyklZZUOwhum1+jcfzqtD4SkTWL+8k1AtBd2CWXlCMAqFGN2a0PDOjXWg6LBp1zqD3ogURxu0aqQg4A468UAYfjvV/EWjXOiSaK9r5FzeC1nW4iLAF/utkEHAPpW54Y1ptf0OHUHiSNnLKVRsjgkZ9Rnrg8iq3ijw5P4hOmGHUXtBY3iXRUIGEhXoDmrXh7w9a+Hbe6htXkcXNzJcuZDn5nOSB6CgDmPiX4q1bw7/ZEGlqIzeXaRyXMkZMca56E9s1sa741sfD2pW9hd213NLLAZ3a2jDrEgOCzc5ApnjXwlceLbO2tY9UezihmSZkEasHZTkHnmqOu+CE1vxGt3LqckbSWBtZYhEDlc8sp6Kc0AdpDKs0KSpnY6hlyMcEVy0PxA0yfxlJ4ajt7szxv5TTiPMYk27tpOcjjvjFdRbwi3t4oQxYRoEBPU4GK4EfDBR46l8SDVZE33a3XlxxgNkLt27+u09xQBqaDqGujxrrOlatd29xbxQx3Ft5UW0ors42n1OFFUfDvjK8v9V8TXepOtto+nECOOSFklQAZLMCOcjkVqQeGdSg8b3Wv/ANslobiNYjamEYCLnaAfqSc1nDwxremQeJb77fHql1qUJKQPAFG4LhRx2xxQBBf/ABBGqeG9Vl0IT2Wo2lr9rQXttkPF2YYOCD2/lVzQfH1pfeGry8nS5a8021Wa6jeAxNJ8m7cin+EkECue8N6Pq97ocGhNo0lhbtpr217fXaATbzyoTB5UE966iHwbMJ5pJ9SZvP0pdOl8uMKTtzhwexwaAMqXxjrXiPwW994btTYamkS3Ei30TeWIyCflbGGJAHT1qxa/Eexs/B3h/V9WW4Z9T2RF4ocqJDwSfQZ6VasvCutWnhebRRr4I+zJawSfZ1HlIBgnHckVk6/pF/o3w4tvDEGnSa7cSL9mjkRVjEWPuu3pj19qAOq8OeLNO8UG+/s4XGLOYwyGWIplvbNZuvfEjQvD2rPpVyLya+RVdobe3ZyEP8RPTA71o+D/AA9H4Y8OW2nh2kmA3zyvy0kh5Yk1Q1jwjdan4mfVodSFujafJZ7BECQW/izQAzWfiJpWk6jaWaxzXQngF080OCkcBOA5PfkjgVDqnxQ0HStYvdKliv5b202l44bYuWBxyvqBnmsef4SNPC8R164jEljFaOY41BPlnKkE9AcDI71vQ+EdQh8axeIBqqSItqtpJbvCPnQc53f3t3OaAHXXxF0K11g6S32xr4PGhiS3YkB+jf7oyMmo7j4l6Bb6rcWLfbCICyPci3byvMH/ACzDd29qlsvCd5ZeOb/xENQjmW+VI5IZIQCiKDtCkd/c1l2/w0eC8aI61M2jfbjfCy2DO/Ocb+uM9qANb/hYGjtb6TcxRXstvqbbY5UtyVi5x+8/u81Xh+JmhXLaklul5M9lH5wVIebhAcFohn5gD3rOs/hdHbXkrnVbg2svmrJAOjKxyn0KkkgijQfhvPpCyob+EvHaPaW1ykP74qwOC5PXbngDAoA2/Dvj3R/FGofZNMW6cfZxOJmhKxkHgjd6g8EfWtbxBrMHh7QL3V7lWaG1jMjKvU+g/OqHg/w7ceF9Dh0uW9W7it0CRP5YVsZJ5Pfr+laGv6Suu6Bf6W77BdQtHu/ukjg/nQBw918RLi5j8ParZI9ppVzcCK+iuLZ/N+ZcjZx8w9xW9qHxC0ay0yxvolurxL2YwQx28WX3jqCGIwRjoapDwn4gnstHivNXs2fTp45VEdthSEGMde9U5/hrcXchaTVUVBfTXKR+QGULIMYwf4h2agDSu/if4btba2mEtzO9za/aoooIC7lM4PTgEYOeexrqrG9t9Rsoby1lWWCZA6OpyCDXEab8O7jSLnS2ttSR4rGwuLMmWLLOHbK+wA/pXR+D/D58LeFrHRjcfaDbKQZMY3ZYnp+NAFHUPiFoGl63NpN3LcJcQbTO32djHEp6MzYwF96iufiToVubxEW8nmtJVjkiigJYhujj1XnrXMeJND1jxB8S9R0uHzbLTr7SVilvPK3hwGztU9jyRXQaV4L1HSvGcmsx6lC9nLbR2r27w/NsQYUg+vqaALcvxC0OPxCmjlpyxYI9yI/3ETkZCM/QMfSta18S6Je6lNp1tqlrJeQMFkhWQbgfT3/CuIuvhfe3Wq6pE2shdC1G7S8mtxH+93qQcBuw4rqIPAPhm218a5DpUSagG3+aM/exjOOmaAOlooooA5b4juY/h3rjqSCLYnIOO479q2dDYNoGnMBgG2jIGc/wjv3rJ+IUAufh9rkRbaGtW5xnpzWl4cIbwzpRC7QbSLA9PkFAGpRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1GLoGKlSex7U6igArzPQ4ifi5q03z4E0q/e+XmGDt68da9MrzHRBEPjBqhL4mMk21Np5XyoMnPTrigD06iiigAopMgUEgdaAFopKztb1uw8O6VLqepSmK0ixvcKWxk4HAoA0qKignjubeOeFw8cihlYdwelY58YaAPEP9hHVIBqeQv2ct82fT6+1AG7RSZGcZGaWgAoopqOsi7kYMp7g5FADqKgu7u3sbWS5upkhgjG55HOAo9zT4ZY54UmicPHIoZWByCD0IoAkoppZV6kDtzTqACiszXNe07w5pxv9Un8m3Dqm7aSck4AwK0I5FliSRDlXUMD7GgB9FFJkZxnmgBaKQEHoaWgAooooAKKTIAyTxS5oAKKoaxq9loOlzajqEpjtYQC7hS2MnHQVbhmS4gjmjbckihlPqCMigCSiiigAoopMg0ALRRWbq2u6boWlvqWo3ccFohAMhORknAHHvQBpUVXsb611KyivbKdJ7aZQ8ciHIYeoqxQAUU1nVBlmCgnHJxTqACiiml13bSw3YzjPOKAHUVS03VbHWLT7Vp9zHcQb2TfGcjcpwR+Bq7QAUUUUAFFMd1ijaRyFRQWYnsBVfTtRs9WsY72wuEuLaUZSRDkNQBboqrqGoWul2E19fTpBbQrukkc4Cj1NSW1zDeW0dzbSrLBKoZHQ5DA9CKAJqKQkDrWXdeI9HsdZt9IudQgi1C5GYbdm+Zxz0H4GgDVooooAKKKKACiiigDmPiHM1v8AD3XZUk8tltGw2M4/CtPw1/yK+k/9ecX/AKAKpeOUMngjWFWaOAm2b95IMqvuRWhoOP8AhHdM2sGH2WLDAYB+Uc4oA0aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzqzMh+LQDooQJd7CDkt8tvnPpXotcFZ+V/ws9SxbzNl3sx06W+c0Ad7XFfE+Z7fwrHMt/c2Si8hWSS3faxRmwwz9DXa1ma1oGmeIrSO11S2FxBHIsqqWIww6Hg0AeZXc2qjS4bXUo9bk0A6kVjnjVvtPkBcqW2DcVLeozWbq154hk8MaJBfDU/Je+uG3MXid4FUmMSMuSpJ6ZHbmvcFRUQIowqjAHtS4B6igDxnxJda1czaCZjrFpF/Y0ksTQlg/2vbwr7QQxIA4OOpqHxKmt63aS2moRarLOdFha1WKJ0iuJiQZA6gY3dsHsK9swPSloAo6Pu/sWy8yEQv5CbowMbTgcYryDTLVIJLnTr7w1dXXiA6w1yJWUoSm75ZBLjBUccZr22kwM5xQB4t4Zn12TXrK5jm1CTWLu+kh1mGVW8m3gGcFQeF6Agg81Vl1TV0i02O21bWZdT066uobuFFLZALtE0gxgg4UZ9DXuYAHOBzSBVBJAGT14oA8w8P6jqF9qhhe61KWLWdE+1MZEO23m5BCdl6jA5qx8Ip9Oh8Prp1rc6hLdxpuuo7hW2RSZ5CkgAHvjNekAAdAKAoXoAPpQBw/jsTazqGk+F1s5pLa9l8y7mMbGNY152sQOpPvV34f6le3nh9rTULSS3udPma1+aJkWRFOFZc9QQK6zFFAHkfxRbXbzxTp9paWF/JZW1pLcIbbfiWcjCAlOm1sHmqHiHU/EE0MDfaNatLp9BFy0MSkD7Sh6NgccHJA617XSYB6igDxbxHd6pq9ss1xaalLNJpkBs4Ut3MbyMQZN6kYyMd69isgwsLcOMMIlyMYwcCrGBRQB5Nodzq0Xi8XUs2r/bJ9Rltrq2mhcwCAAmNk4wo4HzZ7mqejzazca/Kwj1ddZn1GSHUVYN9nhtM8FCflztCkEc5PSvZcCkwPSgDybwfAr6Hd6hd6zrSyaeLiNIirhxAXbaSCCXPcMBnt2o0A6rD8O7vWoLnWbnVhamE21wpBU5wGVSMk45z1Nes4HoKXFAHkVveazY+GPEEcUuozWohia3ldZGmDvjfkkA8c8AcVW1fXtRt/BVxdRzanZvDqsUMUxc7ZImCrldwyVxk8jqa9mwKzNa0HT9ft4bfUYmkhimWZUDlQWXpnHWgDzS9OpjT7LT9X/tZfD8epPH9tjdllaAIDH5mBuKliRn2FUo73xJqj2tlqFzqluZLW7aJYwUeSNOYWbA4Y8gjvgV7UQCMEcUYGc4FAHit3qviTUbCyutWsbxrV9KKpbJbuySXXQrKoBP0zxUfinVNctr/RYdOW9t5oNOiljsod6/PuAYAAEPxnIOMV7fgUm0E5wMigBkTtJCkjIUZlBKHqpI6V41DrviW78c34d7qF7fUvs0loN+w2jDAkUAYBABbdmvaaTaM5wM0AeO6Dr+rpqjMZ9YvtOtYp300vHhr/HUPxkY7EgZqDw1qOuRw3c1nBrAvZNKkuLgXaOw+0FiVVdwAyF4wMV7SAB0ApcD0oA8u8G3U15pWrJDrOqX/m2AdjcJkwzYO5VbGM5/hxWb8OzpcPwwvY7y5ur6Rbdpbq0uIzILdwWGFBHBPBxzXsQUKOAB9KQKozhQM9eKAPJNIjvv+FLWDadqMum3+jkyyxOdm4oSxifdjGVI/Suq+Hkmo6jpt3rl9c3TxalOZrWCcj9zF/CAB0z1/KtnxH4X0zxTZw2mqRvJbxTLN5auVDkdmx1HPStaGGO3hSGFFSNFCqijAAHQCgDzT4zwO+m6HcNdXdvaw6ghuGgzgL/eOPSs7xP4ilGr2SprWqQ6ZJp7SadcQx83NyDwrcDd7DAzXrzKrDDAEehFRm2gYRgwxkRncmVHyn1HpQBleE7nVbvwrp1xrcPk6k8IM6Yxg+47HGDivPvE8osPjNbXN7rV7p9s+mYgaNdwaTfzGBg5yOcda9cqKSCKVkaSJHZDuQsoO0+o9KAPGPDWpy6NqVo9hqc0enXXiC5tZ7OSICMA5K7cjIPTv3o0zxT4luviZBB9omDy30lvc2LoSkEC/dbaOOf72a9mNrAxBMEZKvvHyjhvX6+9P8qPzPM2LvxjdjnH1oAzvEVzdWfhzUbmyBN1Fbu8QC5+YDjjvXi+g69e3Gm4tte1SWyk0ySbV7p8k2k+SVEfGQScjbzxXvlRR28MKssUSIrEswVQMk9zQB5b4blmvPhzqGuX/iu/mFzZbLkeWM20ijBCDGQT0985rEsNaA+C+jxadqrWckV3HDcCDInKlzlVHPzEHNe4BFAwFGPTFYfiDwnpniKzt4LlZIHtpBJbzWzeW8TeqkdKAPK/Ed5Lf/CbWYL7xG9xNBPshiTmRlz8qS4HJI5PAqze6vdXM/hLTdG16ew0q+051ZLaNQyyRqOMkZGW4r1DRPDGmaAk/wBjhYzXDB7iaVy7ysO7E1qG3hMqyGGPeoIVtoyAeoBoA8FvPEureJtBsL25OqJcwadJNGLMuiXFwr7RwoPIAyQTg5rZ8b6zo1p4g8B6zfvDDellmuZdhDiMpgE98bia9higihQRxRoiDJCqoA561FdabY3xU3dnbzleF82MNj6ZoAmhlSeFJomDRuoZWHQg96kpqqqKFUAKBgAdBTqAIplleIrFII37MVzj8KloooAKKKRgSpAOCR19KAOV+JRx8N9eOwP/AKI3ykdela/hv/kV9J/684v/AEAVlfEJ3h+HmtMH+YWxG8qD3HOOlbOiKqaDp6qcqLaMA4xkbR27UAaFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTNx8zbtOMZ3dvpT6KACiiigAooooAKKKKACuDskhb4mh3lKyqt1sTH3gRBnn2rvK89tGV/ipCVII2Xg4+lvQB6FRRXPeKvEraBbW8VpbC81S8fyrS137d7YyST6CgDoaK848SatqmrfDUazDNd6PeW7AzQoQuWDAFcnqv061oeK/HL+GpdPtIbWO5nntnncySbQqoB+pJwKAO3orzzxTrGr3t54SFhJNYabqE0Tz3CMCxLDcsWPQ45NWrz4k2un3uo21xpd2v2KV4dwKnzWVd5wPTZhs0AdzRVeyuo76xguowQkyB1B64IzXBaBJqlr8YNb06fVJ7uzazW5WKQ/LDubgKKAPRaKrX95Hp+n3F5KCY4I2kYL1wBmuQ8O+P5NZlgS70qSzN/btc6blw32hF6j2bocehoA7iivOvhxqOs+JJLrXL++u408+WJtPdB5UZDYAU9eMc/Wup8X65N4c8Kahq9vbC4ktYi4jLYB9zQBuUV5zqeuardWXhDVzNLp011dIslipBW4DDoT2qzN8SYZtJtZdNsGm1C4u5LMWksgXY8eS+W7gAdqAO9orN0LWINe0e31K2SVIpgcLKhVhg4PB+lcX4+l1vT/ABLoUmn65PbW+o3KWj2yoCoxkls+tAHo1FcXqHje90/XLjRE8O31zdxxCWBkZSs6bsFh6VmaJ4lu9H13X4dZnurmxjuowlw+CLcuvEZA9zigD0eivP7/AOJbWmoPpiaJctqIv0s1gLjLBgT5gx/DgV297dJZWM90+NsMZc5baOB6npQBZorzbQvik2oaNe6jeaZhbdYpglu+4iF2KljnupDZrZPjyKC11d7uwlguNPCusJYfvkc4jKnpzQB2FFcD4J1vWNT8V67b6tKYjEkUiWJwTBuGcbh1rQ8X6ve6Pq/h6SG6aO1uLtoLiJYt5cFCR+RX9aAOuorzbwz4t1b/AIRG81K9mhvJ5L24+zec3lYhRscjqMYP0yK038eXGLBotDuJI9Qg3Wzhxh58E+X+Q60AdtRXmnifUvENprHhPVI7uezivbhILnTCAVBIOcmtbVfiLa6bql9brp89xZ6eyJfXiMAkDN2IPJP0oA7WiuAvPipp1ppt1ciwuXnguTAtsCA8gAB3D2wQfxruUnVrVbhx5alA7Bv4RjPNAE1FcB4b+I03iGe5eLR5BZ7ZjaOrgvMY8ZBHbORiprT4lWtzbCaXTLq3861a4tFkYZuNv3lX3GKAO5oriYPF58TadJZWAutI1K6tTcWj3MWdyf3h2OKx9H8W+IJPhFcaqIJNQ1mFpbcNCoyWViA5B7DqfYUAenUV5/ofjWa28B+Hry6WbVtU1JcJHAuHkIJLHnso61LffE6xtNL027GnXRmvWkX7NJiN4tgO4tntwcHvQB3dFed+I/iY2n+HdD1jRtLlv4tUmCBehUen1PQVJ4m8Ra//AGx4Us7G0msIdQuFN1LKAdg/55H3oA9Aorjtc8fQaNrFxYrpl3dRWUSzX1zHgJbox4J9eMnA9KqWvxU0m7uLcpZ3i2E0/wBnN66YjRyAUB/3gwIoA7yims6ohdmAUDJJ6AVwnhr4lQ6/rz6fJYPbwyPKtnPuDCXyzhsgdDQB3tFcd4W+IWn+KdUnsYLaWB42kEZdgfMCNtY4HTn1rodbvLjT9Gu7u0tJbu4jjJjgi+859BmgDQorzjwt4r1ZPhNdeItRb+0NRgEzvEo2lSrEbT9Mc+1dH4M8TzeKtDhv5tLubFnRXxKvyvkZyh7igDpKK5bXfHOn+HfEmn6PfwzoL5SUucfu1I7E1iXXxNnFsTaaBO119qaBYpZVXKqu4uPUFen1oA9BUOC24g88YHQU+uI1X4k6fpyaW8NnPdjULZrsbCF2RKMsTnqfYV2NtOt1aw3CBgsqBwGGCARnmgCaiiigAqKd3jiLRxmRhj5QcZ5qWigAooooA5j4hZPgLVwMZ8kYz/vCt+xBGn2wbGREucDjoKwPiECfAOsYOMQ5z6YYc1uaa6y6XaSK4kVoUIcfxcDmgC3RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFed2NzG3xXMEbIWRbvzABypK25FeiV5vpotz8XZikkfnBbneqr833bfG4/SgD0isXxD4YsPEsdsLwzRyWsvmwTQPseNsY4ODW1RQBzF14F0m78Lt4ekkvDZvJ5jt55MjtnOSx96g1f4daJrRtmvGvC8Ft9l3pNgyR+jcc9K66igDlNT8B2GpjSQb2/gXSkAtBFKBtYAAOcjkgDFV9T+Gehavez3d1Jemadw7sk2AW2eWTjHdetdnRQBBaW0dlZw2sWfLiQIuTk4AxWFD4Os4PF0/iVL29+2TII3TzBsKjouMdK6SigCG6tory1ltp13QyoUdfUEYNc1pfw/0fR3L2zXTOkLQW7Sy7vsyN1EfHy//Wrq6KAMHwv4Yj8LWDWcF9dXMTEuROQcOSSzDA7k1o6tplrrOlXOm3qF7a5QxyKDgkH3q7RQBy8fgfT0tbG2a81CSOynSeASTA7WQYUdOlUrn4ZaLPprWqS3UMovZL6G5jcCSKV+uDjp7V2tFAFeztlsrKG2V3dYkChnOWOO596wvEPguw8S6rp2oXd1eRy6e26FYJdq7s9cY610tFAHPv4Ssn8VR+IzdXv26OPylHmjywncbcd+tU/+Ff6SdWur5pbtku7hbqe2aXMbyL904xnj0rrKKAOF0fw5ql58QbzxNrdnaQeRGbWxSI7mZc/6xj64yMe5rrtU0221jS7rTrxC9tcxmKRQcEqRg1cooA4yH4aaFaabPZ2v2iMy2f2IymTcwjzkD04q/P4K0q7N59rM84u7aO2lV34Kp90jA4PfNdJRQBgaD4S0/wAPXVzdW0lzNc3CqkktxJvYqvQdBU+s+H4tZvdMuZLmeJtPuPtCCIgBzgjB9ua2KKAONsPhzpVkxJur6Yi4mnXfL080YkXpyD1p9t8PtPspNJFvfX8dvpW420PmggMSeTxzwSPpXX0UAc14k8Ip4kvrC6k1K7tjYkvCkBAHmdmOeuPSq158P9OvrqeSa4nEV4FN/BHhVu3Xozeh+lddRQByp8AaIdal1Ty5BPI0LYDABTEflxx3wM+uK6S5t0u7Wa3kz5cqFGx1wRg1NRQBxth4A07QI47jS5LyS5s7eWO0SabKLuHTGB3xWJ4Y8IapaeB9+r2huNct4Z4rW3eRdkQbONuOASD1zXptFAHAeEfBNza+F7VtUuLmLW/sDWe9pA4t1JP3AOPSrmieAf7E8ETeGodZu8SliblQA67vvAex5/OuzooA4O2+HL2Oh2Vhaa7cxT6azGwuRGu6EMPmVh0YGrep/D2y1RtNmmvrsXtlG0RugVLyow+ZWyMc5/CuxooA4vUPh3aT+E9N0OyvZ7Q6bKsttcYDMrA9SOhq3eeD5NQvdLubrXL5zp/zooCgPJ/fPH6V07DKkZIyMZHahRtUDJOBjJ6mgDjNa+HsOs67Lftqt3BBd26wX1tCcLcqvTJ7fhVe5+GNpJo19pcGpTxQXN5FdIm0bY9mAFA7jCgfhXe0UAV7i1jurGS0lBMUsZjfBwSCMGuN8O/C7SfDtzY3FveXrtZGXyldhtAkPIIxXdUUAef+FPhfa+GvE02uNfyXMpDrCmwIEVmJOcfePJ6129/BNdafcQW85t5pI2RJgMlGI4OParNFAHGeH/ACaH4a1DQn1W5u7S9jdWEigFWcHcwI9c1c8G+GL/wxpws7zWZNRSNVjtw0YQRIBwOOv1rp6KAOY8YeC7HxjDZR3sjxm0m81WTqQRgr+NYyfCjTI4rAR6jfRTWqvG08b/PIjHoSc44wMjsK9AooA84vvhLZ3c+mhdTn+y2VnJZ+VMgkJVs8g8YIz19hXf2VrHYWUFpEWMcMaxqXOTgDAyasUUAFFFFABRRRQAUUUUAcp8S8f8K413JIBtTkjqBkVs6AqL4c0xUJKi1iCkjBI2jtWR8Rd/8Awr7Wdgy/kfKPfcMVu6X5h0my84Yk8hN4x32jNAFyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK810+1MPxgkn3A+et0cBcYwtuOvevSq4OyaQfEzCpmMrdbmx04gxQB3lQ3N1b2UDT3U8UES/eklcKo/E1NXAfErSte1d9Hh02wjvLGK4865QuFYkA7evGMnP4UAd0s0ThCsiEOMqQw+Yeo9acXVV3FgB0znivGtS8J+Km0zS7qSykl1O0sp48w3P3HLZTHvjiopfDHiW4tbK2vLW8TTfOlZYY3DvCzIPLbBPRWzn3oA9qMiK20uobgYzzzWN4n8U6b4S01L7U3cRvKsSLGuWZm6cV5pqXhTX5pr9hY3Ul9/ZEMkV152S14jcH2YDjj1NN1/wAMeKdWnu573SzfXc0Nr9gkd1ItCuPNyP4WJycigD2RJ45NoV13MoYLnnH0rD1PxlpGk+IdN0S5lf7ZqDFIQi7lB9GPavO4fCXiCP4mT6pcJfNK1ykkFxC4Ef2cDBRjnj6Y5otvA+sP4usbq40mMXNrrL3k2pFx++gPRR3BHpQB6vq+pw6NpF1qVwkrw20ZkdYl3MQOuB3pukaxa61otrq1sWW2uYxIhkG0gH1puv20t54e1G2gXdNLbuiL6kqcCvI/B3hzUYdOaLWrW40jQU0hre/FxN/rJQxO8YPy4B60Ae1703hN67iMhc84qO6u7extZLm6mSGCMbnkkbCqPc15h8LtIlv79/EU94bmG1hOmWcnzYmjQ/63n+9/Suu+IWjz674H1KxtoTNOyBkiBxvKkHb+NAFy/wDFemadqel2MzSltTOLeVEzGTjjLdBntWy8scab3dVU9ycCvMZdIubvQvD8en+Hbm2hGoRS30ExG9FVcErz0zWHPoviR9DsLXUNNu73SrXWJ1ksxzIbf/lkRzyoz6+lAHttYPiTxbp3heOD7YtxPPcMRFbWsRklcDqQo7DvS+ELK+0/wrYWuoyzSXUceGMxBYc8A49Bx+Fcn4p0Se8+KGiX8elXMlpFbyC9uQcoy/woBnruANAHXz+J9Ot9R0uwfzftOpAtAmzkADJLA/drW82MHBkTOdv3u/p9a8x8Qafd2/xd0fWbDRb5oo4St3cxYKOpXhcZ6ipNM8JxXHjjVBeaRfJpZmS6tXkmJQTgZZuuRnpigD0vzY9+zeu/+7nmo4Ly2unlS3uIpWibbII3DFD6HHQ15Vo2la+fiNNfSaXNFENSkkeZ8KTCY9ow+fmXPO3FWvCPh+DTfHmtO+h6ik7X7zR3ZkIg8tl64zyc7u3egD1BmVFLMQqjqScAUyGeG4QvDKkigkEowIyOo4rC8cWepah4O1Gz0mGKa7ni8tUkbAweuD6+lea2/hXX9HsJLeHS7pbE3NqfKt5trygDbKxAOBng0Ae1kgDJIAprSIqF2dQo6knivGrjSvFiteWws9RFi0MRni8/c0iLIdyq2fvFO1aN7oR1B7C1uNI1O50me8OyPzCqwxmPqVzkDfg4570AenXt5HY2M95IsjxwoXZYkLMQBngDqag0TWLbX9GttUtBIsFwm9BIuGA9xXmWkaR4n1bSNEt9bt757O2eeC6tvM8pyB/qXyD8wAAFVk8IeIre10yzgjvoiunRxyCK4KojrNyDg9fLLUAeyFlUgFgCeBk9aUkDqcZrxK80LxXq17BbXaX8MVv5iafcxk5gdWOGYAjOVwMnNWdW0nWJp/EE1paalJqdl9mmtJd52PNjDlQTg/yoA9e+125uzaCeL7Ts3mLeN+3OM46496nryqSw+x/Eu11W70XVbm6urKARywk7Y5QTvDnOAAMcdK9Ch1OeTxBcaa1hMkMUCSpdH7jkkgqPcYoA06KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOZ+IWf+EC1fHXyhj/voVvWO77BbbsbvKXOOmcCsL4g/wDIiat/1yH/AKEK37P/AI8oP+ua/wAqAJqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBg37zkDZjj1p9McOcbSByM59KfQAUUUUAFFFFABXJ6R/yOd//wBtf5Q11lcnpH/I53//AG1/9o0AdZRRRQAUUUUAFFFFABRRRQAVBeWdtqFnLaXcKTW8q7ZI3GQw9DU9FAENrawWVtHbW0SQwRqFSNBgKB2AqaiigAooooAKKKKACiikyBQAtFFFABRRRQAxmIdVCkg9T6U+iigAooooAKKYgZVAdtzeuMU+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOa+IP/Iiat/1yH/oQrfs/wDjyg/65r/KsD4g/wDIiat/1yH/AKEK37P/AI8oP+ua/wAqAJqKjl8zyX8nb5u07N3TPbNPGdozjPfFAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcnpH/I53/wD21/8AaNdZXJ6R/wAjnf8A/bX/ANo0AdZRRRQAUUUUAFFFFABRRRQAUUUUAc148tWuvBeplNQnsHgiM6zwvtYMg3AZ9CQK4TSfF/iHQPDb61dWt5faKscAiN4Qk7O5+ds91B6cV6V4i8P2nifRZtKvnnW2mxv8mQoTjtkdqztS8D6Zq3hSDw5dTXjWUJUhvOO87emW70AZF34x8QWogsW0mzGrajKf7OiNwTG0eMlnYDgj07023+It1eW9j9k0gTTzzy2coaYIqXEalmA4OV4PNa934F0690vT7Ka7vy9g263uxcETpxjG/wBMVnX/AIMe3vfDNvpFrCNN0+6a4uS8rLIzFSN2R94nJJz1oAy774nahfWdpc+GtJjuFNpJe3IupdmyONtrKvqcg1Ne/Eq48zR59Ps7c2V7ZrdSG7m8pss2Ain7obgnk84rX1X4aeHNVNnuhmtktYmgVLaUxq0bHLKwHUHnP1p978OdAv79LiWOdYVijhNpHKVhdEOUBUdcGgDNu/iDe/25cR2GkmfSdOuEttQnDZkV2x9xR1AyMn8qwNd8Qan4h8T6LeaazQ6NZa0lpIyzMrSt0IZOOM13T+CNIfW5tVX7TFJOqiaGGYpFIVxgso6ngUjeBNEOsy6oscyTyzpcOiTMIzKvRtvTNAGn4g1BtJ8PahqCKzPb27yKFXccgZHHevNfD8t14b07TfEuo+KmlF/aS3t7ZzuJBOQu4CEfw4yMgV606LLG0bqGRhhgRkEVy1v8O/DsHmq1q88TpJHHDPIXSBH+8sYPCg+1AGafiJcWlpcDUtIaK++xvf2sEcokWWBT3Zc4b17VHd/E1rWfYdFmZHtIbmJlmTJEh28jPABrd0jwRpOkWrwJ9ouA1ubUPczF2SE5+RSeg57VQtPhjoFqrDdezExCHMtwzEIDlVB7BT0xQBS1LxlrkPhLXJItOgXW9LIWZFlzGobkMCeuB1FdX4eu9RvdJhl1O1WCfYudkgYPlQSwx05J4rNTwHpKHWzvuj/bK7brMvtjK+hrV0PRYdB05bKCe5nRTw9zKZG6YAyewAoA5DxG1/4g8eL4aXULnTbOCw+3Ca3O1pJN+0An0XqQOtdX4akupfD1o17eQ3lxtw9xB9xyD1FVfEXg7TfEtxb3N09zBcwKyJPbSmN9jDDKSOoNa2m6da6Tp1vYWUQitoECRoOwFAHFeLbrWT8QPDFpF5trpRnYtPHIp859v3GXrj3q/e+Mbu08ZyaN/ZyG0hjjeS4M4DHecDavcA9eat6z4JsNb1y31ee71CK5txiIQXBRVPqAO9MuPAekXesy6ncvcyvL5fmxPJmNyn3SR6+9AHU1wFlrmueItb8UaFNbfZ7O3kFtFdW8oEkIZCd3PU9Dx0rv65y38G6daeI7nWoJryOa5cSTQrORE7hdoYr3OKAOb8M+MLjSPDumwa9DOzNZzTJePKjiUR8nODwSCOtaXhPx3J4g1d9OvNP+xzSW63dsoffuhboWPQN7DNTD4daN5djE0t68VikyRRtNlcSZ3Ajv14+gqx4e8D6b4culuLa4vZ5I4fIi+0zlxEmc7VHYUAaPiTWk8O+Hr3VXieUW0ZfYgySa5b/hPNQPg+DURYWo1C4uYrWFPtAMTtIRhgRzgZ5GM8Guu1zR7bX9HuNNumkWGYYZo22sPoa5z/hWujyWXk3NzqFxN9pjuftMlwfMDoCFwR0wCfzoAoWvxJuLmz0totHa5lupZopJI5QsaCFsOw3c4xyBjNWbvx/HbWczWemtJcxXEiyxSTBFCood33c9mXA9TVuH4eaRaWq21lcX1rCs8k4SOckZddrD5s8Yz+JNQJ8MtJEMyve6k0skjP532gh13KFYAjsQAD9KAOh8Oa5B4k0Cz1e2jeOK5QOqP1Fcd4t+JT+HvFUWmW9tHcW8UYe6cBmKlmACgrkKf97FdzpWl2ui6Zb6dZIyW0ChEDMWIH1Nc/qPw58O6rrFxqV1BOZLkq00STskcjL0YgEZIoApax8Q20zxiugR6WZcCIySNMqMQ7YGxT97HfkV3VcdrHw50rW9WN/dXF5hzEZIBJ8jmM5UnjOeoyD3Ndh0HFAHn1j8TJLu7nim0OW2iiuHsvOknTDXQ+7GMc4P97pS6T8QdWv2e4u/DU1lp1qZUvbpplcI6fwqByfrVfwv8P7ldT1a98Rp5hl1Fr20jjumdIyejbcAbh6nNb+i+A9N0ay1CzFzfXVvf7vPjuJyyksfmIA6E+1AGIvxNuYLeY6joEttcyWrXmnwiUN9qjUZPOMKcYOD61Nb/ExFs7mXUdLltZ0sUv4IRIGM0bce2DuOOe3NDfD46Po+otpd1dX2ofZZLfTxeTcWyt/ChxxTPDvw6tv+EVEOuG7l1G6sVtbhpbje0Sjnah7DODQArfEt7PSdUfVNFltdW09EkkshIHG1zhG3jjHr6Ut18TobDwzb6hPYq9/c3Rs4LWC4VleQHGQ/A29Oferv/CuNO/seaza+vpLuZomk1CSXdMTGcryeMD0xUdx8MdIn0R7Hz7lbhrz7cL0MPMWfuw4wPpjFAFG9+ILaloUdtp9hcf2xdebC8Ecqg25QfO4foQO3rWx8NdRu9V8A6Zd31w9xcMrBpZANzYYgZx34ptz8PNKu7eESXN+LuKQy/bI7grKWIw3I4wfQCtrw/oNp4b0eHTLJpmgiJIMzl2yTk80AcRrt14j1jxvqVjp2sJpcOj2i3MS4BWd2z/rCeicEVot4/lgvri1OlyXFvpsKNqV+jqsUbMgbCZ+91z9KteI/h3p3iPWP7Se8vbSWSLyLlbWXYLiL+61Raj8NdNvr4yx319bWkvli5sopMRT7MBdw65woGQeaAGah8SLbT7W/uzpd1Lb2l7FaF0K/NvAIfrwORTYviMJdYtYH0a6h06e6Nmb2R02rMOxAOce9S6z8NdO1rWJLyS/v4LaYo89nBIFildMbWIx14FLcfDfT57SS3F9eIH1JdR3Ag7XHRRkcCgCPQ/FXiC+8Yaxptxou/T7a6WGO4ilT92NuSWBOT+Arq9W1GHSNJu9QuGCxW8TSMT7DNc/F4CtYPFcmtwanqESSzC4kso5NsLygY3EAc/StPxT4bs/FehyaVqEkyW0jqzGJ9pODnFAHKfCPxnd+K9IvU1KVHvbebflf+ecnzKPw5X8K9GrnNK8Gado+t/2tbSXP2k2qWrgyfIyqAAdvrx+pro6AOa+IP/Iiat/1yH/oQrfs/wDjyg/65r/KsD4g/wDIiat/1yH/AKEK37P/AI8oP+ua/wAqAJqKYXCuq4OW744p9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyekf8jnf/8AbX/2jXWVyekf8jnf/wDbX/2jQB1lFFRTzw20LTTypFGvV3bAH40AS0VH50XH71OV3D5h09fpR58XyfvU+f7vzD5vp60ASUVDJcwRSxxSTRpJKcRozAFj7DvTvOi8zy/MTf8A3cjP5UASUVTi1SxnvZ7KK7he5gx5sQcbkz0yKt9OaAForB1LxfpGm6Jd6t9o+021o/ly/ZhvZWBAIwPTPNatte291Zx3UUi+U6LICTjAIyM+nBoAs0VV/tCz+xSXn2qI20YYvKHBVQvXJ9qkt7mG7t0nt5UlhcZV0OQRQBNRWT4j8Q2PhjR5dU1FmFvGQCEGWOTjgd6nbWLBLeymmuEhW9KrAJPlLswyAB60AX6KQEMMggj1FQy3dtCrtJcRIqEBiXA2knAB9KAJ6KZ5ibwm9dxGQueSPWsLSvGGl6v4gvdEg89L6zBMiSxFQRnGQT1FAHQUVDHdQSzPDHPG8iAF0VgSv1HamWt/aXxmFrcRzGCQxShGzscdQffmgCzRSBgc4I460iOkgyjqw9Qc0AOoprMEUszAAdSTRuG3dkY9c0AOoppZQMkjB70FlUgMwBPABPWgB1FZd9r1hp2q2Gm3EpW5v2ZYFAzkgZOfSqmu+MNH8O3ltaX8zie4BZEjjLkKOpIHQUAb9FYq+KNNbxLF4fV5DfyW32kKEOAnuexrXV0YsA6krwQD0+tAD6KqXmo21nY3N27747ZGeQR/MwAGSMDvWBp/j/RdS8JXPiS3adrO2LCVPKPmKQem3rQB1VFZHhvxFYeKtFi1XTWc28hKjeu1gR1BFaoZScBgT6ZoAdRVe7vLaxhE11PHDGWC7nbAyTgD86leWOMAu6qCcAscZoAfRRRQAUUUmRnGRkdqAFoqjcarZ20V47TBzZx+ZMkfzMoxnoO+KZoms2niDR7bVLFma2uF3JvXB/EUAaNFUtR1O10rTri+uXIgt1LSFBuIA9hVfw94g0/xPo8eqabIXtpGZRuGCCDggjtQBq0UySRIlLO6oo7scCkMsYQSGRAh6MSMH8aAJKKKhluYLcoJpo4zI21A7Abj6D1oAmorFsvE+mX/AIi1DQoZH+22Kq0ysuBhumD36j862SQMZPJ6UALRRRQAVFPF51u8QYqWUgMBnaex5qWigBAMADOaWiigDmviD/yImrf9ch/6EK37P/jyg/65r/KsD4g/8iJq3/XIf+hCt+z/AOPKD/rmv8qAJqKjmj82F497LuUruU4Iz3FPAwoGc49aAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5PSP+Rzv/wDtr/7RrrK5PSP+Rzv/APtr/wC0aAOsrzr4p6ZrN+NHltLKXUdKt7jffWEAy8w7cZGRXotFAHjmteHtZaz0yLS9P1EXyW0xNxOSVjhYcQHB5bsPSln0DUpJLI/2HqbQtpaQ2JSbD2Ey5Lb8nqSB81exUUAeM+IfD3iW68TXD3Fje3JNtB/ZlzAwY2sigb1LEgDJyS3foKr3tre6h8Q/EVno1szarHNaPHcidgtsCuZGOTjJ4GAOa9uqjb6Rp9rqNzqMFpFHeXWBNMF+Z8DAyaAPN7DRJdM+KGuTT+H7q8W8MM0NzCSEU/xEnIGc84r1OVPMidMZ3KRjNPooA8Y8OaLe6VomvWA8MXcWoD7WYJ2DNEyNjao/vE89BT5dJ8QSjWBbaReiG+0W2DxOxGZQcSAA/wDLTbnHToK9kooA8x0rRdTHg7xVbHRpoBdQj7JZykAn9woPCnAO4Eketbvw+VbfRxaR6JfaaIY0D/aVKiR9vO0E5x+ldjRQBwHxbsZtR8KR2tro1zqVy86mMwAnySDkscdsVU8dWsl7pvha+TR7u8Szv4nnREYSooGDheDyeK9JJAGTS0AZ+iOsmjWrrZTWQZMi2m+/H7H3ryjUfDKXvxd1GC70PV5tEu0j82SJm8kzfe3tz0HTjoa9nooA8a1Dw74il8Wak3kXyzRXkL6ZcxEmP7MCMx7s4HGc5610i/2i/wAS9U1KDRrqKKKw+yxXEqnZPLuyCP8AZ969BooA8o8B6T4hi1iyuNR0R9Pkje6N9NvG2d35UgZyQM8dqPD+l6jZW/iG1tdEvbTWpJ7yWG+fd5Mm4nYc5wTggAe1er0UAeMaPpfiEeHtWeGLVkNxpXly20gYOLtflJQk5JOM5HFdJ8LLTVLKxuYr/Sp7JWSJg8rth3C4YBW5GMcnoTXodFAHn/xZj1Wfw/YwaZa3NwZL2Pz1hDEeWDk7gvJBrG1u3TTf+EZttR+0xwzanJAII53/AH0boccZ3ABscHpXrNZ2o6HpmrT209/ZRzy2r74HfOY29RQB5Nd6H4mNvpdpqUWqtaLPPKgt2MhiiBPlRvtOS/PBPAwKsarY6qdbgt9Wt9anLafD/Z9xZZ3RTL9/eAdoY5AJPGK9iooA8y8TWTr8Q/DepR6RqUptV3Xd6is0artwAQP4s+lWEs0vPi89yNN1AW0lgu+5kRhEXVgV2ntx17GvRaKAPKtNtZtO+L2r3lppt/FZ3Fp9nFzLGzpJcFgeG5wvP04qj4bsNY0+eSa30rV21n7NcNf+e5FtcTc7Bk9+Rgjsa9jooA8s+H2latpl8bi40q8gtmsWNx5xIaSfcSV2kktxwG4zVn4eC707SNfN/o19btPeTXKW725BZD0A7E+1elUUAeO6Tpccvwxv7K8mvtBubS7kuYzIxiZCxLICeAwPpXQ/C60ubzTrnxTfGdZ9WKskEjkiNFUDI/3iM112taBpniKyWz1W1W5t1kEnlsSASOmcdavQQxW0EcEMaxxRqFRFGAoHQCgDgvjDpP8AaXg6KUW91P8AZbyKVo7YncU3YbgdeK5vxLp7S2miSnSdduNERZlEG9vPWdvuMw6lfT0r2aigDnPAsWtweEbKPxCSdQAO4H7wXPyhvU4615xLouuHxtqy20utNAl+pT522eUyEnHbG4CvaqKAPFli8UXevxDUW1K01KW2tpLSWBWMYC/61GX7oY85zRoNtq+n69LfxJq0rx+IZLNlZmZDaMDg4PGA3Oe1e00UAeT6Pp8Wm/ErxCs+mas1xNci4guIt7w7Shxu7dc8H2FZmjWGu6Ta6XHpC6nDNd29558MykKJc5XrwvsK9rooA8e8KR3llqX9oW1rqsVlFZSf21Febn824A42A9TnPTjFdF8JFmg8KzwXFpcWsjXktwqTRFDsdiVIz7Cu/ooA88+K9jqupafo9tYWNzdWwv1kuxbKWYIo4BXIyDnnmuS1+HX08A6ZbXum3kVwutbmgAZx5IJIHyfw4IGM17hRQBynw8bVG8IW/wDa9vPBceY+1JmJYJn5evOMevNc98VNNtrrU/DN3fWt/PZQXbCf7GGJUFeCQPfHPWvTKKAPDPElhc3fiDWbi0sdRiurXSIpdPddyvvRujY+8cYPNGvjxJceJoJJBqK3kgsn0+aEP5YHHnAqPl3DLEk9jivc6KAGpnYN3XHNIS+9cAbecnPNPooAKKKKACiiookdFIeQyEsSCQBgE8D8KAOf+IP/ACImrf8AXIf+hCt+z/48oP8Armv8qwPiD/yImrf9ch/6EK3rP/jyt/8Armv8qAJ6KhSRvJLFSzLngLjOPTNSjkUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxmiXIl8ealEiEoiyHzQQVJ/dAr9Rjn612deZ+C7h7j4i663klIx5yggkqSJFB69+AT9aAPTKKK5Txl4sm8Nvp0FtbJLPeyMoaUnYgUZOdvNAHV0V5zq3xOuNNvbO3j0Jp/Pt45yy3AxhjtwvHPNTN491Oe0+3WekRNa21tJPeiSbDqUYqUT1OQeTQB6BRXi/h/wAd3sHiq6trOS61g6vdRSWtrcSbDbxGIOzAkYxzjH+zXS3vxTtbfxb/AGRDZvNDHdrZTyLksJWz0HTAxyT7+lAHodFcNp/xJt9R8Zz+Gk0i/jnjZ1WeRMRsV9+wNYvhS117xF441vVNX1C4tDp8/wBmhtbaYGLaR0IxyfegD1OivNPB+pS+HPCfiae/vZLo6ffzBbi5lyJOAQvtycVE/wAVLy30rVbmTR0nn01rdpkhkICJMuec916H/wCtQB6hRXBan8QriFr6107S/Pu4biC2gd5MRSySruUZHIAXk1mX/wAUtT06yWabw43nQXv2G8hWYEpIwymw9waAPTBHui2S4kz1yOv4VJXk3jvxF4wh8B2t+9k2j3LXqidoJ8mKPcMZ9c+lbereP7vR/EMejJo73YFgL0z+aF3Ko+fAI6gfzoA76ivPtV+Ja2d9a/YrIXdrLZx3WwPiaXzDhVjHRiP4vSu8t5Hmt45XiaJ3UMY26qSOhoAlorzjT/iebzxpcaS9ogsFvPsUE65LSSdznpj261PpXj/UL3xHLZS6NizaeSGJ4m3SR7PvNKOig9u9AHoFFed2vxPe4jkuP7Dna0lM4sZI33ecYgS27j5AcHFWNK8f3eoWN81zpAs7uPTjqNrE04fzYsHBbH3e350Ad5RXIfD3xFrPiXw5b3+r6dHbGWMPHLHJkSg552/w9P1q1408TS+GdKhmtYIri9uJ1hhhdiNxPU4HJx1wKAOlorgJ/H+o2mnWO7QJLu+uZJICsEgRBKvOPm5AI5qW68dNqelaaNDtHuLrU1lXHmbDBsU7znuQePegDuqK5f4e3N5d+BdMuL+9e8uZEJeV/vE7jwfcdKo+IPHN9oniKTTIvD895HHbC7aeOUDEQJDtg+npQB21FecXPxH1ObULrTtH8PSXV2EjuLUmQbZoGPLnuD7VNJ8TNl5dSf2S7aRZTJbXV6JBlJWxkBepAJ5oA9Borh7f4hNJrUlvPo9xBpqXQsvthcHMzAFQV6gEFefU07SfHcl7fQG8017bT793TTpw25pSm7cGH8OQuRQB21FcTovxAGo2Gp397Yi0trOEzjbOHcqCQQy9Vbjp71m6d8WYLrTb+6u9HubZ4UWS3TcGW4VzhQG6bs9qAPSKK8++HF/4jutV8SReI2dZ47iN4rcvuWFGUkKKv+NrnUri+0fQNM1JtNk1KV/Mu0xvVEXcVX3NAHZUV57b+K7/AMPWdvo9y7+I9bklnEf2Yqu5EP8AEegYDAI9amsfidaalGJLTTbl1awlu1BIB3RsVePHqCOtAHeUV5lH8W3nsor6DwzfNZ+SlxPKZF/dxscbgO+DVy98c6unxDt9FsNIN5YSWK3JZHCuQx4bnsPSgD0GimsCyEZKkjGR1FeNab4113RDc3V/qL6jaQ682keTJGN5XjDAqMlhzwetAHs9FRSuy27yRoXcIWVOm444FeceBPE2rzR+LLvX2nM1lcFxYY3NAm3IUEdc0AemUVyHgnxwnjCF2FmLdwglAWUSAKSQA2Putx0rS8WeKLLwhocmp3oLgMI4ogcGRz0UUAbtFcHH8TbRNNju73TbqDyrhba/I5S0Y9CW/iX3FQar8Sp7XQdNv7TSN82oSuIYpZcfulyfM4BOCBx9aAPQ6K4WT4kRvpWm3Vlo91dzXtu1yYI2XMcanDE+v0qbW/Gd9a3Xh4aTpL3sOqFmcH5XVAu4gA/xY9fSgDtKK8/1e616Lx54Xure8nWwvy0c2mSAKI/kLMxI6kentUuu/E210HUdUsJtLunuLJYmjUED7TvIUbPXk4oA7uiobWZp7SGZ4zE7oGKHqpI6V5/H411zU9Y1/TINDuYLa1YwR3uV/csEJ3MO47jFAHo1FebeD/iHNJpun2/iK0ltbia0eWK5kYEXXl53EAdOOea0fB/xJsfFmpyWAtjazGIT26mQOZI+5OPukHt70AdxRRRQBzXxB/5ETVv+uQ/9CFb9n/x5Qf8AXNf5VgfEH/kRNW/65D/0IVv2f/HlB/1zX+VAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUzePM2YOcZzjin0UAFFFFABRRRQAV5b4BmlPxD1+Es3kq07KvYEzDJ/QV6lXlXgBmPxJ8QoWO0Gcge/nUAeq1g654T0zxBf2V7e+eJrPcIzFIV4YYIOOtb1FAHMX3gDw7qCwiazI8iAQRlHK7UByMfjzTT8PvD5t7eFraUrCjJ/rW/eKxywb+9k11NFAHN3HgbQbie4n+yGKed4pDJExVlaMYTaR93A44pT4G0A6/FrQs8XsbBywY4kcDAZh3YZPPvXR0UARmGMsWCKHPBYDn86zdK8O6fo0M8VksirPI0smZCdzN1Na1FAHJ6f8O9A07T7yxSGeW2vWZp45pSwck9ee47GrFp4F8PWNnqFrBYARahEIrrLEmUDOCSe/J5rpKKAOZXwLoY8PJorwSPbo6yCRpD5m9RhW3dcgcfSq1/8ADnQ9Q09LKT7SifaRdSukxDzSDozt3rr6KAOc8ReDNN8T6XaadqEt0be2cOAspBcjpuPenv4O0qR0llWaWeO2ktFmkkJcRv1Ga6CigDyq/wDh5q9t4gtpNHS1+zWVmsGmXMshD2TAHJI/jzmvTrSOaKzgjuJRLOqASSAY3Njk4qeigDk4/h34dg1B76G1Zbg3Buk+c7UlI+8F6Vz2g+D/ABRpuprI91DGsl8819cCTd9rjPbZ/Cegr02igDmovA2i2+m3FjbRywQzF2ASQ/umcEMU9MgmksPA+k2EwmTz5JP7OGmsZJM7oQeAfftmumooA53wv4PsPCUDw2E93JEyhQk8xcIASQFHbrVvXPDel+IooE1K38z7PIJYmDFWRh3BFa9FAHOt4M0rz7eWMTR+RctdBVkOGkK7ST+FVI/h5osNla2sZuo1tbl7iB0lKuhc5Zc/3T6V1tFAGdoui2WgaYmn6fGY7dGZlUsTyTk8n3Nczr3hTUdb8d293JIE0X+z3tpxHIVkcls4PtXb0UAc5a+C9MsvEK61btcR3CQpAiLJ8ixqMBcelVZfh3oU2qz3rLcBLiZbia1WUiGSRejFfWutooA4HQfBM0mtalqHiGIOx1Fru0WOYmMjACsyf3htFa1h4E0iwuIpl+0SfZ5ZZbZJJSVtzJndsHbrXUUUAcjY/DvQ7G0urcCeX7TC8EjySksUc5Iz6571MngPRRow0uWOWa3Futv+8kycKcqf94HvXUUUAYmgeGLDw95r2zTyzzKqyzzyF3cL0yT6U/XvDlh4hit1u/NSS2lE0E0L7HjYdwa2KKAOTl+H+ji3to7SS7spLeWSZJ7eYiTdJ9/Ld81BdfDXRZbSxgs5LqwNoJFEltLtd1k5cMe+TzXZ0UAcbF8N9Hh0mTTY5rxbeSzWzbEpyUDbhz65q3P4H06XVrLU4rm9t7m0gW2DwzFd8Y6K3r0rp6KAEIyMVyWmfDrQdLvlu0S4mZZ2uQk0pZPOOcyY/vY4z7V11FABXIaZ4AstLfVHi1C/dtTLG5Ly8sTxkHtgV19FAHNeG/BWl+GLy4u7IzNPcRrE7SNnIXpx6+9XfEnhvT/FWjvpmpIzQswcFDhlYHIIPatiigDkrn4f6XfWENleXN7cQpMk0gkmz5xUnAb1HPSmL8OdG+xWdtJJdP8AYzIIZPNIZY3zmPI/h7Y9q7CigDi2+G2lJZ2FvZXd9ZfYo3hSSCbDtG3VSfSrmp+CbW/sdKtre+vbF9MOYJoJPnxjBBJ65BNdRRQBzWq+D4dT1Ow1I6lfw3dhGUgdJeASMFiOhJHWse88LahrvxGstS1O0t10zSYz9mlDZkuHIGCw7AHJ+td7RQAVyq+Coo/El/q0eqXyJfYM1oj4jYgYyfwrqqKAONi+HGkxNpQ865ki05Jo445G3BklGGUn8eKd4Y+HmmeF7uK5tp7iV4EkjhEmPkRyCV46/dHWuwooAKKKjkKldjNt38DBwfwoA574g/8AIiat/wBch/6EK37P/jyg/wCua/yrn/iAMeAtVHpEP/QhXQWf/HlB/wBc1/lQBNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeUeAP8AkpfiH/tt/wCjq9Xryn4f/wDJS/EP/bb/ANHUAerU1mVfvED6mnV5V8Wbae41bw+32G/urRHfzBbBmUvj5AQpGDu7npQB6fNcQ26hp5o41JABdgASfrU2RXi3ifQ/FOq3Hh+OXR5LlYNOcy5ZWIm7KzE8duQM1U1Cw8Tyz3EMZ14SkxicQTMAFaA4wScEb1GcUAe55AOMjJpa8HvG8Wz+IbC426ot5MtobF1h3BEC4uFfJ2q2ST8wOeK9ymMy2khhAacRnYG4BbHGfxoAI7iGaR0jmjd4zh1VgSp9/SpAysSAwJHXB6V4L4B0TxRpHiaO+vtFvITcG5W4kTA+ZuVY/N8wHQAitL4VWeqQ+Mrq5az1RbWa3Zbqe8BXdOH64PXjpjFAHtJIHJoJAGSQK5r4gxpJ4D1kyOyBLZpAyymMgryPmHTkV5O41W+8DXV6qaxLpDafbtaIZHkkN5uyWXkttye/H5UAe+b1wfmHHXnpS5GM54ryPW/D88fg63udOg1WS21C/iudYt5mb7QUwA/TnHGSB17VkTSzWek2L6pdaxHpc2teVpsCyOkr2pXBVgPmx6A84oA9yLKBkkAfWlLAYyQM9K8SvrHXo4NLh8TWl/c6QJZ44FtizSxE/wCoZ9vPHqenesvxT/wlUEOgDVYtQu9Qit2ZYokY4fzAFbenAkC9zxQB9A5A71jeIfE2neGYrSTUGkAurhbeIRoWy7HAz6CvO/EVpr2o/EWzEr6ja20mmh7AxhikN0OSH28Ej/a45qr4i0bVNa8WXMOp6Rf3N5HeW8ulzxufs8cKshcnkAHhicjqaAPZ8jbuJwMZrnNP8deHdU1h9KtNQV7lWKL8pCyMOoVsYYjvity6ga4sJoFYq0kTICDggkYry3w8NQtNHs9Ct/DjrqOlNMZrmZeI2IbbJGx4Ytx0oA9ZyPWlrxTw1Z6zf6ZCumtqglntZ11oXZdCZtp2mPceDu7ocVljUvEd1ZQyb9ejuLfRJba4URSKouUOV6dSQOozmgD3x5EjjZ3dVRQSzE4AA9aSGeK4hWaCVJY2GVdGBBHsRXjTpqL2vizw3ZRarPZy6Yt3DLclstMw3OFYjJzkcZ6g11vwqmth4St7O3i1ONreJFlS9VlCPjlVz2+nFAHTav4l0fQDCurahBZ+dnyzK20Nj3q/a3dvfWsd1azJNBIu5JEOVYeoNed/FlHuLjwxBHBdvjURI8lvAZPLQA5PQ0eH9Zl8DfC83uqWLqIbh1t4vuSTqz/ISv8ACxz0oA9LpMimRSebCkm0rvUNg9RmvJfFs2qr49v3lk1OFoYIW0VreJ5ImfPz7lXgk5I+btQB67kDrS145qf2y48TTySz63caEJ4FuQhkDxXHUeWP4o+zVf0ea+/4TFWup9Wj1hr2RZofLc2r2+Plxk7VHQ5HOaAPVM0V5HoC6zP4083VNS1a31JZ50nsxGzWz2+CUKtwq/UZOak8HXus6rNpN1pt1qNxZyzXMOpveyZGxSRGUPY5P8P40AeqRTRzqWikV1BKkqcgEcEU5mVFLMQFAySegFebfClYrBNT02U6ml+t3M0kVyJGjA3nDIxGDkEZPeuu8ZW1zeeDdXt7MSG4e1cRiNiGJx0BoAlu/Eul2d1plu04kfU5DHbNENysQM9RxitckAZJwK8OtLe2Hh3wtbW8GtMlrfW4uE8uQeSSpzsyMgZ61JrV74m1nTDptxFdrFFrckMVz5TtuiVfkR1GC6t03E49aAPaZZ4oFVpZUjVmCqXYDJPQD3qWvE9cg1LUvhr4Vk1eDVEurbU0F4Y0YvEoZgW2gEkAYwa9U8MXMN34ftZbd76SMqQHvlKzNg9WBoAk1XxBpeiTWcWoXawyXkvkwKQSXb04q+Z4hOIDKgmZSwj3DcR64ryj4grbWvxP8Lag8OpXCxS7rhUheWGJcYUgAYBz1qDxZb2sHxgstQ1KfVYbK4sPLt57VXIEhP3RtBIyO1AHsdFRECW2IBdQy9RwwyP514/8PY7y71nU/tWpeInuNOuJm0+2uy6xSxdBuJGGJJ9fpQB7DNNHbwyTSuFjjUsxPYDvVDRPEGleI7JrvSbyO6gVijMnYjsQeleZeAdT1/UvEUNxeXFypEMv9qW9xE+Q247NuRtC46Bao+HNXns/CXjYaVYXgu3u5ZreJYHjOw8blOMHHoOaAPbNwIzkY9aRJElQPG6up6MpyDXj3hmy1C18HeKrWI6l9nNkj2vmrIrFzGS+zcc/e+n0rJ0vULq2+EwtPD82sSylYlvndHb7KrMRIIsc7s5JA7UAe85GM9qWvAtU1LVLH4bYh1LUBpceqxQQyhXjlMBBL7nI3FcnAO3sOten/De6u7vwdbtdrcApJIkTXDFnaMMdpJYAnjHJFAHXUV5H8YdS1e01LSo7Ge7S2WKSaRbYupZxwvKAn6A8Vja7r2q2mt2avqOtxzT6Isy28W4ubgfd3KowM96APdaM14R4o13xjb+IrSWea+tHW0tXjit43aFpWYeYpCjDcdiRV+51nVR46lxqGpHWYtVjhTT0hY2/2I8bjj5ehJ3E5zxQB6suu6a+vPoYu0OpJEJmg7hD3qpd+L9DsvEUGgT3yrqc+NkARieemSBgfjXn+hXVhY/G/VfItdTkF3EYXu7iJ2RZgxJVGxwuOOuOKTwcumR/EnxJEl/qJcv5sZnDZmwuGwSOQp6UAemafrumareXtpY3aTT2TiO4ReqMe1aVeNfDLUYzqvi2z02W4FxdTGaylvoGDyEAgszYwQDXY+BofHkInXxfc6fMmf3RgX58++ABj8KAO0pCAcZAOOlLRQBzXj5ingbVWABxEOCMj7wrftDmzgPrGv8AKsD4g/8AIiat/wBch/6EK37P/jyg/wCua/yoAmooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvLvAvzfEbXpGfMhM6lcdAJRg/59K9RryzwLNJN8TfELSMWIWVQT6CbA/SgD1OkwD1paKACiiigBMD0paKKACgADpRRQBV1HT7XVdOnsL2IS206GOSM9GU9RTdN0210nTLfTrKPy7W3QRxoTnCj61cpiKVBBYtkk8/yoAfWRrXhvS/EH2M6lbmX7HMJocMV2uO/Fa9FAAQD1pCAeSBS0UAJgelLRRQAUmKWigBAAOgxRgegpaKAEwPQUAAdABS0UAJgHqKhubS3vIhHcwRzIGDBXUEZHQ1PRQAUmAeSKWigBNo9BRgZzgZpaKAGlQ2cjqMVQ0bRbDQNPFjp0PlW4dnC7ieWOT19zWjRQAmADkAUtFFACbQOgH5UYHpS0UAJgGgcdKWigBCoPUA0hRWxuUHHTI6U6igApAoHIApaKAGhVBJAAJ68UBFHRQPoKdRQAmB0pqxoikKiqD1AGKfRQAxoo2TYyKV9COKcAAMAYApaKAGlFbkqD9RWK3hPSX8VJ4l8pxqSx+VvEh2lcYwV6d63KKAGlVbqAfqKTy0Dlwq7j1bHNPooAaFUHIUZ+lIIow+8Iob1xzT6KAGLFGhyqKD6gU1pds0cexzvz8wHAx61LRQAUUUUAYPjKBLrwnfwSPsSRVUt6fMK24UEcKRqchVCg+uBWF42WR/B2opEoaQooUE4ydwrbgDC3iDDDBBke+KAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryjwB/wAlL8Q/9tv/AEdXq9eUeAP+Sl+If+23/o6gD1euU8TeN4fD+pw6ZDp13qF/JCbgxW4HyRKeWJP48V1dcn4l8ERa/qsGq2+qXumahFEYPPtiPmjJyVIP86AMnXviaNOvbSCw01rpJLQXs7SP5ZiiyB0PO7npTfEOr6zpnxI8MtDqBk0rUyYDYqn3SVzvJ744rS1D4baPqd29zc3OoGSa0FpOVnx5yDpu4zml1XwDDqOp6VqEeq3trPpUAitNm0hTwNzZHzZAwRQBlXl34i034yadatqPnaLqcMjLbbR+62Lz79SOfenn4rWkWpvYXGjX0c66iNPIG0/Mejdc4xg1oX3gJr7xtZeKH1u6W5tIxHHCI12AYw2PTOTWVonhXUdT+JV94o1zS7eyS2HkWkaEP5+DxKxz1A4HHegD0Z2KozBSSBkAdT7VwXhz4jyanpep6lqeky2VnZzTJ54O5cR9QT2bPFd/XFWnw6tIL3VTPqN1PpuoGQtp2AsSl/vEY5JoATwn8QU8QamdMvdOn02+ki+1W0Ugz5kB6NnsfatXxJ4stvDU2nxT2tzO9/KYYhCAfmCkgHPriqPhnwBY+HdTfU3vbu/vvKFvFLcsP3UI6IoH860/EHhi18QyadLcTTRSWFwLiJoiPvYwQcjpgmgDFf4maPHo0uomK44kiSGHA3zeZ9wjngHB6+hpH+I9v5VoYNIvp5Z3kiMabcxypyyE5wT7jiqdr8JNLis7m2n1G+nWVoXiYkBoTFnZt4xwD6VqReAraGCwVL6cS2k8lwzhEAlZwQ2QBx+FAFfVPH4TRNG1PRrCS/TUbtbcp0KZ6g+/b61jXHje+0L4iasmordTaQthFcmNYxm0BbaWb26k1p/8KygTwvaaNBrN9C1peG7huUxuRic4A6Y+uamvfhrY3r3Ujalfme6046fNI7Bi6kk7jx1yTQBJf/EOwtNUaCC3lubK2ijnvr2MgpbxuCUJHU5wD7A5rLOra7D8W9OtY9Q+2aHqdm9zFEihViUAAHP8Xb/vqr1z8MNMuJEIvr2GJ7WO1vIoWCi7VFCrvyDjjI49au3XgaCfxdY+IYr+5t5bKJYIYIwPLEYzlSPfI/KgDqyQoJJwB1NcP4f+I9rrmvy6abbykPm+RKJA+4Rn5twH3fau0uII7m3lglGY5EKMPUEYNcZpHwu0PRbi2mtbi+JtXdoVeUFV3AgjGOnNAF/wz41t/E13LFBaSxRfvDDMzKVlVGCnoeDk9D2rd1S9Om6Td3wjMpt4Wl2Dq20E4/Suf8MeBbTw1cR3CXLzSxRvFGdgQbWbcSwH3m4HJ7V0t5ape2NxaSZEc8bRtjrhhg/zoA86uPF+s6t4FsNeghm0udZ7d5Y3j3JOjuF2qfoc1uTfEKwt7S5Mtndi+gultfsOwea7tyuO2COc1Wtfh19n8JTeH316/mhbyxC7hf3AR9y7Rj1HerV38P7C+1C4vZ7q48+S4huY3TaDG8ahQQcc5xyKANrQddtfEGnm6tlkTY7RSRyLhkcdVP09qqeIfFMWgXdjafYri7ubwtsjh25AUZJ5I/LrWjpulRaZ9p8mSRvtExncOcgMcZ2jsOOlZWu+D7LX9a0/Urt2P2NJE8kgMjq4wevQ+45oAguPHVhBqElkLO+klUxou2I/M7pvC+x2jPNQan8Q7HT3ZksLy5tIY45Lq5hAKW4fG3dzknBB47GrNx4G0+a7gmE9wiQJHHHEG+XCo6c9ySrkZz2FZzfDS1ZUjGrXqQvDHBeRJtC3Spjbn0OAASOooAqeHfF+q2+p3+maxHLqFw16VtDaxciEgEM4/hXnqa1Y/iHpkutR2CWl6YJbk2aXgi/dGYdU9fx6Ug8Awxavf6tbalcwahcyo6ToozEigAR4/iXA71PY+CLfT7x5bfULtIHuftZgG3b5p+8ckE4Pp+tAEuleO9A1nXrrRLO8zqFs7I8LIVJK9cZ6/wD1qwtB1HxN4k8SeICb1tPs7GU2tvA1sGBO3O5mzyRkHArtY9J0+G7a7isbaO6YkmZIlDkkYJzjNZuieHH0S3vkTUZp5b2d7iSWRBuDsAARjjAx0oA5vwd4v1H/AIRHW7/xBIlzPpV5Lbs0ChfMCYAxnuSavQ/EzRpNNe8eK7QRTpbzosRcxM+NuSOMc9elVrL4YQQaHqWkXWsXd1a6hIZ5dyKrCYtneCPoODkVr2/gbTLePVEMtzIupxLHcKzjb8owGUAfKf0oAhuPH+mR3l/ZW8F1c3lpMsHkomPNkYZCoTwTjmqMvxR0u2i3XVjfwtHMbe6Qx7jbSYyqtj+92xU6/DnT08PwadHfXiXUE4uUv1f96ZRwGPY8cYqvffDOC7htzFq9zDeJerfT3XlqzTyqMKWHQAdhQBneJPH+qjwbpuoWOnXWlz6hdrCJbuLK267wAzj/AGgeK39S8e6fo+stpF1Ddy3MNsLmeSOE+WseOXz6Zqfxb4RPi3TLaxm1S4tkhcSsYlU+Y642k59CM4qpd+AYr+9nvLrU55bi40s6dI5RRkE5L4Hf2oAh1P4naRpepyW0ttdyW0UcTyXcaBo18z7gx1OfYV2kMyzQJMuQrqGGRg4IzXlNz4X1zSddlSw0s30MWnw2lhO/l7Fdf45AxzkewNepWqTiwiju3V5/LAlZBgFsckUActp/j+11HxA+nQ2M4gS6aza6Zl2mUIWwBnOCAeadpPxD0rVtXFhHDdRCV5Ut53j+SYxnD4PbHvis3SfhPpWjavFqMGoXztFdvdpA7L5e9gR0xnv61k+HdB8Tw35hudN8tG1C4luJZjGYvJlzuEWDuBPB6DqaANqL4r6FLHqDpDdkWqPJD+7/AOPpEOGaP1ANXNK+Iel6rbX0qW15Cba3+1Kk0WDNFj76eo7VRi+F1lb6MdOiv5jHFHPHabkX90JeoYjlsdulWtI+HsWmXdlcvqU072+m/wBnMDGBvT19jQBb8D+Lm8XaKl7Jp9zaOQW/eRkIwycbWPB4xXUggjIOa47w54KvND8O32iSa5PPbSq0dqVQI1shz0I6nnrWx4W0J/DegQaZJqFxfNEW/fznLEE5AoA2qKKKACiig0AFFNRdiBQScdycmnUAFFFFABRRRQAUUUUAYXjERHwnfifPk7V34OONwrai2+Smz7u0Y+mKx/FiGXwzeRrjcwUDd0+8K2UG1FB6gY4oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeUeAP8AkpfiH/tt/wCjq9XryzwJC8PxK14uB86zOuDnjz8f0oA9TooooAKKKKACiiigAopiuHLAA/KcHIp9ABRTI3EiBgDg+oxT6ACiqGqaxp2i26z6leQ2sTNtVpGxk+gqzb3MF3As9vKksTjKuhyDQBNRRRQAUUUUAFFIGBJAIOOtLQAUVlJ4i0iXWm0dNQhbUFGTAG+YcZ/PHatWgAooooAKKztT13StFaEalfw2pnbbH5rY3H0FR6h4j0fSbi3gv9Rgt5bj/VK7YL/T86ANWiisvV/EGlaCtudTvYrb7RII4g55Zj/nrQBqUUgYMoIIIIyCKWgAooooAKKKKACiiigAooooAKKp6hqdjpUCzX91Fbxs4RWkbALHoBVsEEZFAC0UUUAFFFFABRQDmigAooooAKKKQnAyaAFoqjp2r6fqyzNp93FciFzHJ5bZ2sOoNXqACiiigBioAzNljuxwTwPpT6KKACiiigDG8UyeV4cu3Ks20KcKMk/MOla6ncobBGRnB61l+Jf+QBc/8B/9CFa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeU+AAR8S/EOQf8Alt1/67V6tXlvgZJV+I+tvIcpJHM0ZzkFfPI/mDQB6lRRRQAUUUUAFFFFABRRRQAUUUUAeffEo2Ml94dhu3khkF00kFwYvMiVgvRx3BzWMNfn0vTvDV84OjWM09xFJbxKRHJwSr4PIyeQK9WeOOQqXRXKnKlgDg+1NntoLkKs8McoU5UOobB9eaAPFNG8R6rJbaAb3Xry2LJdExsMGWRSSgIPLA9MVo6v4l1qOaM3mpXNhd3OjC7itIUJ/fo3QDrhgeRXd6h4NtNT8Yab4hmmfzLCJo47cKNhJ7mpJPCds/jaHxP9omFxFbG2EOcptPcehoA8w1vxDr73E2oXNzc2uuWS2rafpkYOy4DhfMJA+9yWGO2K3dLuLnVPHl5o03ie78nT7iK5SFlAMjsrFos91WvTmhiaVZWiQyLwrlRkfQ00Wlss3nC3iEuc79g3fnQB5tpafZ/iP4iWfxBdQSPeQtHbEZEiFchR7dsj0r0u4ZUtpXaXylCEmT+6MdaYbK1N19qNvEbjGPNKDdj69amZVdSrKGUjBBHBoA8j8IX/AJGi+MdUspTquoQXMk9rJJAAZBsADJjk56cegrPXxHqEel641v4nv7qzj0mO7N0U+e3udw/dqSO/PHavaIbW3twBDBHGANo2IBgenFN+w2nkvD9lh8qT76eWMN9R3oA5vwTbTTWX9uzarc3banBFI8Mn3InC/NsHb0x7Vn/EbUJ0l0bSU+1xQ31zia4t84RV/hbHOCSK7pEVECooVQMAAYAp1AHkniy/t9Q+FaHU4y14l0LeMzxZcur4yB1+7Vn4l3WgSaL4bluUjuc3sDwNEvJjVhvwewxXprwQyAB4kbB3DKg4PrUP9nWRt1tzZwGFMhYzGCoz1wKAJ4JormCOeFw8Uih0cdGBGQa808QC0u/jXo9vNdRSBdPk3QSID5Rz154ywP6V6YiLGioihUUYCgYAHpUD6fZyXn2t7SBrgDaJTGC2PTNAHjuoeJb/AP4Si4uEvbqPWbTUks7bSEBKG3JALMo65HOatnXtebUWtW1i4jvIdd8qS2EeSbZuAfZQOc16yLK1W7a7W2iFyy7TKEG4j0z1pwtoFnedYYxM4w0gUbmHoTQB5r8P5tY8RXdxdXPiW6li0m/mthAEAFzHn5Wc9++PpXc+Jxd/8IzqLWN2bS5SBnjnAztKjP8ATH41owWsFqCIII4gxyRGgXJ/CqutaYutaJe6Y8rRJdQtCZE6qGGMigDyu18Q60fB927a7cSo+lfbX1FYzuguMj92vbB4GO1WLjXL7/hGdN1UeJ5o7XWpYop58DbZED5th7ZIxz0r0nSNFt9I0K10hS09vbxiIGYAlgPXtU7aTpz2BsGsbc2Z/wCWHljZ+XSgDy6/17W38P27Q69JBGuqiwiu/L+a6hbjeM91znPtUd7rd+2nQ6RrXiK4sLIXstt/aixbXuVRQVBPRckkZ74rvPEng2z8RQ6bEbmazXT5lmgW3wFBHTity6sLS+gEF3awzxAhgkiBgCOhwaAPE9a8ca4fDmiC4ubqynlS6JFr8kkoj4jbnrnrjvWn4t8S+IZdf02y0jUXtkXTVv4w5Ef2ps8qxPXgdOvNesXOnWV20TXNpBM0RzGZIw2z6Z6dBSz2Npcyxyz20MskWfLd0BK59M9KAPHfFWuvqmoXkWpTNut4bY2eneUSkrPtLSDjJKnOK9mRv9FV15+QEe/FDW8DzLK0MZkX7rlRkfQ1LQB4z4a8W65qviU3b6/EXe+mtZdFZOURFO0r3ycdaqeEfFmu3WtWITXZtRub9rkX2nsmRp6rnaRjvnAx3r2SLSNOgv3vorG2S7k4edYgHb6nrS2ul2FjNLNa2VvBLKcyPHGFLH3I60AeLDx7rk+naaLbWybldOunuh5QJWSM5Bb0OO3vW5Yavqw0jWrOTXpb1p9IGpW1yVxJGWGCqgdhXpKaJpUZlKabaKZd3mEQqN27rnjnNSR6XYROrx2cCusXkqVjAIT+79PagDx+PxXPpHwVMmm6+LrUYYYtz7cvDvbBBPryeT0rsfhf4gude0S8NxLdS/ZrjykkucFmG0E/MOG5z+ldVHoOkQ2ctpHploltMcyRLCoVz7jHNWrSztrC3W3tII4IV+7HGoVR+AoA878e69qWieKbdoteTT7Q6dJKsTxhleRJE4P1Bx7YNcf4g8YapNpNratq8wltbi7Z7mNxF5wjOIx7txnb3Br2+70uwv3V7yyt7hlUqpljDEA9QM+tMOj6YQAdPtSA/mAGJfvYxu6dcUAeVav4x16z0TQ9c+3SPaatYm2aOKPBiuiPlb2yeK9I8IWuq2nhTT4dbuWudREQM8jnJJPOD9OlZl/4Eg1TxXbateX0z2NoFa301QFiSQfxcda6+gDwmbU5PCHjbxLNod5GJ31O3Q6MsW4zqyjcw9D8zHNTWfjLxPf/ABMuUtr0LDDqP2R9MncKvkcDeq9S2cnPSvY10jTl1BtQWxtxeN96fyxvP49e1A0nTlvzfixthdkYM/lDf+fWgC7RRRQAUUUUAFFFFAGT4l/5AFz/AMB/9CFa1ZPiX/kAXP8AwH/0IVrUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhxg56YrzfwLtj8W30UQtRC1vK0fkLnI+0yDOfrnj6V6O/CMfavPvh3eia9nidFErwySZUAAAXMwxgfUUAeh0UV598RvG154eu9J0jSdsd/qEu3zpYGkSNfoOpz2FAHoNFcOfHkGhizsNaMk94kAk1C5tosx22ejPj7oPpWjeePvD9jZXd3Ldu0Vq6JIUjYnLjK4HoR36UAdPRXL2nj/w7e6smnQ3rGd5DEC0TKvmDPyZI+9wTisJvHl5qHxH0nSdMikGjM00VxcvDhZZUB+VGPUDHUUAehSb9h2Y3ds9KfVa+vE0+wnu5EkdIULlY1LMQOwA6mvP/DnxKL+ErvxD4iie2tRqDW8QjhYvGucDeO1AHpNFYugeJrDxGtx9k8xJLd9skMy7XAPKtt6gEcisjxtruq6FfeH2swv2K5v1gu8IWkKnoF7eue9AHXqqoCFUAEk8epp1c1f+N9ItNITULdpr0yy+TFb28ZMskg6qFOCCB1zVO++IWnxaZpt7p8Ml4t7d/ZdoBUxMPvbuDgjHTvQB2NFedXPxBn03xslrdwyPo91Ym5hCWzCaIqcMWHXHeu+tbmG9tIbq3cPDMgdHH8SkZBoAnorkB45jbxpeeHV0u9YW0aFrpYiy72PAIxwO+72NUPCvjiaeeax8QMqXzahLaxPBEfIyvRd/TJ5oA76iuZtfHvh+78Ry6El4VvUcxrvQhJGHVUboSPStXXdQm0rQb6/trZrqa3haRIF6uQOlAGjRXG+GvFt3e6RPqetNp8dmtst151tKTsUg7ldTyCMdfrTj4wHiDw7qM3haVP7UtollEN7Ey4U/MCR6MoOPwoA7CiuEbxzPB8MbTxHcW/8Ap1zACqxRM6LIQeWA5C8da07XxU1p4c0m61iL/iY30anyLVS+WxkkewHOaAOoorIbxNpC6et+LxWtmGQ6qW4zjOAM4zxWVf8Aj7S7SGymt4bu9huS+Xt4jiJU++WBwePTrQB1lFYT+L9Cje5WW/Ef2Ur55kRlEYYfKSSMYPTPTPFbauHUMpBUjII7igB1FcnD8QtFn1yfTF8/dC5iMuz5TIBkqB97OB1xiptH8e6Brk6xWd0+HDFHmiaNXK/eUFsZI7igDpqK4u18Zyan45sdO03y7jSJ7aV3uDGynehA+VjgMPpmtXxlquo6H4WvdU0yGCae1TzWSYkKUHLdO+M0Ab9FYaeIYrTwrb61q+22DxI7ooJ+ZsYUDqSScYqraePNAu5DALmWK7UHdaSwssq4GcFcdSOnrQB01FcvN480OHSbHUTJO6XrmOCFIiZWI6/J1GMZNbmm6naavYx31hOJraQfK4BGfzoAuUVy/iDxzpfh7VoNNuY7mS4lTzm8qPKxxZwXY+g6nGaku/HXh6yvGtZ70rKjKJP3T7UDdGLYwFPTPSgDpKK4Dx58QP7BgSHRnhuL1LiFLgMjOsSOwHJHAJ7ZNd6h3IpPcA0AOorjLHx2usajrelWNjcR3tjKYInliYxu2PvMQPlAPv0qHwZ8QbLW7S3s9SuY49Z8uR5UETIjbGIJQng4ABPNAHc0Vz2heNdC8R31xZabeb7iDkxuhQsvHzKD1XnrV/XptSt9CvJtIiilv0jLQpMcIT70AaVFcBpHxEEXhO11zxLClpHcvsj+zK8mCDhi/GFGR61T1/4lTQrp2oaNGJdL/tEWd559vIJCCM7owOSMZOcUAel0Vz6+NNBdbJhfcXpdYT5T8lc7gePlIweDg8Vc0PX9O8Saf9v0ufz7be0Yk2kZKnBxn3oA1KK5XxB470zw5rNvpt3DdO8qCR5IY9ywqW2gt6DNSy+PfDcV4bR9RAnWdbd1MbAIzdNxIwB7mgDpaK4Dxd49l03VLHT9FC3Ey38NvqG+FysKOQB83C5O4d+9d/QAUUUUAFFFFABRRRQBk+Jf+QBc/wDAf/QhWtWT4l/5AFz/AMB/9CFa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANk/1bfQ15l8NzH/AGu4MDGX7JLiXPAH2uXK4/I/hXpsn+rb6GvP/hrDGRNPt/eCN1DexuZzj9BQB6FXH+J/COoa/wCJdH1KLVUt7fTHMqQGAMWk6ZJ9Mdq68kDqcUtAHA+IPh5c6zq99cQawbWz1OFINQt1hB8wL3U9ifWotY+Gs9/JdQWer/ZrC7gghmjaPc/7n7u1uwPevQ6KAPOpfhrdTXCE6wBAusDU/LEPYADZ+Y61d0jwBNputRXUuszzWVncSz2NttA8syZ3hj/EOTj613FFAEF3HNLaTR28oimZCI5Cu4K2ODjvXnth8Otci8M61pF94kW4OpSecJfswGxyQWOCe+K9JooA5Dw54OuND8UanrU+pfaTfQxRGPywuCgA3H8qf448I3Hiy105LXUTZS2V2l0pKblcr0BFdZRQBw0vw/mgs4ZNM1eSHVor1737VNGHVpHGGBX0xUR+Hk9p4YttO07VfLvor8X7XU0W4NJyW+XsDmu+ooA4jUvBOoaprtpq0+pwiZNOlsp1WE4cv/EOePpXQeGNGbw/4ZsNIefz2tIhGZcY3Y74rXooA5ifw3qI8Yy63Y6uLaC4t44Z7cwKxbYSQQT0+8azYPAt8kTrLqyOW1gamCIAMcnK/ketdzRQBwVh8O5LLW4p2voZbCC8e9gjeAGVHbqu/wDu8+lddrVhJqui3ljDcvayTxFFnT70ZPcVfooA4V/h0t34YutOvL7/AE65tBay3UCbA2GyGK9ye/rVmz8JalYaFdwWup28WqT20dsLtLVVCBBtBwOScep4rsaKAOFTwZrkPw+/4RmDX445goiFyLf/AJZ4wy4z1OetUNW03XNGPhS1Ekt3a205juJ7WLDiPaBtI/unua9JooA4W98EXWpxTRNcR2UagwQJCPl8reHBI/vZzVOD4XvE7n+3blRJ5okKKNwDsWBVjyrc4JHUV6NRQB5/rPw8vdWh163bWj5Gp29vCqvFkxtFjLe+cH867qCHyrWOHdnYgXI9hipqKAPOdK+FaaVq8N6mszskN09yqmJd0jNn77Yy2M8UWXw1urcaWk2qxvDY3s9yyLCR5iyZ+Xk9RnrXo1FAHEaF4Cn0jW7G8l1Z57XTUlhsrcRhdsb9mPcjsfSug8TaRLr3hu+0qG5+zNdx+UZdu7apPzcfTIrXooA4K58Balehxc68zrDBDHYqIgFhdGzvKjgk4x9Kafh/fS6hFq8urxjWGu457i4SDCuiDARVzxxXf0UAeR+IvDWoaFJpJiF1e241eS8lltodz26sPuhc8g967bwLFqMHhtItQs4LQLI/2eKJNh8onILL2Y5JIrpqKAOB8RfDf+3vEt5qw1SWEXdgbRk25MZyCGQ9unI75NRa58PL/VTripq0Yi1KygtgjxZMbR4+bOehwePevQ6KAPNrv4XT3FxfCHWmhtL94Jp4vKBJkjx0b+6cdK9HQbUC+gxTqKAOPs/C+t2GvajdW2tQrY3ty1w8JtgXyUChd3pwD0rI0z4c6pZto4udZt5lsFuUZlttrSLNnPOeMEmvR6KAOH8LeBbrRNZi1O/1GK7ngtPscbRwCNmjyMbz/ERjFdTrNte3ukXNvp14LO7kQrHOU37D6471fooA88i8A62PAE/hibXbdmZh5VwLbkDdubcCeSTWhrXhPWtV07RdmswQajp04naQW37qZgCBlM+hrs6KAPI/Efhu50/Rk0C2s7m91nVr1706jACkVtKWAZ8Z+UBSRjvzXpWgaRDoOhWelwAbLaJY8gY3EDkn3JrSooA828TfC6fxB4nu9WGuyQx3EKx+U8KyGPByNpPQcVNrfw7vdZfVkbUoI4r5bXDCH5g0JySee/Neh0UAee3nw6v5tUvHt9dMNhc3sV80Bh3N5qY43H+E7Rx7CvQR0paKACiiigAooooAKKKKAMfxOpbQLjDFcFDx3+YcVsVk+Jf+QBc/8B/9CFa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANk/1bfQ1wXw0/wCPef8A3W/9KZ672T/Vt9DXBfDT/j3n/wB1v/SmegDu5YY5gokXIVgw57iqMmv6REbkSalaqbU7ZwZR+7P+16da0q+fPHdqkHjLxulittHHJpMclwpiLFzkbipHCtz360AfQKOsiK6MGVhkEdCKdXgeqeM9ZtNUiGmTXawW9laCyiCEpMxwHbgEMMcckYroILrWNZ+Iep6BF4umhhg8q7RFhG4N1aIH+6BQB6baa1pl/dy2tpf289xDnzI45AzJg4OQOnNX68o0O98O6b8aNZs9KSCCeWx2uqtgTXG7cwHbOOtc9pvizxTeTw21rrMs+qag10l5YtEMaftztIIHHTvnOaAPeKK8l8H+Kte8U+I9KjSW7tra2tiblJkXbcgfKXzjOd4I6DgV1/xD1288P+ELm7sIZnuWZYkeNc+Vk/ePXgUAdXRXiMXjDV73wj4iaz1ZrOTTrqAxXEoJHlsRuG51BOTnt9KvX/iLXrGzvFfW547GLVbeC1vzApecSYLqcgDauThqAPUdS1nTNGjjk1K+gtEkbYjTOFDN6DNPvdTsdOt0nvbuG3hkYIryOFBY9AD714x44vhc/De9g15vPu7DUxb2F3Ku1rgKy5cAH+7nJ6VrfFi90y48N+HXm1UfZnu4WFvGAyzAEZYnqAoz09aAPXAQRkHINLXl/iXxHf2/jJLCDWBpOnQ6etzaO0QZLp8/dORyAOw5qj4k8Y3lt4gvp7e/uoWsUtGFmYzslDMC5C4z0Pc9jxQB67kZxkZ9KrDUbNtRbT1uYjeKgkaDcN4U9Dj0rzq/vooPizKLrxFcWAl0+NrZCFVMF/mQBgdxPXPUVDoU2m23xr15ZL1b29ltUaCR5ADEcndCozj0oA9VorxbTfHOuteQhb5p726uZ4760ljGNPjQHawIwB075zV/R/F+po9m82qtdz6npc93tZAI4mjzt2Y9ccg5oA9aorzf4ba9fXVhPNq+pS3cjWkd2+QrqhO7IVk6Dp8pGeK7Lw54gsvE+jRarYeZ9nlZlXzF2t8rEHj8KANaq0t9a286wTXEUcrKXCMwBKjqcelWa4X4jWlglgt+8U7ahL5drEYVZm2bwzDjpxnJoA6+31Kyu3VLe7hlZk3qEcHK5xn6Zq3Xn2qwWWj6xBHpcU1s76fcTK0CkKuAGGew5HSuci8W+JtasdAJvF06S5083MVwVxHc3IbGw8E42gnaOT2oA9koqpp0k8umWslyUM7xK0hRSF3Ec4B5Az6159c69rNl4k1uzh1Ca8uYryCOzs/LXGyRVLE4GcKN3OaAPTKK818KXFzqXiDVbR/EGo3B0m5JiR1VDKGXJVhj5lB4HSsrR/EWrXWvWBj1O8ku7ueaLULCaLC2kYzhl44xgYJzmgD1+ivJoPFOuCxZ9Gu7jWD9lupJ3eAYjdCRGRjHXA+XnPNVbPxJqOm6JqUljq13fWP9ktdteXURL290zFdo46ZB+XB249KAPY6azBFLMQABkk9q8nfxR4htfAV/eFb5XiNuhmuFUtHG4G+RWUfNwc9BjPTim3evalH4cjL65NJo02orbf2nFFulW3I6lsbTk8ZAoA9RsNSsdVtzPYXcNzEGKl4nDAMOo4q3XE/DCwt7DwxNHbw7FN5L85BBlGeGP19uKwviF4gvNP8AFtrYza5NoenNYvJBcRx7xNcZACt8pOB1x3oA9Torx7xV4o1AXkVvJq09vLFpKXtmYIWRL25HzEHPJGFHy8dTUuteMNZ0+DUYr7UHtL640SC5toI4clJ8kSBOue30zQB65SZGcZGfSvGr/wAaaxaWNzcR6pO8+kX1vDIjxoFnjlAzuwM8eoxWol/b2/xY1BrnX7u1mljt/Itdm9J4yCSoGOOccigD1KivJ/CHjPVNX8ctZS3M8lvNd3Q2FF2xxxjCqcfMpyc89cV33i0zL4T1R7e+axmjt2kW5RdxjKjOcfhigDaorxvw/wCJtem+Gd34nTXG1HUYbIx/YlhHySB8ByByWx+BpbPxF4kPhy+eDV/tNqRbYvAgkmhMn+sJCjA2+hHFAHsdRXFxDaW7z3EqRRINzO5wFHqTXkWmeKtYsvDeqX02syTx2OtRwtPLGrbrckA5wOBg5zUPiDxJB4g+H/iqe/1eSSwg1Aw2r2yACZcDah9Rk9fagD2ZGV1DIQykZBB4Ip1eSeK/EEunSeDf7F11tPsr+PySBGJIkj2j5j7jIHXtzTfFmv8AiDQLrSdEGtFQLJ7g6i8aKLuVT8seTwPfHJoA9dpCwBwSM9azPDt7c6j4c0+8vAguZoFeXywQu4jnGa868VXU9r8XbYXHiCTTLSTTWEZKgru3cgA8En86APTNP1Ww1VZWsLyG5WGQxyGJw21h1Bx3q7Xh/wDakvhDWtUvdIvFisH8QRW89rJGNmJEG9yeCDnOO1WdG8ca9eeMxC93+/l1JrWbTnT5YIBnawH3s/LndyPmFAHs9FV76c2un3Fwoy0UTOBjPIBPQV4h4Z+JurS6PrU91NdXVwtnJcLsRXEThiABj7oAx8rc0Ae70V8/WnjvxHa+F9VuINUeSa1NrMstwnmCQOQH2navGSOO2DUo+KXiFYbqA6hBcMYyBcRQAeTtmCM2CeSVbPPHFAHvlFcP8NdX1fUdO1G21e5ju5LG7MEdymMyptBBJUlSecHHpXcUAYfi2Dz/AA/KN7JteN+O+GHFblYPi+2a58PSqszxbJI3JT+LDDg+xreoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBsn+rb6GuC+Gn/HvP/ut/6Uz13sn+rb6GuC+Gn/HvP/ut/wClM9AHf1E0ELlmaJGLjDEqOR6GpaKAGLFGgAVFAAwMDoKasEMcjSJEiu33mCgE1LRQBB9kthL5v2eLzM537BnP1pywQxyNIkSK7feYKATUtFAEaQxxnKRqpxjIGKewDDBAIPY0tFAGD4n8KWHirSG028eaGBpFkc27BSxU5APHIpNe8Jaf4is7C1vZLjy7KeOePY+NzJ03eorfooAhe2gkRUkhjdF6BlBApn2CzEYj+yw7ASQvljAJ61ZooAie3gk274Y22fdyoOPpSmKMsWKKWYYJx1qSigCGS1t5Zo5pII3lj+47KCV+h7Un2S283zfIi8zOd+wZz9anooAiEEKl2ESAv94hR831potLdduIIxtGFwg4FT0UARRW8MClYokjB6hVAzTo40iTbGioo7KMCn0UAFJgHrS0UANKhhggEHjmmiGJQqiNAE+6Ao+X6VJRQAVjaf4bs9M13UdXhkuWuNQZWlV5SyAgYGF7Vs0UAMCKrMyqAzdSByajntYZ4pY3QYlQoxHBII9anooAy9A0Kz8OaPDpdgJPs0OdvmOXPJz1NaHkx7GTy12NnIxwc1JRQA1kRkKMoKkYII4xTRDEIhEI08sdE2jH5VJRQAmAOlRyQQzbfNiR9vI3KDinMGLKQ2AOox1p9AEbRRuysyKWX7pI6fShoY3cO0aswGASOcVJRQBCbW3JYmCMlsE/KOcdKcYYjKJTGnmAYDbeQPrUlFAESQQxOzxxIrN94qoBNPZVdSrAFSMEHoadRQBFFbwwAiKGOMHqFUDNKkEUSlY40UNyQqgZqSigDn9C8JWOgz6nLBNczjUZvOmS4feoPsMdK2RaWwiMQt4hGTkpsGCfpU9FAEJtrcoqGCMqv3RtGB9KWS2gmULLDG4XoGUHFS0UAIAAAAMAdBUE9la3To89tFKyfdLoCV+melWKKAK8tlazhhLbxOGILBkByR0NPEEKymURIJD1cKMn8alooAQgEYPSq9vYWdpE0VtawwxtnKxxhQc+wqzRQBBJZ20sJhkt4niIAKMgI49qaLCzAYC1hAYbT+7HI9Ks0UARQQRW0QigiSKMdFRQAPwFS0UUAc741jmk8OsIOomiZuSPl3jPSuirnPG161j4cZ1QN5k8URz2DOOa6OgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGyf6tvoa8++GModLtArAxhgSRgHNxP09a9Bk/1bfQ1518Lp0kbUIlZi0QIYE8DNxOeKAPR64/xP8QtP8K6/Y6Vd21zI11G0heGMttAOAAB1JNdhXI+JfDGq6l4i07WdH1KCzuLWNom86IyBlYgkAdqAH3vxD8Pacb9bqeaN7GJJZkMR3AP93A7nNLZ/EPw3fXsVnDeN58jqm1o2XYzDKhs9Ca5LXdFvPFHxRsoG0y6j0+1hA1C7dNsVztO5VX15ptp4X1DxF4y8UW99Dc6bp0l3BMHWLm5CDgB88DIzxQB21v440K58Qtokdy32oSGJWK4jdwMlVboSB1Fb088VrbyXE7rHFGpd3Y4CgDJNef6V8Np9N1+C4+3wzadb30t7CjxfvkZx8y7umM4rtNc0qHXNDvdLnd0juojEzJ1XPegDD0j4iaDrUVy1rJMHgjaZY5IyrSoM/Mg/iBx2qh8O/FOseLTfahefZk09m/0eFUZZY+f4s9ciodC+Hd1pd3Y3lzqcVxPpdi1np+Iiqp1w7c8npXQeDdCv/DuiCwvrqG6cSO/mRoVzuOelAF3xB4g03wxpMup6rN5VtGQCQMkk9AB3NVbXxlod3b2cyXe1byf7PCHQqTJjO3HY4NVPiB4Un8Z+GW0i3vFtS8quzsu4EKc4rNtvh5ND4asLF9Xdr6wu/tdvcFMqrgYCkHll+vPNAGzL430GLaBdl3eSSFUSMlmeP76geopLrx14etPsm++3C7jMsRjQtlR1Jx0x3rkL3Q9e0e/0aOIi7vbnVLi7nuYLUtHAHXB4zx171Inhe60PVNB0WxlmZBFcyXF2bclTJIOpI4XntQB1Op+O9B0m5tILi5dvtUfmrJFGXRUzjcxHQU3UPHug6dNdQTTTNNb7CY44ixcP0ZMfeHPJFYB+Gt3YReTo+rJFDPZCzu1uIvM3DOSy+hOTx0rXsvCF5p3i+z1O3v4nsLfT0sfIljy+F/iDdicCgB5+IGlp4xl8OSRXKTpHGwl8slWZ+i8e3f611hOBmuUvPD+tR+Mn1rStQtY7e5gjiuYZ4ixOxiQVI6cM1dLdQfarOa3LtH5sbJvQ4ZcjGR70AYOkeOdE1q+NpbSTLLtkZfNiKhwhwxB74NWdD8WaV4hmlj0+SRjHnBeMqJADglSeozxXN+G/hrJoN3DM2rtMttBNbwosW3cJDne5JOWq/4Q8G3HhyWOS4vVm8uJolSMHa25t2456HtxxQB0OtatbaFpFzqV3v8AIgTc2xCx/ACsHwz4u+2+BrfxHrLQ26TMT+7OQFL7UH16fjXRapb3F3pV1b2kqRXEsTJHI67grEcEjvXGWvw9ntvhkfCX2+OSXzA4nKEKT5gkOQPfIoA7Wyv7fUI3ktn3KjmNuCMMDgiqOqeJNO0jULaxu3kE9ypaJVjJBxnjPTPHSpNE0uXSrWWKW6afzJTIARxHn+EdyPrVDxToOoa4+mi0vYbeK1uBcOrxljIy/dGew5NAE0vivTYNDt9Wk+0LBOMpGYj5nXnK9RjvVLUPiF4c0ydY57tmU263RljjLIsZOFJYdMnpS6/4av8AVNStL+0v4opI4Gt54ZkLRyI3XABBBrlPF3g6XSbLVr2wtJdRt723ht5LCBcOmxhtZMZwB6UAdtfeMND0+0vLm5vVSOzEZn4OU3gFePcGs0eLJ7n4jx6BaIps47I3Fy7oQcnG3ae4weaq6v4COuR6lGLsW1pq1tCtwhjzIkkeNpB+gwRVmfwpqbeNLPXYr6DybO2+yxwMhBKHG4sR1ORxQA60+JPhy+vYrOCa4aaS5a2wYGG1x/e9B6GruneN9B1TVZtNtb0NcxbjgqQrhfvbT3x3qn4f8L6npWt61dXV9bT2moztOsSQ4aNjx1+lZ2k/DcWFo9lNdxSQhphHcJEROI5TllznA+ooAs6H4zm17xzPYWgVtIW0MkcrRlWdwwBwT95eeorqdV1KHSNKutRuFdoreMyMEXLHHYD1rnvDXhC70e+trm91JLr7FaNZWypFt/dFlILHPLfKBXQavaT3+jXlpbTiCeeFo0lIyEJGM4oA4/RvGd7DpVzr3iOayh02RUa1ht1YygnPykH7x6dPetGb4j+GYLC2vZL1xDcPsH7piyNjO1x1U+xqrqPga71Dwjoum/2jHHqOkvFLDcCPKMyDHzL1wRWddfDjU5bC8eLWIU1O+v4764m8k7AydAo9PrQB2Xh7xFp/ifTf7Q015Gg3mP8AeIUOR14NZvivxxpnhG40+C9WV5L2YRqsaklV7sfYVvWMDwWcccqQrLjL+SuFLdyBWF4t8P6lrMulXOl3lvb3Nhc+eouI9ytwV7c9CaAMKL4kQ2niW/j1aaGHSDbxT2MqI25lZihL+mCPyrpb3xjodhq0Om3F4BcSosmQpKorfdLHtntmsPV/Beq6jJrFwb62km1LSVsmjdCESQZ+ZfRfmJx61lTfDDUJdYN62pwut1b20V6rK3Ji2nKgepXv0zQB6eCCMg8Vzlv458PXXiJdDgv1kvW3YCg7CV+8N3Qn2roGjBhMWSBt25HWuA0L4d3mkXdvDJfWk2nW1xNPFmA+eDIDkb/xoA3LHx/4b1HVZ9NttQVriHdnKkK5X7wU9CRjmlk8f+GIvI36rF+/t/tMZweY843fTg1zmkfDS7s73To7zUYZdN0yaaW2jjixJIX/AOejd8ZP1qhb/DDWXjWG6vbBYbWyurG0EcbFikudpY9sZxigDsrTx1oV/YapeWtw8iaaheceWVJXGcqD1B9ar6V8R/D2q6HPq0dxLFBbRCWcSxkFAen1/CqsPgvUJL69kvbq0aC60hNPdY4yDuUH5vpkn9KoR+CfEd54HuPDV/f2EEfkpBC9ujEsFPVicYyMDjpQB2OgeI9N8S2b3WmTNIiNtcMhVlPoQelNvPE+kafrdto1zdql/cLvihwcsOef0NZHgHwjd+ErC9ivL77VJczebwSdgxjGTyaZ438Ey+KZ9NurLUDp93ZyHMyL8zRsMMuaAMwfFSyTxW9nPGsejeUxjvirZMilQykY4Ayefar/AIm8dHS9b0DS9NhS6k1SZcysSI1iPcN0ycHA9qqx+B9ZjaCT+1LV5/slzDcu0RxJJM2d4XoMYX9ahuPBXiRfD/hqyttTsWm0Z1kYSRnbKyghRnsMHFAHT6v4y0LQr+Gy1C/SKeUjC4J25OAWI6ZPrWPp/wAQLWPXNS0rXHispobwQWx52yKwyp3dM1Vfwbrg8SXGpRS6b9n1SNDqEE8Zl2SL3jJ6j64qLXvAWq6xba7a/arQQ395BcQFgd0YQruz+AOMUAei5GM9q5Sx+IvhvUNRubGC8cyW4kLM0ZCtsGXCnuR3rpZoWks3gWQxsyFA69VOMZFeZ+FPhVf+GtVtrt9XguktpJpFUxEM7SKRljn6UAdPpXxG8M61qcVhYXxmlkiaUMEO0BTg5PY8ZrS0bxXoviCeaHTL+OeWH76Dg49RnqPeuT8L/D7UNO8K6ro2qXFmGvvMKT2iFXjLkkjd1I6Uz4ffDe68K3UV5qE9vNdQxvCJYyxaRCflBzwMDsKAO21rX9M8PWa3eq3aW0DOEDv0yegqgPHHh9/D02uxX6y2ET+WzxqSd2QAoHXJyKr/ABB8N3fivwrLpVk0CzPLG+6fOAFYE9B7VzD/AA61xW1i5g1G1S5mvbe8so0UrEpiGCrDHQ9PwBoA6u08e+Hb1LAx34Vr5zHDG6EPuHVWH8JGe9X9H8S6TrtxdwaddrNLaPsnUAjYfTmuBu/hfqmom41N9XWz1i8u/Nn8gZijjKGNlTuTtPXjmuq8CeFJ/Cukzx3139sv7iYyTXGMbgOF/wDHQKAJPHv2f/hGx9oDkfaYduz+9vGM+1dPXJfEX/kWY/8Ar9g/9DFdbQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADZP9W30NeZ/Cky/a9Y3yKycbFBGV/fz5z/9evTJP9W30NeYfCZw1/rajOVK54H/AD2noA9RoorPvNa07T7+zsbu8jiurxitvGx5kI64oA0KKKKACiq19fW2m2M97eTLDbwIXkkbooHeksL+21TT4L6ylEttOgeOQAgMp6HmgC1RRVPUNUsNJtxcahdw2sJYL5kzhVyegyaALlFVrW+tL5Ge0uYbhVO1micMAfTirGQOtAC0UUUAFFUNU1jTtEtRc6new2sJYKHlbAJPYVcR0kjV0YMjDKsDkEHvQA+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimHf5gxt2Y59afQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHJfEX/kWY/+v2D/ANDFdbXJfEX/AJFmP/r9g/8AQxXW0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA2T/AFbfQ15h8JCftuujcpXeMDuP3s9enSHETn0U15z8JbaP7Nqt8pbfNOyEHphZJSP/AEI0Aek15H4o+yW/xw0G8uJbl4khIkEkbGGBiMKQcYBNeuUxoo3++it9RmgDxPWNZ8S2OseIpYdav5jpd7AbWDZ8kiOQGUgD5gM17XExeFHYYYqCR74pPIi3FvKTceSdoyaloA8isLe3bx14vj1DV9SSQP5v2R1PlTwCPpjBBA5HFU/CWoarodhpItry8ukvNDmeK2liOyKWL7qqMcdxz1xXsphiMhkMaFyMbtozj0zSiKNduEUbRgYHQUAeZ/DHXdc1TUJUv7ya8tZLOOd2lXBhnJIePoMYI6V2/iZdOHhu+k1SBJrSKFndXj3jgcHFaiRRxbvLRV3HJ2jGT605lV1KsoZTwQRkGgD590q+vD4J8KWumaleaXFLftaagIEKsFkJKtyM5x0x61s+IbnU5/BMCyX97J/ZPiBIGnCHe0CsAGfj5sZ698V7L9mgwB5MfykEfIOCOlPMUZUqUXBOSMcE0AeZeIr7Vby40nS7PU76LTZ7eSZdRRCsks6n5IycfKO/Tmsq91rX5te8N6fe6zd2j6pZlL+GCIjyT0VhwdrH1r2PYuANowOgx0pphjMnmGNC+Mbtozj60AeaeK7aE+O/Cemz3ctxbRqySW88RdCduA7N0yelR6zqmu/8Jvd2dpeTWZs44P7PgEZMFwrHEhbAwcDoMjpXqDRRucsisR6jNLsTIO0ZHTjpQB53pT3uq+KNU0uXXr3/AIlmoR3EMZUr5q7MshOOU3EgD2rF0PVvFV7qV5JdX11atcXN1FcW7JuW1RVPlsmRxz37166I0Vy4RQx6nHJpdi5J2jnrx1oA8d8O+IfEdpFZOt9dapNf6bLcMlzEwEcqHACnGORnjvitiw1vUbXQtUvLPWL3WLn+zzcpBNbY8qUdVBwMf7vtXpKxooAVFGOmB0oWNEzsRVzycDGaAPOvh5qepxxam+pXtxe2qwxXXmSoxkSRkBdeQO44A6V2+h61Z+IdJg1OwZ2tpgShdCp4ODkH6VfCKoICgA9QBSJGkSBI0VFHQKMAUAKyh0KnoRg0oAAAHalooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkviL/yLMf8A1+wf+hiutrkviL/yLMf/AF+wf+hiutoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACio5XMcTOI2cgZ2r1NOU7lBwRkZwe1ADLljHayuOqoSPyrhvhWwk0KaVdn71hI2w5G5ixP0OT07V292wWynYjIEbHHrxXE/CyJYtAYrgLKscoUD7oYFtvvjOM96AO9ooooAKKKKACiiigAooooAKKKKACiuY8R+I7zQ9Y063EFqbO7WUGaWYoUdULc8Y28DnNVLT4laBJYQz3k72c8sJmW3kQ73Ud1wPmz2xzQB2VFc5ceN9CtbqC3mumV5YlmYmNtsKt0Mh6Jn3xRJ458OxXrWjaivmJIkbnY21C33ctjAB7HNAHR0Vz0PjTRLjxC2iRXDm6DFC3lsI94GSm8jBbHapLPxfouoau+mWt35lwm8EhDsJTG8BsYJGRnmgDdornrDxr4f1KW4S31BP3Cs5eQFFZV+8yk8MB3IrI8OeNLnXfGN1YpCv9lNbefaTmN0dwG2k/NwR6EUAdxRVPUdStNJs2u72by4QQucEkknAAA5JzWO3jjQ10dNSE0ro85tlhSFjMZR1Ty8btw64x0oA6SisOHxdos0Vm6Xgzd7xCmw7iyDLKRjhh6Hms9/iP4YW2tp01AyC4P7tUjYtgHBJGOAMc+lAHWUVy+seOdM0m+063KzXSXsbTCW2XzFSNR9/jqPpU99410LTdShsLu6aO4khWbHlMQiMcAsQPlyTjnvQB0NFIc44rz/AEbx7qdx4hfSNS0y3Wb7a1qUtpi7xhVzvZSPunjn3oA9BophcKyqc5bpxVDXtYg0HQ7vVLgZjtoy+0EAsewGe5oA0qK5HwtrniXUL9otb0aK3t5rdbmC4gcsqg4/dtkff78cVvazq9roWlT6lelxbw43bFLHkgDAHXkigDQorlY/iBoLafHdSzTQtI7RCB4W8zeo3FcAdcEGpL/xto9voMepQXfm/aSY7VEjZ2kl/u7QM5B6igDpqK53wTq+pa54ZgvtWtUt7tndWRAQCAcA4PI+hrK8ReKfEOk+JhY2Wl2l3aC0e7b9+VlZEKhgBjGfm4GeaAO3orP0TVrfXdGtNUtA4guYxIgcYIB7Gr56cUALRXEeFPHLajd32ma99lsNUgvHt44A/wB8DlcE8E49K2LXxnoV7rs+jW98r3kOQyhTt3DqoboWHoKAN+iuB0P4jx3v9v3urQLp+k6dciCKd925+2WXGRz3963LTxv4dvLa9uItTi8qyGZ2YFdoPQ89QfagDoqKytH8Q6ZrsbNp90JHUAvGwKugPTKnkZqHXfFuieGpII9Wvltnnz5SlWJfHpgUAbdFc1deOdGg0SDVYXnuorhtkMdvCzyO393bjIPHfFEvjrw/bW9hNcXvlLfRNJAChO7b95eP4geMe1AHS0Vy7fELwvFYWl5PqkcMd3E0sPmqVLBc5GCOuQRjrRd/EHw3ZSWCTX4BvVDx4QnYp6F+PlGeOcUAdRRWEPGGhNHqMi36lNO/4+mCNiP8cc/hUa+NvDzX1pZrqUfnXSB4hggEEZGT0BPYHmgDoaK5WL4ieFp72Gzg1aKW4luBbCNAch/cY4Hv0rqSwVSScAck0ALRXn998UNPl8Na1qeiKtzPpbMGinJQSBWwWUgHI5rasPHOhXmiT6k1/Eq2kKyXajOYsjPTGSPegDpqK5uHx14dk0830moLbwCUQkzqUIYjK5B5AIPBNamk6zp+uWf2vTbpLiAMVLL2I6gg8g0AaFFFFAHJfEX/AJFmP/r9g/8AQxXW1yfxDUt4aiCgkm9g4A/2xXWUAFFFNVlYZBBAOOPWgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFe/8A+Qfc/wDXJv5GuO+GH/Iuxf8AXtb/APoFdjf/APIPuf8Ark38jXHfDD/kXYv+va3/APQKAO5ooooAKKKKACiiigAooooAKKKKAOS8R+FtQ1vxVomopqEKWGnMzvaSQB/MYggnPbg1F4h8J6jqfi7RNasb62gh01WH2eSAtu3dcEEY4rsqKAPP/Efw9vNU1XUp9O1OO1tdWjSO/ikiLswU/wAByNuRx3rNk8P3viHxLrPh2e0lsvD0cNtGJTDzMI+QFfPH5HoelepUUAef2vw8vLbWgV1VBoseo/2klqsP7zzcY2lyeVzz0p2geALvSdUeafUIntd106xxxsrM0zAkkk9gABjFd9RQB51afDa6ks49P1XU4ZrK2s5bO3WCEo+18cuSxyRgdMVr+GvCF1o1/De32qG7mgsxZRKkQRBGDkHHPzcDNddRQBzni/w1L4jsLX7Jd/ZL+yuEubWYruVXU/xL3GM1jP4J1eWO3vn1i3Gs21413G0dttt8suxgyA5OV7k5zXeUUAcA3w/vbbTbM2GqQx6nFfyX0k0kGY3aQEMAgPAweOaj0z4bz6bYWNquqRyLax3ce4w4LCYfXsa9DooA4GHwHqVho/huHTtWihvtHRojK8O5JFYEH5c+/rTNf8Aahret/a21OIRzWcdrO/k4l+V95ZSOOSBwRXoNFADEXYiqWLEADJ6muAh8Bak+rLd3WoW5Q6s+oSNHERI4xhE3Z4AGM8V6FRQBy9mniSXx9fzXH7rQY7dUt03g+ZJ3bHatXX9FtvEOh3elXZYRXCFSy9VPYj6Vp0UAc54b0DUtKfzNS1eS9dIFt41UbI9ik4YrnG/HBI9Kk8W+HG8T6MLBbtrbEySn5dyvtOdrL3U+lb9FAHA23w/ubKa3NvqUYhg1Y38cflYCoV2mMYPuar3Hw61ARWktnqsEN5YahNd2rGAlNsnVWGeT7givRqKAMLwl4fPhnQI9Oa6a5kDvLJKRjLMcnA7CsPWvB+uap4tl1S31uK2tJLM2fl/Z90iIxBYqc4ySByRXc0UAcbrOla7Zw+G9K8MS+RZ2syC6kcg/uEAG09zn+ldlRRQB52/w3uJtVn36lGumSal/aIRIz5wf03knj8KXQ/h5e6PeRK2oW81lDfyXybo2MoZugzu2/pXodFAHnFp4C16M+KBeaxZ3Sa7GwbNuVaNtpVMc4wAeeKoeJPBWo2mi3Wpbxf3SaFHpzQQwnfJKrg+YpHPHXHsK9WooA87+HK6ut/fm9tJHtmiixqFzE0U8zhQCrISenTIwK2PGPha68R3mhz211FANPvBcPuTLMPRT2rrKKAPLZ/hhqc93NKmrQRJ/aUl4kLRF45FYYw65HI7c4qUfDvXLfTfDNpbapYN/Y00k7NLbEh2JJAA3cD5j39K9NooA4rxR4U1TWNZ0G+sZ7GKLTGaVreaHcsrNgED0GM8+tZ/iTwFq2p+IdRvtP1G2gttWtorS8SSIl0jXqYznGT7jvXotFAHm1x8NbxLq7Ww1RorKVIAsbMxYlQBIWzwdyjHSny/Dy8fxJ53m2MmlfbEvEWSN/NiZAAFXBwQQPwr0aigDkvD/AIXvdL8SavqV3Jp8sWoTCYCO3KyIQAFG4k5GB6dTXW0UUAeYR/DzXoPDWv8AhxNQsG029Ej27GJhKHdt3zHOMDpwKi1D4aazqdpeCXUbSGa6062tGVEbbujOWyeCVNeqUUAeY3fw/wBfbRtSt49RsJbi5uLaaEPCVSERY+UdSRxxXQ+E/D2q6LrOv3N9Pavb6hcJPCkCbdp24bI/AV1tFABRRRQBynxAlkh8ORSRuyOLyDDKcEfOK6uuS+Iv/Isx/wDX7B/6GK62gAqOONIgVjRVBJYgDHJOSfzqSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGq6szKDkr1HpTqTFLQAUUUUAQXqlrG4UdTGw/SuP8AhrG0WhLG2NyQQKceoSuxutxs5gn3/Lbb9cVxfwxuGudDd5OJVWOOUHHDqCG6e4NAHdUUV5Fr/iHW9K8ZeILS31e7nmhigm0+wWIFXZzynHJHWgD12ivKLG4vvEPjbUNKl8TXdsbcwTrahR/rMZeMHjKjpVK08S60PE0jrezy6rNqrWkmlZzFHbDpJ044yc+tAHslFeO6Z4o1ieOAaZqE97eQR6gl5GY96qIzIYiT2bO0Y7g1T0/xNq9jb/2lY399fQPpMt1qTXC5FvcnO3A7HPG305oA9uprMFUsTgAZJrxnQvEviC2+HurXa3FzeXcUULeYxEiR7sb2Vh1xknb2qBtZ8RQ+ENQNjqVxcWEN7Av2mP8AezLC3MhzjkfyoA9f0nWdP1y1e5026S4hSRomdOgZeopmteINK8PWi3Oq3sVrEzbVaQ/ePoK574bQLFomoNCJfs0uoSyQPIu0uhVcNjA64NUPF6i1+IWg3+qW5uNFNvLbgGPekU7YwzDtkDGaAO/hmjuIUmhdXjcBlZTkEHvUleMnWjpt1Y6fG2p6Hpy6dJdWdtKctLMHYhWPJxwML3FXtQ8Ta5b3CwX97LY3d/oJnjREGyK5Unhc9zxxQB6xTdy7tu4bsZxnnFeV6j4m1iLw/c3cN3O+o6YbVzD5RG7eoDqw/iHP4U64vprf4tySX2p3FlbXOlQiHCZVnLglV96APVKrW1/aXkk8dtcRyvA/lyhGyUb0PvVTxDrMXh/QbzVJo3kW3jLCNBlmPQAfU4rz/wAAzz6R4gggu4SZtftDqErxAlFl3t19CVK/lQB6pRWBo/izT9b17VtItFl8/S3CTMy4Uk+nrVP4hatc6R4SnmtROJZHSHfCPmjDNgt7YHegDq6K8In1nW7LwT4gdNS1BBp2oxfYmfJadGPQkjJU9a3vEd7relaTYG0124uLPV79ftF78o+xqRkqp7Atnk9MYoA9ZormfA02szeHE/ty5iubxZGXzYlwGUH5TnocjnI4qj4p1W/0vxPYgXpttNuLKdGZwNgmAyhz/e56UAdpRXi1rqniDVNT8M6Xd+Irq0h1HT2N3JsUEyBjgA/wswrW1OfXbrxreWlhrTW39ntbLGXcGLy2BEm8d34z+VAHqdULrWtOsdRtbC5vIorq6z5MTHBfHpXnz+Iddm8XanGl6bcWt3DBBbSrlJ4iBuYKBknktnoNtZvnXWq+MLKXWYZJ7u21p4ktjHtFvCFPlup64PBz05oA9ipqur52sGwcHBzg0kilo3UMVJBG4dR715B4Qv7rTfCviSXTtTmvdXtZ7h2tLgc53cPjr06dqAPYqp32pWWm+R9tuY4PPkEUW843OegHvxXE+C9Z1C+8RmGO/uNS0t9OjnknmUfurgnlAQBjjOQemBU3xZijk8IweYCFW/t2MoQsYgHGWAHPAoA7yivKr/xF4ljt2sXd1sZNQFuuq+X5eYGTO4dcc8Buldf4HvNQu9BZdTkaW4gneISkcSID8rAjhuO4oA6aiuE8Z317ZeJdJSLWJ7O3ninDRoFwzqhK9Ryc4rivEPirXjpejXN1DqSaqljJO8EKNGrSbsKxABzgDJUnoaAPb8jOMjPpS15Z4hnmPxL8K3Fxq8+nx3FhIcA4jMnHy4PGTn9BSanrWsHxtfx3GrNpi2Twrp9u4/dXYY/MzcZOQT06GgD1SkBB6EHFePQeI9XttYsdQbVry5iGsS6bcWkiBVCt91hgdqj8H6pcaVdeKA+qXt3eW91cTR6ccFpVA4Iz0+ntQB69eXttp9pJdXcyQwRjc8jnAUe9RNqtimljU3u4lsSgkE5bC7T0OfxFeQeFru61y51Kxu7u8ubK+0d5Z4rgFh5xY5CkjCkAjge1XfB+trNZ2+g6i8N74fh0FJrtpI8iCRcAxsR6AZx14oA9T03VLHWLJLzT7qO5tnztkjOQcVcrwjw54hl0L4IXNxosoWWLUHQlBloo2lPzAdvl6Zr0LwDrN9qQv4Lm+W9t4GQ29wSGdlZc/OV+XP0oA6+5uYbS3kuLiVIoY13O7nAUepqDTNW0/WbQXWm3cV1ASRvibIz6VxvxhSGXwBcxzX72itIgwv8Ay25+4fY1z2tbPDV3pGmWOptpGgvZyT/bbVFH2mdQNqscYHA/GgD2CivFk8QeIdRfw5a3euvp11rdhJ9qRohsgGcK69w7dsnvXr2m2stlpltaz3L3UsUao07jDSED7x+tAFlnVFLMwAAJOfSq1hqVlqkBnsLqK5iDFS8TBgCO1eb67NcxfGWCGbXJLK0n0792rY2Bt2CoB4JNYOl3t94XnuLvS7tfs8viA2kth5Q2BWx82eue47UAe40V5FpnizxNd+LIybqJVbU2tLjT5CMRRA4VlH3snrnpXql/MbbT7mdescTOOM8gE0AWaK8L8M+ONeOh6rdX+pXdzObAzIiRq/lsWKhwy/cxkfK3PFSWuu65baFfQ22uTIkM1qJLtx5p3SD59rEAEZP4UAe4UV4e3j/xJF4e1FE1CK5uxEBHcLEF8gibyyW7cj5smu8+HWqaxqOl3qaxcR3D29xshmR1YvGVBBYrxn6UAdpRRRQByXxF/wCRZj/6/YP/AEMV1tcl8Rf+RZj/AOv2D/0MV1tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1mCqWPQDPSnUUANVgygjoRmnUUUAFFFFABRRRQBBeMUsp2U4KxsQfwrzz4MTG48JvMxJeR9zljkliWyfxNejTjMEg27vlPynvx0rhPhW6Not3siaJVmK+WzA7CGYEAjsO3tQB39Ylr4XsbTxPd+IEkuDeXSBHDSZTaBgALW3RQBEIIRJ5giQSH+MKM/nTWtYGd5PKQSOuxpAoDEemetT0UAYnhnwxYeE9OksdNMxheVpiJX3Hc3XmtcwxlXUxptf7wwMN9fWpKKAIoreGCHyooo44x/AigL+Qp0caRRhI0VEHRVGAPwp9FABSYB60tFAEbxRyFTJGrFeQWAOKGijd1do0Zl+6SASPpUlFADQiqThQNxycDqaCiswYqCV6EjpTqKACkwPSlooAoafo2naVLcy2NnHBJdSGWd1HMjHuTV+iigBrIrqVZQynqCMikkijljKPGroeqsMg/hT6KAGoiogRFCqowABgCmyRRygCSNXAORuGcH1qSigCN4o5Mb41baQRuXOCOhrmrrwFo93d38rm5WLUJFku7dJSEmZehOOfwziupooAjWGNFQKg/djCcdBjHFSYoooAKhS2gimeWOCNJJPvuqAM31PepqKAI44o4QVjRUBJJCjHJ71J1oooATAxijpS0UAZF/4etNR1rT9VledbmxJ8rZJhSD1BHfNa9FFAEMttBOyNNDHIyHKF0BKn1GelSMiMwLKCV6EjpTqKAIGtLZjlreIndvyUH3vX6+9OWCFZmmWJBKwwzhRkj3NS0UAJgDoKhW1t1SRFgiCSkmRQgw5PXPrU9FAFeKytYYWhitYY4n+8ixgKfqKkhhit4xHDGkcY6KigAfgKkooAhntre6TZcQRzIDnbIgYZ/GmtY2jQJA1rCYUOVjMY2qfYdBViigCCS0tpX3yW8Tvt27mQE4znH0zU9FFAEMltBLKkskEbyR/cdkBK/Q9qb9itTnNtDy+8/ux971+vvViigCBbS2S4a4W3iWduGkCAMfqetTEAjBGRS0UAV4bK1tg4gtYYg/3gkYXd9cdafJbwyxeVJDG8f9xlBH5VLRQBUXTbFFkC2VsBIMOBEo3D345qaC3gtY/Lt4Y4kznbGoUfkKlooAKKKKAOS+Iv/Isx/wDX7B/6GK62uS+Iv/Isx/8AX7B/6GK62gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKjimSdN8bZXJXPuDg/qKkoAKKKKACiiigAooooAq3qsYDIszRmNWb2PB6+1cX8K4potClNw8TyyMJS8QwrbizZH1zXbX/8AyD7n/rk38jXHfDD/AJF2L/r2t/8A0CgDua42f4meHrbUrjTpWuhdwXIt3jEDE5J+9x/D712VcZbeEdSt/iHf+JDfWrW13HHEYDD8yovv6570AaEfjfQpdf8A7GS6Y3W/y92w7N+M7N3TdjtVfQPHmm+IdWnsLaG5jKNIiSyqAspjIDhee2aydB+HDaF4hv7qO6gmsLuZrjbLGTNG5HG1ugwTnPWrOgfD3+wbqwmTVJZfsb3BAMYBlWXkhj3IODn2oA0NP8eaLqF5f26NNGLNZHMsse1JFj4dkPfB4NVLP4l6DcQTzzC6tI4wkiGeIqZImbaJFH93NY+n/CoxJqaXeogLeJcRf6OpBKytuG7PcH060SfDPUL+1n/tLV4nuxYrp1rJDDtWOEMGJYd2OKAOjtPH2g3WnajemeSGLT32ziaMqwz90gdTntWj4e8Q2XiXTjfWImWNZGjZJk2srDqCK5C9+G15c2/iFF1ZA+rJCoLRZ2+WAOfrjtXSeEPC6+FdPntY7gyLLL5uwDCoSBkDv+dAFjxF4p0zwtb282pyuv2iUQxLGm5nc9gKqX/jnR9O0qyv5mnb7aMwQRxFpGIHI29sdDVXx54Pn8XWunR293HA9ndC4xKpKvgEYOOe9V5/A122n6Yq6sbi9sYJoDJdR7lmWTGQ2ORjAxj0oAl1j4hWGnvoDWkMt/Bq8hCSQKTtQDJbHtkcfWuvRxJGrrnDDIyMVyd/4SvTp2iLpl7b217pLFkcwDy3yu1vlHTgmuqgWRYEWVw8gUBmAxk9zigDg/E3jXUYfGtp4V0VYI7l4jNNcXMTsoHYKB1Pv0rWbx5pNvrcOkTvIZGPlNdKmYPO/wCee7pu9qS58L3s3xAt/EovIRFBbm3SDYclW5Yk+vpWQ3w2ka6ls/7R/wCJDJfHUGt9p80ynkru/u5APrQBo6R8SdF1vWYNKsIr2S5eSSOUGAgQFBn5z2z2rI1D4kvqOm6/baDA8GracZPKe6jPlSLGfnbOMA4zwa3fB3hS68OXWs3N5exXUupXRuP3cW0IMYA/LFZlv4C1K2sfEGlpq0X9nao0skZMX72J5OuT3HWgDY8JeMLPxLaRR/vIr9YEkliliKE5H3lz1XPetXXdbtPD2kTalfF/IixnYMkknAArG0bwrd6br1vfTX0c0NvpqWKIEw2VOSxPvVnxj4WTxdoy6e93JbbJlmDIMglTkBh3FAHN6n8Q5vsNhq2nRFbOG+S21O2liLTIGxjbg4J5zxXQS+PfD8Vjb3X2t3FxP9nSJIyZBJ3Up1GO9ZD/AA+uYreYWmrlZptRhv8AMkQ2oyYyFUdjgU1vh7cWmpwa1puoxjVhdyXE7zx5jl3qFIwOmABigDpYPFGk3d7b2tvc+Y9xC00TKp2sqnDDPYg9utU/+E60M2FlepLPJFeF/L2REkBfvM3oB61mTeArj/hGrGztdVMGp2ly90t0E+Uu5YuCv907jxU934Lmh+xNo9zBAILU2ckE8e+N4yck465zmgDrLa5hvLaO4tpVlhkUMjochge4riPE/i3V4vFNvoOgLAJUj865kuYnKkZHyJjqxGa7WytIbCyhtLeNI4olCqiLhR9B2rEm0XVX8VPrCX8PkrAIIbZo+ACwLMT1zxgUAM/4TnRE1r+yJbhluVcQtIEPkiQrnZv6Z9qbp3j7QtVvLS0tZLhp7l3jVTAw2lc53HoOlYw+GzG5ubR9R3aNPqA1MwlP3omzkjd/d6e9a/hPw1qOgXGove38F2t5dSXA2xbSm7GBn8KAOg1G/g0vTp765LCGBC77VycD2rnrX4haDeaNPqkUlx5MKeaUaEiRk/vKvVh7itzW9/8AYOoCNGeQ20gVUGSTtOMCvOfCPgy81Dwlpd/dTS22qw6ZLZQpNHgRlyclh/FQB1Nj8RfDuo2F3fW1zM1taxCV5DCwDZ6Bc/ebPGBUkPj7QJrSK4FzIpluFtvJeMiRZG6Bl6jOO9UP+EJvW8DW+htqUQvLQRNbXMcIUK8ZBUkdxkVz3iPwpqWlaNqepYfU9c1a5thK1vFhIVjYHKr7AHn3oA7GXx7oMWlLqHnzSIZjB5KREyiQAkqU6ggAmm3XxA0C10yx1Dzp5o70sIEhhZnJX7wK9RjvWHN8Orx3j1e21RI9eW8a7894f3ZLLt2lPZe/rUN/8M7+fQbOwg1O3Fwsss9xcSRHPmOclo8fdwaAOo1Pxto2kWNldXck4W8XdEiQszhcZJZRyAKwPiD8Q/7B0RDoWLvUZokuItsZdFhLAF2I6cHjNXJfBmowyaXdWWqpNeWtqbS4kvYt4njJyScdDTNV+H7XN1eS6bfiyjv7IWVzH5QZQg6bM/doA7KzleaxgmkADvGrMB2JGTXn+leMvFOu6k1/pWkW0/h43htVZmKzAA4aTGcYBBr0G1gFtZw2+4sI41TJ74GK4iy8A6hpt7Fb2WuyW+iR3jXgto0w5Zjkxlv7mSaANeHx74fn1Z9PS7berMglMZETOoyyhuhI9KbdfEHw1aCwZr/el8GMLRxsw2r94nAyAKw4PhpJFPDZtqCnRba9a+t4gn74SE5ILd1yTUFp8ONVgv7NZdVtWsLKS4eBViIkxKD8rHoQM0AdTpfjbQdaivJLC984WieY42FSyYzuUEZI9xVfwf460zxhaJLapNDMwZhFIh+6rbdwbGDms7Q/BGpaXq+lXcuoWzxWeltYSRpEQWJOQw/Jevoav+DPD2seG7T7Be31nc2UW7yPKhKONzFvmP40AWfHHiCfw14Wub+zjWW+JWO2icZEkhPA/LNaeiaiNW0Wzv8AbtM8Suy/3TjkfnXPeLPBcvinXtFu5b1VsNPkMj2rKSJW9ajsvBep6V4P1TRNP1t45Z5Ha0mYf8eysc7RQB2tFU9LgubXSrW3vJxPcxxqskoGA7AdauUAea61428V6f4olsLbR7NrR7tbW0ad2Rpz5ZdiPUAjGfpVmw+IptdfutO8SxpYOfI8iNUZinmKCQ7DgYPGa1PEnhbUNc8U6BqcN/FDa6XK0rQtHlnYjBwfpWZqvgLU9T1jxBeHVoVi1NYEjj8rPliNgefcgdRQBv3fjXQbHXotGnvQt5IQMBSVUt90M3QE9q6AnAya85u/hrPdeIru8e7tpLO6uYblo5EO9GQY+U9O1ejdBxQB5/pPju917xtd2GnLYjSbSX7PI0rMJnYAlmUdABgjmtqw8feG9Rub2C31AZtEaSRmQqrKv3ipP3gMc4qrofhXUdN17X725nsWg1Vt4WGIq8ZA2jnvx+tZ+j+ANQtl02HUb+0mt9Mt5YbcQwbWfeNuXPfC/maANy98e+GrFWMupoxEC3O2NGYmI4wwwORzU2heMNF8R3tzaaXdGeS3VXchTtIboQehrj4fh5rr3UlxPqGnI6aS2lweVCQACeHI+meK67wfo13oXh+3sL4WbXECCPzbZNvmKOhPvQB0NFFFABRRTVfcWG1hg45HX6UAcp8Rf+RZj/6/YP8A0MV1tcl8Rf8AkWY/+v2D/wBDFdbQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAHSiiigAooooAKKKKACiiigCvf/APIPuf8Ark38jXHfDD/kXYv+va3/APQK7G//AOQfc/8AXJv5GuO+GH/Iuxf9e1v/AOgUAdzRRRQAUUUUAFFFFABRRTWYIjMxwFGSaAHUVl6Jr+neIrSS70yfzoI5mhL7SPmXr1+talABRRRQAUUUwOpcoGBcDJGeQKAH0UUUAFFGaKACiiigAooooAKKKztW1zTdDihl1K7S3SaQRRs+cM56CgDRoopgkRmZQwLL94A8igB9FFZ+r6zp+g2JvdTuktrYMqeY/TJOAKANCimRyLLEksZ3I6hlI7g9KfQAUUUUAFFNLAEAkAnoPWnUAFFFNDAsVyMjqKAHUVFcXMNpbyXFxIscMSlndjgKB1JqrZ6zp9/o66tbXUcliyGQTg/LtHU/pQBforN0XXtL8Q2RvNJvYru3DFC8Z6Edq0qACiisW38WaFd6Zd6lDqUDWdoxSebOFjI6g5oA2qKjhnjuYI54XDxSKGRh0IPQ1JQAUVUu9RsrCSFLu7hgad9kQlcKXb0Gepq3QAUUUUAFFFZqa7pT6u+lLqNsdQUZNsJB5g79OvSgDSooooAKKKKACio4ZlniWRQwVugZSD+RqSgDkviL/wAizH/1+wf+hiutrkviL/yLMf8A1+wf+hiutoAZ8/mHO3Zjj1zT6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvf/wDIPuf+uTfyNcd8MP8AkXYv+va3/wDQK7K8/wCPKfkL+7bk9uK5H4bgjRQDIJCIYcuvRvl60AdrXjt/f61D4z1+3sdW1K5vLW5hms7OM+ZGVfG5XA4CgepBGK9irn9J8H6VouvajrVmswvNRbM5eUsDzngHpQB534Umu9X8Z6nbSa7q8kWmzm4soJMhZmx8ysSvKg8AZqh4Z1HXbjWbLy9R1Y6neXE8esW8yt5VrEM4ZMjCkcYwa9wEaK2VRQfUCmS28U0UkbLgSKVYrwSD70AePeHdX1xdJMmlX2pao0sN4lzNNukWIxbxCyMeNx+XgZzVDSNZ1qPw5fNY6hqk0D6O1xeXEys0kF6zfdTIGODyB9a9h8P+H7DwzpEWl6ajpbRliodyxyTk8mtIRoAVCKAeox1oA8V07X9ci+HWtGCfUzPFLDtuZC8oCNgOY2I3ep6ZFT6jquqQ+Fkjt9Q1K70iPUo1mvbbzPtKW5GWGSMtzxn0r2QIgXaFUL6Y4oCIF2hVC+mOKAOI+Funf2Z4cvoV89oG1GaWGSdWVpEbaQ3zcn61h+PdR1RvGEdhJqGpaTpsdmZbW5tI2ZZrnPCtt5OP7vevVAMDApGVWxuUHHIyKAPGfEGva4+r2QutV1LTlGmJcWRht2Rbu67pImD14G01e1rxBrNreazBNcX1veTabb3FqkaEqHGPMVOCM9eOtertGkhUsisVORkZwaUorEEqpI6EigDxfUtT1yy1B9Vh1LU3+zX9rHHaPu2GKQAvuUDJx+lbFqI7b4zapLc3mpwSTRwLbR4LJOpzlfu4Cg4PUEc16gY0PVV/KjYpbcVG4d8c0AeQ+Atd1u+8c6hBfTaiyNfXI2k5iWNMBAVI+Uc8EHnmvQ/GOoX+l+EtSu9MtJbq9SEiKOL72TxuH0zn8K2wiKSVVQT1IFOoA8U0y9v20HxCZLrVraA6fFcxXEMcufPx821mBJJbGccVcuLjU7fwD/wkWm6rfXl/epBBezbTm3QHDsiY+UgHrg167tXbtwMemOKAiBdoVQPTHFAHI+AWvxp91Bcam2p2ccg+x3cgbzHjOeHJAyQe9P8AF+q3Gjan4fuhcTxWD3bQ3Yjj3KVZG2lsAkYYDn3rq1UKMKoA9AKVlVhhlBHuKAPHxqepxaVoy3Ot6pbC4v7u0uJ3jYsIyzFW5Xg42gHoM+1dDe2FyL+30i28SagkljYiZbjduIO7G6bs+R0BFd8yIwwVUj3FY974Y0++1JtQczxzyR+VL5UrIJU/usB1FAHN6pd6nL4m+yR6tLbeXZxtZSbcRXMzH5t2AQfoPWuW8S6jql34qura+tLma5hvLZNOsTEzW00eQXkx0JB7k5GK9hhtobeGKGONVjiUKgx90CpCqlgxUEjocUAOry3QvPs/GXiphf6gbwXLtb20oBW5PlDb/DnaMYHIFepU3Yu7dtG71xzQB4z4E1HXLnxNps0V5qNzNdJJ/bdtdo3l2zAnbs3dPQAZ4rufiajN8PdWCWxuG8vhAm4jkcgYPIrrQiqSQoBPXA60pAIwRkGgDzCTWdZ07Q75Iri9OnrbWjRXxh+aAPgPtGPmwOenFdH4LubyVr+GS/e+sYzGbSd0YEqyksCzcsQfyziurKqV2lRt9McUKoUYVQB6AUAcX8QL2a0l0NBq1xp1rc3bQXLwYyVKE9cEg5HGPWuF1fxDrt3pmnR3ttqHlx+fLavH5ivdheIiQgzu784HtXq2t+GbHxBdabPemUnT5/PiRHIUt2LDvWxtXj5Rx046UAeQ+J7m6uJvAuoalqV5YBlY3MsS42OU+8Rjg545H4UnibWNdTXjDBrdxawWlikunyEELfsfvF8KQxAH3QAea9eeKORQHRWA6AjNI0Mb43Ro23pkDigDxq+8R65Zale3qapqMk2nalChs5IgIZIZguQMDJwcgZ6VYmuFtPi/rX2rWtStnlit3tbeP7lyQufLB2ngHjt15r11oo3zuRTkgnI9KRoInkWRokLr91ioyPxoA8a8GalqV/q1tb30t3I9692t/b3HmMVUD5FORtGB/dqx8P7vUdOl0/SoJWu9HkiuPtlvNFj7EFZsBTjoR2Oc17AEQHIVQfXFAjRSdqqM9cDrQB5H8NvKvNB8XWGi3DWE7X8slrsj2NGhA2MFYYxxWx8PNQ1nX759Rvb+58mytxY3FrIF2m7U/vHBHUcD8WNdpqujW2q6Xd2LF7cXMZjeW3OxwD6EUmg6HY+HNIg0zTotkEQ7nJYnqxPck0Acv8UdV1PTNFsRYzS2ttcXaw3t3ACZIIj1ZcA47815lfxxwfCLxCGvJ7eKbUj9llZCpv14xnjnPrx0r6GdFdSrqGU9QRkVFLa288axywRuinKqyggH6UAeVePvENzovhTwu1jeTW9u2zzxbuI2YLHnaHI+U57Y5rP8S6pNeaP4Av7jWtR022uJv9Im3bWBwcM2RyeO4wc9K9lmtLa4jEc0EUiA5CugIFEtpbzxrHLBG6LjarKCB9KAPI/Fclp/wlngM3Wty36q/mkTRBVZdrESngYJIAx7dKi1TXtXstd8QX6eKbuS20y4t2gtTCojZZSMq3GSoB4Oe1exPa28rKzwRsV+6SoOPpSG0t2DZgiIfAbKDnHTNAHk0PiPUJPGaTS6/cpcrqP2dtIWLcnkMPlcKOT67s8U/TLua3+MWvRah4kurNXliW1s2UFbhSO2QQADxkevWvVxaW4n88QRibGN+0bsfWhrW3edZ2gjMyjAkKjcB9aAHTELDIWfYApyw7e9eK/Dk6dPaeK75NZSe5tLi5kS+kRXm2lAFmGRkDAPHQ17aQCMEZBqpBpdhaiUQWcEQl/1myMDd9fWgDxvRtf8QSeCrjxn/wAJDJqVzFbG3NlEg2w/MB5rqDywHPTvRN4r161WPT7DxSs+mtGjNq80KsyysCfKDfd7dOor2mGztbeNo4beKNG+8qoAD9aZ/Z1l5HkfZIPKzu2eWMZ9cUAcH8MfFV9r8uoW99qMV80ccUysiBShbIZOOoGB+dejVBBaW9rnyII4sjB2KB/Kp6ACiiigDk/iEhk8NxKuMm8g6nH8YrrK5L4i/wDIsx/9fsH/AKGK62gAoprrvRlyRkYyDyKUDAoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvf/wDIPuf+uTfyNcd8MP8AkXYv+va3/wDQK7G//wCQfc/9cm/ka474Yf8AIuxf9e1v/wCgUAdzRRXEzfE/Q4fFB0RluDtnFq90E/dLMf4CfWgDtqK4ay+JVneeMJNC+wzIiySxLdF1Ks0Yy3Gc496rSeP217RtXi0iC5sL1LWWWzuLmL5JgvBZD3HT86APQqK4bwJ48j1+00+w1CGe31WWyW4HmphZ16FkPcZrpPEWvWnhnQ7nVr3cYYAMqgyzEnAA9yTQBq0V55N8U7ZPCuq6kNNuItS05FebTpuHUN91jj+EjvWZqXjzXPN8JajHaT2sF9P5V1p5hJdyy5BRv4hjpigD1aiuN1L4laDp2j2moF5ZjdTGBLeIZl8wcMpX1B61UvvirpNpNYpHZX1yNQt/NtHhi3LK/Tyxj+IHOfSgDvaKp6Zff2jplvemGSDzkD+XKNrLnsRVygAorj2+IenR6zd2E9nexR2k4t5rt48RK5+7z79qS18eJd6sdPTRdREsd0LectHxCpBKyMf7p/rQB2NFcTY/EiwvNUltTY3kVu7PHZXTp8l46D5lT39PWptN+Iml3sTS3Nre6cnkyTRm7i2eaqff2+pHHHvQB2FFcdbfEXSnt7pr2C7sbm2tjdNa3EZEjRf3lHcU61+IWlz6BPqssF1bLHt2wyph5N/3AvYk+1AHX0VyLfEDSmsPNiiunvftAtfsKx5mWUgnaV9cAn6VL4Dv9Y1LQZp9bx9pW8mjT5drBFYgbh2PB/SgDqaK4bXtc1u88Zf8I3oU8FpJBZG7mnmj37iThUAyMD1NWv8AhNfsAtbXU7Cc6gIFmvVtF81LZT/EzDtQB19FcvqHjnTNPW/cx3EyWVvHcu0SZDRv0K+tR/8ACwNIF/DbvHdxxSOsRupISsSyMoKqWPcgigDrKK5W08ZLeeMNR0KPT7llsvKV51QkBmBJz6KBjn3qbSvGVlq+rSWEFtdALJLEs7phHaM4YA/X1oA6SiszxBqseh6Be6lIwAgiLLnoW7D88VR8G6rfat4cgl1RNmop8twoXaM9QQPTBFAHQ0Vk+Itcj8O6PJqMttPcqhA8uAZY5OKztT8bWWlWlpPPaXjvcSmDyootxSQDOw9s54HqaAOnorj9R8b2b6RH/ZrTSahdM8EMEUXmPFKo+bev+zxmrngPU77V/Bun32pMHu5VJdgMZ5Izjt9KAOkorzHxj4l8U6B4y22tzZtpYszdLbvCxd9pAZdw6Zz16V6LY3LXlhb3LJsaWJXK5ztyM4z3oAs0V5xpXj6Sy8YeIdK1+4As7W5jS2uRCVRd4yEY+vTnvW3N8Q9Bt/FK6BNNIk7N5SzFD5Rk4/dhv72CKAOsorzmy8e3TeLvFCXSNHpOj26v5LQkTE92Hqp7Vt6f8QdD1BZ2WSaIR232pfOjKGSPGSVz1x0oA6uiua8OeNNO8STvbRR3FreKgl+z3CbXMZAIbHoc1o+INesvDWjTanqDMIIsDCDLMxOAoHqTQBqUV4/afEnXH0Txlfy20m/TpttnE1uQ8QYZG8e3c11S+PLfSvBuhanqwkmu9SSNUit48mSRhzgdqAO2orjfEXxBtdA0/Sb02F3LHf3IgICENF65HXPtVPxV41vrS68OW2jQbF1S7Eb3F3GyIihsFTnozdqAO+orj5fiLo8Otz6U8d2JLe4EE8vlHy4iQCGZugUk4z60+5+Ieh2fiG40i4aZDblEkuSn7pXb7qbvU0AdbRXK3nj/AEW02jfJKTfiwIjXO2Q+vtWb4f8AF2o6v8TNd0aSHydPsIFKLIm1y2cFge6mgDvKK4weNoddt9XtPD7Fb62WRYJ7iM+TI6fewe+CRUPg/wCIem6zpNrHeXW3UlsBd3OYmRCoHzspPBAPpQB3NFcbYfEzw9e6Pe6iZJoEswGkimjKyFW+4yr3Ddqr+AvGGoeJ9U1yG8tJLeG2lVrVZYjG/lsONwP86AO6ooooAKKKKAOZ8cCE6HALh9kX2yDLbd2Pm9K6auS+Iv8AyLMf/X7B/wChiutoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCCGGSN5S87yB33KGA+Qegx2qeiigAooooAKKKKAK9/wD8g+5/65N/I1x3ww/5F2L/AK9rf/0Cuxv/APkH3P8A1yb+Rrjvhh/yLsX/AF7W/wD6BQB3NcGnw0t4vEt7qUV+Vtr25F1Nbtbqz+YP7sh5UZ9q7yigDgNN+FWnabriaimp3zpFLNJFbkrtXzPvDOMn86ns/AFxbW01nL4huprMQS29tAYlURo46MR9/HbpXcUUAcXoXw/i0XVtIvzqDXDabp5sUVogNwLZ3Zzx6VueJ/D9v4o8PXWkXLtGk6jEi9UYHIYfQitiigDhYPhtCdG1W2v9Tmu7/U7Zbaa+aJVYIo+UAD6c5PNNf4e3k1toaXHiKaWbSJ1lidrdQpCrtAwDxx3ya7yigDzK5+D1ncadbw/2kWubfUJb2OaW3DqfMOSjLnBHA5rRuvh9eTT6BLBrxt/7JZnCR2ihZHYnJ2ggDgkCu8ooA5zxXo2pa5b6da2N39ljjvI57mUMQxROdoA65OO9dGBgYoooA82Hgi/1rxVr76v5lvo9zcwyxRxuh+0bP73Uge1bvh3whdaFq2p3sutS3keoSmR4HhChRghQCDngYH4V1lFAHnumfDSPRbpbkajc31rYzS3WnaeyhUikYHjPfrx0xms/wx8PrrVtGW58YS3D3jJNFHbEgC2V3JJUjqSMfSvUqKAOIX4ftJYzi91ma61F7I2MN48Sgwxk9gOpPfJ5qlbfCmBdAn0261i4kZ5Y5YniQRpC0f3SqZI+vrXolFAHEn4exnT3DanL/aZvBfR3scKpsmAxnYOCCM5BPeun0jTRpVgLfznmcs0kkj9Xdjlj7DJ4Har9FAHKa74LTVdcTWbTUJ7C9MJtp2QblmhPVSD0PPBHSoj4Btopx9j1C5trR7MWdxADuMqDp855B5NdhRQBxuqeAYrtyLHUZbKGW1SzuIggcSRL0Azyre/P0pmrfD8arBc27arKkEtxbzpGYwQhix7/AMWBmu1ooA5iXwtdDxg+u2erNaxTxxx3VssCnzthODuJyDg46dKo+Gvh+nh/W5dRbUpLkl5GRfL2El2yfMYH5yOACQMV2tFAHO+L/CkXi7ToLKe+uLWKKdZm8nHz46A54xTtE8Kw6JrOp6lFe3Uz6gVMkcrDYpUYG0AcV0FFAGD4o8MQeKLK2t57q4tmt51uI5ICMhl6ZBBBHsRWOvw+2RWiDW7yRoNVGpPJLy0hAwUOMAA9f6V21FAHA/8ACs1hR5rHWrm01D7dPeR3CRghTLjcpU9RgDvXUeGtEHh3QLXSxcvc+QpHmuoBbJz0Fa1FAHC+I/Aeo6/4gur8a8ba2ns/sZtxbh8RnlsEsME+tdfpmnw6Vpdrp9uWMNtEsSbjk4AwM1booA8+1H4bS33iC+vP7bmXTtQuYri6szECSYx8oV88DIHanS/DGGXxD9u/tSQWQvhframEFllwM4kJyAcdMV39FAHEW/ga/h8VavrT675q6pEYZYDagbUwQoDbu2fSqGo+B9T06wtrywvP7Ru9P02WyjtZIlVJg3fOeCP1xXo1FAHlnwvg8Q290FnsZF0z7OI5bi8g8m4MqcBcbiWUZODxXbeLvDcfivw9NpT3D2xZkkSZFyUZWBBx36Vu0UAcBF8OrtNH162fxA7XussPPuhbAYULtIC57jvmo7n4e6ndeGdG0qXVrZn0qcNExtspJGBgb1zncPY16HRQBwmoeAbybwbZ6Pb6y5vbK4FzFdTpkMwbcARknH40niHwXr3iS00KO58QQxS2EwuZ3S1yJJVOUIGeAOmM13lFAHB6j4F1PUbvWZX1mNY9TtoImQQf8tIyDv6+x4965HXtD8ST+LLuS20h5LpL61mgcxg28yIu3cx3fKepPBPSvaqKAPMr/wCGOpX2uSXMeuJbWE14moPbeRvZZ19GJ+7WzpfhDV7TxvqPiO51eCQXcYgMC25GI15UZz1/Cu0ooA838PfDW80a9ubttUiWRhcrEIo2wfNOQzgnBK+wFLYfDa9iNkt5q8csUOjy6VII4dp2seGXnqPf0r0eigDzu2+Gs1z4autL1rUYJriRI4obu2tgkiLH9zcc/Nj0rY8IeFdR0K7v77VdXGo3l5sDMsWxVVRgAc+ldZRQAUUUUAFFFFAHJ/EQFvDMYAJP2yDp/viunlkMaqRGz5YLhe2T1+grm/H6yv4eiWAOZDeQYCdfviupoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvff8g+5/wCuTfyrkPhmhj0CNW6i2t++f4K6+/8A+Qfc/wDXJv5GuO+GH/Iuxf8AXtb/APoFAHc1gar4x0XRtatNIvLllvLrHloqFsZOBuI6ZNb9eS6DDDcfGbxE5GomExLEJZlOzzATlVJHAGeKAPWqK8V8FWU154s1BLq91uO6sbqaawgnLBHjPGWJ4OW7Vm6fNrz29xd6TLq8WqlpxrInBMYC5wYuwOcAY9aAPfKK8W8Eaxr7eMrC3nutXltpSyyLeRMF2+SHJye4k3D6YrvfiPc6za+DLt9Cjd7osqv5Yy6xk4YqPXFAHWUV4pL/AGuPh3eW1qdR1Cye/CRM6uJreEYyMHlznIqrLc6xp/g3QbfVV1bT9MW8mS9eEMZ9vVCcchaAPYpNe02LX4dEe5A1CaJpUhxztHU1p145fxvqep+ELiWbUvtD2tykN8kBjkBwAjOB2x6+td94C1O91jwVpt5qCyi7ZCsplGGYhiN2PfGaAOlqF7mCOXynmQS7S+zd8xUdTjrivHvHb6r/AMLBna4g1Ywx2a/2P9hZgjXB/v4469c9hV3Vt9h8S9B1LVxqSyyaWELWoJTzs8qQOxoA9I0fXdN1+3ln0y6W4iikaJ2XIww6jmtKvFPOvdFv9V1PRYr22uZtdjie3KHyZI2wCwXoTyeexrQ8NnUtR8U6oup3Wow3r3E8dxA6MIntACI9h6K2ec0Aet1ma7run+G9Kk1LU5vKtYyFZsZ5JwK83+EWn/axPfXM+riaynljtI7lmCfZ2Ylev3j157V2fxFtmu/h9rcKQmZ2tW2oFySfYUAdJDNHcQRzxMHjkUMrDoQelSV434eXWrrQ9UtI7++s9OgsYpbe6uiUaK5C5KqT/B7V1Hw5N/q8MviW9vLh1vI0iigdvlXZwzAe5GaAO5kkjhQvI6oo6sxwBWbceIdNttftdEmn2311G0sKY+8q9eawPipafbPAN4m25cK8bMluTuZQ4yOPbNctq2nW13qng1rMautpbLcxrdsD5sR2DbuY846igD12ivDrjVPEmr2mgNq32+zzDKqSQROALgSbUZwP9kA88c17LpjTvplsbkP5/ljzN64JbHJI7UAV9V1/TNEa3XULpYWuHCRjBJJ9cDoPetSuCRVl+LV4GS5eBbBRI0seY1csMKhPYjrWLaSaovju8vH0vUftn9prEDkmJbUrt3DtjPJxzQB6vTFdHLBWDbTg4OcH0rzXw3c6pP4lga6utWXUVuJo7+2dC1v5fzbCvYDhcGk8IC2sPHevWztqzXkuoSMFO4weWQCGJ6f5FAHpvSqN/rGn6XZrd3t3HDbs4jWQnILE4A496Z4gha48O6lEjSK7W0gUxnDZ2nGK8r0ieyuvhpHGlnqk00McCS2tyrbch+Sue+cnIoA9mpjukalndVX1JwK8sv49Yzq+ivb6ne6WLyJ452Yl1RgWIGOXXcAMdgaz9Sk1K5+Crx6jpmomW0vQkiZZZDEsmdwxzgLxj2oA9mpjSIhUM6qWOACcZPtWN4UvLW/0GGeze9eBs7WvFIc/nziuD+K8MUPinwpqN3NfpYpK8c5tN2V4yD8vfJxQB6Naa7pt9q15pdtcq95ZgGeIAgpnpWlXhmryXcXinxBd2U+qwzW+lwT2TRod0u08h+Pm9wanvtX1/U/GtlPJc3lnmGCTTTHC7RSBgDJuUd+o56CgD2yse88U6LYazFpN1fxx3soDLEc9zgZPQZPStivHPD9rFd/FXxXPD9tuU2qbc3KHy2mTOUyR0ViMUAex0V4PoOo67f30PlXGr/b5DN/bwlDKkSKp2+X2B9MUvh3V7+58F6n4mGp6pJrenKbYJKh2+WW+UlejNjvQB7vRXgf/AAk3jlJ9Qi0/+0biKdJ44Wni+ZNiKylfQ8v/AJFSXeqaknwz1S+07VtUe3t5IDYuFcTLJjDqxP3lyc0Ae8UVyvgPT47TQjcJqd3fm7czSPcdVc/eAHbnNc38U9Qu4dR0awmnv7TRLnf9puLJCW3j7qnHbvQB6dRXj2u6zqIt/Cn27VNRg0iWOU3V3BCYneRR+7DAcjNV28VeJ7PTIZNUmuYHv9KmFlIIyX85XzGWUDhmXAoA9ppu4btuRnGcZ5rwY+IvEH2G41K61XVzc2NpZ3KQxxfIXfAkDDHPQ8e9bl/qL2vxnivLy/1G3trmwhNosMZeOTP3lYduRQB6/RUM5DWkpLMoMZ5X7w47e9eM/D+STVtev2bxFrM02m3EklpbXSlRKm0jnjn0xQB7ZRXivhbWPFs9ncauL+eeeeO5insZoyTFOgYps7KMYHvUPhrW9Su5vEcWn63qd15OjLcQNcD94s3zFsKfcY+lAHtzMEUsxAVRkk9hUFjf2mpWq3VlcRzwNnEkbZBxXkE/jC5124v7db/UU0g6Isk88UJVopxjIXjqc4IqlLrlzafBfSdR0q4uNPu7a6VXitIj85Lc71x6c0Ae60V4/wCJ77UvDvg/TG0/VNRu7TU7vzbq92/vYkYZwD/CMgD2rN1/xh4is/BmkG4vZftc17LvaKNk8yJBlV3gdTxz3oA9yorA8FXV7e+C9IudREgvJLZDL5v3icdTW/QBheKlgbT7UXBAiN5Dkk4/i9a3a5vxjHDcWNhazxyPHPfwqdnbnOT6DiukoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvf/APIPuf8Ark38jXDfCeUS+H3AnWXZHAuAMbP3YO0+/Ofxrub/AP5B9z/1yb+Rrzn4Lf8AIE1H/rrD/wCiEoA9OpAAM4HXrS0UAJgZzjn1oAA6AUtFABRRRQAU1lDDDAEHsRTqKAG7V44HHA4pQABgDAFLRQAlBAJBwOOlLRQAm0HsOOaWiigBAABgDAFHWlooAy9e0DT/ABJpb6bqcTS2zsGKByuSPpVyzs7fT7OG0tY1ighQJGi9FA6CrFFACdaWiigAooooAKKKKACkwASQOT1paKACkAAGAMClooAKQgEYIyDS0UAIAAMAYFIyq33lBHuKdRQA3auc4GemcUbVGMAcdOOlOooAKaFC5wAMnPFOooAbtUZwo568daQRRhSoRQD1GOtPooATaOmBTfLTZt2Lt9McU+igBAABgDFIyK4wyhh6EZp1FADWRWXDKCPQigopxlQcdMjpTqKAGmNDn5V5GDx1oMaFg21cjoccinUUAFMWKNW3KignuBT6KAGqirnaoGeuBWJa+E9KsvE914igikW/uYxFIfMO3aMdF6DoK3aKAGCKMKVCKAeox1pPJi27fLTb6bRipKKAGlFK7So2+mOKa8Mcm3fGrbTlcqDj6VJRQAg44paKKAMbxFIiQ2AZgC17EFBPU56Vs1g+J2jVNLD9TqEQX5M85P5fWt6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK9/8A8g+5/wCuTfyNedfBkqdDv9oI/eQ5yc5PkpXo15/x4z/9c2/lXE/DSKOD+24okCIs1vhQMAf6PHQB3teeL431PVfF+t+GrXSriKK3AgS/QD9y5U/O2T93oRivQ641vArp4yu9etNZuraG9UfarRQCsrAYGc9sUAYvgTxw62em6NrRvJr6VJ9l9IoKT+Wxzgg56DvWn4W+J+k+KNXbT4oJbd3LfZWkIPnhfvHA+7j3o034ZabplxYTRX12xsnnZFbbgiX7y9OB6Ypnhv4X6d4b1yDU4L+6ka2WRIY22hQjnJDYGWwfWgDo/E/iK18K6BPrF5HLJBAVDLEMtywGf1rDvPiTptrc3cAsb6UwQwyIyxjEpl+4Bzxk4HPrXSa7o9tr+h3mk3ZYQXUZjcqcEA9xXKQ/DG0SaWeXV76aV47eMM4T5RCwZMAD25oAqeIPHt1J8N9X1TTLSWLU7MmC5h3DdaSdyT0OPb1qLWvFGsaZ8L9FuoJ5Li+vxFDJfpHkRburkHv/AFrTv/hta3em61YxarewR6xd/abooV/FRx0PFNuvhv8Aa/B1p4bl16/NtbTBxIAu5kB+VDx0FAFaPxFqnhKOx0S4F54i1a4Ms7FtkTpCvc8kfT60rfFa0le1XT9F1G9F7btLZtGoHnOpw6YPQr3Na+q+B4tT1Gw1EapeWt9aQNb+fBtBlRhghhjH5VStvhrbadrOk3+m6tfWsWmxGKO2BDIwJy2cjqx6n2FADpfiTZ2qMtxpWpCeNEEqpECqSsgcR5z1wc9McV1mm6hb6rptvf2j74J0Do3qDXMat8PrfVLrUJxqd5Ab64jnkCEYQrGY/l47g8/Suh0LSIdA0Oz0qCR5IrWIRq8n3iB3NAHnGq+NdR1vxZozaEt3Bo9rqgs7ydmCpOx4KhepA9a3PCuuatqXjbxKuoGa2tbMIkNjKnOOf3gb0bB4/wAKks/hnp1jqT3EGo362z3YvfsnmDYJgchs4z+GataX4GGmeJ7/AFwa3qE8l8Cs0MpUoR/CBxxjPFAFXQviVY+IGujZabePFDC8qFCjNJtOGXaD8pyRjPWmQfFTRDp7Xl9DdWKNAbmBZ0GZow20EYyMk449xVew+HMXhGzur7RJbi81KK2ljtY5mVVy53YOBzz61D4e+HUV/wCCrO08TwOdQSze0Pzg+UpcsCvbPTn2FAFuT4momi316dEvFuNPkjF3asy7kibnzARwRirI8eSR+HtS1y60W5trOBkFoJWCtcKw4b0UZPenzeAIrnw7c6TPrF85uI1hkuTtEhjU5C9Mfj1qe+8Dwah4Rs/D1xqN28Vq6Ms7bS7bDkBuMEUAUtU8eXNhoWl3I0cjUNQnNulrNMFVWAJJ3AHK4HBHqKqeI/EOo3nhXRPE+kX8ljC80QltTGrCUPIqlST0xz0qy/wysJEs86nfia2uJZ1l3DJ8wYZcYwFxwMdKkvPhxZ3Ghabo0Wqahb2Wnz+fGiuG3ENuUNkcgHpQB2qnKg+orktZ8d22l6ldWcVnNcrYBJNQlUgLbxt0bHVj7AV1ijaoGc4GM1yWr/D/AE/VdYutR+2Xls16qJeRQyYSdV6Bh/hQBm6trOq674vs9H0bUptNtRaLetcLbq5uASAFG7oMHnjNd+oIUAnJA5PrWAfC4XxNBrUOo3EXk24tltgqmPy+uORnsK6GgDidP8ValrureIdIi064sjZsYYLoqvyHZkMwJ5yeRgdKo+DfHS/2Hptnrgu1v2spLk3EyDbMsZwzAg/zFdDY+E49O8Q6hqtvqN2FvpBJPbEgoWC7RzjOPbNULX4d2EElm0t7d3C2tpNZqshGDHIcnOB1HQfSgCTwr46t/ElybKW0ksr7yhcLCzB90RPDZHT6HmtjxFrX9g6LNfi3Nw6EKkIYKXYnAAzWT4X8C2nhi7a5ivbq6lMQhUzkfKg6Dgc/U1q6/oFv4hs4oJ5ZYWhmSeKWI4ZHU5BGaAOft/iLbTaCbz7BPJe/bDYraQYYvNjOFJxxg5JPoax/D3ji60rQL59bF1d3S6zJYWscgVXJIDKrN90Dkjd0xiugHw902Kwube2vL2GWe8W9+0CXc6TA/eXPAz3qpqfw1tb3RVsodTu4Z/twv3uDhjJLt2ksDxgjtQBb1PxpcWmnaa1roV3PqWoK7R2TMqFNgBbcx478etZ8vxRtnisTp2jX9899C7QeUowZUPzRnngjuelac/ga3lj08x6nfw3FlJLIs6ONz+Z98HPY+g6dqrJ8ObO0utIm07Ur2zTS93lRRlSrljly+RyT3oAL74jWumXP2a90bVUmjtVup9kSssSHqSdw6d6jm8fyjxZZ6daaRd3mn3Vl9pjuIEBL5K4Iyw+UA89+RVDxD4X1rxN8QdtyJrbw/wDYjbtLbyKGlycsrcZwcY4rYuvA4HiDTNV0rVJ9P+xWwtGhjUMskQIIXB6dOaAKCeJdWn+LtxowWWHTbTTWn8lo1JuG3AblPXvj8DU9l8TtKu7W2maw1GHzr1rFleIZikAyd3PAxnn2NXE8FlPGtx4n/ti7+0SxrCIcKUWIEHYMjIyQfzNRR/D3Tl8a3viF5ZHW6iKm1J+RXYbWce5H9aAE8P8AxF0zxBrQ02GGaJpQ72rtgiZFOC2Byo9M9a2fE/iKDwtocuq3NvPPFGyqyQLlvmOM1i+FPh/D4VnUw6jcTQxPIYYmVRtV/wCFiBlgO1b3iPRU8RaDdaVJM8AnXHmJ1U5zkUAc0PidpraVeXIsL1Lq1hmmezlQK4Ee3OeeM71NVJPif5/w61PxLZ6a3n2TCMwFw67iFOSR2wwz37VHL8HtOmvhdNrGpeYTI8jCQAuzhRknuMoDjpWgfhlp0ega/pVve3SrrOHldyG2uOdwHueooAW7+JNnpnh201HUNNvoLm6cRW9q6KrzPgHK/MQF56k1FN8UrBI9Kmi029mt9R3IkiAfJMv/ACyI9c9+lT3XgBtS0LTrPUdXnnvtOk32t6I1DJxjBXGCMetR6n8O2v5NEeLW7mF9LmacMEU+Y574xgfT0oAreMPFWsw6Ho0mn2l5pl3fXUSOZYVdYgWAKuc8Z7Yq/wCJviBbeGtZg0+S3Eq+X5txJ5qjYucYVepYkjjip/Ffg+58Ttpbf2zPaGxkWYpGgKSuMYLA1m6r8KdL1nUbm+u768Et5GguxEwVZXTBV+ny8gHA44oAL3U9esPi5pNg2pLJpGo20rLa+SAYygB+91Jya7+uPvfBEt14vtPEEetXUclnbeRbxMquqkjDE565GK0JvDk03jG217+1bpY4bcwmzDfu2J/ixQB0FQXizPZTrbyiKYoQkhXcFbHBx3qeoLuFrmzmhSZoXkQqJE6qSOooA8u8FePNfvZBDfBdWSL7QLyW3gMbWxi4Uc8MXwcV0Wn/ABL0nULKTUvst7b6Ulv5wvJ4tqO27BjUd2zge9WfD3gn/hHvCN7ocGpzyvc+axunUB1ZxyeOvPNVLT4dQReCpPCl1qEtzp+xRA20K8Tglt2R1+Y559KAGp8T9NS1vpbzTdStp7RkL2zRAyeW5wkmAcAH68VPL8SNLjsppRZag13FcLb/AGLyR5zO3K4GcYI75rm9e8E6rpPhDWZraW517xBqCRW3nEBSsasCvHTjFbb/AA/a90gTS6lcw63I8NwbwYzHIi4ACjjA6UAXm+IejrpBvxFdNItyLR7QIBKkp/hOSB+OcVBqXxL0jTdM0+8NteSPfLI0duqASKqZ3swJ6DB6Zz2rOvvhYt3pBtv7Wc3M199uuZJIVZJXxjGzoBSTfCuNbHQ4bTVXWbSopYRJPCsglWTO4EH6nFAE3ij4g2h8MsdDkvJL28sHu7Z7eAExRr/GwbAAyMd66fwle3Go+EtKvbuZJ7ie2R5JYxhWYjkiuZu/hlm1sINO1y7tBBYnTpm2q3nQEnjB4B5ODXXaBpCaDoFjpUcjSpaQrErsMFgBjJoAzPF10bc6IgRG87U4UJYcr15HvXS1ynjQp5vh/cCT/a0O3B6HmuroAKKgmmaJ4sIzKzbTtGce/wBKnoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAILz/AI8p/wDrm38q4z4c/wCt1z/rvb/+k0Vdne/8eM//AFzb+VcR8M3eQa08kZjYzQZQnOP9HjoA76iiuat/Hnhu613+x4dSje83mMAA7S46qG6FvagDpaKTIPfpRkHoaAFoqOWaOCJ5ZZFSNBlmY4AHuaSC4iubdJ4JEkicbldDkMPUGgCWikBB5BrE8ReLNG8KxQyavdiHzm2xqFLMx+g5x70AblFQ21zDeWsVzbyLJDKoZHU8EHpUhZQQCwBPQZoAdRSZHTNZGueJtK8OGzGp3BiN3MIYcKW3Oeg46daANiiobm4jtLWW4mJEUSl2IGcAdazNF8V6H4hiSTStSgud+cKrfNx1468UAbNFFZUPiHTJtau9IW4xe2kayyoykAIejA9CKANWisXTPFejavpNxqtpeobG3ZkkmcFVUr169veo7bxjod1oM+tx3yjToc75mUqOPTPWgDeorP0fWbTXNOS/smkNu/3TJGUP5Hmr5IHUjNAC0UVlax4i0vQTbjUbpYWuH8uJcElj9B296ANWimK6uiupBVgCD7GnZGcZ5oAWiiigAopNwPQjikDKwyGBHsaAHUVm6hrmnaXeWNreXKxTX0vlW6n+NsZxWlQAUUhIHU4qKW5ggkijllRHlbbGrNgsfQetAE1FZGneJNK1bVb/AEyzuhJd2DBbiPaRtz/OtegAopNw9RzS0AFFZOn+JNL1XVr/AEuzuhJeWBAuI8Ebc/zrWoAKKY7rGjO7BUUZLE4AFZl94k0nTm05bm8jX+0ZBFakciQkZGCO3Tn3oA1qKQkDk0tABRSZA60hYAgEgE9OetAAjF0DFSpPY9qdRRQAUUUUAFFICD0OaWgAooooAKKTOaCQOpxQAtFFFAHJ+N/9d4d/7C8P9a6yuT8b/wCu8O/9heH+tdZQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEF6cWFwf+mbfyrhfhXdS3lnqskhGTNBwo4H+jx13N9zYXI/6ZN/KvPPg7DJb6TqcUyFJFlhyp6j9xHQB6POryW8iRttdlIVvQ44NeNeFhf6fb2nh+Tws76xZ300j3kkJ2AFSRMr4wWJIGMmvaaKAPFfDseuTa7Hb2f9sxvLZTLrBugwCzc7GTdxnpjbxWRcTeJbixga1TX4ZLLSJIZGCSKWuFbIzx82QOtfQGB1pcD0oA8PfTtcvtH8Y6LPb6nLbS2EF3aJKWJaTYpcBz1O7qv8qvXMs0fwejstCs9YhkjNvFL50coZBkb8D7xUYwQvrxXsVGKAOI+F0l1J4Wb7TBdRqLh/Lad2Idc9U3fOF9N3NY/i2K+0j4k2XiGeyudR0r7DJbrFDCZPKkPsAfvetenYAGBS0Ac74JS4TwpafadKTSpTub7Ghz5YLEj8a8y8eweIrj4kyT29hqLx29vF9hSAyFJm3As2V+VSBu+9nOOnNe30YoA8U1yPXofEHiW4shq7XlpcWs2nYMjRkPtEigfdYc9O1Vdf0/Ur3xLI95pepXWqw6vDPbu8bvbra8A7cfKMd8817kzBSowTuOOB0+tPoAhuhutJhgnMbDA78V494G0a/u4vDtvHpt3py6ZeT3VzcSx+WXUlgqDjLBs8/SvZ6KAMPxiuoP4O1VdK837ebZvI8r7+7HGPevNfC9oZrW/S503VItLfR0juriaOT7TJPkl1BOWPXsMV7NRQB4nb2ss/wC1DTpLDUku4twWFYGSRiWymeBuGMZq34vskvfgxp9rDBqLXMnk7IY45NwcY3BlxwOvXivYcCjAoA818YWuq29l4TtrY3jaUsyJfmJ38wDb8rMV52g8n8Kx9Rsb+TUPCq3lxr0sks80VxdQpIi+QNwUFRkDduX5jzgZ4r2KigCG3hS2t44IgdkahV3Ek4HqTya891RrZ/jJpr/AGbUyUtpIZZjE5twWAKhTjAPBya9IowKAPMX09774lavp91da19klijltxhxCko5JVl4wPQmsu3Gvf268nlaqmvjUGW5IV2tXtD3XPyj5emDuzXsVGKAPIYb7XxrWi3Nr/bDxtLapNDPE2yMOGWVjkc/dXvwTnvXpPiT+0P+Ea1L+ylLX/2d/IA67scY961aKAPD9Li1WPwze/2bHrtw8tpGt1aXEciMkufndZGOWbvtXAx3rVFvqCeGdQtxp2sW1l/aEDu8bOJZoSB5jKuCyjjkcmvW6KAPHdctTeeH9GTydcubSPXEMEskbJNDDj7w4LFRyMtzXYfDmTVv7I1G01Vrh/seozW9tJcKQ7wqRtJJ+91PNdliigDzj4hW89zr+mx3EmqppptpTH/Z4b/j5/h37ecdMZ4rE1a01XyvAeo+IYdSkltWk+2vbxszoSvylgnI+or2KigDxTU7e/tPGniLVNPh1SJhZWz2rJHJh8MNwPHzHHY03W18VXXi7VZ7abVopRcwNp6oj7GtyuXGANvUc7ua9txRQB454V0xrnx5qWm39z4hFpY3vnabv8xYmxy+58fMMjgE4x0r1262i1mLFwuw5KfeAx296mwKKAPBPDdq9rpnjpNMj1mwmmPn2U00LLM6qOfmI557da6X4eSa1a+I7e2mur+5srzS0vJzdgsUnJwQGI447V6rgelGAOgoA57x1p02q+B9YsoPNM0lq+wRfeZgMgD69K8iksEn8F+GbSE6+tzBf2q3DvC++3+RgwiyoIAxzjI6V7/SYHoKAPA/Edx43l8MS6XBJqf2WPWJbd7nynMv2YbShJUbiOTyB2r1X4ftqf8Awh9qurSzTXSFkEk0RjZlB+U4PPTucGuowKKAPGvinqWp23jzRYbKW9KCB28iNnRXcnA2lQct7NxUfie88RXfiKUrp+pwSQadF9jPlPIXkJBdgUO1WxkHOenvXs5VSQSASPanUAeI6hfa9BrmrSWuoa28SXczIgRinyxB41Hy9N+VPtxUU9/4pn8exXSX90Ll7uAR2ao4X7Kygu2zbtIz1JIIIr3LA9KT5N/bcB+OKAMfxalxJ4S1RbW4mt7gW7NHLB99SBnivK9F1rxBCljczXur3cZhjKQmIkSu6OG5wDwQvfivbqTaB2HFAHgehLr0Ok+ILFr/AFmERacLkXZhlVmuQxZlBfP+7xwRUM+oeIbDTr60tdX1qXdbWd9BMylpPMdgrjp90Z6e1fQWB6UbV9B+VAHh99qfiWw0zX9F0y/vZks7i3LXkoJljicZkfI68+g4HaqmpXesaf4Nt70+ItUdoNQEVnPbRuwliYfNkOAXxzg173tXngc9eOtJtXGNox6YoAwvCWmDTdDTbqd5qC3B84TXfD/MBxjAx9K8t+MGs68njHT7HT4LxYYLWSaLyhJieUjjGzqVwDzx617jSFQSCQMigDwL4keLdbtLnw+tu2qMbnS1cxQ5iZZycBiMZJBB+U17lpUksuk2jzlzK0KF94w2cc5HY1aKKSCVBI6ZFOoA5Pxv/rvDv/YXh/rXWVynjRtsvh8bVOdWhGT269K6jLeYBtG3Gd2e/pigB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBBe/8eM+P+ebfyriPhmZGGtGZVWQzQZCnIH+jx967e8/48p/+ubfyrjPhwqINZRI9oWaDnPX/AEeKgDuqKa7bEZsE4BOB1NefaT8V7PVJNn9i6hAJHkit3kA2zypnMYP97igD0OivOtG+KseseZcDQNQttPt0k+1XcuAkLp1UnvVmw+JkN5a3Zl0S/tbyG1N3Bay4DXMX95D0oA7yiuGX4lWv9l3FxJpN9HdRxwyR2bAb5llYKpXtjJApz/Ei0h0bVby40y7ivNLlSK4sTguGfG3B6YOetAHb0Vw158Sbey8O2WpS6Re/a7yc28VgNvmFxyRnp0rN134lR3nh2BNCtb+XUNRjlVBAgL2rJ94sD6GgD0uiue8DXVxe+CNJubqZ5riSDLyP95jk8muV1fWfE2q+MNZtdD1CCyg0GKJ3imUYuXcbsMx+6uBigD0uiuE1D4kQaZrP2K5025a0t2SO91BBmGB3ClR6kfMOfejUviXb6bb3Mr6PfyNb362TIgGSWAKsPYgjFAHd0VxWhfEex13Vlsk06+tUl3LBPcJtWWRfvIPcUzwp421LXLrVUvtDmtoLO6kiE6nKhVGefU9OnrQB3FFcr4Q8bQeL3uvs9lLBFCFZJHdW3hiwHA6H5eh9ad8QfER8MeDb6/ilEd2VEVtxkmRuBgfrQB1FFc54G1yTxB4Rsb25dWvNmy5C9pBww/OovGXixvDEFksFoLu6vZxDFGX2gH1PfFAHUUVw8nxFjjgtz/Y19NPLa/adkKgghW2uAe+3k/Sqni7xtNPoIi8LpPcXt1YtexzxFQII1I+Zs+pyMUAeh0VleG7yTUPDOl3c0nmSzWsbu/qxUZ/WvPtT8a67o/jHVtLWeO5hhubeSPMfEcUh+ZWb+HHY0AerUU0OpTeCNpGc9sVw2mfEeG/8Q3GmSWWxAJmgZJA7uIvvEgdAe1AHd0VyVh490+88otb3EKT2TXsDuOJFUZZR/tD0rF8K+J9a1vx27XMFxZ6Td6eLm1tpipOMgbuPX0oA9HorE8V+IovCvhy61eWEzeSBtiVgC5JwAM1zlr8TIH8MprNzpswSO6Ftd+UwZYOM7ie45FAHfUVxFz8RoLLS3u7zRr+CaS4EFlbMBvvC33Snsf0rofD2uw+I9Hi1GCKWEMWR4pRho3U4ZT9CKANaiuT8ReOIvD+sw6Y2lX11LLAbgNAoKhFzuOfYD9az7z4nWCXllHp9u13BPbrdPKGA2xs23gdScnpQB3lFcTqPjyWz8dp4ch0a7uR9m895YhnqeMD09TUeq/E/TNL8S/2O1ncyrHMkFxdJjZC742g9z17UAd1RXEaZ8SbPUfEcWktpl7apPJJDBdTqAkksf30A65GDUXh/x/d6rda8bvRZ7az02WRRO/yjaq5w2f4v8RQB3lFeUzfEW58T+G9Vk0ovpN1b2wvYGJDs8YOCCO2a27LxRN4p8LzWenTy6br/ANhWdFuE+bkcMB3BI/WgDu6K8w8N+P7zTfhtba54jWW8kW7e2uZbdBmIBiNzD2PH4ius8P8Ai2HxDq2qWUFjcxJYMi+e4GyTcNwx+BB/GgDo6K5Lxp4t/sFLfTbO3nudX1BWW1igUMVIH3znsP6Vw9x4x8Vr4H8OLGH+3ahcrFPqITKRDfjBHqaAPZaK5HxP44h8KXunWE1lc3txdRs58nAwqD5m56/Sq+sePJNO8UaPpUGkXd3FfWrXLtCmXQYGOPx5oA7am7VDlgBuIwTXAf8ACTa5cfFpdIW3lttJh095yskfNycjlD7Egfgam0r4oWGp30UB0vUbWB5ntzdTxbUWVcnaffAJ/CgDu6K4rw98R7HxFqjWdvp99EjK7208ifJcBOG2/jS+E/G914j1C7t5tCvbWKO4eKOdk+TCj+I9j7UAdpRVe+uhZWFxdmN5BDG0hRBlmwM4A9a8l8J+PvEQ03V/E+vwXcmkqC0MCWuCuHK/Kw64A5oA9iorhj8S7Q6dcX0Wk38kYaJLQBcNdtIMgID6c5+lM/4Wro0MUf2qz1CG5+YT2/kFngK9Q2PbmgDvKKxfDfibT/FFjJdaezbY5Cjq4wynqMj3HNbVABRRRQBynjRQ0vh8lgMatCQD3611dcn43/13h3/sLw/1rqyMgigABDDIII9RS1BaWsdnbLBFu2KSRuOTySf61PQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQXn/HlP/wBc2/lXIfD1JlXV2kBEbTQeWcdf9Hjz+tdfef8AHlP/ANc2/lXL+AraSK11CZmUpNLEVAHIxBGDmgDr6828IeCr0wTS6+k0N1balPd2aq6+WC/R8L169DXpNFAHC6F8Ohpug6pol/qst/p+oF2eIxhNjOcsQRVCb4fXmk+GtTazvZtV1cWL2VibgBfLiPRPr7k16TRQB57pHw9d/Cyrf315Hrc1tAjXDMCbdoiGRVA4wCBn1xUVz8LDd+Hr60m1y4bU9QuI57y+KD99sJ2rs6BcdvavR6KAOCvPhnbTadaQ2+pTQXVrfG9SfYCoc9QEPAGO1TX3w3s7k28trqN3ZXUYkV54duZFk+8COgB9q7eigDK8OaFb+GtCttJtZJZIbcEK0rbmOTnr+Nc9r3w6tdb1ya/XUbuzivIxHqFvAQBchcbcntgZFdtRQBwl/wDC7S9Q1mS8e+vUs5mieawR8RSNGAFz+AFQ+Ifhkda1ia7h1q4tLWeSKeS2RQR5seArA/QYxXoNFAHD6d8PBYX2m3DazczJp9xLPFGVAB39QfWrWieCW0S+1h4dWuTZahI8q2gACxO4+Zgeua66igDifAnw7t/BXnSC8a5uJFKFgmxSucjI7t7+9X/E3g238T6ro95c3csa6bMZhCoBWU8YyD9P1rp6KAMbQ/DtpoMuoSW0krtfXBuJd7cBj2UDoKr6/wCDtM8R39jfXj3MdzZbvKeCXYQD1B4roaKAON/4QC2jubIW9/cxWdnbzwxQZDEeb947vTGcVDH8NbKKw023i1G7hks7drR5ocA3EDE5Rs59etdxRQBWsLKHTdPt7K3BENvGsaA9cAYFcnL8Po7nWNdvLjU5mi1cxiWEIBhE6KDXa0UAQ/Zo/sv2YLiLZ5eM/wAOMVxek/C7SNFv4b2yu7xJrcyiHLDCK4OV6c8nNd1RQBw1j8N4LX+y/O1a7mFhBPbAEACRJScg+h56+1aGjeB7PR76zvPt19czWcDW0HmyDasROQuAOcetdTRQBz3i7wlZeMNLSyvJZoTFKJYpYjgqw/Q1kzfDXTm8NahosGoX0cd/Ks08rMHYsOuOOM129FAHIax4Dt9Z0rSoJ9QuBf6Uwe0vgBuVh0JXoeg/KtzRNGj0Swa2S4mnZ5GlkllIyzt1PHA+ladFAHnni7w9rOueO9MMC3EGlCzkguLuCRQw3nkYPOMDHTvTJPg3oIulltbu/tU8hIHSOQfMqkEckcdK9GooA47WvBM9/r9pq+naxNp9wlv9luGVAzTR59T0PvVe7+G1rca9JqEWo3EMNw0clzCEVjJIgwrByMqeBnFdzRQB59Z/DI2tzptwdbuJJbHU5r9WdB8wk6p/9f3NXm8BmfWNWludXuW0vUWaR7BAFXey7WJbqRjtXZ0UAcPF8MNJginEd3e+bLYmx3M4KiPHHygDpVfSfh1d6VZXZXxBNLqTWos7W8aEZt4h2A7n3r0CigDzO58Oan4L8AXuk6ZaP4iFy+1YHQKVL53s3qM4PtXS+AfDcvhbwjZ6fcu0l4R5ly5bcTIeoz3xwPwrp6KAOW8VeC4fEl5YahFf3On6jYk+RcwdQD1BB6isrVfh1dXOi6VpeneIJ7O3sZRKwMQfzWDZBP45rvqKAPPPFXw1uPFF5p9zLr80clvEYZW8kEyAnOR/dNW9T8BXFxqmh3mm63PY/wBmWxtSNm8yIQAcknrgV3FFAHFnwXqZ8fP4nHiCTGwQx2jQgosXG5evcjOarS/DqaZJY21mTyn1c6kq+X91WzujBz0O48+9d7RQBxHhnwBL4d1JZf7buZ7C3aQ2dmVAWJX6gt1arfh7wleaBr+p3iazJLp97M032JohhHPUhs11lFAFTUree8025t7a5NtNJGVSYLuKEjriuMs/AGp2nw7ufCg8ROTKWVLoQgMsbHLKRnnOW59676igDkLzwddXvhLTdLk1d01DT3SSC+jiA+ZMgZX0wcGsiT4aX80IY+JJ0up/Ma9kEQYSu67cgfwgDtXo1FAHN+EvCUPhSO9jgm8xbl0cjbjBVAp/PGa6SiigAooooA5Pxv8A67w7/wBheH+tdZXJ+N/9d4d/7C8P9a6ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAILz/AI8p/wDrm38qwfBP/IHk/wCuif8AomOt68/48p/+ubfyrB8E/wDIHk/66J/6JjoA6WqdlqdlqEt1FazrK9rKYZgv8DjsaqeJtZ/4R/w7e6p5Es5t49wjjGWYk4H6mvL/AIXLrOg+IEg1Oyl2a7b/AG1pURiEkLE4kJ4BxjigD2eiud8c32oad4L1S50u3knvFhIjSPO4E8ZGOeK8esdS8QaN4B1JkuNcgMMVvPFO8ZBeUsQ4G7JxyuR7GgD6DrM0rXtO1uS9j0+4EzWU5t58AgK46j3615XNrniVtI1+ztZL+7tLea0bz3Um4NvKoaUL6kZ/DPsK6P4V28cK+IGtre9jtXvwYWvFIeQCNAWOeTkg0AdjqPiDR9InSHUdStrWR0Lqs0gXIHU81dtrmC7t0uLaZJoXGUkjYMrD2Iryj4zfZX1TwwkkbiTz5N0yQeZtQrjHQ98cV1HwrivLfwFZW97YNZvEzqqvnLru4cg9M+lAHQa14i0zw+tq2p3Ih+1TCCEbSSznoOK1a8f+Jc1n/wALI8Jv5V9cT2twstxFHCzxiLP3vTOf0rL8Qaprtj4k8R38Op6lLFpU9tc2FuynynEhUOp45ADYx70Ae6VBPdQW0E00sqqkKF5Dn7qgZJNSRMXiRiMFgCa8i0eO10z4o+KLO7utTe5vDvhjcMYZlKEkHAxwTigD1PS9Vsdb0+O/064W4tZfuSJ0NXa8J8GX+t6TbaOlgt41tOLyKezMZCRspJXbxwferXwvbXJNUv4dRTUEiutPd3eRXGJt/TLfxAHtxQB7UjrIu5GDD1ByKGZUUsxCqOpJwBXmnwcu7ePw8dK82/N7AztPFcI4WM7z0LeuQcVs/Fa3muvhxqyQLdNIEVttt94gMM/h60AdBqHiHS9LvrCzvLtI579ylsuCd5H0rUrxW8Npf+H/AAelq+pyW630ateTRsZYQU/hYjIGTjNPv/EPiKbTNKhuJ9QtbOPUZrS7u0DCRgv+rYlRnB4570Aez0V5J4nv/EXh7w5o+rXOsTvdQyNDcwBhGZ1YkIwT+Ig7fqM13fgrT9Q0zwjp9vqt1Lc35TzJpJDkhmO4r+GcfhQB0FFeI+JrvxFJ8Ubue1s79Ravbw2yor+W0Zb55Mg7eAcYPY+1b1taXOrfEXWdMl1fVksY3iu41ClVEo+8ivj7oHagD1CivINOufFU3xHurn7XNCUuFhubB4mdDb7sK6fwgY6nrXq98Z1sLhrUA3AjYxg92xx+tAEA1jT/AO2TpBukGoCITCE8MUzjI9elJpms6drH2kWF3HObaZoJgvVHHUGvL9BW+ufEOmX97FqMnkWFyNRu7mMiSCYgblQ/3Rg7ccVyujXd9pfhJ30d9XtrptdMqr9nctNbsR8z8fMAOaAPoqivMtetdb8K/C2Y+Hr6/wBQuWlEm+RMzLG5ywUYz349Kw7DUtdsvBEH2u91H7BJfIjzW0bme2hIyRuPzH5uCaAPZ2ZUXLMAPUmnV4/4m+1X3wqhE8+r3EMeoIHlMRS4kgEg5I5JwO/tU3im+1Q3vh20stS1a30W4WVHuo0YSeaBhN+BuC5oA9O1PU7PR9Plv9QnWC1ixvkbouTjn8TViGaK5gSaGRZIpFDI6nIYHoRXi3jpNaljs9M1mS9uY00ovC9rE224u89HA46Doa9X8Mlz4X0wyW4t3+zJuhC42HHTHagDU3Lu25G4jOM806vJfEEcenfGWG7vr3UrS0urJUheBn2NLu+7x7VlTanr8XjiU2H29/EDan5MltIp+zGx7MOw7c9etAHt9Zmta9pvh/S5tR1K5ENrEQruAWwT0GBWn2rwmxXZYeNdAvJdSl1FprqaG2kRmWRMDa2ccn0oA9yhlSeFJYzlJFDKfUHpUleI2useItNtLmy0ie+u1l0CO4t0uQS0Mg+UheOuO1dH8NZNUt9VvbCe8vLyw+yxTpJdI4ZZW++uW/lQB6XRXD/Fi+1PT/AN3PpMssVz5kS74s7gpcBuRyOO9cVqms3dp8OtNlm1jWtOZNWW3llZ2Z5UJ+bY2ASoGSpIzxQB7bRXg+sa74rj8MWEHn39tYy6jLFBdeU3nGBFHlM+Bu5brnrU2sarq89rpTazq2qWs32EvZzWkTIJrlW/jUe3Y0AexahrWnaVPaQ313HBJdyiKBXP33PYVHq3iHSNCER1XUbe0807YxK+Cx9h1ryvxne26+M/A2oXrXsk0ISS6hMTMkakD5yOx3Vc8VtYT/GHw9c3N1M9ollK8m6ItHEGHysOP4j/ACFAHpb65pkeq2umNeRfbLqMywxA5LoOp+laNePHUdOsPjrcN9ou5JhYNBH58RMUUh2lUjwOBjJP1NVvCes6pL4ygkutY1QancXLR6lpr2paCNRnbsPRRx1oA9qrIfxRoceqy6Y+q2q3sSGSSEyDcqgZJP4VpzuscEjsxVVUksOo4614/wDDE6RKviq7mFxdyR3MkhkuISXkiIPTIz6jFAHrOm6lZavYx3un3MdzbSZ2SxnIODg1brwPQ/EN7p/wb1eLw9bXAv8A7dJsjWJleCGRvlcDHQDjjpVzw5e+Jp/A2qRafdajb3WlypcQNLG224iCAuoL8nJDkfUUAe4UV4hqPinW9R02PVJp9Rs/Duo6kqGRYyJbaJVGSMcgF8j8Kz9V8VeIk0Sw1GXU9RsyupNbWzPCSZrY9ZJBjkgdDQB7/RXz74wGraBJoekaZqGqX1k6y3xuXEhaaQjKg7MHjHA96NZ17xZcRQSR61qMQi0gagYBDsZZ4yF2txkgkE470Ae/mRA4QsoZugJ5NPrw/wAX3rajrvgXxBdajqGn201m7ySwRn90+0H7uDgsTj8BXo+qeM9K8P3WiadcvcSzamQkOFy2MfebvQAzxv8A67w7/wBheH+tdZXJ+N/9d4d/7C8P9a6ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKuouYtMunCFysTEKOp4rC8Dvu0mZcMCskecj/pjHXQXn/HlP/wBc2/lWF4K/5A8n/XRP/RMdAHRMqsuGAIPYinUUUAFNdEkXa6qynsRkU6igBioqZ2qFz1wMU+iigCN4o5CC8asV6EgHFSUUUAM2Jv37V34xnHNI0Ubgho1OeuR1qSigApnlp5nmbF34xuxz+dPooAaqKv3VA+gp1FFADVRELFVAJOTgdTSkAggjIPUUtJkUAN8tAgQIu0dBjgUpRSuCoI64Ip1FAGBq/g/SNb13TtYv4WludPJMILfJk+q9Dit+iigApAAMkADPWlooAaFUMWAG48E45p1FFACEAjBGRQAFAAAAHQClooAKbtXG3aMemKdRQAhAIweQaCAeoBxS0UAIQD1HSloooAY8aSFS6KxU5BIzil2Lv37RuxjdjmnUUAFM8tBIZAi7yMFsc/nT6KAGCNA24IobGM45xT6KKAGsqupVlDKeoIyKxPEfhPS/FUFnDqUbtHaTrPGEbb8w7H2rdooAbsUqFKggdMikeNJCC6KxU5GRnFPooAjaGJzueNGOMZKg8UGGJjkxoeMcqOnpUlFAEf2eEyeZ5Ue/+9tGfzpRGiuzhFDN1IHJp9FACEZ4NMSGKLPlxomeu1QM1JRQBGkMUf3I0XjHCgcU/AxjAx6UtFAEZhi8vyzGnl/3dox+VRr9mulICJIqMVwV6EfWrFFADdifL8o+X7vHT6U1oYnYs0aMxGCSoJI9KkooAjaCFlVWiQqvQFRgfSqNxoWmXer2+qz2cUl9brshmYZKD2rRIJU4OD61WsJJprCGS4GJivzcY5+lAHO+N/8AXeHf+wvD/Wusrk/G/wDrvDv/AGF4f611lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUdYSOTRr1JXZI2hcMyHBAx1BrH8EYGiuAcgOn/omOrvi0keENXI/wCfST/0E1Q8Cf8AIBP1j/8ARMVAGxrWr22g6NdapeBzb2yb5Ni5OM9hWLpnj/RtT8tkF1DHIhkEk8JRdoXcOT6ryK2Ne0xta0G+01Zzbm6haLzQobbkY6HrXLWnw4UaOthqGs3V4QVJkKKDgR+XgcHAxj3oAdB8U9Dl0q61CSG9ijg+ZUaL55Yt20SIO65q1F8QdOvNI1e7tba7NxpsJle0mjMcjLjIIU84PrWQvwxnTwpdaMNcPmSwC1juPsygpEGzg45J981p23gJY76/u59Rklku9Kj01jsAwFHL/U0Ac7rXjzV59D0TW7GK50yNrq3S4t57YsLlZT92M4ycDPPFbt38TdKh0xJ7azvrq8e7NmLBIsTCUDJUg8Djmo5fh7dXvhyx0q/8QXEr2MkMkEqRKApiJ28HOTgjP0FQTfDKQ3N1e2utSW98+qtqUEqxAiMsoUoQT8wwPagDN8ZeNNXufCmn+I/Ct6lvaxXIjvoJoxvB3AbTnuDkHH516fbyGS1ikcgFkDH6kV5/efCqKXwzHotpq01vG92bu8m8sF7l85Gewwau+MvDXiHWfDunaPp2oohFwhu7kkxny19AvXp0oA7mvPNU8XauPizpnhy2iNtp6xPNPJNH/wAfOFJ2xnvjiu/iXy40jLbiqgZPU471yGo+Cbu+8eW/ica7cRfZojHBaiMFFBBDdeuc/pQA3TfiZo+p3cMSWt/BHJcG1ae4g8uOOXsjE9z2FdlLIsMLyv8AdRSx+grhZ/hnbXVxePLqVwI7jVl1XYigYdQPlPqMg/nXZ39mt/p1zZOzKk8TRFl6gEYyKAOO8F/E2w8Y6nc2EdpLbSoXMO47vMRTgtx936Gui8TeJLPwrpJ1K+juJIQ6piCPe2WOBxWB4Q+GWmeEbm2uob28up7aN4ojMwwqMckYAFb/AIp8PQ+KfD9xpFxPJDHPtJkjxuGGB4z9KAMKD4n6Bc219JF9pWezgaZreWPy3bb95QD3HGfqKq2vxS0uTRINUvdPu4na4FvsiTzdjsAVG4cfMCPx4rHl+B9jPcymbWrt4JUl3KFAbe7BicjjGQOCDW3dfDCyn0+e1i1O7iM15DeM+FOJIxgbRjAB9OnFADh8U9HNnbyC0v2upZWtzaLATJHMBny2HYn8qfd/EzTofD1pqdtZXlzNdTm2WzjT94ko+8rDtio/+FcFNTkv4tXlSWTVhqRxGMfd27Py70XHw1i+zQGy1SaK+tr2S7tp5Y1kEZc/Mu3oR+tAC3/xR0y3hsJLSxvbwagj/ZTHHw8q/wDLL1DZ4rsNMu3v9Nt7uW1ltZJUDNBMMPGe4NclP8PFkvNEuotWuIZNKmaZFSJAjszZbIA4BGR+NdxQBy9143srbxW/h5LO8nuYo1lmeOPKxqxAB9WHPOAcVnP4n1j/AIWTc6bJbNBo9nYNcHdHl7g+qEdhgjFF/wDDa21HxrN4kl1S7R5PL/dR7RgJjgNjIBI5AxmtR/Csz+JrjWzq9wXlt/syQlFKRpnOBxn1oAq6Z8RtD1W5htoVu0mmjWVFkgIyrEgHPTqMfWqHhLxLrOv+KPE9pcqbSG12La29xGBJHkH5iAeQcZplt8K7OHULe6k1W9lFsirCuQu3a+8cgetaXh/wVNofiTUtbk1u6vJ78YlWVEAwPu4wOMUAU/A+uaimj68fEF9HeS6Zeyo08QAUqFDbVHsSRzVfSfigNT0HUNVTQ7uRLOVQyW5EhMZXduzwMqOo7VZh+HKjSNW0e61e4uNP1OR55gyqJRKzKdwYdvlHGKSH4ZWsGiapp66xqJfUoI4JZ2dcgIMDAAxyOD7UAbfhzxMPETTNHpl7awKqvFNcJtWZW6Ef4Gm+NvEknhXwxPqcNq11MrLHHGOhZjgZ9qv6Dpb6Lolrpz3TXP2dAgkZApIHQYFV/FXhyHxToM2lTzyQCQqyyRnlWU5B9/pQBmah41fT9HSU6NfSarJlYtPCYeUhQWIxn5Rnr7VteH9cs/EejQalZPujlGCD1Rhwyn3B4rD1DwL/AGjNZXr6xeRalZ8Q3UQUFVKhWXaQQQcZ/Gtvw/oNl4b0mPTrBCIkJZmbG52JyWPqaAMfxN4vuNA8RaPpkek3N5FfCRpJIV3FAo7KOp6fnXOab49v9J8WatZeIEupbFpovs06W21bYSDIST+6eRySa6zxN4THiK90y9TUbixudOZ2ikgCnl1wc5B7VmXPw+e5S/V9du2+2mAy70Q7jFjBzjPOOaADUfibpGm+Kf7GkimMccixXN5geXC7fdU9zn9K7V3VEZ2YBVGST2FcTc/DTTbnxHd6s1zKBdyRyzwbEIZl7hiNy59jXayxpNE8UihkcFWB7g0AeXQ+P9S1rx9pY0ZZm8PSieNzJEoE7RglihzknOABgVc8G+MNUv5vFeqa8j2lnYTbY7VoyHhRVzz6kjH41a0L4V6boepWlzHqV/NBZTSTWdq7KI4WfO7GBk/jT9N+HtxZDXFm165uBrJkNwTGoYFhhSp7YFAB4f8Aibp/iLStUvbaxu4jZQfaBHInMiYOCMcdRUOmfEG/1bwLdaynh3UYrtIDJHH5eVkPQFG7jueKm8GfDS28I2d/F9vkuHvYfIchAihQCAdo/i55PeptO8D39r4Wu9AufEt3NbSxmGB0jVHhQ9tw6ntQBk6T8RH0fwn4cl8RJdXt/qqErLawZUsSdqnHG48DFaU/xO02PS7SeGwvri/uJnhOnRR5njZPvhh220h+HR/sHRdI/tidodJu47mF5I1LHZkhSfqf0qrdfDAq895petz2OpvfzXsd0IlbYJQAyY7jigCTxN8S4tJ07QrzTbCe9j1W4EYPlsCozyMH+L0FVvFfi7XE1fwvbaXaXdjb31yBcy3UIACn+A5zg1e1f4eSaj4X0zS49cuVvNPuFuIr6dRK+8ex7e1N1z4e3mvDRzceJbzzdNPmCTYp82XOQxHT2xigCzr3xH0/RtabTo7W4vfs4D38tuu5bNMj5nxz37VDafFLRr/VY7S1tryS381Ypbwx7YomfHl5J7NnioNX+GKajqd5ewaxcWjajEsWorGgxcgEZ6/dyBjiqp+E0Yh1e0i1XyrK/mtpFjWAbohCRgA55yB6d6APRLsTtZzLasqzmNhGzDIDY4J/GvPPAXj6abTFsvFMrpqSzzRLcNFtjnKE5VSOCwA5FekgYAHpXnumfCq3s7yF7rWLu6tbaaa4t7cqqhHkyGOQMng0AXdA+JujeINXl0+3huo2Ks9q8qYF0q/eKd/zqhpfxYs7jRLvVNS0jULO3t7lrfesRkViDgcgcHPY1a8L/DOy8M6nBeRX005txKkKui5Cuc4LYycdqbpnw7ntNM1nSbvW5LvTdQeV0gaBQYy/U7upwcflQBdu/iNodnqV7Zymb/RLM3byhRsIHVc5+8Mjj3qC0+KXh+fQ7rUZjPbS2gQz2kkf71S+NowOucjBrIsPg1p9toGo6Tc6nd3EV5Gi7yfmjcHLMMk8EhePaprf4T2q+EL/AEO61JpJ73YWuEgSMKUOV+UDnk85PNAGlJ8TNKS1gkWw1OS4mmNv9mS2JdZNu7ae2SDnrW9oviOy1/SYdRsVleOSTymTb80bA4IYdsHrXMHwDcvaWtvFqQtZrW+huzNFbIqylEC4Cjp3HNbXg3ws/hPTbqza+a7Wa6kuASgUJuOSBQB0hOATSKwdAwB5GcEYNOooAQ52nHXtmo7eEQQJEMYUY4qWigDk/G/+u8O/9heH+tdZXJ+N/wDXeHf+wvD/AFrrKAGfP5hJI2Y4GOc0+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvF3/In6x/16Sf+gmqHgT/AJAB+sf/AKIjq/4u/wCRP1j/AK9JP/QTVDwJ/wAgA/WP/wBER0AdRRSFgoJJwByTWXp3iTRdXu5rTT9Ttrm4hJEkcUgJWgDVooooAKKazKilmIAHUk06gAoqpPqdlbX1vYzXMcd1c5MMTH5nx1xVa18QabeX13ZR3KC5tGKyxMcMMDOcenvQBpbV37sDcBjPtTqit7iG6gSeCRZInGVdTkEVLQAUUVm3Gvabaa3a6PNdIl/dIZIYT1ZR1NAGlRTJJEhjaSRgqKCzMTwBWZo/iTRvECyNpWowXflkqwjfJGPagDWooooAKKZJIkSb5HVFHdjgU+gAoorLfxDpCa4uitfwjUWXcLfd82PpQBqUVFLPFDt82RU3Hau44yfSpaACikyKZ58Qx+8T5jgfMOTQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAx1LbcMVwc8d/an0UUAFFFFABTSilwxUFhnB9KdRQAUUUUAFFMCDzC+TkjGM8U+gAooooA5Pxv/rvDv/YXh/rXWVyfjf8A13h3/sLw/wBa6ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM/XRbnQb8XQzb+Q/mDOPlwc1k+B9v9iNt+7ujx9PJjq/4oZE8K6q0ib0FrIWXPUbTWf4Fx/YJwMDdH/wCiYqAJ/G9vf3XgnWINLLi9e2YRbDhie4HvjNeTWeq6Fp+jrqPhTTJYtbstEfzZFT5Ym3DKyDu+cmveahS2gjR0SCNVfO4BAA2eufWgDwyHxL4hbw/raaRrtzqkEWnrdyagEBaCfAJhXHB/mKjn8fahdX889j4ocWbWlnvPlKVSVmVJFB7EZJNe5Wum2NjE8VpZ28EbnLpFEqhj7gDmmJo+mRQeRHp1okO7d5awqFz1zjHWgDx3WdV1m/8Ahb4rsjqFxcSaXfiFbtBh5YtyklsdgCenYV6R4AuoLrwnbG21qXV40G0XMqbWOAOPwreTT7OOOaNLSBUnJMqrGAJCeDuHf8alt7eC0hWG3hjhiUYVI1CqPoBQBx3xHFqllpkpT/iYC+iW2dAd4G4b8Edsda5oaFfWPxLutRvLETR3lrcyC6tQzl1IwseOuQPzr1kqpIJUEjpkUyGLyY9gOQCccdB6UAUdAWSPQLNZLQWrLEB5AGNg7DHY4xXjUXizVrv4o37ONRtvK1CC2igKsypD8yuSAMYJ2tk17rh/MGCNmORjnNKEUMWCgMepx1oA8J0TxTrVhrFpcz+IJdRH9qy6XPE6bYsdVf1ySQKh8KJf618SNN1zVLu5k1eK6mt7izePC28YHyFT6GvcotL0+AMIrG2QO/mNtiUZf+8eOvvViOMIWbqzHJYgZ+lAHLfEuLUp/h/qsWlRySXLR42RfeZc/MB+Ga8wGqadDpF5e+DNFubXULDSEjkvEjYDJZQ6lcfMygk5r3ymCNApUIoVs5GODQB4Y/iPXIvB/iF9G1i9vLKxa2mttSZQWcsQZE9wM5Pp0p914l1bUtcvlsvFNxHptxf2sUEscaldkiMG2N7MMfWvbYrS3gt/IigijhAx5aIAv5DimJY2cSRJHaQKkX+rVYwAn09KAPDte1C/1D4TTQ3F9eyDTNYW3muRxI0Kt95segxWj461rUNJ0vwrFpWs389hMW825V1WSUY4BYjGa9jktbeaFoZYInif7yMgKt9R3pXt4ZEVHhjZEIKqVBAx0x6UAZ/hueW58N6fNP5/mPApb7Qm2Tp/EPWuI8VpaD4ueEDb26/alM8lxIkfO0ptTc2PXgV6ZTdq7t2BnHXHNAHDaTNrmoXuow654ZW1thKXSRLjzvMyQMADlTgZ4xV3QTf6f4ju7G9u4p0kj82GGJji1jHCqc8knrk10kljAwuCEMb3AHmPGdrHAwOR3xTbHS7PToTHbQhQ332Ylmf/AHmPJ/GgDJsdSt9Y1u8jg/e2TQBRcRk7HYHDKGz1FM0yySbXLndCiWum7ILVQc5bALMff7oH41u2dlbafbi3tII4IQSQka4GSck1JHBFE8jxoFaRtzkfxHGM/pQBkeHvElr4jGoG1hmQWN29o5kXG5lxkj2rbqKK3hg3+TEkfmMXfYoG5j3OOpqWgAooooAKKKKACiiigBhZt4AXK45bPSn0UUAFFFFABRRRQAUUgIPIpaACimBFEhfHzEYPNPoAiR3aSRWiZVUjaxIw30qWmOHKHYQGxwSOKf25oAKi83/SPK2P93dvx8vXpn1qWmOGZcK205HOM0APoophL71wF29yTzQA+kZgqlicADJpaKAIGmfzYQke6KTOXHb0/Pmp6KKAGPvKHyyA3bPSn0UUAFFFFAHJ+N/9d4d/7C8P9a6yuT8b/wCu8O/9heH+tdU5IQlV3EDgZ60AOopBkgZGKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAx/Fal/CWrKCATaSDk4H3TVDwJxoJ/3o/wD0TFV7xd/yJ+sf9ekn/oJqh4E/5AJ+sf8A6JioA6iiiigAooooAKKKKACiiigAooooAKKKKACiimMWBXauQTzzjAoAfRRTVZXXcpBB7igB1FNd1jUs7BVHUk4ApEUKSQSdxzyc/lQA+iiigAooooAKKKKACiiigAooooAKKydZ8S6P4e8j+1tQhtBOSsZkOAxAya4vxT44m0fxjpktjOl3pktg0ksSSjad0qKr5/H+dAHpVFYOo+MdC0nVrXS76/ihvboAxxsccEHknoBwa3QQwBByDyDQAtFFFABRUUrSqU8tA2WAbJxhfWpaACk68Ujusa5Y4HTpTqAGqqooVFCqOgA4p1FFABRRRQAUUUhIGMkc9KAFooooAa+4qdhAbtkZFKM4560tFABRRSNnaduM44zQAtFNXdtG7G7HOOlIocZ3kHnjA7UAPooooAKKKKAOT8b/AOu8O/8AYXh/rXWVyfjf/XeHf+wvD/WusoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDG8Xf8AIn6x/wBekn/oJqh4E/5AB+sf/oiOr/i7/kT9Y/69JP8A0E1Q8Cf8gA/WP/0RHQB1FFFFABRUSQqkskg3bnxnJ449PSpaACiiigBqFmQFl2nuM5xTqKKACiiigAooooAaEVXZgOWxn8KdRRQAUgAUYAAHtS0UAMkjSWNkdQyMMEHoRTTtt4QqKAFGFXOPoKlpCobggHvzQAKSQCRg45FLRRQAUUUUAFFFFABRRRQAUUUUAZeseHNH1/yf7W06C88g7o/NXO0+1YviP4d6F4hghBtI7a4haMRzxLgqivu2Y6YPPHvXXUUAYeo+EPD2r3sV7qOk21zdQqqpLIuWUA5FbYAUAAYA4ApaKACiiigAooooAKKKKACmKX3NuAxn5cdxTsiloAYEAkZ8nJAGM8UrqWQqGKk9x2p1FACDgYpjxJI8bsoLRncp9DjH8iakooAKKKgmuYrd4kkYgyvsTjqcZ/pQA4xIXJBIYkMcHripaaEUOXAG48E06gApqIsaBFGAOgp1FABRRRQAUwIqszAct1p9FABRRRQByfjf/XeHf+wvD/Wusrk/G/8ArvDv/YXh/rXWUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBjeK1Z/CWrKoLMbSQAAcn5TVDwJ/yAT9Y/8A0THV/wAWkjwhq5Bwfskn/oJqh4E/5AJ+sf8A6JioA6iiiigBgQKzNk/N2J4FPoooAKKKKACiiigAooooAKKKKACiiigBjqHAGSMEHg4p9FFABRRRQAUUUUAFFFFABRRRQAUUUhIHU4oAWiiigAooooAKKKKACiiigAooooAahfb84APsc06iigCGW3jllhkcEtCxZOehII/kTU1FFABRRRQAUUVFLL5QXKO25gvyjOM9z7UAS0VHLEs8LxPna4IO0kH8xStlE+Vdx4GM0APqJ4t7xtvddhzhTw3HQ1LRQAUUwhi6kNhRnIx1p9ABRTXdUxuOMnA+tOoAKKKKACiiigDk/G/+u8O/9heH+tdZXJ+N/wDXeHf+wvD/AFrrKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvF3/In6x/16Sf+gmqHgT/kAH6x/wDoiOr/AIu/5E/WP+vST/0E1Q8Cf8gA/WP/ANER0AdRRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNWNULFRgscmnUUAFFFFABRRRQAUUUUAFNZFcYYAjOeadRQAUUUUAFNdFkQowyp4NOooAKKKKACiiigAooooAKKKKACiiigAooooAKjmWRoXELhJCDtYjIB+lSUUAIPeloqCy+0mzi+1hRcbR5mzpn2oAnooooAKKKKACiiigBjRq7KSMlTkU+iigAooooA5Pxv/rvDv8A2F4f611lcn43/wBd4d/7C8P9a6ygAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMbxd/yJ+sf9ekn/oJqh4E/wCQAfrH/wCiI6v+Lv8AkT9Y/wCvST/0E1Q8Cf8AIAP1j/8AREdAHUUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADPn8ztsx+OafRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUcMnmR7jtzkg7TkZBoAkooooA5Pxv8A67w7/wBheH+tdZXJeN/9f4c/7C8P9a62gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMbxd/wAifrH/AF6Sf+gmqHgT/kAH6x/+iI6v+Lv+RP1j/r0k/wDQTVDwJ/yAD9Y//REdAHUUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTW3bTtxnHGelC52jdjOOcUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5Hxuim48NsVBZdWhwcdOtddXKeMvLW68OvJEJCNUiC5JG0kHmuroAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDG8Xf8ifrH/XpJ/6CaoeBP+QAfrH/AOiI6v8Ai7/kT9Y/69JP/QTVDwJ/yAT9Y/8A0TFQB1FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRSKwZQykEHoRS0AFFRSyiLZ8rtuYL8q5x7n2qWgAooooAKKKKACiimu6xoXY4UDJNADqKQHIyKWgAooooAKKKKAGbcOWyeRjGeKfRRQByfjf/XeHf+wvD/WusrifHc0kWseEUVk2Pqqhlbv8pxj6V21ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcr8Qp54vCUsdvL5bXE8VuzbQ3yO4VuD7E0/wFFJF4XRplYSvPKTuGPlVyi4HpsVar/EhxF4VSRvure2xP/f1av+CkhXwlYyW7O0UweZS/X53Zv60AdBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNZ1XGWAycDJ6mgB1FFFAEFrbraw+UrOy7mbLnJ5JOPpzU9FFABRRRQAUUUUAFFFRrDGs7TBf3jAKW9QOn86AJKKKKACiiigAooooAKKKKACiiigDkPG6k3XhpsjC6tFnjnv37V19cn43/ANd4d/7C8P8AWusoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDO1fRrPXbMWl+jPAJFk2q5XJU5Gce9T6dp9vpWnQWNohS3gQJGpOcAe9WqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGSIZInQMVLKRuXqPcUqLtQKSWwMZPU06igAooooAKQgHqM4paKACiiigAooooAKKKKAGum9dpLD3U4NOoooAa670ZckZGMg4NLS0UAFFFFABTHXemMsORypwafRQAUUUUAFFFFABRRRQBSv8AS7TUmtmukLm2mWeLBIw46GrtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k="
ffxn0111	0	{"lines_data": [{"Word": "TI Newsletter", "Confidence": 0.9935, "X1": 0.18693, "Y1": 0.2922, "X2": 0.34248, "Y2": 0.292, "X3": 0.34248, "Y3": 0.3068, "X4": 0.18693, "Y4": 0.3058, "page": 0}, {"Word": "November 2, 1982", "Confidence": 0.993, "X1": 0.73987, "Y1": 0.2932, "X2": 0.9268, "Y2": 0.293, "X3": 0.9268, "Y3": 0.3088, "X4": 0.73987, "Y4": 0.3078, "page": 0}, {"Word": "File", "Confidence": 0.74, "X1": 0.06275, "Y1": 0.3292, "X2": 0.10719, "Y2": 0.329, "X3": 0.12288, "Y3": 0.3468, "X4": 0.07843, "Y4": 0.3688, "page": 0}, {"Word": "VHA 83", "Confidence": 0.997, "X1": 0.06797, "Y1": 0.3542, "X2": 0.14771, "Y2": 0.354, "X3": 0.15686, "Y3": 0.3738, "X4": 0.07582, "Y4": 0.3928, "page": 0}, {"Word": "HEALTH ORGANIZATIONS", "Confidence": 0.993, "X1": 0.2, "Y1": 0.3542, "X2": 0.39608, "Y2": 0.354, "X3": 0.39608, "Y3": 0.3708, "X4": 0.2, "Y4": 0.3698, "page": 0}, {"Word": "A NATIONAL COMMITTEE of the American", "Confidence": 0.99583, "X1": 0.49804, "Y1": 0.3532, "X2": 0.9268, "Y2": 0.353, "X3": 0.9268, "Y3": 0.3688, "X4": 0.49804, "Y4": 0.3658, "page": 0}, {"Word": "Red Cross voted to refer to a subcom-", "Confidence": 0.99175, "X1": 0.49804, "Y1": 0.3692, "X2": 0.92418, "Y2": 0.369, "X3": 0.92418, "Y3": 0.3818, "X4": 0.49804, "Y4": 0.3798, "page": 0}, {"Word": "We need to", "Confidence": 0.89767, "X1": 0.06405, "Y1": 0.3782, "X2": 0.16209, "Y2": 0.378, "X3": 0.16732, "Y3": 0.3938, "X4": 0.0719, "Y4": 0.4178, "page": 0}, {"Word": "mittee for further study a resolution, earlier approved at its", "Confidence": 0.9913, "X1": 0.19085, "Y1": 0.3832, "X2": 0.92418, "Y2": 0.383, "X3": 0.92418, "Y3": 0.3958, "X4": 0.19085, "Y4": 0.3928, "page": 0}, {"Word": "watch this.", "Confidence": 0.8, "X1": 0.06928, "Y1": 0.3992, "X2": 0.17124, "Y2": 0.399, "X3": 0.17647, "Y3": 0.4138, "X4": 0.07451, "Y4": 0.4358, "page": 0}, {"Word": "annual meeting, urging that smoking be discouraged in all Red", "Confidence": 0.9949, "X1": 0.18954, "Y1": 0.3972, "X2": 0.92418, "Y2": 0.397, "X3": 0.92418, "Y3": 0.4098, "X4": 0.18954, "Y4": 0.4078, "page": 0}, {"Word": "Cross facilities because of a possible health hazard for non-", "Confidence": 0.9052, "X1": 0.18824, "Y1": 0.4112, "X2": 0.92418, "Y2": 0.411, "X3": 0.92288, "Y3": 0.4248, "X4": 0.18824, "Y4": 0.4208, "page": 0}, {"Word": "smokers (NL 309). Committee members include Health Secretary", "Confidence": 0.99038, "X1": 0.18824, "Y1": 0.4252, "X2": 0.92288, "Y2": 0.425, "X3": 0.92288, "Y3": 0.4388, "X4": 0.18824, "Y4": 0.4358, "page": 0}, {"Word": "Schweiker, Defense Secretary Weinberger, and Secretary of State", "Confidence": 0.99025, "X1": 0.18693, "Y1": 0.4402, "X2": 0.92418, "Y2": 0.44, "X3": 0.92418, "Y3": 0.4538, "X4": 0.18693, "Y4": 0.4508, "page": 0}, {"Word": "Shultz.", "Confidence": 0.895, "X1": 0.18693, "Y1": 0.4512, "X2": 0.27059, "Y2": 0.451, "X3": 0.27059, "Y3": 0.4658, "X4": 0.18693, "Y4": 0.4648, "page": 0}, {"Word": "AMERICAN CANCER SOCIETY issued a summary report from a national", "Confidence": 0.9949, "X1": 0.18562, "Y1": 0.4822, "X2": 0.9268, "Y2": 0.482, "X3": 0.9268, "Y3": 0.4968, "X4": 0.18562, "Y4": 0.4938, "page": 0}, {"Word": "conference it spearheaded in Nov. 1981 on \"smoking or health\"", "Confidence": 0.9879, "X1": 0.18562, "Y1": 0.4972, "X2": 0.9268, "Y2": 0.497, "X3": 0.9268, "Y3": 0.5108, "X4": 0.18562, "Y4": 0.5088, "page": 0}, {"Word": "(NL 291).", "Confidence": 0.9585, "X1": 0.19085, "Y1": 0.5082, "X2": 0.30196, "Y2": 0.508, "X3": 0.30196, "Y3": 0.5218, "X4": 0.19085, "Y4": 0.5218, "page": 0}, {"Word": "The report includes recommendations for preventing", "Confidence": 0.996, "X1": 0.32157, "Y1": 0.5132, "X2": 0.92418, "Y2": 0.513, "X3": 0.92418, "Y3": 0.5268, "X4": 0.32157, "Y4": 0.5228, "page": 0}, {"Word": "smoking through school health education, employer participation,", "Confidence": 0.98286, "X1": 0.18562, "Y1": 0.5272, "X2": 0.92288, "Y2": 0.527, "X3": 0.92288, "Y3": 0.5408, "X4": 0.18562, "Y4": 0.5368, "page": 0}, {"Word": "and grassroots action by a new coalition of anti-smoking groups.", "Confidence": 0.9962, "X1": 0.19085, "Y1": 0.5392, "X2": 0.92288, "Y2": 0.539, "X3": 0.92157, "Y3": 0.5548, "X4": 0.19085, "Y4": 0.5518, "page": 0}, {"Word": "-", "Confidence": 0.961, "X1": 0.11242, "Y1": 0.5652, "X2": 0.11503, "Y2": 0.565, "X3": 0.0902, "Y3": 0.5678, "X4": 0.09281, "Y4": 0.5228, "page": 0}, {"Word": "In a section on tobacco-related research, the report", "Confidence": 0.99325, "X1": 0.24706, "Y1": 0.5682, "X2": 0.86797, "Y2": 0.568, "X3": 0.86797, "Y3": 0.5838, "X4": 0.24706, "Y4": 0.5808, "page": 0}, {"Word": "claims that studies are \"woefully lacking\" on \"the", "Confidence": 0.98725, "X1": 0.24444, "Y1": 0.5832, "X2": 0.86797, "Y2": 0.583, "X3": 0.86797, "Y3": 0.5968, "X4": 0.24444, "Y4": 0.5948, "page": 0}, {"Word": "Leti I ONE,", "Confidence": 0.405, "X1": 0.0732, "Y1": 0.5922, "X2": 0.1817, "Y2": 0.592, "X3": 0.19739, "Y3": 0.6078, "X4": 0.08889, "Y4": 0.6688, "page": 0}, {"Word": "mechanisms by which diseases are produced as a result", "Confidence": 0.99589, "X1": 0.24444, "Y1": 0.5972, "X2": 0.87059, "Y2": 0.597, "X3": 0.87059, "Y3": 0.6128, "X4": 0.24444, "Y4": 0.6098, "page": 0}, {"Word": "of cigarette smoking.\"", "Confidence": 0.95833, "X1": 0.24575, "Y1": 0.6092, "X2": 0.50458, "Y2": 0.609, "X3": 0.50458, "Y3": 0.6248, "X4": 0.24575, "Y4": 0.6248, "page": 0}, {"Word": "28/11/11 88", "Confidence": 0.4785, "X1": 0.24575, "Y1": 0.6512, "X2": 0.15686, "Y2": 0.651, "X3": 0.13987, "Y3": 0.6338, "X4": 0.22353, "Y4": 0.5738, "page": 0}, {"Word": "A final \"blueprint for action\" from the conference was expected", "Confidence": 0.9894, "X1": 0.18824, "Y1": 0.6412, "X2": 0.92549, "Y2": 0.641, "X3": 0.92549, "Y3": 0.6558, "X4": 0.18824, "Y4": 0.6528, "page": 0}, {"Word": "get.", "Confidence": 0.885, "X1": 0.0732, "Y1": 0.6552, "X2": 0.12288, "Y2": 0.655, "X3": 0.13595, "Y3": 0.6708, "X4": 0.08627, "Y4": 0.6948, "page": 0}, {"Word": "early in 1982. The summary, however, was written by the ACS and", "Confidence": 0.99633, "X1": 0.18954, "Y1": 0.6572, "X2": 0.92549, "Y2": 0.657, "X3": 0.92549, "Y3": 0.6708, "X4": 0.18824, "Y4": 0.6678, "page": 0}, {"Word": "a footnote says that the anti-smoking recommendations \"were", "Confidence": 0.961, "X1": 0.18954, "Y1": 0.6722, "X2": 0.95033, "Y2": 0.672, "X3": 0.95033, "Y3": 0.6878, "X4": 0.18954, "Y4": 0.6838, "page": 0}, {"Word": "formulated by experts ... and do not necessarily reflect policy of", "Confidence": 0.99073, "X1": 0.18824, "Y1": 0.6852, "X2": 0.93072, "Y2": 0.685, "X3": 0.93072, "Y3": 0.6998, "X4": 0.18824, "Y4": 0.6978, "page": 0}, {"Word": "the ACS or other cosponsoring organizations.\"", "Confidence": 0.994, "X1": 0.18693, "Y1": 0.6992, "X2": 0.7268, "Y2": 0.699, "X3": 0.7268, "Y3": 0.7138, "X4": 0.18693, "Y4": 0.7128, "page": 0}, {"Word": "Representatives", "Confidence": 0.994, "X1": 0.74902, "Y1": 0.7012, "X2": 0.9268, "Y2": 0.701, "X3": 0.9268, "Y3": 0.7148, "X4": 0.74902, "Y4": 0.7138, "page": 0}, {"Word": "of 21 organizations, including the Federal Government and key", "Confidence": 0.99544, "X1": 0.18954, "Y1": 0.7152, "X2": 0.93072, "Y2": 0.715, "X3": 0.93072, "Y3": 0.7298, "X4": 0.18824, "Y4": 0.7268, "page": 0}, {"Word": "health groups, attended the 1981 meeting.", "Confidence": 0.98983, "X1": 0.18693, "Y1": 0.7292, "X2": 0.65752, "Y2": 0.729, "X3": 0.65752, "Y3": 0.7438, "X4": 0.18693, "Y4": 0.7428, "page": 0}, {"Word": "File .", "Confidence": 0.6475, "X1": 0.06928, "Y1": 0.7332, "X2": 0.12288, "Y2": 0.733, "X3": 0.13333, "Y3": 0.7498, "X4": 0.07974, "Y4": 0.7688, "page": 0}, {"Word": "MANAGING DIRECTOR of the American Lung Association in Dade and", "Confidence": 0.9943, "X1": 0.18693, "Y1": 0.7582, "X2": 0.93072, "Y2": 0.758, "X3": 0.93072, "Y3": 0.7738, "X4": 0.18693, "Y4": 0.7708, "page": 0}, {"Word": "VHA", "Confidence": 0.987, "X1": 0.06797, "Y1": 0.7582, "X2": 0.14641, "Y2": 0.758, "X3": 0.15425, "Y3": 0.7798, "X4": 0.08235, "Y4": 0.7998, "page": 0}, {"Word": "Monroe Counties, Fla ., writing in The Miami Herald, says thatr.", "Confidence": 0.95073, "X1": 0.18824, "Y1": 0.7742, "X2": 0.94771, "Y2": 0.774, "X3": 0.94771, "Y3": 0.7888, "X4": 0.18824, "Y4": 0.7858, "page": 0}, {"Word": "organization has launched a nationwide petition drive urging-", "Confidence": 0.94775, "X1": 0.18693, "Y1": 0.7892, "X2": 0.94379, "Y2": 0.789, "X3": 0.94379, "Y3": 0.8048, "X4": 0.18693, "Y4": 0.8008, "page": 0}, {"Word": "83'", "Confidence": 0.811, "X1": 0.08235, "Y1": 0.7952, "X2": 0.13333, "Y2": 0.795, "X3": 0.14248, "Y3": 0.8158, "X4": 0.09281, "Y4": 0.8318, "page": 0}, {"Word": "Congress to end the tobacco price support program. He said inc", "Confidence": 0.95045, "X1": 0.18824, "Y1": 0.8032, "X2": 0.95033, "Y2": 0.803, "X3": 0.94902, "Y3": 0.8178, "X4": 0.18824, "Y4": 0.8158, "page": 0}, {"Word": "2026258960", "Confidence": 0.991, "X1": 0.95294, "Y1": 0.8262, "X2": 0.94902, "Y2": 0.826, "X3": 0.92418, "Y3": 0.8258, "X4": 0.9268, "Y4": 0.6748, "page": 0}, {"Word": "his state ALA will give the petitions to newly elected Represen-", "Confidence": 0.99582, "X1": 0.18693, "Y1": 0.8182, "X2": 0.92941, "Y2": 0.818, "X3": 0.92941, "Y3": 0.8318, "X4": 0.18693, "Y4": 0.8298, "page": 0}, {"Word": "tatives before the new Congress convenes in January.", "Confidence": 0.99663, "X1": 0.18693, "Y1": 0.8322, "X2": 0.78693, "Y2": 0.832, "X3": 0.78693, "Y3": 0.8478, "X4": 0.18693, "Y4": 0.8448, "page": 0}], "words_data": [{"Word": "TI", "Confidence": 0.994, "X1": 0.19085, "Y1": 0.2922, "X2": 0.21307, "Y2": 0.292, "X3": 0.21176, "Y3": 0.3068, "X4": 0.18954, "Y4": 0.3068, "page": 0, "Index": 0}, {"Word": "Newsletter", "Confidence": 0.993, "X1": 0.22222, "Y1": 0.2932, "X2": 0.33856, "Y2": 0.293, "X3": 0.33856, "Y3": 0.3068, "X4": 0.22092, "Y4": 0.3068, "page": 0, "Index": 1}, {"Word": "November", "Confidence": 0.995, "X1": 0.73987, "Y1": 0.2942, "X2": 0.83137, "Y2": 0.294, "X3": 0.83137, "Y3": 0.3078, "X4": 0.73987, "Y4": 0.3078, "page": 0, "Index": 2}, {"Word": "2,", "Confidence": 0.996, "X1": 0.84444, "Y1": 0.2942, "X2": 0.86667, "Y2": 0.294, "X3": 0.86667, "Y3": 0.3078, "X4": 0.84444, "Y4": 0.3078, "page": 0, "Index": 3}, {"Word": "1982", "Confidence": 0.988, "X1": 0.87712, "Y1": 0.2942, "X2": 0.92418, "Y2": 0.294, "X3": 0.92418, "Y3": 0.3088, "X4": 0.87712, "Y4": 0.3088, "page": 0, "Index": 4}, {"Word": "File", "Confidence": 0.74, "X1": 0.06536, "Y1": 0.3302, "X2": 0.10327, "Y2": 0.33, "X3": 0.11895, "Y3": 0.3478, "X4": 0.08105, "Y4": 0.3668, "page": 0, "Index": 5}, {"Word": "A", "Confidence": 0.994, "X1": 0.49935, "Y1": 0.3512, "X2": 0.5098, "Y2": 0.351, "X3": 0.5098, "Y3": 0.3668, "X4": 0.49935, "Y4": 0.3668, "page": 0, "Index": 6}, {"Word": "NATIONAL", "Confidence": 0.995, "X1": 0.52157, "Y1": 0.3522, "X2": 0.61307, "Y2": 0.352, "X3": 0.61307, "Y3": 0.3658, "X4": 0.52157, "Y4": 0.3668, "page": 0, "Index": 7}, {"Word": "COMMITTEE", "Confidence": 0.994, "X1": 0.62876, "Y1": 0.3532, "X2": 0.73203, "Y2": 0.353, "X3": 0.73203, "Y3": 0.3668, "X4": 0.62876, "Y4": 0.3658, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.998, "X1": 0.74771, "Y1": 0.3532, "X2": 0.76993, "Y2": 0.353, "X3": 0.76863, "Y3": 0.3668, "X4": 0.74641, "Y4": 0.3668, "page": 0, "Index": 9}, {"Word": "the", "Confidence": 0.998, "X1": 0.78301, "Y1": 0.3542, "X2": 0.81699, "Y2": 0.354, "X3": 0.81699, "Y3": 0.3668, "X4": 0.78301, "Y4": 0.3668, "page": 0, "Index": 10}, {"Word": "American", "Confidence": 0.996, "X1": 0.83007, "Y1": 0.3552, "X2": 0.92288, "Y2": 0.355, "X3": 0.92157, "Y3": 0.3678, "X4": 0.83007, "Y4": 0.3668, "page": 0, "Index": 11}, {"Word": "83", "Confidence": 0.996, "X1": 0.12418, "Y1": 0.3552, "X2": 0.14902, "Y2": 0.355, "X3": 0.15556, "Y3": 0.3748, "X4": 0.13203, "Y4": 0.3808, "page": 0, "Index": 12}, {"Word": "HEALTH", "Confidence": 0.994, "X1": 0.20131, "Y1": 0.3542, "X2": 0.26275, "Y2": 0.354, "X3": 0.26144, "Y3": 0.3708, "X4": 0.2, "Y4": 0.3708, "page": 0, "Index": 13}, {"Word": "ORGANIZATIONS", "Confidence": 0.992, "X1": 0.26797, "Y1": 0.3552, "X2": 0.39608, "Y2": 0.355, "X3": 0.39608, "Y3": 0.3718, "X4": 0.26667, "Y4": 0.3708, "page": 0, "Index": 14}, {"Word": "VHA", "Confidence": 0.998, "X1": 0.06928, "Y1": 0.3622, "X2": 0.11765, "Y2": 0.362, "X3": 0.12549, "Y3": 0.3828, "X4": 0.07712, "Y4": 0.3938, "page": 0, "Index": 15}, {"Word": "Red", "Confidence": 0.994, "X1": 0.49935, "Y1": 0.3672, "X2": 0.53072, "Y2": 0.367, "X3": 0.53072, "Y3": 0.3798, "X4": 0.49935, "Y4": 0.3798, "page": 0, "Index": 16}, {"Word": "Cross", "Confidence": 0.997, "X1": 0.54248, "Y1": 0.3672, "X2": 0.59869, "Y2": 0.367, "X3": 0.59869, "Y3": 0.3808, "X4": 0.54248, "Y4": 0.3798, "page": 0, "Index": 17}, {"Word": "voted", "Confidence": 0.997, "X1": 0.61307, "Y1": 0.3682, "X2": 0.66928, "Y2": 0.368, "X3": 0.66928, "Y3": 0.3808, "X4": 0.61307, "Y4": 0.3808, "page": 0, "Index": 18}, {"Word": "to", "Confidence": 0.998, "X1": 0.68366, "Y1": 0.3682, "X2": 0.70327, "Y2": 0.368, "X3": 0.70196, "Y3": 0.3818, "X4": 0.68366, "Y4": 0.3808, "page": 0, "Index": 19}, {"Word": "refer", "Confidence": 0.981, "X1": 0.71765, "Y1": 0.3692, "X2": 0.77255, "Y2": 0.369, "X3": 0.77255, "Y3": 0.3818, "X4": 0.71634, "Y4": 0.3818, "page": 0, "Index": 20}, {"Word": "to", "Confidence": 0.998, "X1": 0.78693, "Y1": 0.3692, "X2": 0.80654, "Y2": 0.369, "X3": 0.80654, "Y3": 0.3818, "X4": 0.78693, "Y4": 0.3818, "page": 0, "Index": 21}, {"Word": "a", "Confidence": 0.998, "X1": 0.82092, "Y1": 0.3702, "X2": 0.83137, "Y2": 0.37, "X3": 0.83007, "Y3": 0.3818, "X4": 0.82092, "Y4": 0.3818, "page": 0, "Index": 22}, {"Word": "subcom-", "Confidence": 0.971, "X1": 0.84444, "Y1": 0.3712, "X2": 0.92288, "Y2": 0.371, "X3": 0.92157, "Y3": 0.3818, "X4": 0.84444, "Y4": 0.3818, "page": 0, "Index": 23}, {"Word": "to", "Confidence": 0.969, "X1": 0.13856, "Y1": 0.3792, "X2": 0.16078, "Y2": 0.379, "X3": 0.16471, "Y3": 0.3958, "X4": 0.14248, "Y4": 0.3998, "page": 0, "Index": 24}, {"Word": "mittee", "Confidence": 0.958, "X1": 0.19085, "Y1": 0.3802, "X2": 0.25621, "Y2": 0.38, "X3": 0.25621, "Y3": 0.3938, "X4": 0.19085, "Y4": 0.3928, "page": 0, "Index": 25}, {"Word": "for", "Confidence": 0.998, "X1": 0.2719, "Y1": 0.3802, "X2": 0.30327, "Y2": 0.38, "X3": 0.30458, "Y3": 0.3938, "X4": 0.2732, "Y4": 0.3938, "page": 0, "Index": 26}, {"Word": "further", "Confidence": 0.995, "X1": 0.32026, "Y1": 0.3812, "X2": 0.39739, "Y2": 0.381, "X3": 0.39869, "Y3": 0.3938, "X4": 0.32026, "Y4": 0.3938, "page": 0, "Index": 27}, {"Word": "study", "Confidence": 0.996, "X1": 0.41046, "Y1": 0.3812, "X2": 0.46797, "Y2": 0.381, "X3": 0.46797, "Y3": 0.3948, "X4": 0.41046, "Y4": 0.3938, "page": 0, "Index": 28}, {"Word": "a", "Confidence": 0.991, "X1": 0.48235, "Y1": 0.3812, "X2": 0.4915, "Y2": 0.381, "X3": 0.4915, "Y3": 0.3948, "X4": 0.48235, "Y4": 0.3948, "page": 0, "Index": 29}, {"Word": "resolution,", "Confidence": 0.992, "X1": 0.50458, "Y1": 0.3822, "X2": 0.63137, "Y2": 0.382, "X3": 0.63137, "Y3": 0.3948, "X4": 0.50458, "Y4": 0.3948, "page": 0, "Index": 30}, {"Word": "earlier", "Confidence": 0.992, "X1": 0.64444, "Y1": 0.3832, "X2": 0.72288, "Y2": 0.383, "X3": 0.72288, "Y3": 0.3958, "X4": 0.64444, "Y4": 0.3948, "page": 0, "Index": 31}, {"Word": "approved", "Confidence": 0.995, "X1": 0.73725, "Y1": 0.3832, "X2": 0.82745, "Y2": 0.383, "X3": 0.82745, "Y3": 0.3958, "X4": 0.73856, "Y4": 0.3958, "page": 0, "Index": 32}, {"Word": "at", "Confidence": 0.998, "X1": 0.8549, "Y1": 0.3832, "X2": 0.87582, "Y2": 0.383, "X3": 0.87582, "Y3": 0.3958, "X4": 0.8549, "Y4": 0.3958, "page": 0, "Index": 33}, {"Word": "its", "Confidence": 0.998, "X1": 0.8915, "Y1": 0.3832, "X2": 0.92288, "Y2": 0.383, "X3": 0.92288, "Y3": 0.3958, "X4": 0.8915, "Y4": 0.3958, "page": 0, "Index": 34}, {"Word": "need", "Confidence": 0.74, "X1": 0.09804, "Y1": 0.3842, "X2": 0.13333, "Y2": 0.384, "X3": 0.13856, "Y3": 0.4008, "X4": 0.10458, "Y4": 0.4088, "page": 0, "Index": 35}, {"Word": "annual", "Confidence": 0.993, "X1": 0.18954, "Y1": 0.3962, "X2": 0.25621, "Y2": 0.396, "X3": 0.25621, "Y3": 0.4078, "X4": 0.19085, "Y4": 0.4078, "page": 0, "Index": 36}, {"Word": "We", "Confidence": 0.984, "X1": 0.07059, "Y1": 0.3942, "X2": 0.09412, "Y2": 0.394, "X3": 0.10065, "Y3": 0.4098, "X4": 0.07843, "Y4": 0.4168, "page": 0, "Index": 37}, {"Word": "this.", "Confidence": 0.613, "X1": 0.13072, "Y1": 0.4002, "X2": 0.17255, "Y2": 0.4, "X3": 0.17516, "Y3": 0.4158, "X4": 0.13464, "Y4": 0.4218, "page": 0, "Index": 38}, {"Word": "meeting,", "Confidence": 0.991, "X1": 0.2719, "Y1": 0.3962, "X2": 0.36471, "Y2": 0.396, "X3": 0.36471, "Y3": 0.4088, "X4": 0.2719, "Y4": 0.4078, "page": 0, "Index": 39}, {"Word": "urging", "Confidence": 0.997, "X1": 0.37908, "Y1": 0.3962, "X2": 0.44706, "Y2": 0.396, "X3": 0.44706, "Y3": 0.4088, "X4": 0.37908, "Y4": 0.4088, "page": 0, "Index": 40}, {"Word": "that", "Confidence": 0.991, "X1": 0.46536, "Y1": 0.3962, "X2": 0.5085, "Y2": 0.396, "X3": 0.5085, "Y3": 0.4098, "X4": 0.46536, "Y4": 0.4088, "page": 0, "Index": 41}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.52549, "Y1": 0.3962, "X2": 0.60392, "Y2": 0.396, "X3": 0.60392, "Y3": 0.4098, "X4": 0.52549, "Y4": 0.4098, "page": 0, "Index": 42}, {"Word": "be", "Confidence": 0.998, "X1": 0.61961, "Y1": 0.3962, "X2": 0.64183, "Y2": 0.396, "X3": 0.64183, "Y3": 0.4098, "X4": 0.61961, "Y4": 0.4098, "page": 0, "Index": 43}, {"Word": "discouraged", "Confidence": 0.993, "X1": 0.65882, "Y1": 0.3972, "X2": 0.78431, "Y2": 0.397, "X3": 0.78301, "Y3": 0.4098, "X4": 0.65882, "Y4": 0.4098, "page": 0, "Index": 44}, {"Word": "in", "Confidence": 0.998, "X1": 0.80261, "Y1": 0.3972, "X2": 0.82222, "Y2": 0.397, "X3": 0.82092, "Y3": 0.4098, "X4": 0.80131, "Y4": 0.4098, "page": 0, "Index": 45}, {"Word": "all", "Confidence": 0.994, "X1": 0.84052, "Y1": 0.3972, "X2": 0.8732, "Y2": 0.397, "X3": 0.8719, "Y3": 0.4098, "X4": 0.83922, "Y4": 0.4098, "page": 0, "Index": 46}, {"Word": "Red", "Confidence": 0.998, "X1": 0.88889, "Y1": 0.3982, "X2": 0.92288, "Y2": 0.398, "X3": 0.92157, "Y3": 0.4098, "X4": 0.88889, "Y4": 0.4098, "page": 0, "Index": 47}, {"Word": "watch", "Confidence": 0.987, "X1": 0.07974, "Y1": 0.4082, "X2": 0.12288, "Y2": 0.408, "X3": 0.1268, "Y3": 0.4238, "X4": 0.08627, "Y4": 0.4328, "page": 0, "Index": 48}, {"Word": "Cross", "Confidence": 0.994, "X1": 0.18824, "Y1": 0.4102, "X2": 0.24444, "Y2": 0.41, "X3": 0.24444, "Y3": 0.4218, "X4": 0.18954, "Y4": 0.4218, "page": 0, "Index": 49}, {"Word": "facilities", "Confidence": 0.945, "X1": 0.26144, "Y1": 0.4102, "X2": 0.37386, "Y2": 0.41, "X3": 0.37516, "Y3": 0.4228, "X4": 0.26275, "Y4": 0.4218, "page": 0, "Index": 50}, {"Word": "because", "Confidence": 0.991, "X1": 0.38954, "Y1": 0.4102, "X2": 0.47059, "Y2": 0.41, "X3": 0.47059, "Y3": 0.4228, "X4": 0.39085, "Y4": 0.4228, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.48627, "Y1": 0.4102, "X2": 0.5085, "Y2": 0.41, "X3": 0.5085, "Y3": 0.4238, "X4": 0.48627, "Y4": 0.4228, "page": 0, "Index": 52}, {"Word": "a", "Confidence": 0.153, "X1": 0.52549, "Y1": 0.4102, "X2": 0.53464, "Y2": 0.41, "X3": 0.53464, "Y3": 0.4238, "X4": 0.52549, "Y4": 0.4238, "page": 0, "Index": 53}, {"Word": "possible", "Confidence": 0.996, "X1": 0.55033, "Y1": 0.4112, "X2": 0.64183, "Y2": 0.411, "X3": 0.64183, "Y3": 0.4238, "X4": 0.55033, "Y4": 0.4238, "page": 0, "Index": 54}, {"Word": "health", "Confidence": 0.995, "X1": 0.65752, "Y1": 0.4112, "X2": 0.7268, "Y2": 0.411, "X3": 0.72549, "Y3": 0.4248, "X4": 0.65752, "Y4": 0.4238, "page": 0, "Index": 55}, {"Word": "hazard", "Confidence": 0.994, "X1": 0.74379, "Y1": 0.4122, "X2": 0.81046, "Y2": 0.412, "X3": 0.81046, "Y3": 0.4248, "X4": 0.74248, "Y4": 0.4248, "page": 0, "Index": 56}, {"Word": "for", "Confidence": 0.998, "X1": 0.82876, "Y1": 0.4132, "X2": 0.86013, "Y2": 0.413, "X3": 0.85882, "Y3": 0.4248, "X4": 0.82876, "Y4": 0.4248, "page": 0, "Index": 57}, {"Word": "non-", "Confidence": 0.988, "X1": 0.87712, "Y1": 0.4132, "X2": 0.92288, "Y2": 0.413, "X3": 0.92157, "Y3": 0.4248, "X4": 0.87582, "Y4": 0.4248, "page": 0, "Index": 58}, {"Word": "smokers", "Confidence": 0.958, "X1": 0.18954, "Y1": 0.4242, "X2": 0.26667, "Y2": 0.424, "X3": 0.26667, "Y3": 0.4368, "X4": 0.18954, "Y4": 0.4368, "page": 0, "Index": 59}, {"Word": "(NL", "Confidence": 0.998, "X1": 0.28497, "Y1": 0.4242, "X2": 0.31765, "Y2": 0.424, "X3": 0.31765, "Y3": 0.4368, "X4": 0.28497, "Y4": 0.4368, "page": 0, "Index": 60}, {"Word": "309).", "Confidence": 0.996, "X1": 0.33464, "Y1": 0.4242, "X2": 0.39216, "Y2": 0.424, "X3": 0.39216, "Y3": 0.4378, "X4": 0.33464, "Y4": 0.4368, "page": 0, "Index": 61}, {"Word": "Committee", "Confidence": 0.992, "X1": 0.42092, "Y1": 0.4242, "X2": 0.52288, "Y2": 0.424, "X3": 0.52157, "Y3": 0.4378, "X4": 0.42092, "Y4": 0.4378, "page": 0, "Index": 62}, {"Word": "members", "Confidence": 0.995, "X1": 0.53987, "Y1": 0.4242, "X2": 0.61961, "Y2": 0.424, "X3": 0.6183, "Y3": 0.4388, "X4": 0.53987, "Y4": 0.4378, "page": 0, "Index": 63}, {"Word": "include", "Confidence": 0.995, "X1": 0.63922, "Y1": 0.4252, "X2": 0.71765, "Y2": 0.425, "X3": 0.71634, "Y3": 0.4388, "X4": 0.63791, "Y4": 0.4388, "page": 0, "Index": 64}, {"Word": "Health", "Confidence": 0.994, "X1": 0.73464, "Y1": 0.4262, "X2": 0.80131, "Y2": 0.426, "X3": 0.8, "Y3": 0.4388, "X4": 0.73333, "Y4": 0.4388, "page": 0, "Index": 65}, {"Word": "Secretary", "Confidence": 0.995, "X1": 0.82092, "Y1": 0.4282, "X2": 0.92288, "Y2": 0.428, "X3": 0.92026, "Y3": 0.4398, "X4": 0.81961, "Y4": 0.4388, "page": 0, "Index": 66}, {"Word": "Schweiker,", "Confidence": 0.994, "X1": 0.18824, "Y1": 0.4382, "X2": 0.30327, "Y2": 0.438, "X3": 0.30327, "Y3": 0.4518, "X4": 0.18824, "Y4": 0.4508, "page": 0, "Index": 67}, {"Word": "Defense", "Confidence": 0.994, "X1": 0.31634, "Y1": 0.4382, "X2": 0.39477, "Y2": 0.438, "X3": 0.39477, "Y3": 0.4518, "X4": 0.31503, "Y4": 0.4518, "page": 0, "Index": 68}, {"Word": "Secretary", "Confidence": 0.994, "X1": 0.41046, "Y1": 0.4392, "X2": 0.51111, "Y2": 0.439, "X3": 0.51111, "Y3": 0.4528, "X4": 0.41046, "Y4": 0.4518, "page": 0, "Index": 69}, {"Word": "Weinberger,", "Confidence": 0.991, "X1": 0.52549, "Y1": 0.4402, "X2": 0.6549, "Y2": 0.44, "X3": 0.65359, "Y3": 0.4528, "X4": 0.52549, "Y4": 0.4528, "page": 0, "Index": 70}, {"Word": "and", "Confidence": 0.998, "X1": 0.66797, "Y1": 0.4402, "X2": 0.69935, "Y2": 0.44, "X3": 0.69935, "Y3": 0.4528, "X4": 0.66667, "Y4": 0.4528, "page": 0, "Index": 71}, {"Word": "Secretary", "Confidence": 0.955, "X1": 0.71503, "Y1": 0.4412, "X2": 0.8183, "Y2": 0.441, "X3": 0.81699, "Y3": 0.4538, "X4": 0.71373, "Y4": 0.4538, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.83137, "Y1": 0.4412, "X2": 0.85229, "Y2": 0.441, "X3": 0.85098, "Y3": 0.4538, "X4": 0.83007, "Y4": 0.4538, "page": 0, "Index": 73}, {"Word": "State", "Confidence": 0.998, "X1": 0.86536, "Y1": 0.4422, "X2": 0.92288, "Y2": 0.442, "X3": 0.92157, "Y3": 0.4538, "X4": 0.86536, "Y4": 0.4538, "page": 0, "Index": 74}, {"Word": "Shultz.", "Confidence": 0.895, "X1": 0.18824, "Y1": 0.4522, "X2": 0.27059, "Y2": 0.452, "X3": 0.27059, "Y3": 0.4658, "X4": 0.18824, "Y4": 0.4658, "page": 0, "Index": 75}, {"Word": "AMERICAN", "Confidence": 0.994, "X1": 0.18824, "Y1": 0.4802, "X2": 0.27974, "Y2": 0.48, "X3": 0.27843, "Y3": 0.4948, "X4": 0.18693, "Y4": 0.4948, "page": 0, "Index": 76}, {"Word": "CANCER", "Confidence": 0.996, "X1": 0.29281, "Y1": 0.4802, "X2": 0.36209, "Y2": 0.48, "X3": 0.36078, "Y3": 0.4948, "X4": 0.29281, "Y4": 0.4948, "page": 0, "Index": 77}, {"Word": "SOCIETY", "Confidence": 0.995, "X1": 0.37516, "Y1": 0.4812, "X2": 0.45621, "Y2": 0.481, "X3": 0.4549, "Y3": 0.4948, "X4": 0.37516, "Y4": 0.4948, "page": 0, "Index": 78}, {"Word": "issued", "Confidence": 0.997, "X1": 0.47059, "Y1": 0.4812, "X2": 0.53725, "Y2": 0.481, "X3": 0.53595, "Y3": 0.4948, "X4": 0.47059, "Y4": 0.4948, "page": 0, "Index": 79}, {"Word": "a", "Confidence": 0.994, "X1": 0.55163, "Y1": 0.4812, "X2": 0.56209, "Y2": 0.481, "X3": 0.56209, "Y3": 0.4958, "X4": 0.55033, "Y4": 0.4958, "page": 0, "Index": 80}, {"Word": "summary", "Confidence": 0.993, "X1": 0.57516, "Y1": 0.4822, "X2": 0.65359, "Y2": 0.482, "X3": 0.65359, "Y3": 0.4958, "X4": 0.57386, "Y4": 0.4958, "page": 0, "Index": 81}, {"Word": "report", "Confidence": 0.997, "X1": 0.66667, "Y1": 0.4822, "X2": 0.73595, "Y2": 0.482, "X3": 0.73595, "Y3": 0.4958, "X4": 0.66536, "Y4": 0.4958, "page": 0, "Index": 82}, {"Word": "from", "Confidence": 0.991, "X1": 0.75033, "Y1": 0.4832, "X2": 0.79477, "Y2": 0.483, "X3": 0.79346, "Y3": 0.4968, "X4": 0.74902, "Y4": 0.4958, "page": 0, "Index": 83}, {"Word": "a", "Confidence": 0.998, "X1": 0.80784, "Y1": 0.4832, "X2": 0.8183, "Y2": 0.483, "X3": 0.81699, "Y3": 0.4968, "X4": 0.80654, "Y4": 0.4968, "page": 0, "Index": 84}, {"Word": "national", "Confidence": 0.994, "X1": 0.83137, "Y1": 0.4832, "X2": 0.92288, "Y2": 0.483, "X3": 0.92288, "Y3": 0.4968, "X4": 0.83007, "Y4": 0.4968, "page": 0, "Index": 85}, {"Word": "conference", "Confidence": 0.992, "X1": 0.18954, "Y1": 0.4962, "X2": 0.30327, "Y2": 0.496, "X3": 0.30065, "Y3": 0.5088, "X4": 0.18693, "Y4": 0.5088, "page": 0, "Index": 86}, {"Word": "it", "Confidence": 0.998, "X1": 0.32026, "Y1": 0.4962, "X2": 0.34248, "Y2": 0.496, "X3": 0.34118, "Y3": 0.5098, "X4": 0.31895, "Y4": 0.5088, "page": 0, "Index": 87}, {"Word": "spearheaded", "Confidence": 0.963, "X1": 0.35817, "Y1": 0.4962, "X2": 0.48105, "Y2": 0.496, "X3": 0.47974, "Y3": 0.5098, "X4": 0.35686, "Y4": 0.5098, "page": 0, "Index": 88}, {"Word": "in", "Confidence": 0.998, "X1": 0.49935, "Y1": 0.4962, "X2": 0.52026, "Y2": 0.496, "X3": 0.51895, "Y3": 0.5098, "X4": 0.49804, "Y4": 0.5098, "page": 0, "Index": 89}, {"Word": "Nov.", "Confidence": 0.991, "X1": 0.53595, "Y1": 0.4962, "X2": 0.58301, "Y2": 0.496, "X3": 0.58301, "Y3": 0.5108, "X4": 0.53464, "Y4": 0.5098, "page": 0, "Index": 90}, {"Word": "1981", "Confidence": 0.983, "X1": 0.59739, "Y1": 0.4972, "X2": 0.64183, "Y2": 0.497, "X3": 0.64183, "Y3": 0.5108, "X4": 0.59739, "Y4": 0.5108, "page": 0, "Index": 91}, {"Word": "on", "Confidence": 0.996, "X1": 0.65752, "Y1": 0.4972, "X2": 0.68105, "Y2": 0.497, "X3": 0.68105, "Y3": 0.5108, "X4": 0.65752, "Y4": 0.5108, "page": 0, "Index": 92}, {"Word": "\"smoking", "Confidence": 0.969, "X1": 0.69935, "Y1": 0.4972, "X2": 0.78954, "Y2": 0.497, "X3": 0.78824, "Y3": 0.5108, "X4": 0.69804, "Y4": 0.5108, "page": 0, "Index": 93}, {"Word": "or", "Confidence": 0.998, "X1": 0.80523, "Y1": 0.4982, "X2": 0.82745, "Y2": 0.498, "X3": 0.82614, "Y3": 0.5108, "X4": 0.80392, "Y4": 0.5108, "page": 0, "Index": 94}, {"Word": "health\"", "Confidence": 0.991, "X1": 0.84183, "Y1": 0.4982, "X2": 0.92418, "Y2": 0.498, "X3": 0.92418, "Y3": 0.5108, "X4": 0.84183, "Y4": 0.5108, "page": 0, "Index": 95}, {"Word": "(NL", "Confidence": 0.998, "X1": 0.19346, "Y1": 0.5092, "X2": 0.22222, "Y2": 0.509, "X3": 0.22092, "Y3": 0.5218, "X4": 0.19216, "Y4": 0.5228, "page": 0, "Index": 96}, {"Word": "291).", "Confidence": 0.919, "X1": 0.24052, "Y1": 0.5102, "X2": 0.29804, "Y2": 0.51, "X3": 0.29673, "Y3": 0.5218, "X4": 0.24052, "Y4": 0.5218, "page": 0, "Index": 97}, {"Word": "The", "Confidence": 0.998, "X1": 0.32941, "Y1": 0.5102, "X2": 0.36209, "Y2": 0.51, "X3": 0.36209, "Y3": 0.5238, "X4": 0.32941, "Y4": 0.5238, "page": 0, "Index": 98}, {"Word": "report", "Confidence": 0.997, "X1": 0.37908, "Y1": 0.5112, "X2": 0.44706, "Y2": 0.511, "X3": 0.44706, "Y3": 0.5248, "X4": 0.37908, "Y4": 0.5238, "page": 0, "Index": 99}, {"Word": "includes", "Confidence": 0.995, "X1": 0.46405, "Y1": 0.5112, "X2": 0.55425, "Y2": 0.511, "X3": 0.55425, "Y3": 0.5248, "X4": 0.46405, "Y4": 0.5248, "page": 0, "Index": 100}, {"Word": "recommendations", "Confidence": 0.993, "X1": 0.56993, "Y1": 0.5122, "X2": 0.74248, "Y2": 0.512, "X3": 0.74118, "Y3": 0.5258, "X4": 0.56863, "Y4": 0.5248, "page": 0, "Index": 101}, {"Word": "for", "Confidence": 0.998, "X1": 0.75948, "Y1": 0.5132, "X2": 0.79216, "Y2": 0.513, "X3": 0.79216, "Y3": 0.5258, "X4": 0.75817, "Y4": 0.5258, "page": 0, "Index": 102}, {"Word": "preventing", "Confidence": 0.995, "X1": 0.80784, "Y1": 0.5142, "X2": 0.92288, "Y2": 0.514, "X3": 0.92157, "Y3": 0.5268, "X4": 0.80784, "Y4": 0.5258, "page": 0, "Index": 103}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.18954, "Y1": 0.5242, "X2": 0.26928, "Y2": 0.524, "X3": 0.26667, "Y3": 0.5378, "X4": 0.18824, "Y4": 0.5378, "page": 0, "Index": 104}, {"Word": "through", "Confidence": 0.997, "X1": 0.28235, "Y1": 0.5242, "X2": 0.36078, "Y2": 0.524, "X3": 0.35948, "Y3": 0.5378, "X4": 0.28105, "Y4": 0.5378, "page": 0, "Index": 105}, {"Word": "-", "Confidence": 0.961, "X1": 0.11503, "Y1": 0.5442, "X2": 0.11503, "Y2": 0.544, "X3": 0.0902, "Y3": 0.5438, "X4": 0.0902, "Y4": 0.5288, "page": 0, "Index": 106}, {"Word": "school", "Confidence": 0.996, "X1": 0.37255, "Y1": 0.5252, "X2": 0.44183, "Y2": 0.525, "X3": 0.44052, "Y3": 0.5388, "X4": 0.37124, "Y4": 0.5378, "page": 0, "Index": 107}, {"Word": "health", "Confidence": 0.995, "X1": 0.45098, "Y1": 0.5252, "X2": 0.52026, "Y2": 0.525, "X3": 0.51895, "Y3": 0.5388, "X4": 0.44967, "Y4": 0.5388, "page": 0, "Index": 108}, {"Word": "education,", "Confidence": 0.991, "X1": 0.53203, "Y1": 0.5262, "X2": 0.64837, "Y2": 0.526, "X3": 0.64706, "Y3": 0.5398, "X4": 0.53072, "Y4": 0.5388, "page": 0, "Index": 109}, {"Word": "employer", "Confidence": 0.994, "X1": 0.65882, "Y1": 0.5272, "X2": 0.75033, "Y2": 0.527, "X3": 0.74902, "Y3": 0.5398, "X4": 0.65882, "Y4": 0.5398, "page": 0, "Index": 110}, {"Word": "participation,", "Confidence": 0.911, "X1": 0.76209, "Y1": 0.5282, "X2": 0.92288, "Y2": 0.528, "X3": 0.92288, "Y3": 0.5418, "X4": 0.76209, "Y4": 0.5398, "page": 0, "Index": 111}, {"Word": "and", "Confidence": 0.997, "X1": 0.19216, "Y1": 0.5392, "X2": 0.22222, "Y2": 0.539, "X3": 0.22092, "Y3": 0.5528, "X4": 0.19085, "Y4": 0.5528, "page": 0, "Index": 112}, {"Word": "grassroots", "Confidence": 0.995, "X1": 0.23399, "Y1": 0.5382, "X2": 0.34902, "Y2": 0.538, "X3": 0.34771, "Y3": 0.5528, "X4": 0.23268, "Y4": 0.5528, "page": 0, "Index": 113}, {"Word": "action", "Confidence": 0.997, "X1": 0.36078, "Y1": 0.5382, "X2": 0.42876, "Y2": 0.538, "X3": 0.42745, "Y3": 0.5528, "X4": 0.35948, "Y4": 0.5528, "page": 0, "Index": 114}, {"Word": "by", "Confidence": 0.998, "X1": 0.44052, "Y1": 0.5382, "X2": 0.46405, "Y2": 0.538, "X3": 0.46275, "Y3": 0.5528, "X4": 0.43922, "Y4": 0.5528, "page": 0, "Index": 115}, {"Word": "a", "Confidence": 0.995, "X1": 0.47451, "Y1": 0.5382, "X2": 0.48627, "Y2": 0.538, "X3": 0.48497, "Y3": 0.5528, "X4": 0.47451, "Y4": 0.5528, "page": 0, "Index": 116}, {"Word": "new", "Confidence": 0.998, "X1": 0.49804, "Y1": 0.5382, "X2": 0.53203, "Y2": 0.538, "X3": 0.53072, "Y3": 0.5528, "X4": 0.49673, "Y4": 0.5528, "page": 0, "Index": 117}, {"Word": "coalition", "Confidence": 0.995, "X1": 0.54379, "Y1": 0.5392, "X2": 0.64575, "Y2": 0.539, "X3": 0.64575, "Y3": 0.5538, "X4": 0.54248, "Y4": 0.5528, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.65752, "Y1": 0.5392, "X2": 0.68235, "Y2": 0.539, "X3": 0.68105, "Y3": 0.5538, "X4": 0.65752, "Y4": 0.5538, "page": 0, "Index": 119}, {"Word": "anti-smoking", "Confidence": 0.993, "X1": 0.69412, "Y1": 0.5402, "X2": 0.83137, "Y2": 0.54, "X3": 0.83137, "Y3": 0.5548, "X4": 0.69281, "Y4": 0.5538, "page": 0, "Index": 120}, {"Word": "groups.", "Confidence": 0.996, "X1": 0.84314, "Y1": 0.5422, "X2": 0.92288, "Y2": 0.542, "X3": 0.92157, "Y3": 0.5548, "X4": 0.84183, "Y4": 0.5548, "page": 0, "Index": 121}, {"Word": "In", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.5672, "X2": 0.26928, "Y2": 0.567, "X3": 0.26667, "Y3": 0.5808, "X4": 0.24837, "Y4": 0.5808, "page": 0, "Index": 122}, {"Word": "a", "Confidence": 0.996, "X1": 0.28235, "Y1": 0.5672, "X2": 0.29412, "Y2": 0.567, "X3": 0.29281, "Y3": 0.5808, "X4": 0.28105, "Y4": 0.5808, "page": 0, "Index": 123}, {"Word": "section", "Confidence": 0.997, "X1": 0.30719, "Y1": 0.5672, "X2": 0.38693, "Y2": 0.567, "X3": 0.38562, "Y3": 0.5808, "X4": 0.30588, "Y4": 0.5808, "page": 0, "Index": 124}, {"Word": "on", "Confidence": 0.998, "X1": 0.4, "Y1": 0.5672, "X2": 0.42353, "Y2": 0.567, "X3": 0.42222, "Y3": 0.5808, "X4": 0.39869, "Y4": 0.5808, "page": 0, "Index": 125}, {"Word": "tobacco-related", "Confidence": 0.993, "X1": 0.4366, "Y1": 0.5682, "X2": 0.60784, "Y2": 0.568, "X3": 0.60654, "Y3": 0.5818, "X4": 0.43529, "Y4": 0.5808, "page": 0, "Index": 126}, {"Word": "research,", "Confidence": 0.969, "X1": 0.63268, "Y1": 0.5682, "X2": 0.73856, "Y2": 0.568, "X3": 0.73725, "Y3": 0.5828, "X4": 0.63137, "Y4": 0.5818, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.998, "X1": 0.75163, "Y1": 0.5692, "X2": 0.78431, "Y2": 0.569, "X3": 0.78301, "Y3": 0.5838, "X4": 0.75033, "Y4": 0.5828, "page": 0, "Index": 128}, {"Word": "report", "Confidence": 0.997, "X1": 0.79739, "Y1": 0.5692, "X2": 0.86536, "Y2": 0.569, "X3": 0.86405, "Y3": 0.5848, "X4": 0.79608, "Y4": 0.5838, "page": 0, "Index": 129}, {"Word": "claims", "Confidence": 0.994, "X1": 0.24706, "Y1": 0.5822, "X2": 0.31503, "Y2": 0.582, "X3": 0.31373, "Y3": 0.5948, "X4": 0.24575, "Y4": 0.5938, "page": 0, "Index": 130}, {"Word": "that", "Confidence": 0.989, "X1": 0.33333, "Y1": 0.5822, "X2": 0.37778, "Y2": 0.582, "X3": 0.37647, "Y3": 0.5948, "X4": 0.33203, "Y4": 0.5948, "page": 0, "Index": 131}, {"Word": "studies", "Confidence": 0.996, "X1": 0.39608, "Y1": 0.5822, "X2": 0.47582, "Y2": 0.582, "X3": 0.47451, "Y3": 0.5958, "X4": 0.39477, "Y4": 0.5958, "page": 0, "Index": 132}, {"Word": "are", "Confidence": 0.998, "X1": 0.49412, "Y1": 0.5822, "X2": 0.5281, "Y2": 0.582, "X3": 0.5268, "Y3": 0.5958, "X4": 0.49281, "Y4": 0.5958, "page": 0, "Index": 133}, {"Word": "\"woefully", "Confidence": 0.991, "X1": 0.54771, "Y1": 0.5822, "X2": 0.64967, "Y2": 0.582, "X3": 0.64837, "Y3": 0.5968, "X4": 0.54641, "Y4": 0.5968, "page": 0, "Index": 134}, {"Word": "lacking\"", "Confidence": 0.95, "X1": 0.66928, "Y1": 0.5832, "X2": 0.76209, "Y2": 0.583, "X3": 0.76078, "Y3": 0.5968, "X4": 0.66797, "Y4": 0.5968, "page": 0, "Index": 135}, {"Word": "on", "Confidence": 0.998, "X1": 0.77908, "Y1": 0.5832, "X2": 0.80131, "Y2": 0.583, "X3": 0.8, "Y3": 0.5978, "X4": 0.77778, "Y4": 0.5978, "page": 0, "Index": 136}, {"Word": "\"the", "Confidence": 0.982, "X1": 0.82092, "Y1": 0.5832, "X2": 0.86536, "Y2": 0.583, "X3": 0.86405, "Y3": 0.5978, "X4": 0.81961, "Y4": 0.5978, "page": 0, "Index": 137}, {"Word": "ONE,", "Confidence": 0.47, "X1": 0.14248, "Y1": 0.5932, "X2": 0.17908, "Y2": 0.593, "X3": 0.19608, "Y3": 0.6048, "X4": 0.15948, "Y4": 0.6308, "page": 0, "Index": 138}, {"Word": "28/11/11", "Confidence": 0.885, "X1": 0.24314, "Y1": 0.6242, "X2": 0.19608, "Y2": 0.624, "X3": 0.17647, "Y3": 0.6078, "X4": 0.21699, "Y4": 0.5758, "page": 0, "Index": 139}, {"Word": "mechanisms", "Confidence": 0.991, "X1": 0.24575, "Y1": 0.5972, "X2": 0.35948, "Y2": 0.597, "X3": 0.35948, "Y3": 0.6098, "X4": 0.24444, "Y4": 0.6088, "page": 0, "Index": 140}, {"Word": "by", "Confidence": 0.997, "X1": 0.37255, "Y1": 0.5972, "X2": 0.39608, "Y2": 0.597, "X3": 0.39608, "Y3": 0.6108, "X4": 0.37255, "Y4": 0.6098, "page": 0, "Index": 141}, {"Word": "which", "Confidence": 0.998, "X1": 0.40915, "Y1": 0.5972, "X2": 0.46536, "Y2": 0.597, "X3": 0.46536, "Y3": 0.6108, "X4": 0.40784, "Y4": 0.6108, "page": 0, "Index": 142}, {"Word": "diseases", "Confidence": 0.995, "X1": 0.47974, "Y1": 0.5972, "X2": 0.57124, "Y2": 0.597, "X3": 0.57124, "Y3": 0.6118, "X4": 0.47974, "Y4": 0.6118, "page": 0, "Index": 143}, {"Word": "are", "Confidence": 0.998, "X1": 0.58562, "Y1": 0.5972, "X2": 0.6183, "Y2": 0.597, "X3": 0.6183, "Y3": 0.6118, "X4": 0.58431, "Y4": 0.6118, "page": 0, "Index": 144}, {"Word": "produced", "Confidence": 0.996, "X1": 0.63137, "Y1": 0.5972, "X2": 0.72418, "Y2": 0.597, "X3": 0.72418, "Y3": 0.6128, "X4": 0.63007, "Y4": 0.6128, "page": 0, "Index": 145}, {"Word": "as", "Confidence": 0.998, "X1": 0.73725, "Y1": 0.5972, "X2": 0.75948, "Y2": 0.597, "X3": 0.75948, "Y3": 0.6128, "X4": 0.73725, "Y4": 0.6128, "page": 0, "Index": 146}, {"Word": "a", "Confidence": 0.995, "X1": 0.77255, "Y1": 0.5972, "X2": 0.78301, "Y2": 0.597, "X3": 0.78301, "Y3": 0.6128, "X4": 0.77255, "Y4": 0.6128, "page": 0, "Index": 147}, {"Word": "result", "Confidence": 0.995, "X1": 0.79608, "Y1": 0.5982, "X2": 0.86536, "Y2": 0.598, "X3": 0.86536, "Y3": 0.6128, "X4": 0.79608, "Y4": 0.6128, "page": 0, "Index": 148}, {"Word": "88", "Confidence": 0.072, "X1": 0.19216, "Y1": 0.6432, "X2": 0.16601, "Y2": 0.643, "X3": 0.15033, "Y3": 0.6278, "X4": 0.17255, "Y4": 0.6108, "page": 0, "Index": 149}, {"Word": "of", "Confidence": 0.998, "X1": 0.24706, "Y1": 0.6102, "X2": 0.26797, "Y2": 0.61, "X3": 0.26928, "Y3": 0.6248, "X4": 0.24706, "Y4": 0.6248, "page": 0, "Index": 150}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.27974, "Y1": 0.6112, "X2": 0.38301, "Y2": 0.611, "X3": 0.38301, "Y3": 0.6248, "X4": 0.27974, "Y4": 0.6248, "page": 0, "Index": 151}, {"Word": "smoking.\"", "Confidence": 0.882, "X1": 0.39477, "Y1": 0.6102, "X2": 0.49935, "Y2": 0.61, "X3": 0.49935, "Y3": 0.6248, "X4": 0.39477, "Y4": 0.6248, "page": 0, "Index": 152}, {"Word": "I", "Confidence": 0.261, "X1": 0.13203, "Y1": 0.6192, "X2": 0.13856, "Y2": 0.619, "X3": 0.15556, "Y3": 0.6338, "X4": 0.14771, "Y4": 0.6378, "page": 0, "Index": 153}, {"Word": "Leti", "Confidence": 0.484, "X1": 0.07974, "Y1": 0.6262, "X2": 0.12549, "Y2": 0.626, "X3": 0.14118, "Y3": 0.6418, "X4": 0.09412, "Y4": 0.6648, "page": 0, "Index": 154}, {"Word": "A", "Confidence": 0.991, "X1": 0.18824, "Y1": 0.6392, "X2": 0.19869, "Y2": 0.639, "X3": 0.2, "Y3": 0.6528, "X4": 0.18954, "Y4": 0.6528, "page": 0, "Index": 155}, {"Word": "final", "Confidence": 0.994, "X1": 0.21176, "Y1": 0.6392, "X2": 0.26928, "Y2": 0.639, "X3": 0.26928, "Y3": 0.6538, "X4": 0.21307, "Y4": 0.6528, "page": 0, "Index": 156}, {"Word": "\"blueprint", "Confidence": 0.942, "X1": 0.28366, "Y1": 0.6392, "X2": 0.39608, "Y2": 0.639, "X3": 0.39739, "Y3": 0.6538, "X4": 0.28366, "Y4": 0.6538, "page": 0, "Index": 157}, {"Word": "for", "Confidence": 0.998, "X1": 0.40915, "Y1": 0.6392, "X2": 0.44183, "Y2": 0.639, "X3": 0.44314, "Y3": 0.6548, "X4": 0.40915, "Y4": 0.6538, "page": 0, "Index": 158}, {"Word": "action\"", "Confidence": 0.992, "X1": 0.4549, "Y1": 0.6402, "X2": 0.53595, "Y2": 0.64, "X3": 0.53595, "Y3": 0.6548, "X4": 0.45621, "Y4": 0.6548, "page": 0, "Index": 159}, {"Word": "from", "Confidence": 0.991, "X1": 0.54902, "Y1": 0.6402, "X2": 0.59346, "Y2": 0.64, "X3": 0.59346, "Y3": 0.6548, "X4": 0.54902, "Y4": 0.6548, "page": 0, "Index": 160}, {"Word": "the", "Confidence": 0.998, "X1": 0.60784, "Y1": 0.6412, "X2": 0.64052, "Y2": 0.641, "X3": 0.64052, "Y3": 0.6548, "X4": 0.60784, "Y4": 0.6548, "page": 0, "Index": 161}, {"Word": "conference", "Confidence": 0.994, "X1": 0.65359, "Y1": 0.6412, "X2": 0.76863, "Y2": 0.641, "X3": 0.76863, "Y3": 0.6558, "X4": 0.65359, "Y4": 0.6548, "page": 0, "Index": 162}, {"Word": "was", "Confidence": 0.998, "X1": 0.7817, "Y1": 0.6422, "X2": 0.81699, "Y2": 0.642, "X3": 0.81699, "Y3": 0.6558, "X4": 0.7817, "Y4": 0.6558, "page": 0, "Index": 163}, {"Word": "expected", "Confidence": 0.996, "X1": 0.83007, "Y1": 0.6432, "X2": 0.92288, "Y2": 0.643, "X3": 0.92157, "Y3": 0.6558, "X4": 0.83007, "Y4": 0.6558, "page": 0, "Index": 164}, {"Word": "get.", "Confidence": 0.885, "X1": 0.07582, "Y1": 0.6562, "X2": 0.12026, "Y2": 0.656, "X3": 0.13333, "Y3": 0.6718, "X4": 0.08889, "Y4": 0.6928, "page": 0, "Index": 165}, {"Word": "early", "Confidence": 0.995, "X1": 0.18954, "Y1": 0.6552, "X2": 0.24575, "Y2": 0.655, "X3": 0.24444, "Y3": 0.6688, "X4": 0.18954, "Y4": 0.6678, "page": 0, "Index": 166}, {"Word": "in", "Confidence": 0.998, "X1": 0.25882, "Y1": 0.6552, "X2": 0.27974, "Y2": 0.655, "X3": 0.27843, "Y3": 0.6688, "X4": 0.25882, "Y4": 0.6688, "page": 0, "Index": 167}, {"Word": "1982.", "Confidence": 0.997, "X1": 0.29281, "Y1": 0.6552, "X2": 0.34902, "Y2": 0.655, "X3": 0.34902, "Y3": 0.6688, "X4": 0.29281, "Y4": 0.6688, "page": 0, "Index": 168}, {"Word": "The", "Confidence": 0.995, "X1": 0.37255, "Y1": 0.6552, "X2": 0.40523, "Y2": 0.655, "X3": 0.40392, "Y3": 0.6688, "X4": 0.37255, "Y4": 0.6688, "page": 0, "Index": 169}, {"Word": "summary,", "Confidence": 0.991, "X1": 0.4183, "Y1": 0.6562, "X2": 0.51111, "Y2": 0.656, "X3": 0.5098, "Y3": 0.6698, "X4": 0.41699, "Y4": 0.6698, "page": 0, "Index": 170}, {"Word": "however,", "Confidence": 0.994, "X1": 0.52026, "Y1": 0.6562, "X2": 0.61438, "Y2": 0.656, "X3": 0.61307, "Y3": 0.6698, "X4": 0.51895, "Y4": 0.6698, "page": 0, "Index": 171}, {"Word": "was", "Confidence": 0.998, "X1": 0.62353, "Y1": 0.6562, "X2": 0.65882, "Y2": 0.656, "X3": 0.65752, "Y3": 0.6708, "X4": 0.62222, "Y4": 0.6698, "page": 0, "Index": 172}, {"Word": "written", "Confidence": 0.996, "X1": 0.67059, "Y1": 0.6572, "X2": 0.75033, "Y2": 0.657, "X3": 0.74902, "Y3": 0.6708, "X4": 0.66928, "Y4": 0.6708, "page": 0, "Index": 173}, {"Word": "by", "Confidence": 0.998, "X1": 0.76209, "Y1": 0.6572, "X2": 0.78562, "Y2": 0.657, "X3": 0.78431, "Y3": 0.6708, "X4": 0.76078, "Y4": 0.6708, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.79869, "Y1": 0.6572, "X2": 0.83137, "Y2": 0.657, "X3": 0.83007, "Y3": 0.6708, "X4": 0.79739, "Y4": 0.6708, "page": 0, "Index": 175}, {"Word": "ACS", "Confidence": 0.998, "X1": 0.84314, "Y1": 0.6572, "X2": 0.87582, "Y2": 0.657, "X3": 0.87451, "Y3": 0.6708, "X4": 0.84052, "Y4": 0.6708, "page": 0, "Index": 176}, {"Word": "and", "Confidence": 0.998, "X1": 0.8902, "Y1": 0.6572, "X2": 0.92288, "Y2": 0.657, "X3": 0.92026, "Y3": 0.6708, "X4": 0.88758, "Y4": 0.6708, "page": 0, "Index": 177}, {"Word": "a", "Confidence": 0.995, "X1": 0.19085, "Y1": 0.6702, "X2": 0.20261, "Y2": 0.67, "X3": 0.20131, "Y3": 0.6838, "X4": 0.18954, "Y4": 0.6838, "page": 0, "Index": 178}, {"Word": "footnote", "Confidence": 0.991, "X1": 0.21961, "Y1": 0.6702, "X2": 0.31111, "Y2": 0.67, "X3": 0.3098, "Y3": 0.6838, "X4": 0.21961, "Y4": 0.6838, "page": 0, "Index": 179}, {"Word": "says", "Confidence": 0.991, "X1": 0.32941, "Y1": 0.6702, "X2": 0.37647, "Y2": 0.67, "X3": 0.37647, "Y3": 0.6838, "X4": 0.32941, "Y4": 0.6838, "page": 0, "Index": 180}, {"Word": "that", "Confidence": 0.991, "X1": 0.39477, "Y1": 0.6702, "X2": 0.44052, "Y2": 0.67, "X3": 0.44052, "Y3": 0.6838, "X4": 0.39477, "Y4": 0.6838, "page": 0, "Index": 181}, {"Word": "the", "Confidence": 0.998, "X1": 0.46013, "Y1": 0.6702, "X2": 0.49412, "Y2": 0.67, "X3": 0.49281, "Y3": 0.6838, "X4": 0.46013, "Y4": 0.6838, "page": 0, "Index": 182}, {"Word": "anti-smoking", "Confidence": 0.991, "X1": 0.51503, "Y1": 0.6712, "X2": 0.65229, "Y2": 0.671, "X3": 0.65098, "Y3": 0.6848, "X4": 0.51503, "Y4": 0.6838, "page": 0, "Index": 183}, {"Word": "recommendations", "Confidence": 0.993, "X1": 0.6732, "Y1": 0.6722, "X2": 0.84444, "Y2": 0.672, "X3": 0.84444, "Y3": 0.6868, "X4": 0.6732, "Y4": 0.6848, "page": 0, "Index": 184}, {"Word": "\"were", "Confidence": 0.738, "X1": 0.86667, "Y1": 0.6732, "X2": 0.92157, "Y2": 0.673, "X3": 0.92288, "Y3": 0.6878, "X4": 0.86667, "Y4": 0.6868, "page": 0, "Index": 185}, {"Word": "formulated", "Confidence": 0.994, "X1": 0.19085, "Y1": 0.6842, "X2": 0.30327, "Y2": 0.684, "X3": 0.30196, "Y3": 0.6988, "X4": 0.18954, "Y4": 0.6978, "page": 0, "Index": 186}, {"Word": "by", "Confidence": 0.998, "X1": 0.31373, "Y1": 0.6842, "X2": 0.33856, "Y2": 0.684, "X3": 0.33595, "Y3": 0.6988, "X4": 0.31242, "Y4": 0.6988, "page": 0, "Index": 187}, {"Word": "experts", "Confidence": 0.996, "X1": 0.34902, "Y1": 0.6852, "X2": 0.42745, "Y2": 0.685, "X3": 0.42614, "Y3": 0.6998, "X4": 0.34771, "Y4": 0.6988, "page": 0, "Index": 188}, {"Word": "...", "Confidence": 0.938, "X1": 0.43137, "Y1": 0.6852, "X2": 0.46013, "Y2": 0.685, "X3": 0.45882, "Y3": 0.6998, "X4": 0.43007, "Y4": 0.6998, "page": 0, "Index": 189}, {"Word": "and", "Confidence": 0.998, "X1": 0.46405, "Y1": 0.6852, "X2": 0.49804, "Y2": 0.685, "X3": 0.49673, "Y3": 0.6998, "X4": 0.46275, "Y4": 0.6998, "page": 0, "Index": 190}, {"Word": "do", "Confidence": 0.998, "X1": 0.5085, "Y1": 0.6852, "X2": 0.53203, "Y2": 0.685, "X3": 0.53072, "Y3": 0.6998, "X4": 0.50719, "Y4": 0.6998, "page": 0, "Index": 191}, {"Word": "not", "Confidence": 0.998, "X1": 0.54248, "Y1": 0.6852, "X2": 0.57908, "Y2": 0.685, "X3": 0.57778, "Y3": 0.6998, "X4": 0.54118, "Y4": 0.6998, "page": 0, "Index": 192}, {"Word": "necessarily", "Confidence": 0.993, "X1": 0.58954, "Y1": 0.6862, "X2": 0.71634, "Y2": 0.686, "X3": 0.71503, "Y3": 0.7008, "X4": 0.58824, "Y4": 0.6998, "page": 0, "Index": 193}, {"Word": "reflect", "Confidence": 0.996, "X1": 0.7281, "Y1": 0.6852, "X2": 0.80915, "Y2": 0.685, "X3": 0.80784, "Y3": 0.7008, "X4": 0.7268, "Y4": 0.7008, "page": 0, "Index": 194}, {"Word": "policy", "Confidence": 0.997, "X1": 0.81961, "Y1": 0.6852, "X2": 0.8902, "Y2": 0.685, "X3": 0.88889, "Y3": 0.7008, "X4": 0.8183, "Y4": 0.7008, "page": 0, "Index": 195}, {"Word": "of", "Confidence": 0.992, "X1": 0.89935, "Y1": 0.6852, "X2": 0.92418, "Y2": 0.685, "X3": 0.92418, "Y3": 0.7008, "X4": 0.89804, "Y4": 0.7008, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.19085, "Y1": 0.6982, "X2": 0.22353, "Y2": 0.698, "X3": 0.22092, "Y3": 0.7128, "X4": 0.18824, "Y4": 0.7128, "page": 0, "Index": 197}, {"Word": "ACS", "Confidence": 0.998, "X1": 0.23791, "Y1": 0.6992, "X2": 0.2719, "Y2": 0.699, "X3": 0.26928, "Y3": 0.7138, "X4": 0.2366, "Y4": 0.7128, "page": 0, "Index": 198}, {"Word": "or", "Confidence": 0.998, "X1": 0.28497, "Y1": 0.6992, "X2": 0.3098, "Y2": 0.699, "X3": 0.30719, "Y3": 0.7138, "X4": 0.28366, "Y4": 0.7138, "page": 0, "Index": 199}, {"Word": "other", "Confidence": 0.998, "X1": 0.32288, "Y1": 0.7002, "X2": 0.38039, "Y2": 0.7, "X3": 0.37908, "Y3": 0.7138, "X4": 0.32157, "Y4": 0.7138, "page": 0, "Index": 200}, {"Word": "cosponsoring", "Confidence": 0.991, "X1": 0.39608, "Y1": 0.7002, "X2": 0.53203, "Y2": 0.7, "X3": 0.53203, "Y3": 0.7138, "X4": 0.39477, "Y4": 0.7138, "page": 0, "Index": 201}, {"Word": "organizations.\"", "Confidence": 0.981, "X1": 0.54641, "Y1": 0.7002, "X2": 0.72157, "Y2": 0.7, "X3": 0.72288, "Y3": 0.7128, "X4": 0.54641, "Y4": 0.7138, "page": 0, "Index": 202}, {"Word": "Representatives", "Confidence": 0.994, "X1": 0.75163, "Y1": 0.7022, "X2": 0.92157, "Y2": 0.702, "X3": 0.92026, "Y3": 0.7158, "X4": 0.75033, "Y4": 0.7138, "page": 0, "Index": 203}, {"Word": "of", "Confidence": 0.998, "X1": 0.18954, "Y1": 0.7132, "X2": 0.21046, "Y2": 0.713, "X3": 0.21046, "Y3": 0.7268, "X4": 0.18954, "Y4": 0.7268, "page": 0, "Index": 204}, {"Word": "21", "Confidence": 0.994, "X1": 0.22876, "Y1": 0.7132, "X2": 0.25098, "Y2": 0.713, "X3": 0.24967, "Y3": 0.7278, "X4": 0.22745, "Y4": 0.7268, "page": 0, "Index": 205}, {"Word": "organizations,", "Confidence": 0.991, "X1": 0.26536, "Y1": 0.7142, "X2": 0.42745, "Y2": 0.714, "X3": 0.42745, "Y3": 0.7288, "X4": 0.26536, "Y4": 0.7278, "page": 0, "Index": 206}, {"Word": "including", "Confidence": 0.995, "X1": 0.44314, "Y1": 0.7152, "X2": 0.5451, "Y2": 0.715, "X3": 0.5451, "Y3": 0.7298, "X4": 0.44314, "Y4": 0.7288, "page": 0, "Index": 207}, {"Word": "the", "Confidence": 0.998, "X1": 0.5634, "Y1": 0.7152, "X2": 0.59608, "Y2": 0.715, "X3": 0.59608, "Y3": 0.7298, "X4": 0.5634, "Y4": 0.7298, "page": 0, "Index": 208}, {"Word": "Federal", "Confidence": 0.994, "X1": 0.61046, "Y1": 0.7152, "X2": 0.69281, "Y2": 0.715, "X3": 0.69281, "Y3": 0.7298, "X4": 0.61046, "Y4": 0.7298, "page": 0, "Index": 209}, {"Word": "Government", "Confidence": 0.993, "X1": 0.70719, "Y1": 0.7162, "X2": 0.82353, "Y2": 0.716, "X3": 0.82353, "Y3": 0.7298, "X4": 0.70588, "Y4": 0.7298, "page": 0, "Index": 210}, {"Word": "and", "Confidence": 0.998, "X1": 0.83922, "Y1": 0.7162, "X2": 0.8719, "Y2": 0.716, "X3": 0.8719, "Y3": 0.7298, "X4": 0.83922, "Y4": 0.7298, "page": 0, "Index": 211}, {"Word": "key", "Confidence": 0.998, "X1": 0.88627, "Y1": 0.7162, "X2": 0.92157, "Y2": 0.716, "X3": 0.92157, "Y3": 0.7298, "X4": 0.88627, "Y4": 0.7298, "page": 0, "Index": 212}, {"Word": "health", "Confidence": 0.991, "X1": 0.18824, "Y1": 0.7282, "X2": 0.25621, "Y2": 0.728, "X3": 0.25621, "Y3": 0.7428, "X4": 0.18824, "Y4": 0.7428, "page": 0, "Index": 213}, {"Word": "groups,", "Confidence": 0.995, "X1": 0.26797, "Y1": 0.7292, "X2": 0.35033, "Y2": 0.729, "X3": 0.35033, "Y3": 0.7428, "X4": 0.26667, "Y4": 0.7428, "page": 0, "Index": 214}, {"Word": "attended", "Confidence": 0.996, "X1": 0.36078, "Y1": 0.7292, "X2": 0.45229, "Y2": 0.729, "X3": 0.45098, "Y3": 0.7438, "X4": 0.36078, "Y4": 0.7428, "page": 0, "Index": 215}, {"Word": "the", "Confidence": 0.998, "X1": 0.46405, "Y1": 0.7292, "X2": 0.49804, "Y2": 0.729, "X3": 0.49673, "Y3": 0.7438, "X4": 0.46275, "Y4": 0.7438, "page": 0, "Index": 216}, {"Word": "1981", "Confidence": 0.989, "X1": 0.5085, "Y1": 0.7292, "X2": 0.55425, "Y2": 0.729, "X3": 0.55425, "Y3": 0.7438, "X4": 0.50719, "Y4": 0.7438, "page": 0, "Index": 217}, {"Word": "meeting.", "Confidence": 0.97, "X1": 0.56471, "Y1": 0.7302, "X2": 0.65752, "Y2": 0.73, "X3": 0.65621, "Y3": 0.7448, "X4": 0.56471, "Y4": 0.7438, "page": 0, "Index": 218}, {"Word": "File", "Confidence": 0.609, "X1": 0.0719, "Y1": 0.7382, "X2": 0.10588, "Y2": 0.738, "X3": 0.11634, "Y3": 0.7558, "X4": 0.08235, "Y4": 0.7678, "page": 0, "Index": 219}, {"Word": ".", "Confidence": 0.686, "X1": 0.1098, "Y1": 0.7332, "X2": 0.12157, "Y2": 0.733, "X3": 0.13203, "Y3": 0.7498, "X4": 0.12157, "Y4": 0.7538, "page": 0, "Index": 220}, {"Word": "MANAGING", "Confidence": 0.994, "X1": 0.18824, "Y1": 0.7572, "X2": 0.27974, "Y2": 0.757, "X3": 0.27974, "Y3": 0.7718, "X4": 0.18693, "Y4": 0.7708, "page": 0, "Index": 221}, {"Word": "DIRECTOR", "Confidence": 0.995, "X1": 0.29281, "Y1": 0.7572, "X2": 0.38431, "Y2": 0.757, "X3": 0.38431, "Y3": 0.7728, "X4": 0.2915, "Y4": 0.7718, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.998, "X1": 0.39739, "Y1": 0.7572, "X2": 0.42222, "Y2": 0.757, "X3": 0.42092, "Y3": 0.7728, "X4": 0.39608, "Y4": 0.7728, "page": 0, "Index": 223}, {"Word": "the", "Confidence": 0.998, "X1": 0.43529, "Y1": 0.7572, "X2": 0.46928, "Y2": 0.757, "X3": 0.46797, "Y3": 0.7728, "X4": 0.43399, "Y4": 0.7728, "page": 0, "Index": 224}, {"Word": "American", "Confidence": 0.993, "X1": 0.48235, "Y1": 0.7572, "X2": 0.57516, "Y2": 0.757, "X3": 0.57386, "Y3": 0.7728, "X4": 0.48105, "Y4": 0.7728, "page": 0, "Index": 225}, {"Word": "Lung", "Confidence": 0.988, "X1": 0.58824, "Y1": 0.7582, "X2": 0.63529, "Y2": 0.758, "X3": 0.63399, "Y3": 0.7738, "X4": 0.58824, "Y4": 0.7728, "page": 0, "Index": 226}, {"Word": "Association", "Confidence": 0.994, "X1": 0.64837, "Y1": 0.7592, "X2": 0.77647, "Y2": 0.759, "X3": 0.77647, "Y3": 0.7738, "X4": 0.64837, "Y4": 0.7738, "page": 0, "Index": 227}, {"Word": "in", "Confidence": 0.998, "X1": 0.79346, "Y1": 0.7592, "X2": 0.81307, "Y2": 0.759, "X3": 0.81307, "Y3": 0.7738, "X4": 0.79216, "Y4": 0.7738, "page": 0, "Index": 228}, {"Word": "Dade", "Confidence": 0.987, "X1": 0.82745, "Y1": 0.7592, "X2": 0.87451, "Y2": 0.759, "X3": 0.87451, "Y3": 0.7738, "X4": 0.82614, "Y4": 0.7738, "page": 0, "Index": 229}, {"Word": "and", "Confidence": 0.998, "X1": 0.88889, "Y1": 0.7602, "X2": 0.92418, "Y2": 0.76, "X3": 0.92288, "Y3": 0.7738, "X4": 0.88758, "Y4": 0.7738, "page": 0, "Index": 230}, {"Word": "VHA", "Confidence": 0.987, "X1": 0.07974, "Y1": 0.7582, "X2": 0.1451, "Y2": 0.758, "X3": 0.15556, "Y3": 0.7788, "X4": 0.0902, "Y4": 0.7978, "page": 0, "Index": 231}, {"Word": "Monroe", "Confidence": 0.993, "X1": 0.18954, "Y1": 0.7732, "X2": 0.25752, "Y2": 0.773, "X3": 0.25621, "Y3": 0.7858, "X4": 0.18954, "Y4": 0.7858, "page": 0, "Index": 232}, {"Word": "Counties,", "Confidence": 0.97, "X1": 0.27059, "Y1": 0.7732, "X2": 0.37647, "Y2": 0.773, "X3": 0.37647, "Y3": 0.7868, "X4": 0.27059, "Y4": 0.7858, "page": 0, "Index": 233}, {"Word": "Fla", "Confidence": 0.998, "X1": 0.38824, "Y1": 0.7732, "X2": 0.42092, "Y2": 0.773, "X3": 0.42092, "Y3": 0.7878, "X4": 0.38693, "Y4": 0.7868, "page": 0, "Index": 234}, {"Word": ".,", "Confidence": 0.991, "X1": 0.42484, "Y1": 0.7732, "X2": 0.44706, "Y2": 0.773, "X3": 0.44706, "Y3": 0.7878, "X4": 0.42484, "Y4": 0.7878, "page": 0, "Index": 235}, {"Word": "writing", "Confidence": 0.997, "X1": 0.45882, "Y1": 0.7732, "X2": 0.53987, "Y2": 0.773, "X3": 0.53987, "Y3": 0.7878, "X4": 0.45752, "Y4": 0.7878, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.55556, "Y1": 0.7732, "X2": 0.57778, "Y2": 0.773, "X3": 0.57647, "Y3": 0.7878, "X4": 0.55425, "Y4": 0.7878, "page": 0, "Index": 237}, {"Word": "The", "Confidence": 0.998, "X1": 0.59085, "Y1": 0.7732, "X2": 0.62484, "Y2": 0.773, "X3": 0.62353, "Y3": 0.7888, "X4": 0.59085, "Y4": 0.7888, "page": 0, "Index": 238}, {"Word": "Miami", "Confidence": 0.997, "X1": 0.6366, "Y1": 0.7732, "X2": 0.69804, "Y2": 0.773, "X3": 0.69673, "Y3": 0.7888, "X4": 0.6366, "Y4": 0.7888, "page": 0, "Index": 239}, {"Word": "Herald,", "Confidence": 0.994, "X1": 0.7098, "Y1": 0.7742, "X2": 0.79346, "Y2": 0.774, "X3": 0.79346, "Y3": 0.7888, "X4": 0.7085, "Y4": 0.7888, "page": 0, "Index": 240}, {"Word": "says", "Confidence": 0.991, "X1": 0.80523, "Y1": 0.7752, "X2": 0.85098, "Y2": 0.775, "X3": 0.84967, "Y3": 0.7888, "X4": 0.80392, "Y4": 0.7888, "page": 0, "Index": 241}, {"Word": "thatr.", "Confidence": 0.531, "X1": 0.87843, "Y1": 0.7752, "X2": 0.94902, "Y2": 0.775, "X3": 0.94902, "Y3": 0.7888, "X4": 0.87712, "Y4": 0.7888, "page": 0, "Index": 242}, {"Word": "organization", "Confidence": 0.991, "X1": 0.18824, "Y1": 0.7872, "X2": 0.32549, "Y2": 0.787, "X3": 0.32549, "Y3": 0.8008, "X4": 0.18824, "Y4": 0.8008, "page": 0, "Index": 243}, {"Word": "has", "Confidence": 0.998, "X1": 0.34118, "Y1": 0.7872, "X2": 0.37647, "Y2": 0.787, "X3": 0.37647, "Y3": 0.8008, "X4": 0.34248, "Y4": 0.8008, "page": 0, "Index": 244}, {"Word": "launched", "Confidence": 0.995, "X1": 0.39477, "Y1": 0.7872, "X2": 0.48497, "Y2": 0.787, "X3": 0.48627, "Y3": 0.8008, "X4": 0.39608, "Y4": 0.8008, "page": 0, "Index": 245}, {"Word": "a", "Confidence": 0.998, "X1": 0.50458, "Y1": 0.7872, "X2": 0.51503, "Y2": 0.787, "X3": 0.51634, "Y3": 0.8018, "X4": 0.50458, "Y4": 0.8018, "page": 0, "Index": 246}, {"Word": "nationwide", "Confidence": 0.994, "X1": 0.53333, "Y1": 0.7882, "X2": 0.64837, "Y2": 0.788, "X3": 0.64837, "Y3": 0.8028, "X4": 0.53333, "Y4": 0.8018, "page": 0, "Index": 247}, {"Word": "petition", "Confidence": 0.992, "X1": 0.66667, "Y1": 0.7892, "X2": 0.75948, "Y2": 0.789, "X3": 0.76078, "Y3": 0.8028, "X4": 0.66797, "Y4": 0.8028, "page": 0, "Index": 248}, {"Word": "drive", "Confidence": 0.993, "X1": 0.77647, "Y1": 0.7892, "X2": 0.83529, "Y2": 0.789, "X3": 0.8366, "Y3": 0.8038, "X4": 0.77647, "Y4": 0.8038, "page": 0, "Index": 249}, {"Word": "urging-", "Confidence": 0.621, "X1": 0.85359, "Y1": 0.7902, "X2": 0.93595, "Y2": 0.79, "X3": 0.93725, "Y3": 0.8048, "X4": 0.85359, "Y4": 0.8038, "page": 0, "Index": 250}, {"Word": "83'", "Confidence": 0.811, "X1": 0.08758, "Y1": 0.7962, "X2": 0.12941, "Y2": 0.796, "X3": 0.14118, "Y3": 0.8158, "X4": 0.09935, "Y4": 0.8298, "page": 0, "Index": 251}, {"Word": "Congress", "Confidence": 0.996, "X1": 0.18824, "Y1": 0.8022, "X2": 0.27843, "Y2": 0.802, "X3": 0.27843, "Y3": 0.8158, "X4": 0.18954, "Y4": 0.8158, "page": 0, "Index": 252}, {"Word": "to", "Confidence": 0.998, "X1": 0.29542, "Y1": 0.8022, "X2": 0.31503, "Y2": 0.802, "X3": 0.31634, "Y3": 0.8158, "X4": 0.29542, "Y4": 0.8158, "page": 0, "Index": 253}, {"Word": "end", "Confidence": 0.998, "X1": 0.33072, "Y1": 0.8022, "X2": 0.36471, "Y2": 0.802, "X3": 0.36601, "Y3": 0.8158, "X4": 0.33072, "Y4": 0.8158, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.998, "X1": 0.37908, "Y1": 0.8022, "X2": 0.41176, "Y2": 0.802, "X3": 0.41307, "Y3": 0.8168, "X4": 0.37908, "Y4": 0.8158, "page": 0, "Index": 255}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.42745, "Y1": 0.8022, "X2": 0.50588, "Y2": 0.802, "X3": 0.50719, "Y3": 0.8168, "X4": 0.42745, "Y4": 0.8168, "page": 0, "Index": 256}, {"Word": "price", "Confidence": 0.998, "X1": 0.51895, "Y1": 0.8022, "X2": 0.57647, "Y2": 0.802, "X3": 0.57778, "Y3": 0.8168, "X4": 0.51895, "Y4": 0.8168, "page": 0, "Index": 257}, {"Word": "support", "Confidence": 0.997, "X1": 0.59085, "Y1": 0.8032, "X2": 0.67059, "Y2": 0.803, "X3": 0.67059, "Y3": 0.8168, "X4": 0.59085, "Y4": 0.8168, "page": 0, "Index": 258}, {"Word": "program.", "Confidence": 0.995, "X1": 0.68497, "Y1": 0.8032, "X2": 0.77778, "Y2": 0.803, "X3": 0.77908, "Y3": 0.8178, "X4": 0.68497, "Y4": 0.8178, "page": 0, "Index": 259}, {"Word": "He", "Confidence": 0.998, "X1": 0.80261, "Y1": 0.8032, "X2": 0.82614, "Y2": 0.803, "X3": 0.82745, "Y3": 0.8178, "X4": 0.80261, "Y4": 0.8178, "page": 0, "Index": 260}, {"Word": "2026258960", "Confidence": 0.991, "X1": 0.95294, "Y1": 0.8162, "X2": 0.94771, "Y2": 0.816, "X3": 0.92549, "Y3": 0.8158, "X4": 0.9281, "Y4": 0.6758, "page": 0, "Index": 261}, {"Word": "said", "Confidence": 0.99, "X1": 0.84052, "Y1": 0.8042, "X2": 0.88497, "Y2": 0.804, "X3": 0.88497, "Y3": 0.8188, "X4": 0.84052, "Y4": 0.8178, "page": 0, "Index": 262}, {"Word": "inc", "Confidence": 0.491, "X1": 0.90065, "Y1": 0.8042, "X2": 0.93595, "Y2": 0.804, "X3": 0.93595, "Y3": 0.8188, "X4": 0.90196, "Y4": 0.8188, "page": 0, "Index": 263}, {"Word": "his", "Confidence": 0.998, "X1": 0.18824, "Y1": 0.8162, "X2": 0.22222, "Y2": 0.816, "X3": 0.22222, "Y3": 0.8308, "X4": 0.18824, "Y4": 0.8308, "page": 0, "Index": 264}, {"Word": "state", "Confidence": 0.997, "X1": 0.23399, "Y1": 0.8162, "X2": 0.2915, "Y2": 0.816, "X3": 0.2915, "Y3": 0.8308, "X4": 0.23399, "Y4": 0.8308, "page": 0, "Index": 265}, {"Word": "ALA", "Confidence": 0.998, "X1": 0.30196, "Y1": 0.8172, "X2": 0.33725, "Y2": 0.817, "X3": 0.33725, "Y3": 0.8308, "X4": 0.30196, "Y4": 0.8308, "page": 0, "Index": 266}, {"Word": "will", "Confidence": 0.991, "X1": 0.34771, "Y1": 0.8172, "X2": 0.39346, "Y2": 0.817, "X3": 0.39346, "Y3": 0.8318, "X4": 0.34771, "Y4": 0.8308, "page": 0, "Index": 267}, {"Word": "give", "Confidence": 0.991, "X1": 0.40523, "Y1": 0.8172, "X2": 0.45098, "Y2": 0.817, "X3": 0.45098, "Y3": 0.8318, "X4": 0.40523, "Y4": 0.8318, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.998, "X1": 0.46405, "Y1": 0.8172, "X2": 0.49804, "Y2": 0.817, "X3": 0.49673, "Y3": 0.8318, "X4": 0.46405, "Y4": 0.8318, "page": 0, "Index": 269}, {"Word": "petitions", "Confidence": 0.995, "X1": 0.5085, "Y1": 0.8172, "X2": 0.61307, "Y2": 0.817, "X3": 0.61176, "Y3": 0.8318, "X4": 0.50719, "Y4": 0.8318, "page": 0, "Index": 270}, {"Word": "to", "Confidence": 0.998, "X1": 0.62484, "Y1": 0.8182, "X2": 0.64706, "Y2": 0.818, "X3": 0.64575, "Y3": 0.8318, "X4": 0.62353, "Y4": 0.8318, "page": 0, "Index": 271}, {"Word": "newly", "Confidence": 0.997, "X1": 0.65752, "Y1": 0.8182, "X2": 0.71634, "Y2": 0.818, "X3": 0.71503, "Y3": 0.8318, "X4": 0.65621, "Y4": 0.8318, "page": 0, "Index": 272}, {"Word": "elected", "Confidence": 0.996, "X1": 0.7281, "Y1": 0.8182, "X2": 0.80784, "Y2": 0.818, "X3": 0.80654, "Y3": 0.8328, "X4": 0.7268, "Y4": 0.8318, "page": 0, "Index": 273}, {"Word": "Represen-", "Confidence": 0.995, "X1": 0.81961, "Y1": 0.8192, "X2": 0.92418, "Y2": 0.819, "X3": 0.92157, "Y3": 0.8328, "X4": 0.8183, "Y4": 0.8328, "page": 0, "Index": 274}, {"Word": "tatives", "Confidence": 0.996, "X1": 0.18954, "Y1": 0.8312, "X2": 0.26797, "Y2": 0.831, "X3": 0.26797, "Y3": 0.8458, "X4": 0.18954, "Y4": 0.8458, "page": 0, "Index": 275}, {"Word": "before", "Confidence": 0.996, "X1": 0.27843, "Y1": 0.8312, "X2": 0.34902, "Y2": 0.831, "X3": 0.34771, "Y3": 0.8458, "X4": 0.27843, "Y4": 0.8458, "page": 0, "Index": 276}, {"Word": "the", "Confidence": 0.998, "X1": 0.36078, "Y1": 0.8312, "X2": 0.39477, "Y2": 0.831, "X3": 0.39346, "Y3": 0.8458, "X4": 0.35948, "Y4": 0.8458, "page": 0, "Index": 277}, {"Word": "new", "Confidence": 0.998, "X1": 0.40392, "Y1": 0.8312, "X2": 0.44052, "Y2": 0.831, "X3": 0.43922, "Y3": 0.8458, "X4": 0.40392, "Y4": 0.8458, "page": 0, "Index": 278}, {"Word": "Congress", "Confidence": 0.996, "X1": 0.45098, "Y1": 0.8322, "X2": 0.54379, "Y2": 0.832, "X3": 0.54248, "Y3": 0.8468, "X4": 0.44967, "Y4": 0.8458, "page": 0, "Index": 279}, {"Word": "convenes", "Confidence": 0.996, "X1": 0.55425, "Y1": 0.8322, "X2": 0.64706, "Y2": 0.832, "X3": 0.64575, "Y3": 0.8468, "X4": 0.55294, "Y4": 0.8468, "page": 0, "Index": 280}, {"Word": "in", "Confidence": 0.998, "X1": 0.66013, "Y1": 0.8332, "X2": 0.67974, "Y2": 0.833, "X3": 0.67974, "Y3": 0.8468, "X4": 0.65882, "Y4": 0.8468, "page": 0, "Index": 281}, {"Word": "January.", "Confidence": 0.995, "X1": 0.6915, "Y1": 0.8342, "X2": 0.78693, "Y2": 0.834, "X3": 0.78562, "Y3": 0.8478, "X4": 0.6915, "Y4": 0.8468, "page": 0, "Index": 282}]}	"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"
ffbc0232	0	{"lines_data": [{"Word": "June 7, 1993", "Confidence": 0.98167, "X1": 0.73325, "Y1": 0.1132, "X2": 0.88962, "Y2": 0.113, "X3": 0.88962, "Y3": 0.1278, "X4": 0.73325, "Y4": 0.1288, "page": 0}, {"Word": "Author:", "Confidence": 0.991, "X1": 0.13666, "Y1": 0.1152, "X2": 0.23127, "Y2": 0.115, "X3": 0.23127, "Y3": 0.1308, "X4": 0.13666, "Y4": 0.1298, "page": 0}, {"Word": "Carr J. Smith", "Confidence": 0.99367, "X1": 0.25624, "Y1": 0.1142, "X2": 0.42181, "Y2": 0.114, "X3": 0.42181, "Y3": 0.1298, "X4": 0.25624, "Y4": 0.1298, "page": 0}, {"Word": "Date:", "Confidence": 0.991, "X1": 0.61761, "Y1": 0.1142, "X2": 0.68331, "Y2": 0.114, "X3": 0.68331, "Y3": 0.1288, "X4": 0.61761, "Y4": 0.1288, "page": 0}, {"Word": "Division: Biological Research", "Confidence": 0.98667, "X1": 0.13798, "Y1": 0.1432, "X2": 0.49277, "Y2": 0.143, "X3": 0.49277, "Y3": 0.1588, "X4": 0.13798, "Y4": 0.1598, "page": 0}, {"Word": "Project Name: Development of Software To Design Chemotherapy", "Confidence": 0.98788, "X1": 0.13798, "Y1": 0.1712, "X2": 0.87779, "Y2": 0.171, "X3": 0.87779, "Y3": 0.1878, "X4": 0.13798, "Y4": 0.1888, "page": 0}, {"Word": "Protocols Minimizing Multiple Drug Resistance", "Confidence": 0.9924, "X1": 0.13798, "Y1": 0.1862, "X2": 0.68068, "Y2": 0.186, "X3": 0.68068, "Y3": 0.2028, "X4": 0.13798, "Y4": 0.2028, "page": 0}, {"Word": "R&DM, CJS93-001", "Confidence": 0.9615, "X1": 0.1406, "Y1": 0.2152, "X2": 0.32194, "Y2": 0.215, "X3": 0.32194, "Y3": 0.2298, "X4": 0.1406, "Y4": 0.2308, "page": 0}, {"Word": "OBJECT :", "Confidence": 0.9875, "X1": 0.13929, "Y1": 0.2582, "X2": 0.2247, "Y2": 0.258, "X3": 0.22602, "Y3": 0.2728, "X4": 0.13929, "Y4": 0.2738, "page": 0}, {"Word": "The purpose of this memorandum is to summarize the results", "Confidence": 0.98, "X1": 0.19842, "Y1": 0.2862, "X2": 0.90407, "Y2": 0.286, "X3": 0.90407, "Y3": 0.3008, "X4": 0.19842, "Y4": 0.3038, "page": 0}, {"Word": "of a collaborative project conducted with Dr. Corwin Hansch. Dr.", "Confidence": 0.9907, "X1": 0.1406, "Y1": 0.3012, "X2": 0.92247, "Y2": 0.301, "X3": 0.92247, "Y3": 0.3158, "X4": 0.1406, "Y4": 0.3178, "page": 0}, {"Word": "Hansch has developed QSAR equations that predict that the log of", "Confidence": 0.977, "X1": 0.13929, "Y1": 0.3162, "X2": 0.91721, "Y2": 0.316, "X3": 0.91721, "Y3": 0.3308, "X4": 0.13929, "Y4": 0.3318, "page": 0}, {"Word": "the octanol/water partition coefficient (log P) and molecular", "Confidence": 0.99087, "X1": 0.1406, "Y1": 0.3312, "X2": 0.88042, "Y2": 0.331, "X3": 0.88042, "Y3": 0.3458, "X4": 0.1406, "Y4": 0.3468, "page": 0}, {"Word": "weight of cancer chemotherapy drugs are important determinants of", "Confidence": 0.995, "X1": 0.13929, "Y1": 0.3442, "X2": 0.92641, "Y2": 0.344, "X3": 0.92641, "Y3": 0.3588, "X4": 0.13929, "Y4": 0.3618, "page": 0}, {"Word": "whether cancers become resistant to the drugs during treatment.", "Confidence": 0.99311, "X1": 0.1406, "Y1": 0.3602, "X2": 0.90145, "Y2": 0.36, "X3": 0.90145, "Y3": 0.3738, "X4": 0.1406, "Y4": 0.3758, "page": 0}, {"Word": "This resistance phenomenon is called multiple drug resistance and", "Confidence": 0.97722, "X1": 0.1406, "Y1": 0.3742, "X2": 0.92904, "Y2": 0.374, "X3": 0.92904, "Y3": 0.3888, "X4": 0.1406, "Y4": 0.3908, "page": 0}, {"Word": "represents the most common cause of therapeutic failure in cancer", "Confidence": 0.9829, "X1": 0.14192, "Y1": 0.3872, "X2": 0.92773, "Y2": 0.387, "X3": 0.92773, "Y3": 0.4028, "X4": 0.14192, "Y4": 0.4058, "page": 0}, {"Word": "chemotherapy.", "Confidence": 0.991, "X1": 0.13929, "Y1": 0.4052, "X2": 0.29698, "Y2": 0.405, "X3": 0.29698, "Y3": 0.4198, "X4": 0.13929, "Y4": 0.4188, "page": 0}, {"Word": "SUMMARY:", "Confidence": 0.901, "X1": 0.1406, "Y1": 0.4322, "X2": 0.23916, "Y2": 0.432, "X3": 0.23916, "Y3": 0.4458, "X4": 0.1406, "Y4": 0.4468, "page": 0}, {"Word": "Dr. Hansch is a leader in the development of methodologies", "Confidence": 0.9964, "X1": 0.19974, "Y1": 0.4592, "X2": 0.90539, "Y2": 0.459, "X3": 0.90539, "Y3": 0.4748, "X4": 0.19974, "Y4": 0.4768, "page": 0}, {"Word": "for the prediction of biological activity from chemical", "Confidence": 0.99438, "X1": 0.14192, "Y1": 0.4752, "X2": 0.80552, "Y2": 0.475, "X3": 0.80552, "Y3": 0.4898, "X4": 0.14192, "Y4": 0.4908, "page": 0}, {"Word": "structure. This field of research is commonly called QSAR, an", "Confidence": 0.9937, "X1": 0.13929, "Y1": 0.4892, "X2": 0.89356, "Y2": 0.489, "X3": 0.89356, "Y3": 0.5038, "X4": 0.13929, "Y4": 0.5048, "page": 0}, {"Word": "Dr.", "Confidence": 0.985, "X1": 0.8594, "Y1": 0.5042, "X2": 0.90013, "Y2": 0.504, "X3": 0.90145, "Y3": 0.5168, "X4": 0.8594, "Y4": 0.5178, "page": 0}, {"Word": "acronym of Quantitative Structure- Activity Relationships.", "Confidence": 0.99417, "X1": 0.14323, "Y1": 0.5042, "X2": 0.84363, "Y2": 0.504, "X3": 0.84363, "Y3": 0.5188, "X4": 0.14323, "Y4": 0.5208, "page": 0}, {"Word": "Hansch and others have previously noted that there is a", "Confidence": 0.9939, "X1": 0.14323, "Y1": 0.5192, "X2": 0.80815, "Y2": 0.519, "X3": 0.80815, "Y3": 0.5328, "X4": 0.14323, "Y4": 0.5348, "page": 0}, {"Word": "relationship between the log P and molecular weight of a drug and", "Confidence": 0.96517, "X1": 0.13929, "Y1": 0.5332, "X2": 0.93035, "Y2": 0.533, "X3": 0.93035, "Y3": 0.5478, "X4": 0.13929, "Y4": 0.5498, "page": 0}, {"Word": "the development of multiple drug resistance in vitro tumor cell", "Confidence": 0.97, "X1": 0.14323, "Y1": 0.5482, "X2": 0.90539, "Y2": 0.548, "X3": 0.90539, "Y3": 0.5628, "X4": 0.14323, "Y4": 0.5648, "page": 0}, {"Word": "systems.", "Confidence": 0.994, "X1": 0.1406, "Y1": 0.5652, "X2": 0.23784, "Y2": 0.565, "X3": 0.23916, "Y3": 0.5778, "X4": 0.1406, "Y4": 0.5798, "page": 0}, {"Word": "We attempted to validate these QSAR equations by using data", "Confidence": 0.9871, "X1": 0.19974, "Y1": 0.5752, "X2": 0.91853, "Y2": 0.575, "X3": 0.91853, "Y3": 0.5908, "X4": 0.19974, "Y4": 0.5928, "page": 0}, {"Word": "on Hodgkin's disease extracted from Chapter 49, Hodgkin's", "Confidence": 0.99462, "X1": 0.14192, "Y1": 0.5902, "X2": 0.82917, "Y2": 0.59, "X3": 0.82917, "Y3": 0.6048, "X4": 0.14192, "Y4": 0.6068, "page": 0}, {"Word": "Disease, by Samuel Hellman, Elaine S. Jaffe and Vincent T.", "Confidence": 0.9944, "X1": 0.13929, "Y1": 0.6052, "X2": 0.83837, "Y2": 0.605, "X3": 0.83968, "Y3": 0.6198, "X4": 0.13929, "Y4": 0.6218, "page": 0}, {"Word": "DeVita, Jr. in CANCER Principles & Practice of Oncology, 3rd", "Confidence": 0.983, "X1": 0.13929, "Y1": 0.6202, "X2": 0.87122, "Y2": 0.62, "X3": 0.87122, "Y3": 0.6348, "X4": 0.13929, "Y4": 0.6368, "page": 0}, {"Word": "edition, 1989. The editors of this volume are V.T. DeVita, S.", "Confidence": 0.99473, "X1": 0.14323, "Y1": 0.6342, "X2": 0.88962, "Y2": 0.634, "X3": 0.89093, "Y3": 0.6498, "X4": 0.14323, "Y4": 0.6518, "page": 0}, {"Word": "Hellman and S.A. Rosenburg.", "Confidence": 0.98525, "X1": 0.14192, "Y1": 0.6502, "X2": 0.46649, "Y2": 0.65, "X3": 0.46649, "Y3": 0.6658, "X4": 0.14192, "Y4": 0.6668, "page": 0}, {"Word": "STATUS:", "Confidence": 0.701, "X1": 0.14323, "Y1": 0.6812, "X2": 0.22865, "Y2": 0.681, "X3": 0.22865, "Y3": 0.6948, "X4": 0.14323, "Y4": 0.6948, "page": 0}, {"Word": "The data on Hodgkin's disease had a narrow range in \"%", "Confidence": 0.94591, "X1": 0.20105, "Y1": 0.7072, "X2": 0.85677, "Y2": 0.707, "X3": 0.85677, "Y3": 0.7218, "X4": 0.20105, "Y4": 0.7238, "page": 0}, {"Word": "cures\" and were confusing regarding whether previous treatment", "Confidence": 0.9915, "X1": 0.14455, "Y1": 0.7222, "X2": 0.89356, "Y2": 0.722, "X3": 0.89356, "Y3": 0.7358, "X4": 0.14455, "Y4": 0.7388, "page": 0}, {"Word": "had been given to the patient. These factors made statistical", "Confidence": 0.9944, "X1": 0.14192, "Y1": 0.7362, "X2": 0.89225, "Y2": 0.736, "X3": 0.89225, "Y3": 0.7498, "X4": 0.14323, "Y4": 0.7528, "page": 0}, {"Word": "validation of the QSAR equations difficult.", "Confidence": 0.9825, "X1": 0.14455, "Y1": 0.7512, "X2": 0.65834, "Y2": 0.751, "X3": 0.65834, "Y3": 0.7648, "X4": 0.14455, "Y4": 0.7668, "page": 0}, {"Word": "KEYWORDS: multiple drug resistance, QSAR, log P, molecular", "Confidence": 0.96487, "X1": 0.14455, "Y1": 0.7792, "X2": 0.85808, "Y2": 0.779, "X3": 0.8594, "Y3": 0.7958, "X4": 0.14455, "Y4": 0.7968, "page": 0}, {"Word": "weight, Hodgkin's disease", "Confidence": 0.91933, "X1": 0.14455, "Y1": 0.7952, "X2": 0.44941, "Y2": 0.795, "X3": 0.44941, "Y3": 0.8118, "X4": 0.14455, "Y4": 0.8128, "page": 0}, {"Word": "51891 8709", "Confidence": 0.9945, "X1": 0.9816, "Y1": 0.9232, "X2": 0.9816, "Y2": 0.923, "X3": 0.96189, "Y3": 0.9228, "X4": 0.96189, "Y4": 0.8308, "page": 0}], "words_data": [{"Word": "Author:", "Confidence": 0.991, "X1": 0.13798, "Y1": 0.1162, "X2": 0.2247, "Y2": 0.116, "X3": 0.2247, "Y3": 0.1308, "X4": 0.13798, "Y4": 0.1298, "page": 0, "Index": 0}, {"Word": "Carr", "Confidence": 0.986, "X1": 0.25756, "Y1": 0.1152, "X2": 0.30749, "Y2": 0.115, "X3": 0.30618, "Y3": 0.1308, "X4": 0.25756, "Y4": 0.1308, "page": 0, "Index": 1}, {"Word": "J.", "Confidence": 0.997, "X1": 0.318, "Y1": 0.1152, "X2": 0.3456, "Y2": 0.115, "X3": 0.34428, "Y3": 0.1308, "X4": 0.318, "Y4": 0.1308, "page": 0, "Index": 2}, {"Word": "Smith", "Confidence": 0.998, "X1": 0.3548, "Y1": 0.1152, "X2": 0.41524, "Y2": 0.115, "X3": 0.41393, "Y3": 0.1308, "X4": 0.3548, "Y4": 0.1298, "page": 0, "Index": 3}, {"Word": "Date:", "Confidence": 0.991, "X1": 0.61892, "Y1": 0.1152, "X2": 0.68068, "Y2": 0.115, "X3": 0.67937, "Y3": 0.1298, "X4": 0.61761, "Y4": 0.1298, "page": 0, "Index": 4}, {"Word": "June", "Confidence": 0.987, "X1": 0.7385, "Y1": 0.1142, "X2": 0.78844, "Y2": 0.114, "X3": 0.78712, "Y3": 0.1288, "X4": 0.7385, "Y4": 0.1288, "page": 0, "Index": 5}, {"Word": "7,", "Confidence": 0.969, "X1": 0.80158, "Y1": 0.1142, "X2": 0.82654, "Y2": 0.114, "X3": 0.82523, "Y3": 0.1288, "X4": 0.80026, "Y4": 0.1288, "page": 0, "Index": 6}, {"Word": "1993", "Confidence": 0.989, "X1": 0.83837, "Y1": 0.1142, "X2": 0.88568, "Y2": 0.114, "X3": 0.88568, "Y3": 0.1288, "X4": 0.83706, "Y4": 0.1288, "page": 0, "Index": 7}, {"Word": "Division:", "Confidence": 0.993, "X1": 0.13798, "Y1": 0.1442, "X2": 0.24836, "Y2": 0.144, "X3": 0.24836, "Y3": 0.1598, "X4": 0.13798, "Y4": 0.1598, "page": 0, "Index": 8}, {"Word": "Biological", "Confidence": 0.971, "X1": 0.25756, "Y1": 0.1432, "X2": 0.38108, "Y2": 0.143, "X3": 0.38108, "Y3": 0.1598, "X4": 0.25756, "Y4": 0.1598, "page": 0, "Index": 9}, {"Word": "Research", "Confidence": 0.996, "X1": 0.39028, "Y1": 0.1432, "X2": 0.48883, "Y2": 0.143, "X3": 0.48752, "Y3": 0.1598, "X4": 0.39028, "Y4": 0.1598, "page": 0, "Index": 10}, {"Word": "Project", "Confidence": 0.97, "X1": 0.13929, "Y1": 0.1732, "X2": 0.2247, "Y2": 0.173, "X3": 0.22339, "Y3": 0.1878, "X4": 0.13798, "Y4": 0.1888, "page": 0, "Index": 11}, {"Word": "Name:", "Confidence": 0.962, "X1": 0.2339, "Y1": 0.1732, "X2": 0.29698, "Y2": 0.173, "X3": 0.29566, "Y3": 0.1878, "X4": 0.23259, "Y4": 0.1878, "page": 0, "Index": 12}, {"Word": "Development", "Confidence": 0.993, "X1": 0.318, "Y1": 0.1722, "X2": 0.45335, "Y2": 0.172, "X3": 0.45204, "Y3": 0.1878, "X4": 0.31669, "Y4": 0.1878, "page": 0, "Index": 13}, {"Word": "of", "Confidence": 0.998, "X1": 0.46386, "Y1": 0.1722, "X2": 0.48883, "Y2": 0.172, "X3": 0.48752, "Y3": 0.1878, "X4": 0.46255, "Y4": 0.1878, "page": 0, "Index": 14}, {"Word": "Software", "Confidence": 0.995, "X1": 0.49934, "Y1": 0.1722, "X2": 0.59527, "Y2": 0.172, "X3": 0.59396, "Y3": 0.1878, "X4": 0.49803, "Y4": 0.1878, "page": 0, "Index": 15}, {"Word": "To", "Confidence": 0.998, "X1": 0.60841, "Y1": 0.1722, "X2": 0.63206, "Y2": 0.172, "X3": 0.63206, "Y3": 0.1878, "X4": 0.6071, "Y4": 0.1878, "page": 0, "Index": 16}, {"Word": "Design", "Confidence": 0.996, "X1": 0.64258, "Y1": 0.1722, "X2": 0.71616, "Y2": 0.172, "X3": 0.71616, "Y3": 0.1878, "X4": 0.64126, "Y4": 0.1878, "page": 0, "Index": 17}, {"Word": "Chemotherapy", "Confidence": 0.991, "X1": 0.72668, "Y1": 0.1722, "X2": 0.87516, "Y2": 0.172, "X3": 0.87516, "Y3": 0.1888, "X4": 0.72668, "Y4": 0.1878, "page": 0, "Index": 18}, {"Word": "Protocols", "Confidence": 0.994, "X1": 0.13929, "Y1": 0.1882, "X2": 0.24704, "Y2": 0.188, "X3": 0.24704, "Y3": 0.2028, "X4": 0.13929, "Y4": 0.2018, "page": 0, "Index": 19}, {"Word": "Minimizing", "Confidence": 0.991, "X1": 0.25887, "Y1": 0.1872, "X2": 0.37976, "Y2": 0.187, "X3": 0.37976, "Y3": 0.2038, "X4": 0.25756, "Y4": 0.2028, "page": 0, "Index": 20}, {"Word": "Multiple", "Confidence": 0.994, "X1": 0.38896, "Y1": 0.1872, "X2": 0.48752, "Y2": 0.187, "X3": 0.48752, "Y3": 0.2038, "X4": 0.38896, "Y4": 0.2038, "page": 0, "Index": 21}, {"Word": "Drug", "Confidence": 0.988, "X1": 0.49803, "Y1": 0.1872, "X2": 0.54665, "Y2": 0.187, "X3": 0.54665, "Y3": 0.2028, "X4": 0.49803, "Y4": 0.2038, "page": 0, "Index": 22}, {"Word": "Resistance", "Confidence": 0.995, "X1": 0.55848, "Y1": 0.1872, "X2": 0.67937, "Y2": 0.187, "X3": 0.67937, "Y3": 0.2028, "X4": 0.55716, "Y4": 0.2028, "page": 0, "Index": 23}, {"Word": "R&DM,", "Confidence": 0.931, "X1": 0.1406, "Y1": 0.2162, "X2": 0.19974, "Y2": 0.216, "X3": 0.19974, "Y3": 0.2308, "X4": 0.1406, "Y4": 0.2318, "page": 0, "Index": 24}, {"Word": "CJS93-001", "Confidence": 0.992, "X1": 0.21025, "Y1": 0.2152, "X2": 0.31932, "Y2": 0.215, "X3": 0.32063, "Y3": 0.2298, "X4": 0.21156, "Y4": 0.2308, "page": 0, "Index": 25}, {"Word": "OBJECT", "Confidence": 0.994, "X1": 0.13929, "Y1": 0.2582, "X2": 0.21025, "Y2": 0.258, "X3": 0.21025, "Y3": 0.2738, "X4": 0.1406, "Y4": 0.2748, "page": 0, "Index": 26}, {"Word": ":", "Confidence": 0.981, "X1": 0.21419, "Y1": 0.2582, "X2": 0.22602, "Y2": 0.258, "X3": 0.22602, "Y3": 0.2738, "X4": 0.21419, "Y4": 0.2738, "page": 0, "Index": 27}, {"Word": "The", "Confidence": 0.997, "X1": 0.19974, "Y1": 0.2892, "X2": 0.23522, "Y2": 0.289, "X3": 0.23653, "Y3": 0.3038, "X4": 0.20105, "Y4": 0.3048, "page": 0, "Index": 28}, {"Word": "purpose", "Confidence": 0.996, "X1": 0.24704, "Y1": 0.2892, "X2": 0.33114, "Y2": 0.289, "X3": 0.33114, "Y3": 0.3028, "X4": 0.24704, "Y4": 0.3038, "page": 0, "Index": 29}, {"Word": "of", "Confidence": 0.998, "X1": 0.34297, "Y1": 0.2882, "X2": 0.36925, "Y2": 0.288, "X3": 0.36925, "Y3": 0.3028, "X4": 0.34297, "Y4": 0.3028, "page": 0, "Index": 30}, {"Word": "this", "Confidence": 0.99, "X1": 0.38108, "Y1": 0.2882, "X2": 0.42838, "Y2": 0.288, "X3": 0.42838, "Y3": 0.3028, "X4": 0.38108, "Y4": 0.3028, "page": 0, "Index": 31}, {"Word": "memorandum", "Confidence": 0.962, "X1": 0.4389, "Y1": 0.2872, "X2": 0.55979, "Y2": 0.287, "X3": 0.55979, "Y3": 0.3018, "X4": 0.4389, "Y4": 0.3028, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.998, "X1": 0.57293, "Y1": 0.2872, "X2": 0.59527, "Y2": 0.287, "X3": 0.59527, "Y3": 0.3018, "X4": 0.57293, "Y4": 0.3018, "page": 0, "Index": 33}, {"Word": "to", "Confidence": 0.998, "X1": 0.6071, "Y1": 0.2872, "X2": 0.63206, "Y2": 0.287, "X3": 0.63075, "Y3": 0.3018, "X4": 0.6071, "Y4": 0.3018, "page": 0, "Index": 34}, {"Word": "summarize", "Confidence": 0.872, "X1": 0.64389, "Y1": 0.2872, "X2": 0.75164, "Y2": 0.287, "X3": 0.75164, "Y3": 0.3008, "X4": 0.64258, "Y4": 0.3018, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.76478, "Y1": 0.2862, "X2": 0.80026, "Y2": 0.286, "X3": 0.80026, "Y3": 0.3008, "X4": 0.76478, "Y4": 0.3008, "page": 0, "Index": 36}, {"Word": "results", "Confidence": 0.991, "X1": 0.81209, "Y1": 0.2862, "X2": 0.89882, "Y2": 0.286, "X3": 0.8975, "Y3": 0.3008, "X4": 0.81209, "Y4": 0.3008, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.3042, "X2": 0.16294, "Y2": 0.304, "X3": 0.16426, "Y3": 0.3178, "X4": 0.14192, "Y4": 0.3178, "page": 0, "Index": 38}, {"Word": "a", "Confidence": 0.996, "X1": 0.17608, "Y1": 0.3042, "X2": 0.1866, "Y2": 0.304, "X3": 0.18791, "Y3": 0.3178, "X4": 0.17608, "Y4": 0.3178, "page": 0, "Index": 39}, {"Word": "collaborative", "Confidence": 0.993, "X1": 0.19974, "Y1": 0.3032, "X2": 0.35611, "Y2": 0.303, "X3": 0.35611, "Y3": 0.3168, "X4": 0.19974, "Y4": 0.3178, "page": 0, "Index": 40}, {"Word": "project", "Confidence": 0.996, "X1": 0.36794, "Y1": 0.3022, "X2": 0.45335, "Y2": 0.302, "X3": 0.45335, "Y3": 0.3168, "X4": 0.36794, "Y4": 0.3168, "page": 0, "Index": 41}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.46386, "Y1": 0.3022, "X2": 0.57162, "Y2": 0.302, "X3": 0.5703, "Y3": 0.3158, "X4": 0.46386, "Y4": 0.3168, "page": 0, "Index": 42}, {"Word": "with", "Confidence": 0.987, "X1": 0.58344, "Y1": 0.3022, "X2": 0.63206, "Y2": 0.302, "X3": 0.63206, "Y3": 0.3158, "X4": 0.58344, "Y4": 0.3158, "page": 0, "Index": 43}, {"Word": "Dr.", "Confidence": 0.958, "X1": 0.64258, "Y1": 0.3022, "X2": 0.682, "Y2": 0.302, "X3": 0.68068, "Y3": 0.3158, "X4": 0.64258, "Y4": 0.3158, "page": 0, "Index": 44}, {"Word": "Corwin", "Confidence": 0.997, "X1": 0.6912, "Y1": 0.3022, "X2": 0.76478, "Y2": 0.302, "X3": 0.76347, "Y3": 0.3158, "X4": 0.6912, "Y4": 0.3158, "page": 0, "Index": 45}, {"Word": "Hansch.", "Confidence": 0.994, "X1": 0.7753, "Y1": 0.3012, "X2": 0.86465, "Y2": 0.301, "X3": 0.86334, "Y3": 0.3158, "X4": 0.7753, "Y4": 0.3158, "page": 0, "Index": 46}, {"Word": "Dr.", "Confidence": 0.994, "X1": 0.88568, "Y1": 0.3012, "X2": 0.92247, "Y2": 0.301, "X3": 0.92247, "Y3": 0.3158, "X4": 0.88568, "Y4": 0.3158, "page": 0, "Index": 47}, {"Word": "Hansch", "Confidence": 0.997, "X1": 0.13929, "Y1": 0.3182, "X2": 0.21025, "Y2": 0.318, "X3": 0.21156, "Y3": 0.3318, "X4": 0.1406, "Y4": 0.3318, "page": 0, "Index": 48}, {"Word": "has", "Confidence": 0.998, "X1": 0.22208, "Y1": 0.3182, "X2": 0.25887, "Y2": 0.318, "X3": 0.25887, "Y3": 0.3318, "X4": 0.22339, "Y4": 0.3318, "page": 0, "Index": 49}, {"Word": "developed", "Confidence": 0.995, "X1": 0.27201, "Y1": 0.3172, "X2": 0.37976, "Y2": 0.317, "X3": 0.38108, "Y3": 0.3318, "X4": 0.27201, "Y4": 0.3318, "page": 0, "Index": 50}, {"Word": "QSAR", "Confidence": 0.795, "X1": 0.39028, "Y1": 0.3172, "X2": 0.44021, "Y2": 0.317, "X3": 0.44021, "Y3": 0.3318, "X4": 0.39159, "Y4": 0.3318, "page": 0, "Index": 51}, {"Word": "equations", "Confidence": 0.994, "X1": 0.45204, "Y1": 0.3172, "X2": 0.55979, "Y2": 0.317, "X3": 0.55979, "Y3": 0.3318, "X4": 0.45204, "Y4": 0.3318, "page": 0, "Index": 52}, {"Word": "that", "Confidence": 0.991, "X1": 0.57162, "Y1": 0.3162, "X2": 0.62024, "Y2": 0.316, "X3": 0.62024, "Y3": 0.3318, "X4": 0.57162, "Y4": 0.3318, "page": 0, "Index": 53}, {"Word": "predict", "Confidence": 0.994, "X1": 0.63206, "Y1": 0.3162, "X2": 0.71616, "Y2": 0.316, "X3": 0.71616, "Y3": 0.3308, "X4": 0.63206, "Y4": 0.3318, "page": 0, "Index": 54}, {"Word": "that", "Confidence": 0.989, "X1": 0.7293, "Y1": 0.3162, "X2": 0.77661, "Y2": 0.316, "X3": 0.77661, "Y3": 0.3308, "X4": 0.7293, "Y4": 0.3308, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.998, "X1": 0.78975, "Y1": 0.3162, "X2": 0.82523, "Y2": 0.316, "X3": 0.82523, "Y3": 0.3308, "X4": 0.78975, "Y4": 0.3308, "page": 0, "Index": 56}, {"Word": "log", "Confidence": 0.998, "X1": 0.83837, "Y1": 0.3162, "X2": 0.87516, "Y2": 0.316, "X3": 0.87516, "Y3": 0.3308, "X4": 0.83837, "Y4": 0.3308, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.88699, "Y1": 0.3162, "X2": 0.91196, "Y2": 0.316, "X3": 0.91196, "Y3": 0.3308, "X4": 0.88699, "Y4": 0.3308, "page": 0, "Index": 58}, {"Word": "the", "Confidence": 0.994, "X1": 0.14192, "Y1": 0.3332, "X2": 0.17477, "Y2": 0.333, "X3": 0.17608, "Y3": 0.3468, "X4": 0.14192, "Y4": 0.3458, "page": 0, "Index": 59}, {"Word": "octanol/water", "Confidence": 0.97, "X1": 0.18791, "Y1": 0.3322, "X2": 0.34428, "Y2": 0.332, "X3": 0.3456, "Y3": 0.3468, "X4": 0.18922, "Y4": 0.3468, "page": 0, "Index": 60}, {"Word": "partition", "Confidence": 0.995, "X1": 0.3548, "Y1": 0.3312, "X2": 0.46386, "Y2": 0.331, "X3": 0.46386, "Y3": 0.3468, "X4": 0.35611, "Y4": 0.3468, "page": 0, "Index": 61}, {"Word": "coefficient", "Confidence": 0.991, "X1": 0.477, "Y1": 0.3312, "X2": 0.60841, "Y2": 0.331, "X3": 0.60972, "Y3": 0.3468, "X4": 0.477, "Y4": 0.3468, "page": 0, "Index": 62}, {"Word": "(log", "Confidence": 0.991, "X1": 0.62286, "Y1": 0.3312, "X2": 0.66754, "Y2": 0.331, "X3": 0.66886, "Y3": 0.3468, "X4": 0.62418, "Y4": 0.3468, "page": 0, "Index": 63}, {"Word": "P)", "Confidence": 0.994, "X1": 0.67937, "Y1": 0.3312, "X2": 0.70434, "Y2": 0.331, "X3": 0.70565, "Y3": 0.3468, "X4": 0.67937, "Y4": 0.3468, "page": 0, "Index": 64}, {"Word": "and", "Confidence": 0.998, "X1": 0.71616, "Y1": 0.3312, "X2": 0.75296, "Y2": 0.331, "X3": 0.75296, "Y3": 0.3458, "X4": 0.71748, "Y4": 0.3468, "page": 0, "Index": 65}, {"Word": "molecular", "Confidence": 0.994, "X1": 0.76347, "Y1": 0.3312, "X2": 0.87385, "Y2": 0.331, "X3": 0.87516, "Y3": 0.3458, "X4": 0.76347, "Y4": 0.3458, "page": 0, "Index": 66}, {"Word": "weight", "Confidence": 0.996, "X1": 0.13929, "Y1": 0.3482, "X2": 0.21156, "Y2": 0.348, "X3": 0.21156, "Y3": 0.3618, "X4": 0.13929, "Y4": 0.3628, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.998, "X1": 0.22339, "Y1": 0.3472, "X2": 0.24836, "Y2": 0.347, "X3": 0.24836, "Y3": 0.3618, "X4": 0.22339, "Y4": 0.3618, "page": 0, "Index": 68}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.26018, "Y1": 0.3472, "X2": 0.33114, "Y2": 0.347, "X3": 0.33114, "Y3": 0.3618, "X4": 0.26018, "Y4": 0.3618, "page": 0, "Index": 69}, {"Word": "chemotherapy", "Confidence": 0.992, "X1": 0.3456, "Y1": 0.3462, "X2": 0.48883, "Y2": 0.346, "X3": 0.48883, "Y3": 0.3618, "X4": 0.3456, "Y4": 0.3618, "page": 0, "Index": 70}, {"Word": "drugs", "Confidence": 0.996, "X1": 0.49934, "Y1": 0.3462, "X2": 0.5611, "Y2": 0.346, "X3": 0.5611, "Y3": 0.3608, "X4": 0.49934, "Y4": 0.3618, "page": 0, "Index": 71}, {"Word": "are", "Confidence": 0.998, "X1": 0.57293, "Y1": 0.3462, "X2": 0.6071, "Y2": 0.346, "X3": 0.6071, "Y3": 0.3608, "X4": 0.57293, "Y4": 0.3608, "page": 0, "Index": 72}, {"Word": "important", "Confidence": 0.994, "X1": 0.62155, "Y1": 0.3452, "X2": 0.72799, "Y2": 0.345, "X3": 0.72799, "Y3": 0.3608, "X4": 0.62155, "Y4": 0.3608, "page": 0, "Index": 73}, {"Word": "determinants", "Confidence": 0.986, "X1": 0.74113, "Y1": 0.3452, "X2": 0.88699, "Y2": 0.345, "X3": 0.88699, "Y3": 0.3598, "X4": 0.74113, "Y4": 0.3608, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.998, "X1": 0.89882, "Y1": 0.3452, "X2": 0.92378, "Y2": 0.345, "X3": 0.92378, "Y3": 0.3598, "X4": 0.89882, "Y4": 0.3598, "page": 0, "Index": 75}, {"Word": "whether", "Confidence": 0.994, "X1": 0.1406, "Y1": 0.3622, "X2": 0.22339, "Y2": 0.362, "X3": 0.22339, "Y3": 0.3758, "X4": 0.14192, "Y4": 0.3758, "page": 0, "Index": 76}, {"Word": "cancers", "Confidence": 0.997, "X1": 0.23653, "Y1": 0.3622, "X2": 0.32063, "Y2": 0.362, "X3": 0.32063, "Y3": 0.3758, "X4": 0.23653, "Y4": 0.3758, "page": 0, "Index": 77}, {"Word": "become", "Confidence": 0.994, "X1": 0.33246, "Y1": 0.3612, "X2": 0.40473, "Y2": 0.361, "X3": 0.40473, "Y3": 0.3758, "X4": 0.33246, "Y4": 0.3758, "page": 0, "Index": 78}, {"Word": "resistant", "Confidence": 0.994, "X1": 0.41656, "Y1": 0.3602, "X2": 0.52562, "Y2": 0.36, "X3": 0.52562, "Y3": 0.3758, "X4": 0.41656, "Y4": 0.3758, "page": 0, "Index": 79}, {"Word": "to", "Confidence": 0.998, "X1": 0.53745, "Y1": 0.3602, "X2": 0.5611, "Y2": 0.36, "X3": 0.55979, "Y3": 0.3758, "X4": 0.53614, "Y4": 0.3758, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.998, "X1": 0.57293, "Y1": 0.3602, "X2": 0.60841, "Y2": 0.36, "X3": 0.60841, "Y3": 0.3758, "X4": 0.57293, "Y4": 0.3758, "page": 0, "Index": 81}, {"Word": "drugs", "Confidence": 0.997, "X1": 0.62024, "Y1": 0.3602, "X2": 0.68068, "Y2": 0.36, "X3": 0.68068, "Y3": 0.3748, "X4": 0.61892, "Y4": 0.3758, "page": 0, "Index": 82}, {"Word": "during", "Confidence": 0.997, "X1": 0.6912, "Y1": 0.3602, "X2": 0.7661, "Y2": 0.36, "X3": 0.76478, "Y3": 0.3748, "X4": 0.6912, "Y4": 0.3748, "page": 0, "Index": 83}, {"Word": "treatment.", "Confidence": 0.969, "X1": 0.77792, "Y1": 0.3612, "X2": 0.90145, "Y2": 0.361, "X3": 0.90145, "Y3": 0.3748, "X4": 0.77792, "Y4": 0.3748, "page": 0, "Index": 84}, {"Word": "This", "Confidence": 0.989, "X1": 0.14192, "Y1": 0.3772, "X2": 0.1866, "Y2": 0.377, "X3": 0.1866, "Y3": 0.3898, "X4": 0.14192, "Y4": 0.3898, "page": 0, "Index": 85}, {"Word": "resistance", "Confidence": 0.994, "X1": 0.19974, "Y1": 0.3762, "X2": 0.32063, "Y2": 0.376, "X3": 0.32063, "Y3": 0.3898, "X4": 0.19974, "Y4": 0.3898, "page": 0, "Index": 86}, {"Word": "phenomenon", "Confidence": 0.991, "X1": 0.33246, "Y1": 0.3752, "X2": 0.45204, "Y2": 0.375, "X3": 0.45204, "Y3": 0.3898, "X4": 0.33246, "Y4": 0.3898, "page": 0, "Index": 87}, {"Word": "is", "Confidence": 0.997, "X1": 0.46649, "Y1": 0.3752, "X2": 0.48883, "Y2": 0.375, "X3": 0.48883, "Y3": 0.3898, "X4": 0.46518, "Y4": 0.3898, "page": 0, "Index": 88}, {"Word": "called", "Confidence": 0.997, "X1": 0.50066, "Y1": 0.3742, "X2": 0.57162, "Y2": 0.374, "X3": 0.57162, "Y3": 0.3898, "X4": 0.50066, "Y4": 0.3898, "page": 0, "Index": 89}, {"Word": "multiple", "Confidence": 0.85, "X1": 0.58344, "Y1": 0.3742, "X2": 0.68068, "Y2": 0.374, "X3": 0.67937, "Y3": 0.3898, "X4": 0.58213, "Y4": 0.3898, "page": 0, "Index": 90}, {"Word": "drug", "Confidence": 0.986, "X1": 0.69251, "Y1": 0.3742, "X2": 0.74113, "Y2": 0.374, "X3": 0.73982, "Y3": 0.3898, "X4": 0.6912, "Y4": 0.3898, "page": 0, "Index": 91}, {"Word": "resistance", "Confidence": 0.993, "X1": 0.75296, "Y1": 0.3742, "X2": 0.87516, "Y2": 0.374, "X3": 0.87516, "Y3": 0.3888, "X4": 0.75164, "Y4": 0.3898, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.88699, "Y1": 0.3742, "X2": 0.9251, "Y2": 0.374, "X3": 0.92378, "Y3": 0.3888, "X4": 0.88699, "Y4": 0.3888, "page": 0, "Index": 93}, {"Word": "represents", "Confidence": 0.992, "X1": 0.14323, "Y1": 0.3902, "X2": 0.26018, "Y2": 0.39, "X3": 0.26018, "Y3": 0.4048, "X4": 0.14323, "Y4": 0.4048, "page": 0, "Index": 94}, {"Word": "the", "Confidence": 0.998, "X1": 0.27332, "Y1": 0.3902, "X2": 0.3088, "Y2": 0.39, "X3": 0.3088, "Y3": 0.4048, "X4": 0.27332, "Y4": 0.4048, "page": 0, "Index": 95}, {"Word": "most", "Confidence": 0.988, "X1": 0.31932, "Y1": 0.3902, "X2": 0.36925, "Y2": 0.39, "X3": 0.36925, "Y3": 0.4048, "X4": 0.31932, "Y4": 0.4048, "page": 0, "Index": 96}, {"Word": "common", "Confidence": 0.873, "X1": 0.37976, "Y1": 0.3892, "X2": 0.45204, "Y2": 0.389, "X3": 0.45204, "Y3": 0.4048, "X4": 0.37845, "Y4": 0.4048, "page": 0, "Index": 97}, {"Word": "cause", "Confidence": 0.997, "X1": 0.46518, "Y1": 0.3892, "X2": 0.52431, "Y2": 0.389, "X3": 0.52431, "Y3": 0.4048, "X4": 0.46518, "Y4": 0.4048, "page": 0, "Index": 98}, {"Word": "of", "Confidence": 0.998, "X1": 0.53614, "Y1": 0.3892, "X2": 0.5611, "Y2": 0.389, "X3": 0.55979, "Y3": 0.4048, "X4": 0.53482, "Y4": 0.4048, "page": 0, "Index": 99}, {"Word": "therapeutic", "Confidence": 0.993, "X1": 0.57293, "Y1": 0.3882, "X2": 0.70434, "Y2": 0.388, "X3": 0.70302, "Y3": 0.4048, "X4": 0.57293, "Y4": 0.4048, "page": 0, "Index": 100}, {"Word": "failure", "Confidence": 0.995, "X1": 0.71616, "Y1": 0.3882, "X2": 0.80158, "Y2": 0.388, "X3": 0.80026, "Y3": 0.4038, "X4": 0.71616, "Y4": 0.4038, "page": 0, "Index": 101}, {"Word": "in", "Confidence": 0.998, "X1": 0.81603, "Y1": 0.3882, "X2": 0.83837, "Y2": 0.388, "X3": 0.83706, "Y3": 0.4038, "X4": 0.81472, "Y4": 0.4038, "page": 0, "Index": 102}, {"Word": "cancer", "Confidence": 0.997, "X1": 0.8502, "Y1": 0.3882, "X2": 0.9251, "Y2": 0.388, "X3": 0.92378, "Y3": 0.4028, "X4": 0.84888, "Y4": 0.4038, "page": 0, "Index": 103}, {"Word": "chemotherapy.", "Confidence": 0.991, "X1": 0.1406, "Y1": 0.4062, "X2": 0.29698, "Y2": 0.406, "X3": 0.29698, "Y3": 0.4208, "X4": 0.1406, "Y4": 0.4198, "page": 0, "Index": 104}, {"Word": "SUMMARY:", "Confidence": 0.901, "X1": 0.14192, "Y1": 0.4332, "X2": 0.23916, "Y2": 0.433, "X3": 0.23784, "Y3": 0.4468, "X4": 0.1406, "Y4": 0.4478, "page": 0, "Index": 105}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.19974, "Y1": 0.4622, "X2": 0.23916, "Y2": 0.462, "X3": 0.23916, "Y3": 0.4758, "X4": 0.19974, "Y4": 0.4758, "page": 0, "Index": 106}, {"Word": "Hansch", "Confidence": 0.997, "X1": 0.24836, "Y1": 0.4612, "X2": 0.32063, "Y2": 0.461, "X3": 0.32063, "Y3": 0.4768, "X4": 0.24836, "Y4": 0.4768, "page": 0, "Index": 107}, {"Word": "is", "Confidence": 0.998, "X1": 0.33377, "Y1": 0.4612, "X2": 0.35742, "Y2": 0.461, "X3": 0.35742, "Y3": 0.4768, "X4": 0.33377, "Y4": 0.4768, "page": 0, "Index": 108}, {"Word": "a", "Confidence": 0.998, "X1": 0.36794, "Y1": 0.4612, "X2": 0.38108, "Y2": 0.461, "X3": 0.38108, "Y3": 0.4768, "X4": 0.36794, "Y4": 0.4768, "page": 0, "Index": 109}, {"Word": "leader", "Confidence": 0.997, "X1": 0.3929, "Y1": 0.4602, "X2": 0.46649, "Y2": 0.46, "X3": 0.46649, "Y3": 0.4768, "X4": 0.3929, "Y4": 0.4768, "page": 0, "Index": 110}, {"Word": "in", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.4602, "X2": 0.50066, "Y2": 0.46, "X3": 0.50066, "Y3": 0.4768, "X4": 0.47832, "Y4": 0.4768, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.5138, "Y1": 0.4602, "X2": 0.54928, "Y2": 0.46, "X3": 0.54928, "Y3": 0.4768, "X4": 0.5138, "Y4": 0.4768, "page": 0, "Index": 112}, {"Word": "development", "Confidence": 0.992, "X1": 0.55979, "Y1": 0.4602, "X2": 0.69382, "Y2": 0.46, "X3": 0.69382, "Y3": 0.4758, "X4": 0.55979, "Y4": 0.4768, "page": 0, "Index": 113}, {"Word": "of", "Confidence": 0.997, "X1": 0.70434, "Y1": 0.4602, "X2": 0.7293, "Y2": 0.46, "X3": 0.7293, "Y3": 0.4758, "X4": 0.70434, "Y4": 0.4758, "page": 0, "Index": 114}, {"Word": "methodologies", "Confidence": 0.991, "X1": 0.73982, "Y1": 0.4602, "X2": 0.90145, "Y2": 0.46, "X3": 0.90145, "Y3": 0.4758, "X4": 0.73982, "Y4": 0.4758, "page": 0, "Index": 115}, {"Word": "for", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.4772, "X2": 0.17608, "Y2": 0.477, "X3": 0.17608, "Y3": 0.4908, "X4": 0.14323, "Y4": 0.4908, "page": 0, "Index": 116}, {"Word": "the", "Confidence": 0.998, "X1": 0.18922, "Y1": 0.4762, "X2": 0.2247, "Y2": 0.476, "X3": 0.2247, "Y3": 0.4908, "X4": 0.18922, "Y4": 0.4908, "page": 0, "Index": 117}, {"Word": "prediction", "Confidence": 0.994, "X1": 0.23653, "Y1": 0.4762, "X2": 0.35742, "Y2": 0.476, "X3": 0.35742, "Y3": 0.4908, "X4": 0.23653, "Y4": 0.4908, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.36925, "Y1": 0.4762, "X2": 0.3929, "Y2": 0.476, "X3": 0.3929, "Y3": 0.4908, "X4": 0.36925, "Y4": 0.4908, "page": 0, "Index": 119}, {"Word": "biological", "Confidence": 0.993, "X1": 0.40342, "Y1": 0.4752, "X2": 0.52562, "Y2": 0.475, "X3": 0.52562, "Y3": 0.4908, "X4": 0.40342, "Y4": 0.4908, "page": 0, "Index": 120}, {"Word": "activity", "Confidence": 0.996, "X1": 0.53745, "Y1": 0.4752, "X2": 0.63206, "Y2": 0.475, "X3": 0.63206, "Y3": 0.4898, "X4": 0.53745, "Y4": 0.4908, "page": 0, "Index": 121}, {"Word": "from", "Confidence": 0.987, "X1": 0.64652, "Y1": 0.4752, "X2": 0.69251, "Y2": 0.475, "X3": 0.6912, "Y3": 0.4898, "X4": 0.6452, "Y4": 0.4898, "page": 0, "Index": 122}, {"Word": "chemical", "Confidence": 0.991, "X1": 0.70434, "Y1": 0.4752, "X2": 0.80289, "Y2": 0.475, "X3": 0.80289, "Y3": 0.4888, "X4": 0.70302, "Y4": 0.4898, "page": 0, "Index": 123}, {"Word": "structure.", "Confidence": 0.992, "X1": 0.14192, "Y1": 0.4912, "X2": 0.26413, "Y2": 0.491, "X3": 0.26413, "Y3": 0.5058, "X4": 0.1406, "Y4": 0.5058, "page": 0, "Index": 124}, {"Word": "This", "Confidence": 0.989, "X1": 0.28647, "Y1": 0.4912, "X2": 0.33377, "Y2": 0.491, "X3": 0.33246, "Y3": 0.5048, "X4": 0.28647, "Y4": 0.5058, "page": 0, "Index": 125}, {"Word": "field", "Confidence": 0.995, "X1": 0.3456, "Y1": 0.4902, "X2": 0.40473, "Y2": 0.49, "X3": 0.40473, "Y3": 0.5048, "X4": 0.3456, "Y4": 0.5048, "page": 0, "Index": 126}, {"Word": "of", "Confidence": 0.998, "X1": 0.41787, "Y1": 0.4902, "X2": 0.44152, "Y2": 0.49, "X3": 0.44021, "Y3": 0.5048, "X4": 0.41787, "Y4": 0.5048, "page": 0, "Index": 127}, {"Word": "research", "Confidence": 0.995, "X1": 0.45335, "Y1": 0.4902, "X2": 0.54796, "Y2": 0.49, "X3": 0.54796, "Y3": 0.5048, "X4": 0.45204, "Y4": 0.5048, "page": 0, "Index": 128}, {"Word": "is", "Confidence": 0.998, "X1": 0.56242, "Y1": 0.4902, "X2": 0.58476, "Y2": 0.49, "X3": 0.58344, "Y3": 0.5048, "X4": 0.5611, "Y4": 0.5048, "page": 0, "Index": 129}, {"Word": "commonly", "Confidence": 0.995, "X1": 0.5979, "Y1": 0.4902, "X2": 0.69251, "Y2": 0.49, "X3": 0.69251, "Y3": 0.5048, "X4": 0.59658, "Y4": 0.5048, "page": 0, "Index": 130}, {"Word": "called", "Confidence": 0.996, "X1": 0.70434, "Y1": 0.4902, "X2": 0.77661, "Y2": 0.49, "X3": 0.77661, "Y3": 0.5048, "X4": 0.70434, "Y4": 0.5048, "page": 0, "Index": 131}, {"Word": "QSAR,", "Confidence": 0.981, "X1": 0.78975, "Y1": 0.4902, "X2": 0.85283, "Y2": 0.49, "X3": 0.85283, "Y3": 0.5038, "X4": 0.78975, "Y4": 0.5048, "page": 0, "Index": 132}, {"Word": "an", "Confidence": 0.998, "X1": 0.86334, "Y1": 0.4902, "X2": 0.88699, "Y2": 0.49, "X3": 0.88699, "Y3": 0.5038, "X4": 0.86334, "Y4": 0.5038, "page": 0, "Index": 133}, {"Word": "Dr.", "Confidence": 0.985, "X1": 0.86202, "Y1": 0.5042, "X2": 0.90013, "Y2": 0.504, "X3": 0.90145, "Y3": 0.5168, "X4": 0.86334, "Y4": 0.5178, "page": 0, "Index": 134}, {"Word": "acronym", "Confidence": 0.996, "X1": 0.14455, "Y1": 0.5062, "X2": 0.2247, "Y2": 0.506, "X3": 0.2247, "Y3": 0.5198, "X4": 0.14455, "Y4": 0.5208, "page": 0, "Index": 135}, {"Word": "of", "Confidence": 0.998, "X1": 0.23784, "Y1": 0.5062, "X2": 0.2615, "Y2": 0.506, "X3": 0.2615, "Y3": 0.5198, "X4": 0.23784, "Y4": 0.5198, "page": 0, "Index": 136}, {"Word": "Quantitative", "Confidence": 0.991, "X1": 0.27332, "Y1": 0.5052, "X2": 0.41787, "Y2": 0.505, "X3": 0.41656, "Y3": 0.5198, "X4": 0.27332, "Y4": 0.5198, "page": 0, "Index": 137}, {"Word": "Structure-", "Confidence": 0.992, "X1": 0.4297, "Y1": 0.5042, "X2": 0.54928, "Y2": 0.504, "X3": 0.54928, "Y3": 0.5198, "X4": 0.42838, "Y4": 0.5198, "page": 0, "Index": 138}, {"Word": "Activity", "Confidence": 0.996, "X1": 0.5611, "Y1": 0.5042, "X2": 0.65703, "Y2": 0.504, "X3": 0.65703, "Y3": 0.5188, "X4": 0.5611, "Y4": 0.5198, "page": 0, "Index": 139}, {"Word": "Relationships.", "Confidence": 0.992, "X1": 0.66886, "Y1": 0.5042, "X2": 0.841, "Y2": 0.504, "X3": 0.841, "Y3": 0.5188, "X4": 0.66886, "Y4": 0.5188, "page": 0, "Index": 140}, {"Word": "Hansch", "Confidence": 0.993, "X1": 0.14455, "Y1": 0.5212, "X2": 0.21288, "Y2": 0.521, "X3": 0.21288, "Y3": 0.5348, "X4": 0.14323, "Y4": 0.5348, "page": 0, "Index": 141}, {"Word": "and", "Confidence": 0.998, "X1": 0.22602, "Y1": 0.5212, "X2": 0.26281, "Y2": 0.521, "X3": 0.2615, "Y3": 0.5348, "X4": 0.22602, "Y4": 0.5348, "page": 0, "Index": 142}, {"Word": "others", "Confidence": 0.997, "X1": 0.27464, "Y1": 0.5202, "X2": 0.34428, "Y2": 0.52, "X3": 0.34428, "Y3": 0.5348, "X4": 0.27332, "Y4": 0.5348, "page": 0, "Index": 143}, {"Word": "have", "Confidence": 0.988, "X1": 0.35611, "Y1": 0.5202, "X2": 0.40604, "Y2": 0.52, "X3": 0.40473, "Y3": 0.5348, "X4": 0.35611, "Y4": 0.5348, "page": 0, "Index": 144}, {"Word": "previously", "Confidence": 0.986, "X1": 0.41656, "Y1": 0.5192, "X2": 0.53745, "Y2": 0.519, "X3": 0.53745, "Y3": 0.5348, "X4": 0.41656, "Y4": 0.5348, "page": 0, "Index": 145}, {"Word": "noted", "Confidence": 0.997, "X1": 0.54928, "Y1": 0.5192, "X2": 0.60972, "Y2": 0.519, "X3": 0.60972, "Y3": 0.5348, "X4": 0.54928, "Y4": 0.5348, "page": 0, "Index": 146}, {"Word": "that", "Confidence": 0.989, "X1": 0.62286, "Y1": 0.5192, "X2": 0.66886, "Y2": 0.519, "X3": 0.66886, "Y3": 0.5338, "X4": 0.62155, "Y4": 0.5348, "page": 0, "Index": 147}, {"Word": "there", "Confidence": 0.997, "X1": 0.682, "Y1": 0.5192, "X2": 0.74113, "Y2": 0.519, "X3": 0.74113, "Y3": 0.5338, "X4": 0.682, "Y4": 0.5338, "page": 0, "Index": 148}, {"Word": "is", "Confidence": 0.998, "X1": 0.75427, "Y1": 0.5192, "X2": 0.77792, "Y2": 0.519, "X3": 0.77792, "Y3": 0.5338, "X4": 0.75427, "Y4": 0.5338, "page": 0, "Index": 149}, {"Word": "a", "Confidence": 0.996, "X1": 0.79106, "Y1": 0.5202, "X2": 0.80158, "Y2": 0.52, "X3": 0.80158, "Y3": 0.5338, "X4": 0.79106, "Y4": 0.5338, "page": 0, "Index": 150}, {"Word": "drug", "Confidence": 0.982, "X1": 0.82786, "Y1": 0.5332, "X2": 0.87648, "Y2": 0.533, "X3": 0.87648, "Y3": 0.5478, "X4": 0.82654, "Y4": 0.5488, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.88962, "Y1": 0.5332, "X2": 0.9251, "Y2": 0.533, "X3": 0.9251, "Y3": 0.5478, "X4": 0.88962, "Y4": 0.5478, "page": 0, "Index": 152}, {"Word": "relationship", "Confidence": 0.944, "X1": 0.1406, "Y1": 0.5352, "X2": 0.28515, "Y2": 0.535, "X3": 0.28515, "Y3": 0.5498, "X4": 0.1406, "Y4": 0.5498, "page": 0, "Index": 153}, {"Word": "between", "Confidence": 0.994, "X1": 0.29698, "Y1": 0.5352, "X2": 0.38108, "Y2": 0.535, "X3": 0.38108, "Y3": 0.5498, "X4": 0.29698, "Y4": 0.5498, "page": 0, "Index": 154}, {"Word": "the", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.5352, "X2": 0.43101, "Y2": 0.535, "X3": 0.4297, "Y3": 0.5498, "X4": 0.39422, "Y4": 0.5498, "page": 0, "Index": 155}, {"Word": "log", "Confidence": 0.998, "X1": 0.44284, "Y1": 0.5352, "X2": 0.47832, "Y2": 0.535, "X3": 0.47832, "Y3": 0.5498, "X4": 0.44284, "Y4": 0.5498, "page": 0, "Index": 156}, {"Word": "P", "Confidence": 0.993, "X1": 0.48883, "Y1": 0.5342, "X2": 0.50066, "Y2": 0.534, "X3": 0.50066, "Y3": 0.5498, "X4": 0.48883, "Y4": 0.5498, "page": 0, "Index": 157}, {"Word": "and", "Confidence": 0.998, "X1": 0.5138, "Y1": 0.5342, "X2": 0.55059, "Y2": 0.534, "X3": 0.54928, "Y3": 0.5498, "X4": 0.5138, "Y4": 0.5498, "page": 0, "Index": 158}, {"Word": "molecular", "Confidence": 0.688, "X1": 0.5611, "Y1": 0.5342, "X2": 0.67017, "Y2": 0.534, "X3": 0.66886, "Y3": 0.5488, "X4": 0.5611, "Y4": 0.5498, "page": 0, "Index": 159}, {"Word": "weight", "Confidence": 0.996, "X1": 0.682, "Y1": 0.5342, "X2": 0.75427, "Y2": 0.534, "X3": 0.75427, "Y3": 0.5488, "X4": 0.68068, "Y4": 0.5488, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.7661, "Y1": 0.5342, "X2": 0.79106, "Y2": 0.534, "X3": 0.78975, "Y3": 0.5488, "X4": 0.7661, "Y4": 0.5488, "page": 0, "Index": 161}, {"Word": "a", "Confidence": 0.995, "X1": 0.80289, "Y1": 0.5342, "X2": 0.8134, "Y2": 0.534, "X3": 0.8134, "Y3": 0.5488, "X4": 0.80158, "Y4": 0.5488, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.994, "X1": 0.14323, "Y1": 0.5512, "X2": 0.1774, "Y2": 0.551, "X3": 0.1774, "Y3": 0.5648, "X4": 0.14323, "Y4": 0.5638, "page": 0, "Index": 163}, {"Word": "development", "Confidence": 0.955, "X1": 0.18922, "Y1": 0.5502, "X2": 0.32194, "Y2": 0.55, "X3": 0.32194, "Y3": 0.5648, "X4": 0.18922, "Y4": 0.5648, "page": 0, "Index": 164}, {"Word": "of", "Confidence": 0.998, "X1": 0.33377, "Y1": 0.5502, "X2": 0.35742, "Y2": 0.55, "X3": 0.35742, "Y3": 0.5648, "X4": 0.33377, "Y4": 0.5648, "page": 0, "Index": 165}, {"Word": "multiple", "Confidence": 0.963, "X1": 0.36925, "Y1": 0.5492, "X2": 0.46649, "Y2": 0.549, "X3": 0.46649, "Y3": 0.5648, "X4": 0.36925, "Y4": 0.5648, "page": 0, "Index": 166}, {"Word": "drug", "Confidence": 0.991, "X1": 0.47832, "Y1": 0.5492, "X2": 0.52562, "Y2": 0.549, "X3": 0.52562, "Y3": 0.5648, "X4": 0.47832, "Y4": 0.5648, "page": 0, "Index": 167}, {"Word": "resistance", "Confidence": 0.991, "X1": 0.53745, "Y1": 0.5492, "X2": 0.65703, "Y2": 0.549, "X3": 0.65703, "Y3": 0.5638, "X4": 0.53745, "Y4": 0.5648, "page": 0, "Index": 168}, {"Word": "in", "Confidence": 0.998, "X1": 0.67017, "Y1": 0.5492, "X2": 0.69251, "Y2": 0.549, "X3": 0.69251, "Y3": 0.5638, "X4": 0.67017, "Y4": 0.5638, "page": 0, "Index": 169}, {"Word": "vitro", "Confidence": 0.997, "X1": 0.70565, "Y1": 0.5492, "X2": 0.7661, "Y2": 0.549, "X3": 0.76478, "Y3": 0.5628, "X4": 0.70565, "Y4": 0.5638, "page": 0, "Index": 170}, {"Word": "tumor", "Confidence": 0.862, "X1": 0.77924, "Y1": 0.5482, "X2": 0.83968, "Y2": 0.548, "X3": 0.83837, "Y3": 0.5618, "X4": 0.77792, "Y4": 0.5628, "page": 0, "Index": 171}, {"Word": "cell", "Confidence": 0.951, "X1": 0.85283, "Y1": 0.5482, "X2": 0.90145, "Y2": 0.548, "X3": 0.90013, "Y3": 0.5608, "X4": 0.85151, "Y4": 0.5618, "page": 0, "Index": 172}, {"Word": "systems.", "Confidence": 0.994, "X1": 0.14323, "Y1": 0.5662, "X2": 0.23916, "Y2": 0.566, "X3": 0.23784, "Y3": 0.5778, "X4": 0.14192, "Y4": 0.5798, "page": 0, "Index": 173}, {"Word": "We", "Confidence": 0.981, "X1": 0.20237, "Y1": 0.5782, "X2": 0.22733, "Y2": 0.578, "X3": 0.22602, "Y3": 0.5928, "X4": 0.20105, "Y4": 0.5928, "page": 0, "Index": 174}, {"Word": "attempted", "Confidence": 0.993, "X1": 0.23784, "Y1": 0.5772, "X2": 0.34691, "Y2": 0.577, "X3": 0.34691, "Y3": 0.5928, "X4": 0.23784, "Y4": 0.5928, "page": 0, "Index": 175}, {"Word": "to", "Confidence": 0.998, "X1": 0.35874, "Y1": 0.5772, "X2": 0.38239, "Y2": 0.577, "X3": 0.38239, "Y3": 0.5928, "X4": 0.35742, "Y4": 0.5928, "page": 0, "Index": 176}, {"Word": "validate", "Confidence": 0.995, "X1": 0.39422, "Y1": 0.5772, "X2": 0.49146, "Y2": 0.577, "X3": 0.49014, "Y3": 0.5928, "X4": 0.3929, "Y4": 0.5928, "page": 0, "Index": 177}, {"Word": "these", "Confidence": 0.997, "X1": 0.50197, "Y1": 0.5772, "X2": 0.56242, "Y2": 0.577, "X3": 0.56242, "Y3": 0.5928, "X4": 0.50197, "Y4": 0.5928, "page": 0, "Index": 178}, {"Word": "QSAR", "Confidence": 0.958, "X1": 0.57424, "Y1": 0.5762, "X2": 0.62286, "Y2": 0.576, "X3": 0.62286, "Y3": 0.5928, "X4": 0.57424, "Y4": 0.5928, "page": 0, "Index": 179}, {"Word": "equations", "Confidence": 0.965, "X1": 0.63338, "Y1": 0.5762, "X2": 0.74376, "Y2": 0.576, "X3": 0.74376, "Y3": 0.5918, "X4": 0.63338, "Y4": 0.5928, "page": 0, "Index": 180}, {"Word": "by", "Confidence": 0.998, "X1": 0.75427, "Y1": 0.5762, "X2": 0.78055, "Y2": 0.576, "X3": 0.77924, "Y3": 0.5918, "X4": 0.75427, "Y4": 0.5918, "page": 0, "Index": 181}, {"Word": "using", "Confidence": 0.998, "X1": 0.79106, "Y1": 0.5762, "X2": 0.85283, "Y2": 0.576, "X3": 0.85283, "Y3": 0.5918, "X4": 0.79106, "Y4": 0.5918, "page": 0, "Index": 182}, {"Word": "data", "Confidence": 0.988, "X1": 0.86465, "Y1": 0.5762, "X2": 0.91459, "Y2": 0.576, "X3": 0.91459, "Y3": 0.5908, "X4": 0.86465, "Y4": 0.5908, "page": 0, "Index": 183}, {"Word": "on", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.5932, "X2": 0.16426, "Y2": 0.593, "X3": 0.16426, "Y3": 0.6068, "X4": 0.14323, "Y4": 0.6068, "page": 0, "Index": 184}, {"Word": "Hodgkin's", "Confidence": 0.991, "X1": 0.1774, "Y1": 0.5932, "X2": 0.28647, "Y2": 0.593, "X3": 0.28647, "Y3": 0.6068, "X4": 0.1774, "Y4": 0.6068, "page": 0, "Index": 185}, {"Word": "disease", "Confidence": 0.996, "X1": 0.29829, "Y1": 0.5932, "X2": 0.38108, "Y2": 0.593, "X3": 0.38108, "Y3": 0.6068, "X4": 0.29829, "Y4": 0.6068, "page": 0, "Index": 186}, {"Word": "extracted", "Confidence": 0.995, "X1": 0.39422, "Y1": 0.5922, "X2": 0.50066, "Y2": 0.592, "X3": 0.50066, "Y3": 0.6068, "X4": 0.39422, "Y4": 0.6068, "page": 0, "Index": 187}, {"Word": "from", "Confidence": 0.989, "X1": 0.5138, "Y1": 0.5922, "X2": 0.5611, "Y2": 0.592, "X3": 0.55979, "Y3": 0.6068, "X4": 0.5138, "Y4": 0.6068, "page": 0, "Index": 188}, {"Word": "Chapter", "Confidence": 0.996, "X1": 0.57293, "Y1": 0.5922, "X2": 0.65703, "Y2": 0.592, "X3": 0.65572, "Y3": 0.6058, "X4": 0.57293, "Y4": 0.6068, "page": 0, "Index": 189}, {"Word": "49,", "Confidence": 0.998, "X1": 0.67017, "Y1": 0.5912, "X2": 0.70696, "Y2": 0.591, "X3": 0.70696, "Y3": 0.6058, "X4": 0.67017, "Y4": 0.6058, "page": 0, "Index": 190}, {"Word": "Hodgkin's", "Confidence": 0.994, "X1": 0.71616, "Y1": 0.5912, "X2": 0.82654, "Y2": 0.591, "X3": 0.82654, "Y3": 0.6048, "X4": 0.71616, "Y4": 0.6058, "page": 0, "Index": 191}, {"Word": "Disease,", "Confidence": 0.992, "X1": 0.1406, "Y1": 0.6072, "X2": 0.23916, "Y2": 0.607, "X3": 0.23916, "Y3": 0.6218, "X4": 0.1406, "Y4": 0.6218, "page": 0, "Index": 192}, {"Word": "by", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.6072, "X2": 0.27464, "Y2": 0.607, "X3": 0.27464, "Y3": 0.6218, "X4": 0.24967, "Y4": 0.6218, "page": 0, "Index": 193}, {"Word": "Samuel", "Confidence": 0.993, "X1": 0.28647, "Y1": 0.6072, "X2": 0.35874, "Y2": 0.607, "X3": 0.35874, "Y3": 0.6218, "X4": 0.28647, "Y4": 0.6218, "page": 0, "Index": 194}, {"Word": "Hellman,", "Confidence": 0.981, "X1": 0.36925, "Y1": 0.6072, "X2": 0.46781, "Y2": 0.607, "X3": 0.46781, "Y3": 0.6218, "X4": 0.36925, "Y4": 0.6218, "page": 0, "Index": 195}, {"Word": "Elaine", "Confidence": 0.996, "X1": 0.47832, "Y1": 0.6072, "X2": 0.54928, "Y2": 0.607, "X3": 0.55059, "Y3": 0.6208, "X4": 0.47832, "Y4": 0.6208, "page": 0, "Index": 196}, {"Word": "S.", "Confidence": 0.998, "X1": 0.5611, "Y1": 0.6072, "X2": 0.58739, "Y2": 0.607, "X3": 0.58739, "Y3": 0.6208, "X4": 0.56242, "Y4": 0.6208, "page": 0, "Index": 197}, {"Word": "Jaffe", "Confidence": 0.997, "X1": 0.59658, "Y1": 0.6062, "X2": 0.65834, "Y2": 0.606, "X3": 0.65834, "Y3": 0.6208, "X4": 0.59658, "Y4": 0.6208, "page": 0, "Index": 198}, {"Word": "and", "Confidence": 0.998, "X1": 0.66886, "Y1": 0.6062, "X2": 0.70565, "Y2": 0.606, "X3": 0.70565, "Y3": 0.6208, "X4": 0.67017, "Y4": 0.6208, "page": 0, "Index": 199}, {"Word": "Vincent", "Confidence": 0.995, "X1": 0.71748, "Y1": 0.6062, "X2": 0.80158, "Y2": 0.606, "X3": 0.80289, "Y3": 0.6198, "X4": 0.71748, "Y4": 0.6208, "page": 0, "Index": 200}, {"Word": "T.", "Confidence": 0.996, "X1": 0.81603, "Y1": 0.6062, "X2": 0.83837, "Y2": 0.606, "X3": 0.83837, "Y3": 0.6198, "X4": 0.81735, "Y4": 0.6198, "page": 0, "Index": 201}, {"Word": "DeVita,", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.6222, "X2": 0.23127, "Y2": 0.622, "X3": 0.22996, "Y3": 0.6368, "X4": 0.14586, "Y4": 0.6368, "page": 0, "Index": 202}, {"Word": "Jr.", "Confidence": 0.943, "X1": 0.24179, "Y1": 0.6222, "X2": 0.27858, "Y2": 0.622, "X3": 0.27727, "Y3": 0.6368, "X4": 0.24047, "Y4": 0.6368, "page": 0, "Index": 203}, {"Word": "in", "Confidence": 0.998, "X1": 0.28909, "Y1": 0.6222, "X2": 0.31537, "Y2": 0.622, "X3": 0.31537, "Y3": 0.6368, "X4": 0.28909, "Y4": 0.6368, "page": 0, "Index": 204}, {"Word": "CANCER", "Confidence": 0.98, "X1": 0.32589, "Y1": 0.6212, "X2": 0.40079, "Y2": 0.621, "X3": 0.39947, "Y3": 0.6368, "X4": 0.32589, "Y4": 0.6368, "page": 0, "Index": 205}, {"Word": "Principles", "Confidence": 0.972, "X1": 0.4113, "Y1": 0.6212, "X2": 0.53219, "Y2": 0.621, "X3": 0.53219, "Y3": 0.6368, "X4": 0.4113, "Y4": 0.6368, "page": 0, "Index": 206}, {"Word": "&", "Confidence": 0.986, "X1": 0.54008, "Y1": 0.6212, "X2": 0.55322, "Y2": 0.621, "X3": 0.55322, "Y3": 0.6368, "X4": 0.54008, "Y4": 0.6368, "page": 0, "Index": 207}, {"Word": "Practice", "Confidence": 0.988, "X1": 0.56767, "Y1": 0.6212, "X2": 0.66491, "Y2": 0.621, "X3": 0.66491, "Y3": 0.6358, "X4": 0.56767, "Y4": 0.6368, "page": 0, "Index": 208}, {"Word": "of", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.6202, "X2": 0.69908, "Y2": 0.62, "X3": 0.69908, "Y3": 0.6358, "X4": 0.6728, "Y4": 0.6358, "page": 0, "Index": 209}, {"Word": "Oncology,", "Confidence": 0.984, "X1": 0.70959, "Y1": 0.6202, "X2": 0.81866, "Y2": 0.62, "X3": 0.81866, "Y3": 0.6358, "X4": 0.70959, "Y4": 0.6358, "page": 0, "Index": 210}, {"Word": "3rd", "Confidence": 0.987, "X1": 0.8318, "Y1": 0.6202, "X2": 0.86859, "Y2": 0.62, "X3": 0.86859, "Y3": 0.6348, "X4": 0.8318, "Y4": 0.6358, "page": 0, "Index": 211}, {"Word": "edition,", "Confidence": 0.991, "X1": 0.14455, "Y1": 0.6362, "X2": 0.24047, "Y2": 0.636, "X3": 0.23916, "Y3": 0.6518, "X4": 0.14323, "Y4": 0.6518, "page": 0, "Index": 212}, {"Word": "1989.", "Confidence": 0.997, "X1": 0.25099, "Y1": 0.6362, "X2": 0.31275, "Y2": 0.636, "X3": 0.31143, "Y3": 0.6518, "X4": 0.25099, "Y4": 0.6518, "page": 0, "Index": 213}, {"Word": "The", "Confidence": 0.998, "X1": 0.33509, "Y1": 0.6362, "X2": 0.37188, "Y2": 0.636, "X3": 0.37057, "Y3": 0.6518, "X4": 0.33509, "Y4": 0.6518, "page": 0, "Index": 214}, {"Word": "editors", "Confidence": 0.996, "X1": 0.38239, "Y1": 0.6362, "X2": 0.46649, "Y2": 0.636, "X3": 0.46649, "Y3": 0.6518, "X4": 0.38239, "Y4": 0.6518, "page": 0, "Index": 215}, {"Word": "of", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.6362, "X2": 0.50329, "Y2": 0.636, "X3": 0.50197, "Y3": 0.6518, "X4": 0.47832, "Y4": 0.6518, "page": 0, "Index": 216}, {"Word": "this", "Confidence": 0.989, "X1": 0.5138, "Y1": 0.6362, "X2": 0.5611, "Y2": 0.636, "X3": 0.5611, "Y3": 0.6518, "X4": 0.5138, "Y4": 0.6518, "page": 0, "Index": 217}, {"Word": "volume", "Confidence": 0.994, "X1": 0.57424, "Y1": 0.6352, "X2": 0.64783, "Y2": 0.635, "X3": 0.64652, "Y3": 0.6508, "X4": 0.57293, "Y4": 0.6518, "page": 0, "Index": 218}, {"Word": "are", "Confidence": 0.998, "X1": 0.65834, "Y1": 0.6352, "X2": 0.69382, "Y2": 0.635, "X3": 0.69382, "Y3": 0.6508, "X4": 0.65834, "Y4": 0.6508, "page": 0, "Index": 219}, {"Word": "V.T.", "Confidence": 0.99, "X1": 0.70565, "Y1": 0.6352, "X2": 0.7569, "Y2": 0.635, "X3": 0.7569, "Y3": 0.6508, "X4": 0.70434, "Y4": 0.6508, "page": 0, "Index": 220}, {"Word": "DeVita,", "Confidence": 0.994, "X1": 0.7661, "Y1": 0.6352, "X2": 0.85414, "Y2": 0.635, "X3": 0.85283, "Y3": 0.6498, "X4": 0.76478, "Y4": 0.6508, "page": 0, "Index": 221}, {"Word": "S.", "Confidence": 0.997, "X1": 0.86465, "Y1": 0.6352, "X2": 0.89093, "Y2": 0.635, "X3": 0.88962, "Y3": 0.6498, "X4": 0.86465, "Y4": 0.6498, "page": 0, "Index": 222}, {"Word": "Hellman", "Confidence": 0.991, "X1": 0.14192, "Y1": 0.6522, "X2": 0.2247, "Y2": 0.652, "X3": 0.2247, "Y3": 0.6668, "X4": 0.14192, "Y4": 0.6668, "page": 0, "Index": 223}, {"Word": "and", "Confidence": 0.998, "X1": 0.23916, "Y1": 0.6512, "X2": 0.27464, "Y2": 0.651, "X3": 0.27464, "Y3": 0.6658, "X4": 0.23916, "Y4": 0.6668, "page": 0, "Index": 224}, {"Word": "S.A.", "Confidence": 0.958, "X1": 0.28647, "Y1": 0.6512, "X2": 0.3364, "Y2": 0.651, "X3": 0.3364, "Y3": 0.6658, "X4": 0.28647, "Y4": 0.6658, "page": 0, "Index": 225}, {"Word": "Rosenburg.", "Confidence": 0.994, "X1": 0.3456, "Y1": 0.6512, "X2": 0.46649, "Y2": 0.651, "X3": 0.46649, "Y3": 0.6668, "X4": 0.3456, "Y4": 0.6658, "page": 0, "Index": 226}, {"Word": "STATUS:", "Confidence": 0.701, "X1": 0.14455, "Y1": 0.6812, "X2": 0.22865, "Y2": 0.681, "X3": 0.22865, "Y3": 0.6948, "X4": 0.14455, "Y4": 0.6948, "page": 0, "Index": 227}, {"Word": "The", "Confidence": 0.998, "X1": 0.20368, "Y1": 0.7102, "X2": 0.24047, "Y2": 0.71, "X3": 0.23916, "Y3": 0.7248, "X4": 0.20368, "Y4": 0.7248, "page": 0, "Index": 228}, {"Word": "data", "Confidence": 0.991, "X1": 0.2523, "Y1": 0.7092, "X2": 0.29961, "Y2": 0.709, "X3": 0.29829, "Y3": 0.7238, "X4": 0.25099, "Y4": 0.7248, "page": 0, "Index": 229}, {"Word": "on", "Confidence": 0.998, "X1": 0.31143, "Y1": 0.7092, "X2": 0.33509, "Y2": 0.709, "X3": 0.33509, "Y3": 0.7238, "X4": 0.31012, "Y4": 0.7238, "page": 0, "Index": 230}, {"Word": "Hodgkin's", "Confidence": 0.995, "X1": 0.34691, "Y1": 0.7092, "X2": 0.45598, "Y2": 0.709, "X3": 0.45598, "Y3": 0.7238, "X4": 0.3456, "Y4": 0.7238, "page": 0, "Index": 231}, {"Word": "disease", "Confidence": 0.996, "X1": 0.46649, "Y1": 0.7082, "X2": 0.55191, "Y2": 0.708, "X3": 0.55059, "Y3": 0.7238, "X4": 0.46649, "Y4": 0.7238, "page": 0, "Index": 232}, {"Word": "had", "Confidence": 0.998, "X1": 0.56242, "Y1": 0.7082, "X2": 0.59921, "Y2": 0.708, "X3": 0.59921, "Y3": 0.7228, "X4": 0.56242, "Y4": 0.7228, "page": 0, "Index": 233}, {"Word": "a", "Confidence": 0.998, "X1": 0.61235, "Y1": 0.7082, "X2": 0.62418, "Y2": 0.708, "X3": 0.62418, "Y3": 0.7228, "X4": 0.61235, "Y4": 0.7228, "page": 0, "Index": 234}, {"Word": "narrow", "Confidence": 0.997, "X1": 0.63469, "Y1": 0.7082, "X2": 0.70696, "Y2": 0.708, "X3": 0.70696, "Y3": 0.7228, "X4": 0.63469, "Y4": 0.7228, "page": 0, "Index": 235}, {"Word": "range", "Confidence": 0.998, "X1": 0.71879, "Y1": 0.7082, "X2": 0.78055, "Y2": 0.708, "X3": 0.78055, "Y3": 0.7228, "X4": 0.71879, "Y4": 0.7228, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.79369, "Y1": 0.7082, "X2": 0.81735, "Y2": 0.708, "X3": 0.81603, "Y3": 0.7228, "X4": 0.79369, "Y4": 0.7228, "page": 0, "Index": 237}, {"Word": "\"%", "Confidence": 0.438, "X1": 0.83049, "Y1": 0.7082, "X2": 0.85414, "Y2": 0.708, "X3": 0.85414, "Y3": 0.7228, "X4": 0.83049, "Y4": 0.7228, "page": 0, "Index": 238}, {"Word": "cures\"", "Confidence": 0.971, "X1": 0.14586, "Y1": 0.7252, "X2": 0.21551, "Y2": 0.725, "X3": 0.21551, "Y3": 0.7378, "X4": 0.14586, "Y4": 0.7378, "page": 0, "Index": 239}, {"Word": "were", "Confidence": 0.988, "X1": 0.27464, "Y1": 0.7242, "X2": 0.32194, "Y2": 0.724, "X3": 0.32194, "Y3": 0.7378, "X4": 0.27464, "Y4": 0.7388, "page": 0, "Index": 240}, {"Word": "confusing", "Confidence": 0.995, "X1": 0.33509, "Y1": 0.7242, "X2": 0.44284, "Y2": 0.724, "X3": 0.44284, "Y3": 0.7378, "X4": 0.33509, "Y4": 0.7378, "page": 0, "Index": 241}, {"Word": "regarding", "Confidence": 0.995, "X1": 0.45466, "Y1": 0.7232, "X2": 0.56242, "Y2": 0.723, "X3": 0.56242, "Y3": 0.7378, "X4": 0.45466, "Y4": 0.7378, "page": 0, "Index": 242}, {"Word": "whether", "Confidence": 0.997, "X1": 0.57424, "Y1": 0.7232, "X2": 0.65834, "Y2": 0.723, "X3": 0.65834, "Y3": 0.7378, "X4": 0.57424, "Y4": 0.7378, "page": 0, "Index": 243}, {"Word": "previous", "Confidence": 0.994, "X1": 0.66886, "Y1": 0.7232, "X2": 0.7661, "Y2": 0.723, "X3": 0.7661, "Y3": 0.7368, "X4": 0.66886, "Y4": 0.7378, "page": 0, "Index": 244}, {"Word": "treatment", "Confidence": 0.994, "X1": 0.78055, "Y1": 0.7232, "X2": 0.88962, "Y2": 0.723, "X3": 0.88962, "Y3": 0.7358, "X4": 0.78055, "Y4": 0.7368, "page": 0, "Index": 245}, {"Word": "and", "Confidence": 0.998, "X1": 0.22733, "Y1": 0.7242, "X2": 0.26281, "Y2": 0.724, "X3": 0.26281, "Y3": 0.7388, "X4": 0.22733, "Y4": 0.7378, "page": 0, "Index": 246}, {"Word": "had", "Confidence": 0.992, "X1": 0.14323, "Y1": 0.7392, "X2": 0.1774, "Y2": 0.739, "X3": 0.17871, "Y3": 0.7528, "X4": 0.14323, "Y4": 0.7528, "page": 0, "Index": 247}, {"Word": "been", "Confidence": 0.991, "X1": 0.19054, "Y1": 0.7392, "X2": 0.23784, "Y2": 0.739, "X3": 0.23784, "Y3": 0.7528, "X4": 0.19054, "Y4": 0.7528, "page": 0, "Index": 248}, {"Word": "given", "Confidence": 0.997, "X1": 0.2523, "Y1": 0.7382, "X2": 0.31012, "Y2": 0.738, "X3": 0.31012, "Y3": 0.7528, "X4": 0.2523, "Y4": 0.7528, "page": 0, "Index": 249}, {"Word": "to", "Confidence": 0.998, "X1": 0.32326, "Y1": 0.7382, "X2": 0.34691, "Y2": 0.738, "X3": 0.34691, "Y3": 0.7528, "X4": 0.32457, "Y4": 0.7528, "page": 0, "Index": 250}, {"Word": "the", "Confidence": 0.998, "X1": 0.35874, "Y1": 0.7382, "X2": 0.39422, "Y2": 0.738, "X3": 0.39422, "Y3": 0.7528, "X4": 0.36005, "Y4": 0.7528, "page": 0, "Index": 251}, {"Word": "patient.", "Confidence": 0.995, "X1": 0.40736, "Y1": 0.7382, "X2": 0.5046, "Y2": 0.738, "X3": 0.5046, "Y3": 0.7518, "X4": 0.40736, "Y4": 0.7528, "page": 0, "Index": 252}, {"Word": "These", "Confidence": 0.996, "X1": 0.52825, "Y1": 0.7382, "X2": 0.58607, "Y2": 0.738, "X3": 0.58607, "Y3": 0.7518, "X4": 0.52825, "Y4": 0.7518, "page": 0, "Index": 253}, {"Word": "factors", "Confidence": 0.995, "X1": 0.60053, "Y1": 0.7372, "X2": 0.682, "Y2": 0.737, "X3": 0.682, "Y3": 0.7518, "X4": 0.60053, "Y4": 0.7518, "page": 0, "Index": 254}, {"Word": "made", "Confidence": 0.991, "X1": 0.69382, "Y1": 0.7372, "X2": 0.74244, "Y2": 0.737, "X3": 0.74244, "Y3": 0.7508, "X4": 0.69382, "Y4": 0.7508, "page": 0, "Index": 255}, {"Word": "statistical", "Confidence": 0.991, "X1": 0.75558, "Y1": 0.7362, "X2": 0.88962, "Y2": 0.736, "X3": 0.88962, "Y3": 0.7498, "X4": 0.75558, "Y4": 0.7508, "page": 0, "Index": 256}, {"Word": "validation", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.7522, "X2": 0.26413, "Y2": 0.752, "X3": 0.26413, "Y3": 0.7668, "X4": 0.14586, "Y4": 0.7678, "page": 0, "Index": 257}, {"Word": "of", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.7522, "X2": 0.29961, "Y2": 0.752, "X3": 0.29961, "Y3": 0.7668, "X4": 0.27595, "Y4": 0.7668, "page": 0, "Index": 258}, {"Word": "the", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.7522, "X2": 0.34691, "Y2": 0.752, "X3": 0.34691, "Y3": 0.7668, "X4": 0.31275, "Y4": 0.7668, "page": 0, "Index": 259}, {"Word": "QSAR", "Confidence": 0.943, "X1": 0.35874, "Y1": 0.7522, "X2": 0.40736, "Y2": 0.752, "X3": 0.40736, "Y3": 0.7668, "X4": 0.35874, "Y4": 0.7668, "page": 0, "Index": 260}, {"Word": "equations", "Confidence": 0.994, "X1": 0.4205, "Y1": 0.7512, "X2": 0.52694, "Y2": 0.751, "X3": 0.52694, "Y3": 0.7658, "X4": 0.41919, "Y4": 0.7668, "page": 0, "Index": 261}, {"Word": "difficult.", "Confidence": 0.968, "X1": 0.53876, "Y1": 0.7522, "X2": 0.65834, "Y2": 0.752, "X3": 0.65834, "Y3": 0.7648, "X4": 0.53876, "Y4": 0.7658, "page": 0, "Index": 262}, {"Word": "KEYWORDS:", "Confidence": 0.809, "X1": 0.14586, "Y1": 0.7812, "X2": 0.25493, "Y2": 0.781, "X3": 0.25493, "Y3": 0.7968, "X4": 0.14455, "Y4": 0.7958, "page": 0, "Index": 263}, {"Word": "multiple", "Confidence": 0.992, "X1": 0.27595, "Y1": 0.7812, "X2": 0.37319, "Y2": 0.781, "X3": 0.37188, "Y3": 0.7968, "X4": 0.27464, "Y4": 0.7968, "page": 0, "Index": 264}, {"Word": "drug", "Confidence": 0.987, "X1": 0.38239, "Y1": 0.7812, "X2": 0.43364, "Y2": 0.781, "X3": 0.43233, "Y3": 0.7968, "X4": 0.38239, "Y4": 0.7968, "page": 0, "Index": 265}, {"Word": "resistance,", "Confidence": 0.994, "X1": 0.44415, "Y1": 0.7802, "X2": 0.5795, "Y2": 0.78, "X3": 0.57819, "Y3": 0.7968, "X4": 0.44284, "Y4": 0.7968, "page": 0, "Index": 266}, {"Word": "QSAR,", "Confidence": 0.991, "X1": 0.58739, "Y1": 0.7802, "X2": 0.65046, "Y2": 0.78, "X3": 0.64915, "Y3": 0.7968, "X4": 0.58607, "Y4": 0.7968, "page": 0, "Index": 267}, {"Word": "log", "Confidence": 0.958, "X1": 0.66097, "Y1": 0.7802, "X2": 0.69645, "Y2": 0.78, "X3": 0.69645, "Y3": 0.7968, "X4": 0.65966, "Y4": 0.7968, "page": 0, "Index": 268}, {"Word": "P,", "Confidence": 0.994, "X1": 0.70696, "Y1": 0.7802, "X2": 0.73456, "Y2": 0.78, "X3": 0.73456, "Y3": 0.7968, "X4": 0.70696, "Y4": 0.7968, "page": 0, "Index": 269}, {"Word": "molecular", "Confidence": 0.994, "X1": 0.74244, "Y1": 0.7792, "X2": 0.85414, "Y2": 0.779, "X3": 0.85283, "Y3": 0.7958, "X4": 0.74244, "Y4": 0.7968, "page": 0, "Index": 270}, {"Word": "weight,", "Confidence": 0.991, "X1": 0.14586, "Y1": 0.7962, "X2": 0.23127, "Y2": 0.796, "X3": 0.22996, "Y3": 0.8128, "X4": 0.14586, "Y4": 0.8128, "page": 0, "Index": 271}, {"Word": "Hodgkin's", "Confidence": 0.771, "X1": 0.23916, "Y1": 0.7962, "X2": 0.34954, "Y2": 0.796, "X3": 0.34823, "Y3": 0.8118, "X4": 0.23916, "Y4": 0.8118, "page": 0, "Index": 272}, {"Word": "disease", "Confidence": 0.996, "X1": 0.36005, "Y1": 0.7972, "X2": 0.44415, "Y2": 0.797, "X3": 0.44415, "Y3": 0.8108, "X4": 0.36005, "Y4": 0.8118, "page": 0, "Index": 273}, {"Word": "51891", "Confidence": 0.998, "X1": 0.9816, "Y1": 0.8762, "X2": 0.98292, "Y2": 0.876, "X3": 0.96321, "Y3": 0.8758, "X4": 0.96189, "Y4": 0.8328, "page": 0, "Index": 274}, {"Word": "8709", "Confidence": 0.991, "X1": 0.98292, "Y1": 0.9202, "X2": 0.9816, "Y2": 0.92, "X3": 0.96189, "Y3": 0.9198, "X4": 0.96321, "Y4": 0.8848, "page": 0, "Index": 275}]}	"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"
ffbm0221	3	{"lines_data": [{"Word": "Eclipse is chemically much simpler than that of other cigarettes,", "Confidence": 0.9562, "X1": 0.33815, "Y1": 0.0772, "X2": 0.87717, "Y2": 0.077, "X3": 0.87717, "Y3": 0.0948, "X4": 0.33815, "Y4": 0.0938, "page": 0}, {"Word": "including ultra-low tar cigarettes,\" said Gary T. Burger, the", "Confidence": 0.92267, "X1": 0.3396, "Y1": 0.0952, "X2": 0.8396, "Y2": 0.095, "X3": 0.8396, "Y3": 0.1138, "X4": 0.3396, "Y4": 0.1128, "page": 0}, {"Word": "company's executive vice president of research and development.", "Confidence": 0.91775, "X1": 0.33671, "Y1": 0.1132, "X2": 0.88584, "Y2": 0.113, "X3": 0.88584, "Y3": 0.1308, "X4": 0.33671, "Y4": 0.1318, "page": 0}, {"Word": "Still, efforts to get Eclipse off the market are growing. Last month,", "Confidence": 0.95825, "X1": 0.3396, "Y1": 0.1502, "X2": 0.90173, "Y2": 0.15, "X3": 0.90173, "Y3": 0.1698, "X4": 0.3396, "Y4": 0.1678, "page": 0}, {"Word": "the American Lung Association called for a halt to Internet sales of", "Confidence": 0.8815, "X1": 0.33815, "Y1": 0.1692, "X2": 0.90607, "Y2": 0.169, "X3": 0.90607, "Y3": 0.1858, "X4": 0.33815, "Y4": 0.1848, "page": 0}, {"Word": "Eclipse that have targeted the Dallas arca for almost six months.", "Confidence": 0.94991, "X1": 0.33671, "Y1": 0.1862, "X2": 0.87861, "Y2": 0.186, "X3": 0.87861, "Y3": 0.2038, "X4": 0.33671, "Y4": 0.2028, "page": 0}, {"Word": "\"Consumers should not be misled by the tobacco company", "Confidence": 0.97167, "X1": 0.3396, "Y1": 0.2242, "X2": 0.83526, "Y2": 0.224, "X3": 0.83526, "Y3": 0.2408, "X4": 0.3396, "Y4": 0.2388, "page": 0}, {"Word": "propaganda that this product is safe,\" says John R. Garrison, chief", "Confidence": 0.93182, "X1": 0.33815, "Y1": 0.2402, "X2": 0.89451, "Y2": 0.24, "X3": 0.89451, "Y3": 0.2588, "X4": 0.33815, "Y4": 0.2598, "page": 0}, {"Word": "executive officer of the group. \"We fear that R.J. Reynolds' health", "Confidence": 0.94509, "X1": 0.33815, "Y1": 0.2592, "X2": 0.89451, "Y2": 0.259, "X3": 0.89451, "Y3": 0.2768, "X4": 0.33815, "Y4": 0.2768, "page": 0}, {"Word": "claims that this device is safe or safer than [other] cigarettes may", "Confidence": 0.91925, "X1": 0.33815, "Y1": 0.2782, "X2": 0.88439, "Y2": 0.278, "X3": 0.88439, "Y3": 0.2958, "X4": 0.33815, "Y4": 0.2938, "page": 0}, {"Word": "discourage smokers from quitting.\"", "Confidence": 0.87525, "X1": 0.33815, "Y1": 0.2952, "X2": 0.63584, "Y2": 0.295, "X3": 0.63584, "Y3": 0.3138, "X4": 0.33815, "Y4": 0.3138, "page": 0}, {"Word": "Not truc, responds Mr. Moskowitz, the spokesman. \"If someone", "Confidence": 0.94922, "X1": 0.33815, "Y1": 0.3332, "X2": 0.88006, "Y2": 0.333, "X3": 0.88006, "Y3": 0.3498, "X4": 0.33815, "Y4": 0.3488, "page": 0}, {"Word": "wants to quit, we encourage them to quit.\"", "Confidence": 0.981, "X1": 0.33815, "Y1": 0.3512, "X2": 0.69653, "Y2": 0.351, "X3": 0.69653, "Y3": 0.3678, "X4": 0.33815, "Y4": 0.3678, "page": 0}, {"Word": "But it took only 14 hours to persuade Mr. Allen to quit smoking", "Confidence": 0.97515, "X1": 0.33815, "Y1": 0.3872, "X2": 0.87717, "Y2": 0.387, "X3": 0.87717, "Y3": 0.4048, "X4": 0.33815, "Y4": 0.4028, "page": 0}, {"Word": "Eclipse. His brief experiment convinced him that a so-called", "Confidence": 0.87033, "X1": 0.3396, "Y1": 0.4052, "X2": 0.84682, "Y2": 0.405, "X3": 0.84682, "Y3": 0.4218, "X4": 0.3396, "Y4": 0.4218, "page": 0}, {"Word": "healthier cigarette wasn't necessarily a good-tasting cigarette. He", "Confidence": 0.81788, "X1": 0.3396, "Y1": 0.4232, "X2": 0.88295, "Y2": 0.423, "X3": 0.88295, "Y3": 0.4418, "X4": 0.3396, "Y4": 0.4398, "page": 0}, {"Word": "described Eclipse as tasting like burning plastic and burning paper.", "Confidence": 0.9677, "X1": 0.33815, "Y1": 0.4412, "X2": 0.90173, "Y2": 0.441, "X3": 0.90173, "Y3": 0.4598, "X4": 0.33815, "Y4": 0.4578, "page": 0}, {"Word": "\"I gave it a good try,\" he says as he returns the Eclipse carton,", "Confidence": 0.95129, "X1": 0.34104, "Y1": 0.4782, "X2": 0.85983, "Y2": 0.478, "X3": 0.85983, "Y3": 0.4978, "X4": 0.34104, "Y4": 0.4968, "page": 0}, {"Word": "minus the single pack that he smoked or shared with others. \"If it", "Confidence": 0.97008, "X1": 0.33815, "Y1": 0.4962, "X2": 0.88728, "Y2": 0.496, "X3": 0.88728, "Y3": 0.5148, "X4": 0.33815, "Y4": 0.5138, "page": 0}, {"Word": "was the only thing in the world you had to smoke, you'd probably", "Confidence": 0.96785, "X1": 0.3396, "Y1": 0.5152, "X2": 0.88728, "Y2": 0.515, "X3": 0.88728, "Y3": 0.5338, "X4": 0.3396, "Y4": 0.5328, "page": 0}, {"Word": "smoke them. I don't think you're going to get a hard-core smoker", "Confidence": 0.97367, "X1": 0.33671, "Y1": 0.5342, "X2": 0.8815, "Y2": 0.534, "X3": 0.8815, "Y3": 0.5508, "X4": 0.33671, "Y4": 0.5498, "page": 0}, {"Word": "interested in this product because it doesn't taste like a cigarette.\"", "Confidence": 0.95245, "X1": 0.33671, "Y1": 0.5512, "X2": 0.88439, "Y2": 0.551, "X3": 0.88439, "Y3": 0.5688, "X4": 0.33671, "Y4": 0.5688, "page": 0}, {"Word": "Likewise, Ellen Savage, a 30-year-old Dallas waitress, bowed out of", "Confidence": 0.8981, "X1": 0.33671, "Y1": 0.5882, "X2": 0.91474, "Y2": 0.588, "X3": 0.91474, "Y3": 0.6058, "X4": 0.33671, "Y4": 0.6048, "page": 0}, {"Word": "her effort to smoke Eclipse after she had tried less than a pack.", "Confidence": 0.96477, "X1": 0.33671, "Y1": 0.6062, "X2": 0.86416, "Y2": 0.606, "X3": 0.86416, "Y3": 0.6228, "X4": 0.33671, "Y4": 0.6228, "page": 0}, {"Word": "\"To smoke these for a week would take discipline,\" says Ms.", "Confidence": 0.93345, "X1": 0.33815, "Y1": 0.6432, "X2": 0.85116, "Y2": 0.643, "X3": 0.85116, "Y3": 0.6608, "X4": 0.33815, "Y4": 0.6598, "page": 0}, {"Word": "Savage, a smoker for 10 years. \"If I had that kind of discipline, I", "Confidence": 0.874, "X1": 0.3396, "Y1": 0.6612, "X2": 0.87861, "Y2": 0.661, "X3": 0.87861, "Y3": 0.6788, "X4": 0.3396, "Y4": 0.6788, "page": 0}, {"Word": "wouldn't be smoking.\"", "Confidence": 0.916, "X1": 0.33815, "Y1": 0.6802, "X2": 0.5289, "Y2": 0.68, "X3": 0.5289, "Y3": 0.6968, "X4": 0.33815, "Y4": 0.6958, "page": 0}, {"Word": "Cigarette converts", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.7162, "X2": 0.50867, "Y2": 0.716, "X3": 0.50867, "Y3": 0.7328, "X4": 0.33815, "Y4": 0.7338, "page": 0}, {"Word": "Some smokers say they have switched to Eclipse, although locating", "Confidence": 0.9909, "X1": 0.3396, "Y1": 0.7542, "X2": 0.90751, "Y2": 0.754, "X3": 0.90751, "Y3": 0.7708, "X4": 0.3396, "Y4": 0.7708, "page": 0}, {"Word": "them was not easy. (The manufacturer agreed to provide names and", "Confidence": 0.91855, "X1": 0.34104, "Y1": 0.7722, "X2": 0.90607, "Y2": 0.772, "X3": 0.90607, "Y3": 0.7888, "X4": 0.34104, "Y4": 0.7888, "page": 0}, {"Word": "phone numbers of several Eclipse smokers along with an assurance", "Confidence": 0.9531, "X1": 0.3396, "Y1": 0.7902, "X2": 0.90607, "Y2": 0.79, "X3": 0.90607, "Y3": 0.8068, "X4": 0.3396, "Y4": 0.8058, "page": 0}, {"Word": "that they were not involved in promotional efforts of the new", "Confidence": 0.93855, "X1": 0.3396, "Y1": 0.8082, "X2": 0.8526, "Y2": 0.808, "X3": 0.8526, "Y3": 0.8238, "X4": 0.3396, "Y4": 0.8238, "page": 0}, {"Word": "brand.)", "Confidence": 0.963, "X1": 0.3396, "Y1": 0.8272, "X2": 0.40462, "Y2": 0.827, "X3": 0.40318, "Y3": 0.8428, "X4": 0.3396, "Y4": 0.8428, "page": 0}, {"Word": "John Sobey Jr. of San Antonio says he has smoked nothing but", "Confidence": 0.977, "X1": 0.3396, "Y1": 0.8612, "X2": 0.86994, "Y2": 0.861, "X3": 0.86994, "Y3": 0.8788, "X4": 0.3396, "Y4": 0.8788, "page": 0}, {"Word": "Eclipse cigarettes since he first bought them over the Internet five", "Confidence": 0.98473, "X1": 0.33815, "Y1": 0.8792, "X2": 0.89306, "Y2": 0.879, "X3": 0.89306, "Y3": 0.8978, "X4": 0.33815, "Y4": 0.8968, "page": 0}, {"Word": "assin manthe ans The cakenan anunansehn anlimited Line dinaatt ..", "Confidence": 0.2107, "X1": 0.34104, "Y1": 0.8972, "X2": 0.90751, "Y2": 0.897, "X3": 0.90751, "Y3": 0.9098, "X4": 0.34104, "Y4": 0.9108, "page": 0}, {"Word": "53059", "Confidence": 0.631, "X1": 0.99855, "Y1": 0.9152, "X2": 0.99711, "Y2": 0.915, "X3": 0.98266, "Y3": 0.9148, "X4": 0.9841, "Y4": 0.8608, "page": 0}, {"Word": "0785", "Confidence": 0.984, "X1": 0.99855, "Y1": 0.9582, "X2": 0.99566, "Y2": 0.958, "X3": 0.97832, "Y3": 0.9578, "X4": 0.98121, "Y4": 0.9168, "page": 0}, {"Word": "R0000001025065044", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9752, "X2": 0.20809, "Y2": 0.975, "X3": 0.20809, "Y3": 0.9918, "X4": 0.0, "Y4": 0.9918, "page": 0}, {"Word": "-", "Confidence": 0.839, "X1": 0.93208, "Y1": 0.9962, "X2": 0.93064, "Y2": 0.996, "X3": 0.92052, "Y3": 0.9958, "X4": 0.92197, "Y4": 0.9778, "page": 0}], "words_data": [{"Word": "Eclipse", "Confidence": 0.993, "X1": 0.3396, "Y1": 0.0772, "X2": 0.39884, "Y2": 0.077, "X3": 0.39884, "Y3": 0.0948, "X4": 0.3396, "Y4": 0.0938, "page": 0, "Index": 0}, {"Word": "is", "Confidence": 0.998, "X1": 0.40318, "Y1": 0.0772, "X2": 0.41908, "Y2": 0.077, "X3": 0.41908, "Y3": 0.0948, "X4": 0.40318, "Y4": 0.0948, "page": 0, "Index": 1}, {"Word": "chemically", "Confidence": 0.981, "X1": 0.42341, "Y1": 0.0772, "X2": 0.51445, "Y2": 0.077, "X3": 0.51445, "Y3": 0.0948, "X4": 0.42341, "Y4": 0.0948, "page": 0, "Index": 2}, {"Word": "much", "Confidence": 0.988, "X1": 0.52023, "Y1": 0.0772, "X2": 0.56647, "Y2": 0.077, "X3": 0.56647, "Y3": 0.0948, "X4": 0.52023, "Y4": 0.0948, "page": 0, "Index": 3}, {"Word": "simpler", "Confidence": 0.995, "X1": 0.57225, "Y1": 0.0772, "X2": 0.63439, "Y2": 0.077, "X3": 0.63439, "Y3": 0.0958, "X4": 0.57081, "Y4": 0.0948, "page": 0, "Index": 4}, {"Word": "than", "Confidence": 0.988, "X1": 0.64017, "Y1": 0.0772, "X2": 0.6763, "Y2": 0.077, "X3": 0.6763, "Y3": 0.0958, "X4": 0.64017, "Y4": 0.0958, "page": 0, "Index": 5}, {"Word": "that", "Confidence": 0.929, "X1": 0.68064, "Y1": 0.0782, "X2": 0.71243, "Y2": 0.078, "X3": 0.71243, "Y3": 0.0958, "X4": 0.68064, "Y4": 0.0958, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.71821, "Y1": 0.0782, "X2": 0.73555, "Y2": 0.078, "X3": 0.73555, "Y3": 0.0958, "X4": 0.71821, "Y4": 0.0958, "page": 0, "Index": 7}, {"Word": "other", "Confidence": 0.883, "X1": 0.74133, "Y1": 0.0782, "X2": 0.78468, "Y2": 0.078, "X3": 0.78468, "Y3": 0.0948, "X4": 0.74133, "Y4": 0.0958, "page": 0, "Index": 8}, {"Word": "cigarettes,", "Confidence": 0.809, "X1": 0.78902, "Y1": 0.0792, "X2": 0.87717, "Y2": 0.079, "X3": 0.87717, "Y3": 0.0948, "X4": 0.78902, "Y4": 0.0948, "page": 0, "Index": 9}, {"Word": "including", "Confidence": 0.847, "X1": 0.3396, "Y1": 0.0962, "X2": 0.41618, "Y2": 0.096, "X3": 0.41474, "Y3": 0.1128, "X4": 0.3396, "Y4": 0.1118, "page": 0, "Index": 10}, {"Word": "ultra-low", "Confidence": 0.992, "X1": 0.42052, "Y1": 0.0962, "X2": 0.49711, "Y2": 0.096, "X3": 0.49711, "Y3": 0.1138, "X4": 0.42052, "Y4": 0.1128, "page": 0, "Index": 11}, {"Word": "tar", "Confidence": 0.998, "X1": 0.50289, "Y1": 0.0962, "X2": 0.52457, "Y2": 0.096, "X3": 0.52457, "Y3": 0.1138, "X4": 0.50289, "Y4": 0.1138, "page": 0, "Index": 12}, {"Word": "cigarettes,\"", "Confidence": 0.644, "X1": 0.53035, "Y1": 0.0962, "X2": 0.62428, "Y2": 0.096, "X3": 0.62428, "Y3": 0.1138, "X4": 0.53035, "Y4": 0.1138, "page": 0, "Index": 13}, {"Word": "said", "Confidence": 0.988, "X1": 0.63006, "Y1": 0.0962, "X2": 0.66329, "Y2": 0.096, "X3": 0.66329, "Y3": 0.1138, "X4": 0.62861, "Y4": 0.1138, "page": 0, "Index": 14}, {"Word": "Gary", "Confidence": 0.991, "X1": 0.66763, "Y1": 0.0962, "X2": 0.71098, "Y2": 0.096, "X3": 0.70954, "Y3": 0.1138, "X4": 0.66763, "Y4": 0.1138, "page": 0, "Index": 15}, {"Word": "T.", "Confidence": 0.997, "X1": 0.71532, "Y1": 0.0962, "X2": 0.73266, "Y2": 0.096, "X3": 0.73266, "Y3": 0.1138, "X4": 0.71532, "Y4": 0.1138, "page": 0, "Index": 16}, {"Word": "Burger,", "Confidence": 0.849, "X1": 0.73699, "Y1": 0.0962, "X2": 0.80202, "Y2": 0.096, "X3": 0.80058, "Y3": 0.1128, "X4": 0.73699, "Y4": 0.1138, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.998, "X1": 0.80636, "Y1": 0.0962, "X2": 0.83815, "Y2": 0.096, "X3": 0.83815, "Y3": 0.1128, "X4": 0.80636, "Y4": 0.1128, "page": 0, "Index": 18}, {"Word": "company's", "Confidence": 0.941, "X1": 0.33815, "Y1": 0.1142, "X2": 0.42341, "Y2": 0.114, "X3": 0.42341, "Y3": 0.1318, "X4": 0.33671, "Y4": 0.1328, "page": 0, "Index": 19}, {"Word": "executive", "Confidence": 0.664, "X1": 0.42919, "Y1": 0.1142, "X2": 0.51156, "Y2": 0.114, "X3": 0.51156, "Y3": 0.1318, "X4": 0.42775, "Y4": 0.1318, "page": 0, "Index": 20}, {"Word": "vice", "Confidence": 0.982, "X1": 0.51734, "Y1": 0.1142, "X2": 0.54913, "Y2": 0.114, "X3": 0.54913, "Y3": 0.1318, "X4": 0.5159, "Y4": 0.1318, "page": 0, "Index": 21}, {"Word": "president", "Confidence": 0.818, "X1": 0.55491, "Y1": 0.1132, "X2": 0.63439, "Y2": 0.113, "X3": 0.63295, "Y3": 0.1318, "X4": 0.55347, "Y4": 0.1318, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.998, "X1": 0.63873, "Y1": 0.1132, "X2": 0.65462, "Y2": 0.113, "X3": 0.65318, "Y3": 0.1318, "X4": 0.63873, "Y4": 0.1318, "page": 0, "Index": 23}, {"Word": "research", "Confidence": 0.951, "X1": 0.65896, "Y1": 0.1132, "X2": 0.72977, "Y2": 0.113, "X3": 0.72977, "Y3": 0.1318, "X4": 0.65896, "Y4": 0.1318, "page": 0, "Index": 24}, {"Word": "and", "Confidence": 0.998, "X1": 0.73555, "Y1": 0.1142, "X2": 0.7659, "Y2": 0.114, "X3": 0.7659, "Y3": 0.1318, "X4": 0.73555, "Y4": 0.1318, "page": 0, "Index": 25}, {"Word": "development.", "Confidence": 0.99, "X1": 0.77023, "Y1": 0.1142, "X2": 0.88584, "Y2": 0.114, "X3": 0.88584, "Y3": 0.1308, "X4": 0.77023, "Y4": 0.1318, "page": 0, "Index": 26}, {"Word": "Still,", "Confidence": 0.994, "X1": 0.34104, "Y1": 0.1492, "X2": 0.37717, "Y2": 0.149, "X3": 0.37717, "Y3": 0.1668, "X4": 0.34104, "Y4": 0.1658, "page": 0, "Index": 27}, {"Word": "efforts", "Confidence": 0.991, "X1": 0.38295, "Y1": 0.1492, "X2": 0.43642, "Y2": 0.149, "X3": 0.43786, "Y3": 0.1678, "X4": 0.38295, "Y4": 0.1668, "page": 0, "Index": 28}, {"Word": "to", "Confidence": 0.991, "X1": 0.4422, "Y1": 0.1492, "X2": 0.45809, "Y2": 0.149, "X3": 0.45809, "Y3": 0.1678, "X4": 0.4422, "Y4": 0.1678, "page": 0, "Index": 29}, {"Word": "get", "Confidence": 0.934, "X1": 0.46387, "Y1": 0.1502, "X2": 0.48844, "Y2": 0.15, "X3": 0.48844, "Y3": 0.1678, "X4": 0.46387, "Y4": 0.1678, "page": 0, "Index": 30}, {"Word": "month,", "Confidence": 0.958, "X1": 0.83671, "Y1": 0.1512, "X2": 0.90173, "Y2": 0.151, "X3": 0.90318, "Y3": 0.1678, "X4": 0.83671, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "Eclipse", "Confidence": 0.668, "X1": 0.49422, "Y1": 0.1502, "X2": 0.55491, "Y2": 0.15, "X3": 0.55636, "Y3": 0.1688, "X4": 0.49422, "Y4": 0.1688, "page": 0, "Index": 32}, {"Word": "off", "Confidence": 0.998, "X1": 0.56069, "Y1": 0.1502, "X2": 0.58526, "Y2": 0.15, "X3": 0.58526, "Y3": 0.1688, "X4": 0.56069, "Y4": 0.1688, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.993, "X1": 0.59104, "Y1": 0.1502, "X2": 0.61561, "Y2": 0.15, "X3": 0.61561, "Y3": 0.1688, "X4": 0.59104, "Y4": 0.1688, "page": 0, "Index": 34}, {"Word": "market", "Confidence": 0.992, "X1": 0.62139, "Y1": 0.1502, "X2": 0.68064, "Y2": 0.15, "X3": 0.68064, "Y3": 0.1698, "X4": 0.62139, "Y4": 0.1688, "page": 0, "Index": 35}, {"Word": "are", "Confidence": 0.998, "X1": 0.68642, "Y1": 0.1502, "X2": 0.71098, "Y2": 0.15, "X3": 0.71098, "Y3": 0.1698, "X4": 0.68642, "Y4": 0.1698, "page": 0, "Index": 36}, {"Word": "growing.", "Confidence": 0.991, "X1": 0.71676, "Y1": 0.1502, "X2": 0.79046, "Y2": 0.15, "X3": 0.79046, "Y3": 0.1688, "X4": 0.71676, "Y4": 0.1698, "page": 0, "Index": 37}, {"Word": "Last", "Confidence": 0.991, "X1": 0.79624, "Y1": 0.1512, "X2": 0.83092, "Y2": 0.151, "X3": 0.83237, "Y3": 0.1688, "X4": 0.79624, "Y4": 0.1688, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.54, "X1": 0.33815, "Y1": 0.1682, "X2": 0.36272, "Y2": 0.168, "X3": 0.36416, "Y3": 0.1848, "X4": 0.3396, "Y4": 0.1848, "page": 0, "Index": 39}, {"Word": "American", "Confidence": 0.27, "X1": 0.3685, "Y1": 0.1682, "X2": 0.44798, "Y2": 0.168, "X3": 0.44942, "Y3": 0.1858, "X4": 0.3685, "Y4": 0.1848, "page": 0, "Index": 40}, {"Word": "Lung", "Confidence": 0.991, "X1": 0.45376, "Y1": 0.1682, "X2": 0.5, "Y2": 0.168, "X3": 0.5, "Y3": 0.1858, "X4": 0.45376, "Y4": 0.1858, "page": 0, "Index": 41}, {"Word": "Association", "Confidence": 0.991, "X1": 0.50578, "Y1": 0.1682, "X2": 0.6026, "Y2": 0.168, "X3": 0.6026, "Y3": 0.1858, "X4": 0.50578, "Y4": 0.1858, "page": 0, "Index": 42}, {"Word": "called", "Confidence": 0.997, "X1": 0.60694, "Y1": 0.1692, "X2": 0.65751, "Y2": 0.169, "X3": 0.65751, "Y3": 0.1858, "X4": 0.60694, "Y4": 0.1858, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.998, "X1": 0.66185, "Y1": 0.1692, "X2": 0.68786, "Y2": 0.169, "X3": 0.68786, "Y3": 0.1868, "X4": 0.66185, "Y4": 0.1858, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.995, "X1": 0.6922, "Y1": 0.1692, "X2": 0.70087, "Y2": 0.169, "X3": 0.70087, "Y3": 0.1868, "X4": 0.6922, "Y4": 0.1868, "page": 0, "Index": 45}, {"Word": "halt", "Confidence": 0.991, "X1": 0.7052, "Y1": 0.1692, "X2": 0.73844, "Y2": 0.169, "X3": 0.73844, "Y3": 0.1868, "X4": 0.7052, "Y4": 0.1868, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.972, "X1": 0.74422, "Y1": 0.1692, "X2": 0.76012, "Y2": 0.169, "X3": 0.76012, "Y3": 0.1868, "X4": 0.74422, "Y4": 0.1868, "page": 0, "Index": 47}, {"Word": "Internet", "Confidence": 0.844, "X1": 0.7659, "Y1": 0.1692, "X2": 0.83092, "Y2": 0.169, "X3": 0.83092, "Y3": 0.1868, "X4": 0.7659, "Y4": 0.1868, "page": 0, "Index": 48}, {"Word": "sales", "Confidence": 0.991, "X1": 0.83526, "Y1": 0.1692, "X2": 0.87572, "Y2": 0.169, "X3": 0.87572, "Y3": 0.1868, "X4": 0.83526, "Y4": 0.1868, "page": 0, "Index": 49}, {"Word": "of", "Confidence": 0.998, "X1": 0.8815, "Y1": 0.1692, "X2": 0.90607, "Y2": 0.169, "X3": 0.90607, "Y3": 0.1858, "X4": 0.88006, "Y4": 0.1858, "page": 0, "Index": 50}, {"Word": "Eclipse", "Confidence": 0.81, "X1": 0.33815, "Y1": 0.1862, "X2": 0.39884, "Y2": 0.186, "X3": 0.39884, "Y3": 0.2038, "X4": 0.33815, "Y4": 0.2038, "page": 0, "Index": 51}, {"Word": "that", "Confidence": 0.991, "X1": 0.40318, "Y1": 0.1862, "X2": 0.43497, "Y2": 0.186, "X3": 0.43497, "Y3": 0.2038, "X4": 0.40318, "Y4": 0.2038, "page": 0, "Index": 52}, {"Word": "have", "Confidence": 0.943, "X1": 0.44075, "Y1": 0.1862, "X2": 0.47977, "Y2": 0.186, "X3": 0.47977, "Y3": 0.2038, "X4": 0.44075, "Y4": 0.2038, "page": 0, "Index": 53}, {"Word": "targeted", "Confidence": 0.807, "X1": 0.4841, "Y1": 0.1862, "X2": 0.55202, "Y2": 0.186, "X3": 0.55202, "Y3": 0.2048, "X4": 0.4841, "Y4": 0.2038, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.964, "X1": 0.5578, "Y1": 0.1862, "X2": 0.58237, "Y2": 0.186, "X3": 0.58237, "Y3": 0.2048, "X4": 0.5578, "Y4": 0.2048, "page": 0, "Index": 55}, {"Word": "Dallas", "Confidence": 0.995, "X1": 0.58815, "Y1": 0.1872, "X2": 0.64162, "Y2": 0.187, "X3": 0.64162, "Y3": 0.2048, "X4": 0.58815, "Y4": 0.2048, "page": 0, "Index": 56}, {"Word": "arca", "Confidence": 0.955, "X1": 0.64595, "Y1": 0.1872, "X2": 0.68064, "Y2": 0.187, "X3": 0.68064, "Y3": 0.2048, "X4": 0.64595, "Y4": 0.2048, "page": 0, "Index": 57}, {"Word": "for", "Confidence": 0.998, "X1": 0.68497, "Y1": 0.1872, "X2": 0.71098, "Y2": 0.187, "X3": 0.71098, "Y3": 0.2048, "X4": 0.68497, "Y4": 0.2048, "page": 0, "Index": 58}, {"Word": "almost", "Confidence": 0.994, "X1": 0.71532, "Y1": 0.1872, "X2": 0.77312, "Y2": 0.187, "X3": 0.77312, "Y3": 0.2038, "X4": 0.71532, "Y4": 0.2048, "page": 0, "Index": 59}, {"Word": "six", "Confidence": 0.998, "X1": 0.7789, "Y1": 0.1872, "X2": 0.80202, "Y2": 0.187, "X3": 0.80202, "Y3": 0.2038, "X4": 0.7789, "Y4": 0.2038, "page": 0, "Index": 60}, {"Word": "months.", "Confidence": 0.994, "X1": 0.8078, "Y1": 0.1872, "X2": 0.87861, "Y2": 0.187, "X3": 0.87861, "Y3": 0.2038, "X4": 0.8078, "Y4": 0.2038, "page": 0, "Index": 61}, {"Word": "\"Consumers", "Confidence": 0.945, "X1": 0.34104, "Y1": 0.2232, "X2": 0.43931, "Y2": 0.223, "X3": 0.43786, "Y3": 0.2398, "X4": 0.3396, "Y4": 0.2398, "page": 0, "Index": 62}, {"Word": "should", "Confidence": 0.997, "X1": 0.44509, "Y1": 0.2232, "X2": 0.50289, "Y2": 0.223, "X3": 0.5, "Y3": 0.2408, "X4": 0.4422, "Y4": 0.2398, "page": 0, "Index": 63}, {"Word": "not", "Confidence": 0.963, "X1": 0.50723, "Y1": 0.2232, "X2": 0.53324, "Y2": 0.223, "X3": 0.53179, "Y3": 0.2408, "X4": 0.50578, "Y4": 0.2408, "page": 0, "Index": 64}, {"Word": "be", "Confidence": 0.899, "X1": 0.53902, "Y1": 0.2232, "X2": 0.5578, "Y2": 0.223, "X3": 0.55636, "Y3": 0.2408, "X4": 0.53613, "Y4": 0.2408, "page": 0, "Index": 65}, {"Word": "misled", "Confidence": 0.994, "X1": 0.56358, "Y1": 0.2232, "X2": 0.6185, "Y2": 0.223, "X3": 0.61705, "Y3": 0.2408, "X4": 0.56214, "Y4": 0.2408, "page": 0, "Index": 66}, {"Word": "by", "Confidence": 0.998, "X1": 0.62428, "Y1": 0.2242, "X2": 0.64595, "Y2": 0.224, "X3": 0.64451, "Y3": 0.2408, "X4": 0.62283, "Y4": 0.2408, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.998, "X1": 0.65029, "Y1": 0.2242, "X2": 0.67486, "Y2": 0.224, "X3": 0.67341, "Y3": 0.2408, "X4": 0.64884, "Y4": 0.2408, "page": 0, "Index": 68}, {"Word": "tobacco", "Confidence": 0.955, "X1": 0.67919, "Y1": 0.2242, "X2": 0.74711, "Y2": 0.224, "X3": 0.74566, "Y3": 0.2408, "X4": 0.67775, "Y4": 0.2408, "page": 0, "Index": 69}, {"Word": "company", "Confidence": 0.996, "X1": 0.75289, "Y1": 0.2252, "X2": 0.83382, "Y2": 0.225, "X3": 0.83237, "Y3": 0.2408, "X4": 0.75145, "Y4": 0.2408, "page": 0, "Index": 70}, {"Word": "propaganda", "Confidence": 0.992, "X1": 0.3396, "Y1": 0.2422, "X2": 0.43353, "Y2": 0.242, "X3": 0.43353, "Y3": 0.2598, "X4": 0.3396, "Y4": 0.2598, "page": 0, "Index": 71}, {"Word": "that", "Confidence": 0.993, "X1": 0.43931, "Y1": 0.2422, "X2": 0.4711, "Y2": 0.242, "X3": 0.4711, "Y3": 0.2588, "X4": 0.43931, "Y4": 0.2598, "page": 0, "Index": 72}, {"Word": "this", "Confidence": 0.978, "X1": 0.47688, "Y1": 0.2422, "X2": 0.50723, "Y2": 0.242, "X3": 0.50723, "Y3": 0.2588, "X4": 0.47543, "Y4": 0.2588, "page": 0, "Index": 73}, {"Word": "product", "Confidence": 0.991, "X1": 0.51156, "Y1": 0.2412, "X2": 0.57514, "Y2": 0.241, "X3": 0.57514, "Y3": 0.2588, "X4": 0.51156, "Y4": 0.2588, "page": 0, "Index": 74}, {"Word": "is", "Confidence": 0.998, "X1": 0.58092, "Y1": 0.2412, "X2": 0.59538, "Y2": 0.241, "X3": 0.59538, "Y3": 0.2588, "X4": 0.57948, "Y4": 0.2588, "page": 0, "Index": 75}, {"Word": "safe,\"", "Confidence": 0.623, "X1": 0.60116, "Y1": 0.2412, "X2": 0.64884, "Y2": 0.241, "X3": 0.6474, "Y3": 0.2588, "X4": 0.59971, "Y4": 0.2588, "page": 0, "Index": 76}, {"Word": "says", "Confidence": 0.988, "X1": 0.65318, "Y1": 0.2412, "X2": 0.68931, "Y2": 0.241, "X3": 0.68786, "Y3": 0.2588, "X4": 0.65318, "Y4": 0.2588, "page": 0, "Index": 77}, {"Word": "John", "Confidence": 0.987, "X1": 0.69364, "Y1": 0.2412, "X2": 0.73555, "Y2": 0.241, "X3": 0.7341, "Y3": 0.2588, "X4": 0.69364, "Y4": 0.2588, "page": 0, "Index": 78}, {"Word": "R.", "Confidence": 0.997, "X1": 0.73988, "Y1": 0.2412, "X2": 0.75867, "Y2": 0.241, "X3": 0.75723, "Y3": 0.2588, "X4": 0.73988, "Y4": 0.2588, "page": 0, "Index": 79}, {"Word": "Garrison,", "Confidence": 0.762, "X1": 0.76445, "Y1": 0.2412, "X2": 0.84249, "Y2": 0.241, "X3": 0.84104, "Y3": 0.2588, "X4": 0.76301, "Y4": 0.2588, "page": 0, "Index": 80}, {"Word": "chief", "Confidence": 0.941, "X1": 0.84682, "Y1": 0.2412, "X2": 0.89595, "Y2": 0.241, "X3": 0.89451, "Y3": 0.2588, "X4": 0.84682, "Y4": 0.2588, "page": 0, "Index": 81}, {"Word": "executive", "Confidence": 0.847, "X1": 0.3396, "Y1": 0.2612, "X2": 0.41618, "Y2": 0.261, "X3": 0.41763, "Y3": 0.2768, "X4": 0.34104, "Y4": 0.2768, "page": 0, "Index": 82}, {"Word": "officer", "Confidence": 0.994, "X1": 0.42197, "Y1": 0.2602, "X2": 0.47832, "Y2": 0.26, "X3": 0.47832, "Y3": 0.2768, "X4": 0.42197, "Y4": 0.2768, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.48266, "Y1": 0.2602, "X2": 0.50145, "Y2": 0.26, "X3": 0.50145, "Y3": 0.2768, "X4": 0.4841, "Y4": 0.2768, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.998, "X1": 0.50578, "Y1": 0.2602, "X2": 0.53179, "Y2": 0.26, "X3": 0.53179, "Y3": 0.2768, "X4": 0.50578, "Y4": 0.2768, "page": 0, "Index": 85}, {"Word": "group.", "Confidence": 0.995, "X1": 0.53613, "Y1": 0.2602, "X2": 0.59104, "Y2": 0.26, "X3": 0.59104, "Y3": 0.2768, "X4": 0.53613, "Y4": 0.2768, "page": 0, "Index": 86}, {"Word": "\"We", "Confidence": 0.994, "X1": 0.59682, "Y1": 0.2602, "X2": 0.63295, "Y2": 0.26, "X3": 0.63295, "Y3": 0.2768, "X4": 0.59682, "Y4": 0.2768, "page": 0, "Index": 87}, {"Word": "fear", "Confidence": 0.989, "X1": 0.63873, "Y1": 0.2602, "X2": 0.67052, "Y2": 0.26, "X3": 0.67052, "Y3": 0.2768, "X4": 0.63873, "Y4": 0.2768, "page": 0, "Index": 88}, {"Word": "that", "Confidence": 0.984, "X1": 0.67486, "Y1": 0.2602, "X2": 0.70809, "Y2": 0.26, "X3": 0.70809, "Y3": 0.2778, "X4": 0.67486, "Y4": 0.2768, "page": 0, "Index": 89}, {"Word": "R.J.", "Confidence": 0.983, "X1": 0.71243, "Y1": 0.2602, "X2": 0.74422, "Y2": 0.26, "X3": 0.74422, "Y3": 0.2778, "X4": 0.71243, "Y4": 0.2778, "page": 0, "Index": 90}, {"Word": "Reynolds'", "Confidence": 0.991, "X1": 0.75, "Y1": 0.2602, "X2": 0.83382, "Y2": 0.26, "X3": 0.83382, "Y3": 0.2768, "X4": 0.75, "Y4": 0.2768, "page": 0, "Index": 91}, {"Word": "health", "Confidence": 0.623, "X1": 0.83815, "Y1": 0.2602, "X2": 0.89451, "Y2": 0.26, "X3": 0.89306, "Y3": 0.2768, "X4": 0.83815, "Y4": 0.2768, "page": 0, "Index": 92}, {"Word": "claims", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.2772, "X2": 0.39162, "Y2": 0.277, "X3": 0.39162, "Y3": 0.2938, "X4": 0.3396, "Y4": 0.2938, "page": 0, "Index": 93}, {"Word": "that", "Confidence": 0.981, "X1": 0.39595, "Y1": 0.2772, "X2": 0.42919, "Y2": 0.277, "X3": 0.42919, "Y3": 0.2948, "X4": 0.39595, "Y4": 0.2938, "page": 0, "Index": 94}, {"Word": "this", "Confidence": 0.988, "X1": 0.43353, "Y1": 0.2772, "X2": 0.46387, "Y2": 0.277, "X3": 0.46387, "Y3": 0.2948, "X4": 0.43353, "Y4": 0.2948, "page": 0, "Index": 95}, {"Word": "device", "Confidence": 0.996, "X1": 0.46821, "Y1": 0.2782, "X2": 0.52457, "Y2": 0.278, "X3": 0.52312, "Y3": 0.2948, "X4": 0.46821, "Y4": 0.2948, "page": 0, "Index": 96}, {"Word": "is", "Confidence": 0.998, "X1": 0.5289, "Y1": 0.2782, "X2": 0.54191, "Y2": 0.278, "X3": 0.54191, "Y3": 0.2948, "X4": 0.5289, "Y4": 0.2948, "page": 0, "Index": 97}, {"Word": "safe", "Confidence": 0.674, "X1": 0.54769, "Y1": 0.2782, "X2": 0.58092, "Y2": 0.278, "X3": 0.58092, "Y3": 0.2948, "X4": 0.54624, "Y4": 0.2948, "page": 0, "Index": 98}, {"Word": "or", "Confidence": 0.995, "X1": 0.58671, "Y1": 0.2782, "X2": 0.60405, "Y2": 0.278, "X3": 0.60405, "Y3": 0.2948, "X4": 0.58526, "Y4": 0.2948, "page": 0, "Index": 99}, {"Word": "safer", "Confidence": 0.997, "X1": 0.60983, "Y1": 0.2782, "X2": 0.65029, "Y2": 0.278, "X3": 0.64884, "Y3": 0.2948, "X4": 0.60838, "Y4": 0.2948, "page": 0, "Index": 100}, {"Word": "than", "Confidence": 0.986, "X1": 0.65462, "Y1": 0.2782, "X2": 0.69075, "Y2": 0.278, "X3": 0.69075, "Y3": 0.2958, "X4": 0.65462, "Y4": 0.2948, "page": 0, "Index": 101}, {"Word": "[other]", "Confidence": 0.81, "X1": 0.69653, "Y1": 0.2782, "X2": 0.75578, "Y2": 0.278, "X3": 0.75434, "Y3": 0.2958, "X4": 0.69509, "Y4": 0.2958, "page": 0, "Index": 102}, {"Word": "cigarettes", "Confidence": 0.614, "X1": 0.76012, "Y1": 0.2792, "X2": 0.83815, "Y2": 0.279, "X3": 0.83671, "Y3": 0.2958, "X4": 0.75867, "Y4": 0.2958, "page": 0, "Index": 103}, {"Word": "may", "Confidence": 0.998, "X1": 0.84393, "Y1": 0.2792, "X2": 0.88439, "Y2": 0.279, "X3": 0.88295, "Y3": 0.2958, "X4": 0.84249, "Y4": 0.2958, "page": 0, "Index": 104}, {"Word": "discourage", "Confidence": 0.967, "X1": 0.33815, "Y1": 0.2962, "X2": 0.42775, "Y2": 0.296, "X3": 0.42775, "Y3": 0.3138, "X4": 0.33815, "Y4": 0.3138, "page": 0, "Index": 105}, {"Word": "smokers", "Confidence": 0.994, "X1": 0.43353, "Y1": 0.2962, "X2": 0.50434, "Y2": 0.296, "X3": 0.50289, "Y3": 0.3148, "X4": 0.43208, "Y4": 0.3138, "page": 0, "Index": 106}, {"Word": "from", "Confidence": 0.988, "X1": 0.50867, "Y1": 0.2962, "X2": 0.54913, "Y2": 0.296, "X3": 0.54769, "Y3": 0.3148, "X4": 0.50723, "Y4": 0.3148, "page": 0, "Index": 107}, {"Word": "quitting.\"", "Confidence": 0.552, "X1": 0.55491, "Y1": 0.2962, "X2": 0.63584, "Y2": 0.296, "X3": 0.63439, "Y3": 0.3138, "X4": 0.55347, "Y4": 0.3148, "page": 0, "Index": 108}, {"Word": "Not", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.3322, "X2": 0.3685, "Y2": 0.332, "X3": 0.3685, "Y3": 0.3498, "X4": 0.33815, "Y4": 0.3498, "page": 0, "Index": 109}, {"Word": "truc,", "Confidence": 0.732, "X1": 0.37283, "Y1": 0.3322, "X2": 0.41185, "Y2": 0.332, "X3": 0.4104, "Y3": 0.3498, "X4": 0.37283, "Y4": 0.3498, "page": 0, "Index": 110}, {"Word": "responds", "Confidence": 0.994, "X1": 0.41618, "Y1": 0.3322, "X2": 0.49133, "Y2": 0.332, "X3": 0.48988, "Y3": 0.3498, "X4": 0.41618, "Y4": 0.3498, "page": 0, "Index": 111}, {"Word": "Mr.", "Confidence": 0.987, "X1": 0.49566, "Y1": 0.3322, "X2": 0.52746, "Y2": 0.332, "X3": 0.52746, "Y3": 0.3498, "X4": 0.49566, "Y4": 0.3498, "page": 0, "Index": 112}, {"Word": "Moskowitz,", "Confidence": 0.993, "X1": 0.53179, "Y1": 0.3332, "X2": 0.63295, "Y2": 0.333, "X3": 0.63295, "Y3": 0.3508, "X4": 0.53179, "Y4": 0.3498, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.994, "X1": 0.63873, "Y1": 0.3332, "X2": 0.66329, "Y2": 0.333, "X3": 0.66185, "Y3": 0.3508, "X4": 0.63728, "Y4": 0.3508, "page": 0, "Index": 114}, {"Word": "spokesman.", "Confidence": 0.958, "X1": 0.66763, "Y1": 0.3332, "X2": 0.76879, "Y2": 0.333, "X3": 0.76879, "Y3": 0.3508, "X4": 0.66763, "Y4": 0.3508, "page": 0, "Index": 115}, {"Word": "\"If", "Confidence": 0.932, "X1": 0.77312, "Y1": 0.3342, "X2": 0.7948, "Y2": 0.334, "X3": 0.7948, "Y3": 0.3508, "X4": 0.77312, "Y4": 0.3508, "page": 0, "Index": 116}, {"Word": "someone", "Confidence": 0.959, "X1": 0.80058, "Y1": 0.3342, "X2": 0.8815, "Y2": 0.334, "X3": 0.88006, "Y3": 0.3508, "X4": 0.79913, "Y4": 0.3508, "page": 0, "Index": 117}, {"Word": "wants", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.3522, "X2": 0.38584, "Y2": 0.352, "X3": 0.38584, "Y3": 0.3678, "X4": 0.33815, "Y4": 0.3678, "page": 0, "Index": 118}, {"Word": "to", "Confidence": 0.997, "X1": 0.39162, "Y1": 0.3522, "X2": 0.40751, "Y2": 0.352, "X3": 0.40751, "Y3": 0.3688, "X4": 0.39162, "Y4": 0.3678, "page": 0, "Index": 119}, {"Word": "quit,", "Confidence": 0.992, "X1": 0.41185, "Y1": 0.3522, "X2": 0.45231, "Y2": 0.352, "X3": 0.45231, "Y3": 0.3688, "X4": 0.41185, "Y4": 0.3688, "page": 0, "Index": 120}, {"Word": "we", "Confidence": 0.998, "X1": 0.45665, "Y1": 0.3522, "X2": 0.47977, "Y2": 0.352, "X3": 0.47977, "Y3": 0.3688, "X4": 0.45665, "Y4": 0.3688, "page": 0, "Index": 121}, {"Word": "encourage", "Confidence": 0.995, "X1": 0.4841, "Y1": 0.3522, "X2": 0.57081, "Y2": 0.352, "X3": 0.57081, "Y3": 0.3688, "X4": 0.4841, "Y4": 0.3688, "page": 0, "Index": 122}, {"Word": "them", "Confidence": 0.988, "X1": 0.57659, "Y1": 0.3522, "X2": 0.61561, "Y2": 0.352, "X3": 0.61561, "Y3": 0.3688, "X4": 0.57514, "Y4": 0.3688, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.998, "X1": 0.62428, "Y1": 0.3522, "X2": 0.64017, "Y2": 0.352, "X3": 0.63873, "Y3": 0.3688, "X4": 0.62283, "Y4": 0.3688, "page": 0, "Index": 124}, {"Word": "quit.\"", "Confidence": 0.889, "X1": 0.64595, "Y1": 0.3512, "X2": 0.69798, "Y2": 0.351, "X3": 0.69509, "Y3": 0.3688, "X4": 0.64451, "Y4": 0.3688, "page": 0, "Index": 125}, {"Word": "But", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.3872, "X2": 0.3685, "Y2": 0.387, "X3": 0.3685, "Y3": 0.4028, "X4": 0.33815, "Y4": 0.4028, "page": 0, "Index": 126}, {"Word": "it", "Confidence": 0.945, "X1": 0.37283, "Y1": 0.3872, "X2": 0.38439, "Y2": 0.387, "X3": 0.38439, "Y3": 0.4038, "X4": 0.37283, "Y4": 0.4038, "page": 0, "Index": 127}, {"Word": "took", "Confidence": 0.982, "X1": 0.39017, "Y1": 0.3872, "X2": 0.4263, "Y2": 0.387, "X3": 0.4263, "Y3": 0.4038, "X4": 0.38873, "Y4": 0.4038, "page": 0, "Index": 128}, {"Word": "only", "Confidence": 0.991, "X1": 0.43064, "Y1": 0.3872, "X2": 0.46965, "Y2": 0.387, "X3": 0.46821, "Y3": 0.4038, "X4": 0.43064, "Y4": 0.4038, "page": 0, "Index": 129}, {"Word": "14", "Confidence": 0.998, "X1": 0.47399, "Y1": 0.3872, "X2": 0.49422, "Y2": 0.387, "X3": 0.49277, "Y3": 0.4038, "X4": 0.47399, "Y4": 0.4038, "page": 0, "Index": 130}, {"Word": "hours", "Confidence": 0.997, "X1": 0.49855, "Y1": 0.3872, "X2": 0.5448, "Y2": 0.387, "X3": 0.5448, "Y3": 0.4038, "X4": 0.49855, "Y4": 0.4038, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.54913, "Y1": 0.3872, "X2": 0.56647, "Y2": 0.387, "X3": 0.56647, "Y3": 0.4048, "X4": 0.54913, "Y4": 0.4038, "page": 0, "Index": 132}, {"Word": "persuade", "Confidence": 0.797, "X1": 0.57081, "Y1": 0.3872, "X2": 0.6474, "Y2": 0.387, "X3": 0.64595, "Y3": 0.4048, "X4": 0.57081, "Y4": 0.4048, "page": 0, "Index": 133}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.65173, "Y1": 0.3872, "X2": 0.68497, "Y2": 0.387, "X3": 0.68497, "Y3": 0.4048, "X4": 0.65173, "Y4": 0.4048, "page": 0, "Index": 134}, {"Word": "Allen", "Confidence": 0.997, "X1": 0.68931, "Y1": 0.3872, "X2": 0.73555, "Y2": 0.387, "X3": 0.73555, "Y3": 0.4048, "X4": 0.68931, "Y4": 0.4048, "page": 0, "Index": 135}, {"Word": "to", "Confidence": 0.997, "X1": 0.74133, "Y1": 0.3882, "X2": 0.75723, "Y2": 0.388, "X3": 0.75723, "Y3": 0.4048, "X4": 0.74133, "Y4": 0.4048, "page": 0, "Index": 136}, {"Word": "quit", "Confidence": 0.989, "X1": 0.76301, "Y1": 0.3882, "X2": 0.7948, "Y2": 0.388, "X3": 0.7948, "Y3": 0.4048, "X4": 0.76156, "Y4": 0.4048, "page": 0, "Index": 137}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.80058, "Y1": 0.3882, "X2": 0.87717, "Y2": 0.388, "X3": 0.87572, "Y3": 0.4058, "X4": 0.80058, "Y4": 0.4048, "page": 0, "Index": 138}, {"Word": "Eclipse.", "Confidence": 0.624, "X1": 0.3396, "Y1": 0.4052, "X2": 0.40462, "Y2": 0.405, "X3": 0.40462, "Y3": 0.4218, "X4": 0.34104, "Y4": 0.4218, "page": 0, "Index": 139}, {"Word": "His", "Confidence": 0.998, "X1": 0.40896, "Y1": 0.4052, "X2": 0.43786, "Y2": 0.405, "X3": 0.43786, "Y3": 0.4218, "X4": 0.4104, "Y4": 0.4218, "page": 0, "Index": 140}, {"Word": "brief", "Confidence": 0.658, "X1": 0.4422, "Y1": 0.4052, "X2": 0.4841, "Y2": 0.405, "X3": 0.4841, "Y3": 0.4228, "X4": 0.44364, "Y4": 0.4218, "page": 0, "Index": 141}, {"Word": "experiment", "Confidence": 0.625, "X1": 0.48844, "Y1": 0.4062, "X2": 0.58382, "Y2": 0.406, "X3": 0.58382, "Y3": 0.4228, "X4": 0.48844, "Y4": 0.4228, "page": 0, "Index": 142}, {"Word": "convinced", "Confidence": 0.993, "X1": 0.58815, "Y1": 0.4062, "X2": 0.67341, "Y2": 0.406, "X3": 0.67341, "Y3": 0.4228, "X4": 0.58815, "Y4": 0.4228, "page": 0, "Index": 143}, {"Word": "him", "Confidence": 0.998, "X1": 0.67775, "Y1": 0.4062, "X2": 0.71098, "Y2": 0.406, "X3": 0.71098, "Y3": 0.4218, "X4": 0.67775, "Y4": 0.4228, "page": 0, "Index": 144}, {"Word": "that", "Confidence": 0.986, "X1": 0.71676, "Y1": 0.4062, "X2": 0.75, "Y2": 0.406, "X3": 0.74855, "Y3": 0.4218, "X4": 0.71532, "Y4": 0.4218, "page": 0, "Index": 145}, {"Word": "a", "Confidence": 0.994, "X1": 0.75434, "Y1": 0.4062, "X2": 0.76301, "Y2": 0.406, "X3": 0.76301, "Y3": 0.4218, "X4": 0.75434, "Y4": 0.4218, "page": 0, "Index": 146}, {"Word": "so-called", "Confidence": 0.957, "X1": 0.76879, "Y1": 0.4062, "X2": 0.84827, "Y2": 0.406, "X3": 0.84682, "Y3": 0.4208, "X4": 0.76879, "Y4": 0.4218, "page": 0, "Index": 147}, {"Word": "healthier", "Confidence": 0.609, "X1": 0.3396, "Y1": 0.4232, "X2": 0.40896, "Y2": 0.423, "X3": 0.4104, "Y3": 0.4408, "X4": 0.34104, "Y4": 0.4398, "page": 0, "Index": 148}, {"Word": "cigarette", "Confidence": 0.798, "X1": 0.41474, "Y1": 0.4232, "X2": 0.48699, "Y2": 0.423, "X3": 0.48699, "Y3": 0.4408, "X4": 0.41474, "Y4": 0.4408, "page": 0, "Index": 149}, {"Word": "wasn't", "Confidence": 0.991, "X1": 0.49133, "Y1": 0.4242, "X2": 0.54335, "Y2": 0.424, "X3": 0.54335, "Y3": 0.4418, "X4": 0.49133, "Y4": 0.4408, "page": 0, "Index": 150}, {"Word": "necessarily", "Confidence": 0.991, "X1": 0.54769, "Y1": 0.4242, "X2": 0.64162, "Y2": 0.424, "X3": 0.64162, "Y3": 0.4418, "X4": 0.54769, "Y4": 0.4418, "page": 0, "Index": 151}, {"Word": "a", "Confidence": 0.995, "X1": 0.6474, "Y1": 0.4242, "X2": 0.65751, "Y2": 0.424, "X3": 0.65751, "Y3": 0.4418, "X4": 0.6474, "Y4": 0.4418, "page": 0, "Index": 152}, {"Word": "good-tasting", "Confidence": 0.943, "X1": 0.66329, "Y1": 0.4242, "X2": 0.76734, "Y2": 0.424, "X3": 0.7659, "Y3": 0.4418, "X4": 0.66185, "Y4": 0.4418, "page": 0, "Index": 153}, {"Word": "cigarette.", "Confidence": 0.61, "X1": 0.77168, "Y1": 0.4232, "X2": 0.84971, "Y2": 0.423, "X3": 0.84827, "Y3": 0.4418, "X4": 0.77168, "Y4": 0.4418, "page": 0, "Index": 154}, {"Word": "He", "Confidence": 0.606, "X1": 0.85405, "Y1": 0.4232, "X2": 0.88439, "Y2": 0.423, "X3": 0.88295, "Y3": 0.4418, "X4": 0.85405, "Y4": 0.4418, "page": 0, "Index": 155}, {"Word": "described", "Confidence": 0.881, "X1": 0.34104, "Y1": 0.4412, "X2": 0.41763, "Y2": 0.441, "X3": 0.41618, "Y3": 0.4588, "X4": 0.3396, "Y4": 0.4578, "page": 0, "Index": 156}, {"Word": "Eclipse", "Confidence": 0.833, "X1": 0.42197, "Y1": 0.4412, "X2": 0.4841, "Y2": 0.441, "X3": 0.4841, "Y3": 0.4588, "X4": 0.42197, "Y4": 0.4588, "page": 0, "Index": 157}, {"Word": "as", "Confidence": 0.998, "X1": 0.48988, "Y1": 0.4412, "X2": 0.50723, "Y2": 0.441, "X3": 0.50578, "Y3": 0.4588, "X4": 0.48844, "Y4": 0.4588, "page": 0, "Index": 158}, {"Word": "tasting", "Confidence": 0.996, "X1": 0.51301, "Y1": 0.4412, "X2": 0.56647, "Y2": 0.441, "X3": 0.56647, "Y3": 0.4598, "X4": 0.51156, "Y4": 0.4588, "page": 0, "Index": 159}, {"Word": "like", "Confidence": 0.989, "X1": 0.57225, "Y1": 0.4412, "X2": 0.60405, "Y2": 0.441, "X3": 0.60405, "Y3": 0.4598, "X4": 0.57225, "Y4": 0.4598, "page": 0, "Index": 160}, {"Word": "burning", "Confidence": 0.996, "X1": 0.60983, "Y1": 0.4412, "X2": 0.67486, "Y2": 0.441, "X3": 0.67341, "Y3": 0.4598, "X4": 0.60838, "Y4": 0.4598, "page": 0, "Index": 161}, {"Word": "plastic", "Confidence": 0.995, "X1": 0.67919, "Y1": 0.4412, "X2": 0.7341, "Y2": 0.441, "X3": 0.7341, "Y3": 0.4598, "X4": 0.67919, "Y4": 0.4598, "page": 0, "Index": 162}, {"Word": "and", "Confidence": 0.998, "X1": 0.73988, "Y1": 0.4412, "X2": 0.77023, "Y2": 0.441, "X3": 0.76879, "Y3": 0.4598, "X4": 0.73844, "Y4": 0.4598, "page": 0, "Index": 163}, {"Word": "burning", "Confidence": 0.995, "X1": 0.77457, "Y1": 0.4422, "X2": 0.8396, "Y2": 0.442, "X3": 0.8396, "Y3": 0.4608, "X4": 0.77457, "Y4": 0.4598, "page": 0, "Index": 164}, {"Word": "paper.", "Confidence": 0.996, "X1": 0.84538, "Y1": 0.4422, "X2": 0.90173, "Y2": 0.442, "X3": 0.90173, "Y3": 0.4608, "X4": 0.84538, "Y4": 0.4608, "page": 0, "Index": 165}, {"Word": "\"I", "Confidence": 0.758, "X1": 0.34249, "Y1": 0.4782, "X2": 0.35116, "Y2": 0.478, "X3": 0.35116, "Y3": 0.4978, "X4": 0.34249, "Y4": 0.4978, "page": 0, "Index": 166}, {"Word": "gave", "Confidence": 0.991, "X1": 0.35694, "Y1": 0.4772, "X2": 0.39595, "Y2": 0.477, "X3": 0.39595, "Y3": 0.4968, "X4": 0.35694, "Y4": 0.4968, "page": 0, "Index": 167}, {"Word": "it", "Confidence": 0.992, "X1": 0.40029, "Y1": 0.4772, "X2": 0.41329, "Y2": 0.477, "X3": 0.41329, "Y3": 0.4968, "X4": 0.40029, "Y4": 0.4968, "page": 0, "Index": 168}, {"Word": "a", "Confidence": 0.995, "X1": 0.41908, "Y1": 0.4772, "X2": 0.42775, "Y2": 0.477, "X3": 0.42775, "Y3": 0.4968, "X4": 0.41908, "Y4": 0.4968, "page": 0, "Index": 169}, {"Word": "good", "Confidence": 0.985, "X1": 0.43353, "Y1": 0.4782, "X2": 0.47399, "Y2": 0.478, "X3": 0.47399, "Y3": 0.4968, "X4": 0.43353, "Y4": 0.4968, "page": 0, "Index": 170}, {"Word": "try,\"", "Confidence": 0.882, "X1": 0.47977, "Y1": 0.4782, "X2": 0.51445, "Y2": 0.478, "X3": 0.5159, "Y3": 0.4968, "X4": 0.47977, "Y4": 0.4968, "page": 0, "Index": 171}, {"Word": "he", "Confidence": 0.997, "X1": 0.52023, "Y1": 0.4782, "X2": 0.54046, "Y2": 0.478, "X3": 0.54046, "Y3": 0.4968, "X4": 0.52023, "Y4": 0.4968, "page": 0, "Index": 172}, {"Word": "says", "Confidence": 0.988, "X1": 0.5448, "Y1": 0.4782, "X2": 0.58092, "Y2": 0.478, "X3": 0.58092, "Y3": 0.4968, "X4": 0.54624, "Y4": 0.4968, "page": 0, "Index": 173}, {"Word": "as", "Confidence": 0.998, "X1": 0.58671, "Y1": 0.4782, "X2": 0.6026, "Y2": 0.478, "X3": 0.6026, "Y3": 0.4968, "X4": 0.58671, "Y4": 0.4968, "page": 0, "Index": 174}, {"Word": "he", "Confidence": 0.994, "X1": 0.60838, "Y1": 0.4782, "X2": 0.62717, "Y2": 0.478, "X3": 0.62861, "Y3": 0.4968, "X4": 0.60838, "Y4": 0.4968, "page": 0, "Index": 175}, {"Word": "returns", "Confidence": 0.958, "X1": 0.63295, "Y1": 0.4782, "X2": 0.6922, "Y2": 0.478, "X3": 0.6922, "Y3": 0.4968, "X4": 0.63295, "Y4": 0.4968, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.941, "X1": 0.69653, "Y1": 0.4782, "X2": 0.72254, "Y2": 0.478, "X3": 0.72254, "Y3": 0.4968, "X4": 0.69798, "Y4": 0.4968, "page": 0, "Index": 177}, {"Word": "Eclipse", "Confidence": 0.848, "X1": 0.72688, "Y1": 0.4792, "X2": 0.79046, "Y2": 0.479, "X3": 0.79046, "Y3": 0.4968, "X4": 0.72832, "Y4": 0.4968, "page": 0, "Index": 178}, {"Word": "carton,", "Confidence": 0.991, "X1": 0.7948, "Y1": 0.4792, "X2": 0.85983, "Y2": 0.479, "X3": 0.86127, "Y3": 0.4968, "X4": 0.79624, "Y4": 0.4968, "page": 0, "Index": 179}, {"Word": "minus", "Confidence": 0.998, "X1": 0.33815, "Y1": 0.4972, "X2": 0.38728, "Y2": 0.497, "X3": 0.38728, "Y3": 0.5148, "X4": 0.33815, "Y4": 0.5148, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.39306, "Y1": 0.4972, "X2": 0.41908, "Y2": 0.497, "X3": 0.41908, "Y3": 0.5148, "X4": 0.39306, "Y4": 0.5148, "page": 0, "Index": 181}, {"Word": "single", "Confidence": 0.994, "X1": 0.42486, "Y1": 0.4972, "X2": 0.47254, "Y2": 0.497, "X3": 0.47254, "Y3": 0.5148, "X4": 0.42486, "Y4": 0.5148, "page": 0, "Index": 182}, {"Word": "pack", "Confidence": 0.981, "X1": 0.47832, "Y1": 0.4972, "X2": 0.51734, "Y2": 0.497, "X3": 0.51734, "Y3": 0.5148, "X4": 0.47832, "Y4": 0.5148, "page": 0, "Index": 183}, {"Word": "that", "Confidence": 0.992, "X1": 0.52168, "Y1": 0.4972, "X2": 0.55347, "Y2": 0.497, "X3": 0.55347, "Y3": 0.5148, "X4": 0.52168, "Y4": 0.5148, "page": 0, "Index": 184}, {"Word": "he", "Confidence": 0.854, "X1": 0.5578, "Y1": 0.4972, "X2": 0.57948, "Y2": 0.497, "X3": 0.57948, "Y3": 0.5148, "X4": 0.5578, "Y4": 0.5148, "page": 0, "Index": 185}, {"Word": "smoked", "Confidence": 0.996, "X1": 0.58526, "Y1": 0.4972, "X2": 0.65029, "Y2": 0.497, "X3": 0.65029, "Y3": 0.5148, "X4": 0.58526, "Y4": 0.5148, "page": 0, "Index": 186}, {"Word": "or", "Confidence": 0.996, "X1": 0.65462, "Y1": 0.4972, "X2": 0.67197, "Y2": 0.497, "X3": 0.67197, "Y3": 0.5148, "X4": 0.65462, "Y4": 0.5148, "page": 0, "Index": 187}, {"Word": "shared", "Confidence": 0.997, "X1": 0.67775, "Y1": 0.4972, "X2": 0.7341, "Y2": 0.497, "X3": 0.7341, "Y3": 0.5148, "X4": 0.67775, "Y4": 0.5148, "page": 0, "Index": 188}, {"Word": "with", "Confidence": 0.988, "X1": 0.73844, "Y1": 0.4972, "X2": 0.77601, "Y2": 0.497, "X3": 0.77601, "Y3": 0.5148, "X4": 0.73844, "Y4": 0.5148, "page": 0, "Index": 189}, {"Word": "others.", "Confidence": 0.829, "X1": 0.78179, "Y1": 0.4972, "X2": 0.83815, "Y2": 0.497, "X3": 0.83815, "Y3": 0.5148, "X4": 0.78179, "Y4": 0.5148, "page": 0, "Index": 190}, {"Word": "\"If", "Confidence": 0.991, "X1": 0.84249, "Y1": 0.4972, "X2": 0.86272, "Y2": 0.497, "X3": 0.86272, "Y3": 0.5148, "X4": 0.84249, "Y4": 0.5148, "page": 0, "Index": 191}, {"Word": "it", "Confidence": 0.997, "X1": 0.8685, "Y1": 0.4982, "X2": 0.88728, "Y2": 0.498, "X3": 0.88728, "Y3": 0.5148, "X4": 0.8685, "Y4": 0.5148, "page": 0, "Index": 192}, {"Word": "was", "Confidence": 0.995, "X1": 0.3396, "Y1": 0.5162, "X2": 0.36994, "Y2": 0.516, "X3": 0.36994, "Y3": 0.5318, "X4": 0.3396, "Y4": 0.5318, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.763, "X1": 0.37428, "Y1": 0.5162, "X2": 0.40029, "Y2": 0.516, "X3": 0.39884, "Y3": 0.5328, "X4": 0.37428, "Y4": 0.5318, "page": 0, "Index": 194}, {"Word": "only", "Confidence": 0.988, "X1": 0.40462, "Y1": 0.5162, "X2": 0.4422, "Y2": 0.516, "X3": 0.44075, "Y3": 0.5328, "X4": 0.40462, "Y4": 0.5328, "page": 0, "Index": 195}, {"Word": "thing", "Confidence": 0.997, "X1": 0.44653, "Y1": 0.5162, "X2": 0.48988, "Y2": 0.516, "X3": 0.48988, "Y3": 0.5328, "X4": 0.44653, "Y4": 0.5328, "page": 0, "Index": 196}, {"Word": "in", "Confidence": 0.998, "X1": 0.49566, "Y1": 0.5162, "X2": 0.51156, "Y2": 0.516, "X3": 0.51156, "Y3": 0.5328, "X4": 0.49566, "Y4": 0.5328, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.991, "X1": 0.51734, "Y1": 0.5162, "X2": 0.54191, "Y2": 0.516, "X3": 0.54191, "Y3": 0.5328, "X4": 0.51734, "Y4": 0.5328, "page": 0, "Index": 198}, {"Word": "world", "Confidence": 0.995, "X1": 0.54769, "Y1": 0.5162, "X2": 0.59827, "Y2": 0.516, "X3": 0.59682, "Y3": 0.5328, "X4": 0.54624, "Y4": 0.5328, "page": 0, "Index": 199}, {"Word": "you", "Confidence": 0.998, "X1": 0.6026, "Y1": 0.5152, "X2": 0.6315, "Y2": 0.515, "X3": 0.63006, "Y3": 0.5338, "X4": 0.6026, "Y4": 0.5328, "page": 0, "Index": 200}, {"Word": "had", "Confidence": 0.998, "X1": 0.63584, "Y1": 0.5152, "X2": 0.66908, "Y2": 0.515, "X3": 0.66763, "Y3": 0.5338, "X4": 0.63584, "Y4": 0.5338, "page": 0, "Index": 201}, {"Word": "to", "Confidence": 0.998, "X1": 0.67341, "Y1": 0.5152, "X2": 0.69075, "Y2": 0.515, "X3": 0.68931, "Y3": 0.5338, "X4": 0.67197, "Y4": 0.5338, "page": 0, "Index": 202}, {"Word": "smoke,", "Confidence": 0.991, "X1": 0.69509, "Y1": 0.5162, "X2": 0.75578, "Y2": 0.516, "X3": 0.75434, "Y3": 0.5338, "X4": 0.69509, "Y4": 0.5338, "page": 0, "Index": 203}, {"Word": "you'd", "Confidence": 0.875, "X1": 0.76012, "Y1": 0.5162, "X2": 0.80636, "Y2": 0.516, "X3": 0.80491, "Y3": 0.5338, "X4": 0.76012, "Y4": 0.5338, "page": 0, "Index": 204}, {"Word": "probably", "Confidence": 0.995, "X1": 0.81069, "Y1": 0.5162, "X2": 0.88728, "Y2": 0.516, "X3": 0.88584, "Y3": 0.5338, "X4": 0.81069, "Y4": 0.5338, "page": 0, "Index": 205}, {"Word": "smoke", "Confidence": 0.846, "X1": 0.33815, "Y1": 0.5342, "X2": 0.39306, "Y2": 0.534, "X3": 0.39306, "Y3": 0.5498, "X4": 0.33815, "Y4": 0.5488, "page": 0, "Index": 206}, {"Word": "them.", "Confidence": 0.981, "X1": 0.3974, "Y1": 0.5342, "X2": 0.44509, "Y2": 0.534, "X3": 0.44509, "Y3": 0.5498, "X4": 0.3974, "Y4": 0.5498, "page": 0, "Index": 207}, {"Word": "I", "Confidence": 0.995, "X1": 0.44942, "Y1": 0.5342, "X2": 0.4552, "Y2": 0.534, "X3": 0.4552, "Y3": 0.5498, "X4": 0.44942, "Y4": 0.5498, "page": 0, "Index": 208}, {"Word": "don't", "Confidence": 0.994, "X1": 0.45954, "Y1": 0.5342, "X2": 0.50145, "Y2": 0.534, "X3": 0.50145, "Y3": 0.5508, "X4": 0.46098, "Y4": 0.5498, "page": 0, "Index": 209}, {"Word": "think", "Confidence": 0.997, "X1": 0.50578, "Y1": 0.5342, "X2": 0.55058, "Y2": 0.534, "X3": 0.54913, "Y3": 0.5508, "X4": 0.50578, "Y4": 0.5508, "page": 0, "Index": 210}, {"Word": "you're", "Confidence": 0.991, "X1": 0.55491, "Y1": 0.5342, "X2": 0.60694, "Y2": 0.534, "X3": 0.60694, "Y3": 0.5508, "X4": 0.55491, "Y4": 0.5508, "page": 0, "Index": 211}, {"Word": "going", "Confidence": 0.997, "X1": 0.61127, "Y1": 0.5342, "X2": 0.65896, "Y2": 0.534, "X3": 0.65751, "Y3": 0.5508, "X4": 0.61127, "Y4": 0.5508, "page": 0, "Index": 212}, {"Word": "to", "Confidence": 0.997, "X1": 0.66329, "Y1": 0.5342, "X2": 0.68064, "Y2": 0.534, "X3": 0.68064, "Y3": 0.5508, "X4": 0.66329, "Y4": 0.5508, "page": 0, "Index": 213}, {"Word": "get", "Confidence": 0.955, "X1": 0.68497, "Y1": 0.5342, "X2": 0.71098, "Y2": 0.534, "X3": 0.70954, "Y3": 0.5508, "X4": 0.68497, "Y4": 0.5508, "page": 0, "Index": 214}, {"Word": "a", "Confidence": 0.995, "X1": 0.71532, "Y1": 0.5342, "X2": 0.72399, "Y2": 0.534, "X3": 0.72399, "Y3": 0.5508, "X4": 0.71532, "Y4": 0.5508, "page": 0, "Index": 215}, {"Word": "hard-core", "Confidence": 0.942, "X1": 0.72977, "Y1": 0.5342, "X2": 0.81069, "Y2": 0.534, "X3": 0.81069, "Y3": 0.5508, "X4": 0.72832, "Y4": 0.5508, "page": 0, "Index": 216}, {"Word": "smoker", "Confidence": 0.994, "X1": 0.81647, "Y1": 0.5352, "X2": 0.8815, "Y2": 0.535, "X3": 0.88006, "Y3": 0.5498, "X4": 0.81503, "Y4": 0.5508, "page": 0, "Index": 217}, {"Word": "interested", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.5522, "X2": 0.41908, "Y2": 0.552, "X3": 0.41908, "Y3": 0.5688, "X4": 0.33815, "Y4": 0.5688, "page": 0, "Index": 218}, {"Word": "in", "Confidence": 0.998, "X1": 0.42341, "Y1": 0.5522, "X2": 0.44075, "Y2": 0.552, "X3": 0.43931, "Y3": 0.5688, "X4": 0.42341, "Y4": 0.5688, "page": 0, "Index": 219}, {"Word": "this", "Confidence": 0.988, "X1": 0.44509, "Y1": 0.5522, "X2": 0.47543, "Y2": 0.552, "X3": 0.47543, "Y3": 0.5688, "X4": 0.44509, "Y4": 0.5688, "page": 0, "Index": 220}, {"Word": "product", "Confidence": 0.97, "X1": 0.48121, "Y1": 0.5522, "X2": 0.5448, "Y2": 0.552, "X3": 0.54335, "Y3": 0.5688, "X4": 0.48121, "Y4": 0.5688, "page": 0, "Index": 221}, {"Word": "because", "Confidence": 0.904, "X1": 0.54913, "Y1": 0.5522, "X2": 0.61561, "Y2": 0.552, "X3": 0.61561, "Y3": 0.5688, "X4": 0.54913, "Y4": 0.5688, "page": 0, "Index": 222}, {"Word": "it", "Confidence": 0.998, "X1": 0.61994, "Y1": 0.5522, "X2": 0.63295, "Y2": 0.552, "X3": 0.63295, "Y3": 0.5688, "X4": 0.61994, "Y4": 0.5688, "page": 0, "Index": 223}, {"Word": "doesn't", "Confidence": 0.992, "X1": 0.63873, "Y1": 0.5522, "X2": 0.69653, "Y2": 0.552, "X3": 0.69653, "Y3": 0.5688, "X4": 0.63728, "Y4": 0.5688, "page": 0, "Index": 224}, {"Word": "taste", "Confidence": 0.958, "X1": 0.70231, "Y1": 0.5522, "X2": 0.74133, "Y2": 0.552, "X3": 0.73988, "Y3": 0.5688, "X4": 0.70087, "Y4": 0.5688, "page": 0, "Index": 225}, {"Word": "like", "Confidence": 0.988, "X1": 0.74566, "Y1": 0.5522, "X2": 0.7789, "Y2": 0.552, "X3": 0.77746, "Y3": 0.5688, "X4": 0.74566, "Y4": 0.5688, "page": 0, "Index": 226}, {"Word": "a", "Confidence": 0.996, "X1": 0.78324, "Y1": 0.5522, "X2": 0.79191, "Y2": 0.552, "X3": 0.79046, "Y3": 0.5688, "X4": 0.78179, "Y4": 0.5688, "page": 0, "Index": 227}, {"Word": "cigarette.\"", "Confidence": 0.694, "X1": 0.79624, "Y1": 0.5522, "X2": 0.88584, "Y2": 0.552, "X3": 0.88584, "Y3": 0.5698, "X4": 0.7948, "Y4": 0.5688, "page": 0, "Index": 228}, {"Word": "Likewise,", "Confidence": 0.631, "X1": 0.33671, "Y1": 0.5882, "X2": 0.41763, "Y2": 0.588, "X3": 0.41763, "Y3": 0.6048, "X4": 0.33671, "Y4": 0.6048, "page": 0, "Index": 229}, {"Word": "Ellen", "Confidence": 0.8, "X1": 0.42197, "Y1": 0.5882, "X2": 0.46821, "Y2": 0.588, "X3": 0.46821, "Y3": 0.6058, "X4": 0.42197, "Y4": 0.6048, "page": 0, "Index": 230}, {"Word": "Savage,", "Confidence": 0.994, "X1": 0.47254, "Y1": 0.5882, "X2": 0.53902, "Y2": 0.588, "X3": 0.53902, "Y3": 0.6058, "X4": 0.47254, "Y4": 0.6058, "page": 0, "Index": 231}, {"Word": "a", "Confidence": 0.995, "X1": 0.5448, "Y1": 0.5882, "X2": 0.55347, "Y2": 0.588, "X3": 0.55347, "Y3": 0.6058, "X4": 0.54335, "Y4": 0.6058, "page": 0, "Index": 232}, {"Word": "30-year-old", "Confidence": 0.955, "X1": 0.55925, "Y1": 0.5892, "X2": 0.65462, "Y2": 0.589, "X3": 0.65318, "Y3": 0.6058, "X4": 0.5578, "Y4": 0.6058, "page": 0, "Index": 233}, {"Word": "Dallas", "Confidence": 0.993, "X1": 0.65896, "Y1": 0.5892, "X2": 0.71532, "Y2": 0.589, "X3": 0.71532, "Y3": 0.6058, "X4": 0.65896, "Y4": 0.6058, "page": 0, "Index": 234}, {"Word": "waitress,", "Confidence": 0.991, "X1": 0.7211, "Y1": 0.5892, "X2": 0.79335, "Y2": 0.589, "X3": 0.79191, "Y3": 0.6058, "X4": 0.71965, "Y4": 0.6058, "page": 0, "Index": 235}, {"Word": "bowed", "Confidence": 0.997, "X1": 0.79913, "Y1": 0.5892, "X2": 0.85549, "Y2": 0.589, "X3": 0.85405, "Y3": 0.6058, "X4": 0.79769, "Y4": 0.6058, "page": 0, "Index": 236}, {"Word": "out", "Confidence": 0.627, "X1": 0.85983, "Y1": 0.5892, "X2": 0.88728, "Y2": 0.589, "X3": 0.88584, "Y3": 0.6058, "X4": 0.85838, "Y4": 0.6058, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.998, "X1": 0.89306, "Y1": 0.5892, "X2": 0.91618, "Y2": 0.589, "X3": 0.91474, "Y3": 0.6058, "X4": 0.89162, "Y4": 0.6058, "page": 0, "Index": 238}, {"Word": "her", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.6072, "X2": 0.36272, "Y2": 0.607, "X3": 0.36272, "Y3": 0.6238, "X4": 0.33815, "Y4": 0.6238, "page": 0, "Index": 239}, {"Word": "effort", "Confidence": 0.995, "X1": 0.3685, "Y1": 0.6062, "X2": 0.41618, "Y2": 0.606, "X3": 0.41618, "Y3": 0.6238, "X4": 0.3685, "Y4": 0.6238, "page": 0, "Index": 240}, {"Word": "to", "Confidence": 0.998, "X1": 0.42052, "Y1": 0.6062, "X2": 0.43642, "Y2": 0.606, "X3": 0.43642, "Y3": 0.6238, "X4": 0.42052, "Y4": 0.6238, "page": 0, "Index": 241}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.4422, "Y1": 0.6062, "X2": 0.49566, "Y2": 0.606, "X3": 0.49566, "Y3": 0.6238, "X4": 0.4422, "Y4": 0.6238, "page": 0, "Index": 242}, {"Word": "Eclipse", "Confidence": 0.8, "X1": 0.50145, "Y1": 0.6062, "X2": 0.56358, "Y2": 0.606, "X3": 0.56214, "Y3": 0.6238, "X4": 0.5, "Y4": 0.6238, "page": 0, "Index": 243}, {"Word": "after", "Confidence": 0.955, "X1": 0.56792, "Y1": 0.6062, "X2": 0.60694, "Y2": 0.606, "X3": 0.60694, "Y3": 0.6238, "X4": 0.56647, "Y4": 0.6238, "page": 0, "Index": 244}, {"Word": "she", "Confidence": 0.922, "X1": 0.61127, "Y1": 0.6062, "X2": 0.64017, "Y2": 0.606, "X3": 0.63873, "Y3": 0.6238, "X4": 0.61127, "Y4": 0.6238, "page": 0, "Index": 245}, {"Word": "had", "Confidence": 0.998, "X1": 0.64451, "Y1": 0.6062, "X2": 0.6763, "Y2": 0.606, "X3": 0.67486, "Y3": 0.6238, "X4": 0.64451, "Y4": 0.6238, "page": 0, "Index": 246}, {"Word": "tried", "Confidence": 0.942, "X1": 0.68064, "Y1": 0.6072, "X2": 0.71821, "Y2": 0.607, "X3": 0.71676, "Y3": 0.6238, "X4": 0.67919, "Y4": 0.6238, "page": 0, "Index": 247}, {"Word": "less", "Confidence": 0.97, "X1": 0.72254, "Y1": 0.6072, "X2": 0.75578, "Y2": 0.607, "X3": 0.75434, "Y3": 0.6238, "X4": 0.72254, "Y4": 0.6238, "page": 0, "Index": 248}, {"Word": "than", "Confidence": 0.986, "X1": 0.76012, "Y1": 0.6072, "X2": 0.79769, "Y2": 0.607, "X3": 0.79769, "Y3": 0.6238, "X4": 0.76012, "Y4": 0.6238, "page": 0, "Index": 249}, {"Word": "a", "Confidence": 0.995, "X1": 0.80347, "Y1": 0.6072, "X2": 0.81069, "Y2": 0.607, "X3": 0.81069, "Y3": 0.6238, "X4": 0.80202, "Y4": 0.6238, "page": 0, "Index": 250}, {"Word": "pack.", "Confidence": 0.993, "X1": 0.81647, "Y1": 0.6082, "X2": 0.86416, "Y2": 0.608, "X3": 0.86272, "Y3": 0.6238, "X4": 0.81503, "Y4": 0.6238, "page": 0, "Index": 251}, {"Word": "\"To", "Confidence": 0.641, "X1": 0.3396, "Y1": 0.6432, "X2": 0.3685, "Y2": 0.643, "X3": 0.3685, "Y3": 0.6598, "X4": 0.3396, "Y4": 0.6598, "page": 0, "Index": 252}, {"Word": "smoke", "Confidence": 0.996, "X1": 0.37428, "Y1": 0.6432, "X2": 0.42775, "Y2": 0.643, "X3": 0.42775, "Y3": 0.6598, "X4": 0.37428, "Y4": 0.6598, "page": 0, "Index": 253}, {"Word": "these", "Confidence": 0.935, "X1": 0.43353, "Y1": 0.6432, "X2": 0.47688, "Y2": 0.643, "X3": 0.47688, "Y3": 0.6598, "X4": 0.43353, "Y4": 0.6598, "page": 0, "Index": 254}, {"Word": "for", "Confidence": 0.998, "X1": 0.48266, "Y1": 0.6432, "X2": 0.50578, "Y2": 0.643, "X3": 0.50578, "Y3": 0.6598, "X4": 0.48121, "Y4": 0.6598, "page": 0, "Index": 255}, {"Word": "a", "Confidence": 0.995, "X1": 0.51012, "Y1": 0.6432, "X2": 0.52023, "Y2": 0.643, "X3": 0.52023, "Y3": 0.6608, "X4": 0.51012, "Y4": 0.6608, "page": 0, "Index": 256}, {"Word": "week", "Confidence": 0.971, "X1": 0.52601, "Y1": 0.6432, "X2": 0.56936, "Y2": 0.643, "X3": 0.56936, "Y3": 0.6608, "X4": 0.52601, "Y4": 0.6608, "page": 0, "Index": 257}, {"Word": "would", "Confidence": 0.997, "X1": 0.57514, "Y1": 0.6432, "X2": 0.62717, "Y2": 0.643, "X3": 0.62717, "Y3": 0.6608, "X4": 0.57514, "Y4": 0.6608, "page": 0, "Index": 258}, {"Word": "take", "Confidence": 0.955, "X1": 0.63295, "Y1": 0.6432, "X2": 0.66763, "Y2": 0.643, "X3": 0.66763, "Y3": 0.6608, "X4": 0.6315, "Y4": 0.6608, "page": 0, "Index": 259}, {"Word": "discipline,\"", "Confidence": 0.792, "X1": 0.67341, "Y1": 0.6432, "X2": 0.76879, "Y2": 0.643, "X3": 0.76879, "Y3": 0.6618, "X4": 0.67197, "Y4": 0.6608, "page": 0, "Index": 260}, {"Word": "says", "Confidence": 0.991, "X1": 0.77457, "Y1": 0.6432, "X2": 0.80925, "Y2": 0.643, "X3": 0.80925, "Y3": 0.6618, "X4": 0.77312, "Y4": 0.6618, "page": 0, "Index": 261}, {"Word": "Ms.", "Confidence": 0.997, "X1": 0.81503, "Y1": 0.6432, "X2": 0.84971, "Y2": 0.643, "X3": 0.84971, "Y3": 0.6618, "X4": 0.81358, "Y4": 0.6618, "page": 0, "Index": 262}, {"Word": "Savage,", "Confidence": 0.726, "X1": 0.34104, "Y1": 0.6622, "X2": 0.40318, "Y2": 0.662, "X3": 0.40318, "Y3": 0.6788, "X4": 0.34104, "Y4": 0.6788, "page": 0, "Index": 263}, {"Word": "a", "Confidence": 0.998, "X1": 0.40751, "Y1": 0.6622, "X2": 0.41618, "Y2": 0.662, "X3": 0.41618, "Y3": 0.6788, "X4": 0.40751, "Y4": 0.6788, "page": 0, "Index": 264}, {"Word": "smoker", "Confidence": 0.996, "X1": 0.42197, "Y1": 0.6622, "X2": 0.48266, "Y2": 0.662, "X3": 0.48266, "Y3": 0.6788, "X4": 0.42197, "Y4": 0.6788, "page": 0, "Index": 265}, {"Word": "for", "Confidence": 0.998, "X1": 0.48844, "Y1": 0.6622, "X2": 0.51301, "Y2": 0.662, "X3": 0.51301, "Y3": 0.6788, "X4": 0.48844, "Y4": 0.6788, "page": 0, "Index": 266}, {"Word": "10", "Confidence": 0.998, "X1": 0.51879, "Y1": 0.6612, "X2": 0.53902, "Y2": 0.661, "X3": 0.53902, "Y3": 0.6788, "X4": 0.51879, "Y4": 0.6788, "page": 0, "Index": 267}, {"Word": "years.", "Confidence": 0.94, "X1": 0.5448, "Y1": 0.6612, "X2": 0.59393, "Y2": 0.661, "X3": 0.59393, "Y3": 0.6788, "X4": 0.5448, "Y4": 0.6788, "page": 0, "Index": 268}, {"Word": "\"If", "Confidence": 0.956, "X1": 0.59827, "Y1": 0.6612, "X2": 0.6185, "Y2": 0.661, "X3": 0.6185, "Y3": 0.6788, "X4": 0.59827, "Y4": 0.6788, "page": 0, "Index": 269}, {"Word": "I", "Confidence": 0.032, "X1": 0.62428, "Y1": 0.6612, "X2": 0.6315, "Y2": 0.661, "X3": 0.6315, "Y3": 0.6788, "X4": 0.62428, "Y4": 0.6788, "page": 0, "Index": 270}, {"Word": "had", "Confidence": 0.998, "X1": 0.63584, "Y1": 0.6612, "X2": 0.66618, "Y2": 0.661, "X3": 0.66618, "Y3": 0.6788, "X4": 0.63584, "Y4": 0.6788, "page": 0, "Index": 271}, {"Word": "that", "Confidence": 0.988, "X1": 0.67197, "Y1": 0.6612, "X2": 0.70376, "Y2": 0.661, "X3": 0.70376, "Y3": 0.6798, "X4": 0.67197, "Y4": 0.6798, "page": 0, "Index": 272}, {"Word": "kind", "Confidence": 0.988, "X1": 0.70954, "Y1": 0.6612, "X2": 0.74855, "Y2": 0.661, "X3": 0.74855, "Y3": 0.6798, "X4": 0.70954, "Y4": 0.6798, "page": 0, "Index": 273}, {"Word": "of", "Confidence": 0.998, "X1": 0.75289, "Y1": 0.6612, "X2": 0.77023, "Y2": 0.661, "X3": 0.77023, "Y3": 0.6798, "X4": 0.75434, "Y4": 0.6798, "page": 0, "Index": 274}, {"Word": "discipline,", "Confidence": 0.971, "X1": 0.77601, "Y1": 0.6612, "X2": 0.86127, "Y2": 0.661, "X3": 0.86127, "Y3": 0.6798, "X4": 0.77601, "Y4": 0.6798, "page": 0, "Index": 275}, {"Word": "I", "Confidence": 0.649, "X1": 0.86561, "Y1": 0.6612, "X2": 0.87861, "Y2": 0.661, "X3": 0.87861, "Y3": 0.6798, "X4": 0.86561, "Y4": 0.6798, "page": 0, "Index": 276}, {"Word": "wouldn't", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.6802, "X2": 0.41185, "Y2": 0.68, "X3": 0.4104, "Y3": 0.6968, "X4": 0.33815, "Y4": 0.6958, "page": 0, "Index": 277}, {"Word": "be", "Confidence": 0.802, "X1": 0.41618, "Y1": 0.6802, "X2": 0.43497, "Y2": 0.68, "X3": 0.43497, "Y3": 0.6968, "X4": 0.41474, "Y4": 0.6968, "page": 0, "Index": 278}, {"Word": "smoking.\"", "Confidence": 0.955, "X1": 0.43931, "Y1": 0.6802, "X2": 0.5289, "Y2": 0.68, "X3": 0.52746, "Y3": 0.6968, "X4": 0.43931, "Y4": 0.6968, "page": 0, "Index": 279}, {"Word": "Cigarette", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.7172, "X2": 0.42052, "Y2": 0.717, "X3": 0.42052, "Y3": 0.7338, "X4": 0.3396, "Y4": 0.7338, "page": 0, "Index": 280}, {"Word": "converts", "Confidence": 0.991, "X1": 0.42486, "Y1": 0.7172, "X2": 0.50867, "Y2": 0.717, "X3": 0.50867, "Y3": 0.7338, "X4": 0.42486, "Y4": 0.7338, "page": 0, "Index": 281}, {"Word": "Some", "Confidence": 0.994, "X1": 0.34104, "Y1": 0.7542, "X2": 0.38584, "Y2": 0.754, "X3": 0.38584, "Y3": 0.7708, "X4": 0.34104, "Y4": 0.7708, "page": 0, "Index": 282}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.39017, "Y1": 0.7542, "X2": 0.45954, "Y2": 0.754, "X3": 0.45954, "Y3": 0.7718, "X4": 0.39017, "Y4": 0.7708, "page": 0, "Index": 283}, {"Word": "say", "Confidence": 0.998, "X1": 0.46387, "Y1": 0.7542, "X2": 0.49277, "Y2": 0.754, "X3": 0.49277, "Y3": 0.7718, "X4": 0.46387, "Y4": 0.7718, "page": 0, "Index": 284}, {"Word": "they", "Confidence": 0.987, "X1": 0.49711, "Y1": 0.7542, "X2": 0.53179, "Y2": 0.754, "X3": 0.53179, "Y3": 0.7718, "X4": 0.49711, "Y4": 0.7718, "page": 0, "Index": 285}, {"Word": "have", "Confidence": 0.991, "X1": 0.53613, "Y1": 0.7542, "X2": 0.57659, "Y2": 0.754, "X3": 0.57659, "Y3": 0.7718, "X4": 0.53613, "Y4": 0.7718, "page": 0, "Index": 286}, {"Word": "switched", "Confidence": 0.995, "X1": 0.58092, "Y1": 0.7542, "X2": 0.65751, "Y2": 0.754, "X3": 0.65751, "Y3": 0.7718, "X4": 0.58237, "Y4": 0.7718, "page": 0, "Index": 287}, {"Word": "to", "Confidence": 0.996, "X1": 0.66185, "Y1": 0.7542, "X2": 0.67919, "Y2": 0.754, "X3": 0.67919, "Y3": 0.7718, "X4": 0.66185, "Y4": 0.7718, "page": 0, "Index": 288}, {"Word": "Eclipse,", "Confidence": 0.965, "X1": 0.68353, "Y1": 0.7542, "X2": 0.75289, "Y2": 0.754, "X3": 0.75289, "Y3": 0.7718, "X4": 0.68353, "Y4": 0.7718, "page": 0, "Index": 289}, {"Word": "although", "Confidence": 0.996, "X1": 0.75723, "Y1": 0.7542, "X2": 0.82803, "Y2": 0.754, "X3": 0.82803, "Y3": 0.7718, "X4": 0.75867, "Y4": 0.7718, "page": 0, "Index": 290}, {"Word": "locating", "Confidence": 0.992, "X1": 0.83382, "Y1": 0.7542, "X2": 0.90607, "Y2": 0.754, "X3": 0.90751, "Y3": 0.7718, "X4": 0.83382, "Y4": 0.7718, "page": 0, "Index": 291}, {"Word": "them", "Confidence": 0.993, "X1": 0.34249, "Y1": 0.7722, "X2": 0.37861, "Y2": 0.772, "X3": 0.37861, "Y3": 0.7888, "X4": 0.34249, "Y4": 0.7888, "page": 0, "Index": 292}, {"Word": "was", "Confidence": 0.998, "X1": 0.38439, "Y1": 0.7722, "X2": 0.41618, "Y2": 0.772, "X3": 0.41618, "Y3": 0.7888, "X4": 0.38439, "Y4": 0.7888, "page": 0, "Index": 293}, {"Word": "not", "Confidence": 0.998, "X1": 0.42197, "Y1": 0.7722, "X2": 0.44798, "Y2": 0.772, "X3": 0.44798, "Y3": 0.7888, "X4": 0.42197, "Y4": 0.7888, "page": 0, "Index": 294}, {"Word": "easy.", "Confidence": 0.615, "X1": 0.45376, "Y1": 0.7722, "X2": 0.49711, "Y2": 0.772, "X3": 0.49711, "Y3": 0.7888, "X4": 0.45376, "Y4": 0.7888, "page": 0, "Index": 295}, {"Word": "(The", "Confidence": 0.936, "X1": 0.50145, "Y1": 0.7722, "X2": 0.54046, "Y2": 0.772, "X3": 0.54046, "Y3": 0.7898, "X4": 0.50145, "Y4": 0.7888, "page": 0, "Index": 296}, {"Word": "manufacturer", "Confidence": 0.969, "X1": 0.5448, "Y1": 0.7722, "X2": 0.65751, "Y2": 0.772, "X3": 0.65607, "Y3": 0.7898, "X4": 0.5448, "Y4": 0.7898, "page": 0, "Index": 297}, {"Word": "agreed", "Confidence": 0.626, "X1": 0.66185, "Y1": 0.7722, "X2": 0.71821, "Y2": 0.772, "X3": 0.71821, "Y3": 0.7898, "X4": 0.66185, "Y4": 0.7898, "page": 0, "Index": 298}, {"Word": "to", "Confidence": 0.997, "X1": 0.72399, "Y1": 0.7722, "X2": 0.73988, "Y2": 0.772, "X3": 0.73988, "Y3": 0.7898, "X4": 0.72399, "Y4": 0.7898, "page": 0, "Index": 299}, {"Word": "provide", "Confidence": 0.995, "X1": 0.74566, "Y1": 0.7722, "X2": 0.80925, "Y2": 0.772, "X3": 0.8078, "Y3": 0.7898, "X4": 0.74566, "Y4": 0.7898, "page": 0, "Index": 300}, {"Word": "names", "Confidence": 0.979, "X1": 0.81358, "Y1": 0.7722, "X2": 0.8685, "Y2": 0.772, "X3": 0.8685, "Y3": 0.7898, "X4": 0.81358, "Y4": 0.7898, "page": 0, "Index": 301}, {"Word": "and", "Confidence": 0.998, "X1": 0.87428, "Y1": 0.7722, "X2": 0.90751, "Y2": 0.772, "X3": 0.90751, "Y3": 0.7888, "X4": 0.87283, "Y4": 0.7898, "page": 0, "Index": 302}, {"Word": "phone", "Confidence": 0.57, "X1": 0.34104, "Y1": 0.7902, "X2": 0.38873, "Y2": 0.79, "X3": 0.38873, "Y3": 0.8068, "X4": 0.34104, "Y4": 0.8058, "page": 0, "Index": 303}, {"Word": "numbers", "Confidence": 0.996, "X1": 0.39306, "Y1": 0.7902, "X2": 0.46532, "Y2": 0.79, "X3": 0.46532, "Y3": 0.8068, "X4": 0.39306, "Y4": 0.8068, "page": 0, "Index": 304}, {"Word": "of", "Confidence": 0.998, "X1": 0.4711, "Y1": 0.7892, "X2": 0.48844, "Y2": 0.789, "X3": 0.48844, "Y3": 0.8068, "X4": 0.4711, "Y4": 0.8068, "page": 0, "Index": 305}, {"Word": "several", "Confidence": 0.996, "X1": 0.49277, "Y1": 0.7892, "X2": 0.55202, "Y2": 0.789, "X3": 0.55058, "Y3": 0.8068, "X4": 0.49277, "Y4": 0.8068, "page": 0, "Index": 306}, {"Word": "Eclipse", "Confidence": 0.995, "X1": 0.55636, "Y1": 0.7902, "X2": 0.62139, "Y2": 0.79, "X3": 0.61994, "Y3": 0.8068, "X4": 0.55636, "Y4": 0.8068, "page": 0, "Index": 307}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.62572, "Y1": 0.7902, "X2": 0.69509, "Y2": 0.79, "X3": 0.69509, "Y3": 0.8068, "X4": 0.62572, "Y4": 0.8068, "page": 0, "Index": 308}, {"Word": "along", "Confidence": 0.998, "X1": 0.69942, "Y1": 0.7902, "X2": 0.74855, "Y2": 0.79, "X3": 0.74711, "Y3": 0.8068, "X4": 0.69942, "Y4": 0.8068, "page": 0, "Index": 309}, {"Word": "with", "Confidence": 0.989, "X1": 0.75289, "Y1": 0.7902, "X2": 0.79046, "Y2": 0.79, "X3": 0.78902, "Y3": 0.8068, "X4": 0.75289, "Y4": 0.8068, "page": 0, "Index": 310}, {"Word": "an", "Confidence": 0.998, "X1": 0.7948, "Y1": 0.7912, "X2": 0.81503, "Y2": 0.791, "X3": 0.81358, "Y3": 0.8068, "X4": 0.7948, "Y4": 0.8068, "page": 0, "Index": 311}, {"Word": "assurance", "Confidence": 0.995, "X1": 0.81936, "Y1": 0.7922, "X2": 0.90607, "Y2": 0.792, "X3": 0.90462, "Y3": 0.8068, "X4": 0.81792, "Y4": 0.8068, "page": 0, "Index": 312}, {"Word": "that", "Confidence": 0.982, "X1": 0.34104, "Y1": 0.8082, "X2": 0.3685, "Y2": 0.808, "X3": 0.3685, "Y3": 0.8248, "X4": 0.34104, "Y4": 0.8248, "page": 0, "Index": 313}, {"Word": "they", "Confidence": 0.991, "X1": 0.37283, "Y1": 0.8082, "X2": 0.4104, "Y2": 0.808, "X3": 0.41185, "Y3": 0.8248, "X4": 0.37283, "Y4": 0.8248, "page": 0, "Index": 314}, {"Word": "were", "Confidence": 0.732, "X1": 0.41618, "Y1": 0.8082, "X2": 0.4552, "Y2": 0.808, "X3": 0.4552, "Y3": 0.8248, "X4": 0.41618, "Y4": 0.8248, "page": 0, "Index": 315}, {"Word": "not", "Confidence": 0.998, "X1": 0.45954, "Y1": 0.8082, "X2": 0.48699, "Y2": 0.808, "X3": 0.48699, "Y3": 0.8248, "X4": 0.45954, "Y4": 0.8248, "page": 0, "Index": 316}, {"Word": "involved", "Confidence": 0.995, "X1": 0.49133, "Y1": 0.8082, "X2": 0.56503, "Y2": 0.808, "X3": 0.56503, "Y3": 0.8248, "X4": 0.49133, "Y4": 0.8248, "page": 0, "Index": 317}, {"Word": "in", "Confidence": 0.998, "X1": 0.57081, "Y1": 0.8082, "X2": 0.58815, "Y2": 0.808, "X3": 0.58815, "Y3": 0.8248, "X4": 0.57081, "Y4": 0.8248, "page": 0, "Index": 318}, {"Word": "promotional", "Confidence": 0.993, "X1": 0.59249, "Y1": 0.8082, "X2": 0.69653, "Y2": 0.808, "X3": 0.69653, "Y3": 0.8248, "X4": 0.59249, "Y4": 0.8248, "page": 0, "Index": 319}, {"Word": "efforts", "Confidence": 0.827, "X1": 0.70087, "Y1": 0.8082, "X2": 0.75723, "Y2": 0.808, "X3": 0.75578, "Y3": 0.8248, "X4": 0.70087, "Y4": 0.8248, "page": 0, "Index": 320}, {"Word": "of", "Confidence": 0.998, "X1": 0.76156, "Y1": 0.8092, "X2": 0.7789, "Y2": 0.809, "X3": 0.7789, "Y3": 0.8248, "X4": 0.76156, "Y4": 0.8248, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.78324, "Y1": 0.8092, "X2": 0.80925, "Y2": 0.809, "X3": 0.8078, "Y3": 0.8248, "X4": 0.78324, "Y4": 0.8248, "page": 0, "Index": 322}, {"Word": "new", "Confidence": 0.812, "X1": 0.81358, "Y1": 0.8092, "X2": 0.84971, "Y2": 0.809, "X3": 0.84827, "Y3": 0.8248, "X4": 0.81358, "Y4": 0.8248, "page": 0, "Index": 323}, {"Word": "brand.)", "Confidence": 0.963, "X1": 0.3396, "Y1": 0.8262, "X2": 0.40318, "Y2": 0.826, "X3": 0.40318, "Y3": 0.8428, "X4": 0.3396, "Y4": 0.8418, "page": 0, "Index": 324}, {"Word": "John", "Confidence": 0.987, "X1": 0.34104, "Y1": 0.8622, "X2": 0.37861, "Y2": 0.862, "X3": 0.37717, "Y3": 0.8788, "X4": 0.34104, "Y4": 0.8788, "page": 0, "Index": 325}, {"Word": "Sobey", "Confidence": 0.991, "X1": 0.38295, "Y1": 0.8622, "X2": 0.43497, "Y2": 0.862, "X3": 0.43353, "Y3": 0.8788, "X4": 0.38295, "Y4": 0.8788, "page": 0, "Index": 326}, {"Word": "Jr.", "Confidence": 0.998, "X1": 0.43931, "Y1": 0.8632, "X2": 0.45954, "Y2": 0.863, "X3": 0.45954, "Y3": 0.8788, "X4": 0.43931, "Y4": 0.8788, "page": 0, "Index": 327}, {"Word": "of", "Confidence": 0.998, "X1": 0.46532, "Y1": 0.8632, "X2": 0.4841, "Y2": 0.863, "X3": 0.48266, "Y3": 0.8798, "X4": 0.46387, "Y4": 0.8788, "page": 0, "Index": 328}, {"Word": "San", "Confidence": 0.998, "X1": 0.48844, "Y1": 0.8632, "X2": 0.52168, "Y2": 0.863, "X3": 0.52023, "Y3": 0.8798, "X4": 0.48699, "Y4": 0.8798, "page": 0, "Index": 329}, {"Word": "Antonio", "Confidence": 0.994, "X1": 0.52601, "Y1": 0.8632, "X2": 0.59249, "Y2": 0.863, "X3": 0.59249, "Y3": 0.8798, "X4": 0.52457, "Y4": 0.8798, "page": 0, "Index": 330}, {"Word": "says", "Confidence": 0.989, "X1": 0.59827, "Y1": 0.8642, "X2": 0.63439, "Y2": 0.864, "X3": 0.63295, "Y3": 0.8798, "X4": 0.59682, "Y4": 0.8798, "page": 0, "Index": 331}, {"Word": "he", "Confidence": 0.998, "X1": 0.63873, "Y1": 0.8642, "X2": 0.65896, "Y2": 0.864, "X3": 0.65751, "Y3": 0.8798, "X4": 0.63728, "Y4": 0.8798, "page": 0, "Index": 332}, {"Word": "has", "Confidence": 0.998, "X1": 0.66329, "Y1": 0.8642, "X2": 0.69364, "Y2": 0.864, "X3": 0.6922, "Y3": 0.8798, "X4": 0.66329, "Y4": 0.8798, "page": 0, "Index": 333}, {"Word": "smoked", "Confidence": 0.779, "X1": 0.69798, "Y1": 0.8632, "X2": 0.76445, "Y2": 0.863, "X3": 0.76301, "Y3": 0.8788, "X4": 0.69653, "Y4": 0.8798, "page": 0, "Index": 334}, {"Word": "nothing", "Confidence": 0.996, "X1": 0.76879, "Y1": 0.8632, "X2": 0.83382, "Y2": 0.863, "X3": 0.83382, "Y3": 0.8788, "X4": 0.76734, "Y4": 0.8788, "page": 0, "Index": 335}, {"Word": "but", "Confidence": 0.998, "X1": 0.8396, "Y1": 0.8632, "X2": 0.87139, "Y2": 0.863, "X3": 0.86994, "Y3": 0.8788, "X4": 0.83815, "Y4": 0.8788, "page": 0, "Index": 336}, {"Word": "Eclipse", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.8802, "X2": 0.39884, "Y2": 0.88, "X3": 0.39884, "Y3": 0.8978, "X4": 0.3396, "Y4": 0.8968, "page": 0, "Index": 337}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.40462, "Y1": 0.8802, "X2": 0.4841, "Y2": 0.88, "X3": 0.4841, "Y3": 0.8978, "X4": 0.40462, "Y4": 0.8978, "page": 0, "Index": 338}, {"Word": "since", "Confidence": 0.996, "X1": 0.48988, "Y1": 0.8802, "X2": 0.53179, "Y2": 0.88, "X3": 0.53179, "Y3": 0.8978, "X4": 0.48988, "Y4": 0.8978, "page": 0, "Index": 339}, {"Word": "he", "Confidence": 0.997, "X1": 0.53613, "Y1": 0.8802, "X2": 0.55491, "Y2": 0.88, "X3": 0.55491, "Y3": 0.8978, "X4": 0.53613, "Y4": 0.8978, "page": 0, "Index": 340}, {"Word": "first", "Confidence": 0.997, "X1": 0.56069, "Y1": 0.8812, "X2": 0.59538, "Y2": 0.881, "X3": 0.59538, "Y3": 0.8978, "X4": 0.55925, "Y4": 0.8978, "page": 0, "Index": 341}, {"Word": "bought", "Confidence": 0.995, "X1": 0.59971, "Y1": 0.8812, "X2": 0.65896, "Y2": 0.881, "X3": 0.65751, "Y3": 0.8978, "X4": 0.59971, "Y4": 0.8978, "page": 0, "Index": 342}, {"Word": "them", "Confidence": 0.986, "X1": 0.66329, "Y1": 0.8812, "X2": 0.7052, "Y2": 0.881, "X3": 0.7052, "Y3": 0.8978, "X4": 0.66329, "Y4": 0.8978, "page": 0, "Index": 343}, {"Word": "over", "Confidence": 0.949, "X1": 0.71243, "Y1": 0.8812, "X2": 0.74855, "Y2": 0.881, "X3": 0.74855, "Y3": 0.8978, "X4": 0.71098, "Y4": 0.8978, "page": 0, "Index": 344}, {"Word": "the", "Confidence": 0.998, "X1": 0.75434, "Y1": 0.8812, "X2": 0.7789, "Y2": 0.881, "X3": 0.7789, "Y3": 0.8978, "X4": 0.75289, "Y4": 0.8978, "page": 0, "Index": 345}, {"Word": "Internet", "Confidence": 0.941, "X1": 0.78468, "Y1": 0.8812, "X2": 0.85116, "Y2": 0.881, "X3": 0.84971, "Y3": 0.8968, "X4": 0.78324, "Y4": 0.8978, "page": 0, "Index": 346}, {"Word": "five", "Confidence": 0.989, "X1": 0.85549, "Y1": 0.8812, "X2": 0.89306, "Y2": 0.881, "X3": 0.89306, "Y3": 0.8968, "X4": 0.85549, "Y4": 0.8968, "page": 0, "Index": 347}, {"Word": "53059", "Confidence": 0.631, "X1": 0.99711, "Y1": 0.9052, "X2": 0.99711, "Y2": 0.905, "X3": 0.98266, "Y3": 0.9048, "X4": 0.98555, "Y4": 0.8608, "page": 0, "Index": 348}, {"Word": "assin", "Confidence": 0.087, "X1": 0.34104, "Y1": 0.8982, "X2": 0.38873, "Y2": 0.898, "X3": 0.38873, "Y3": 0.9098, "X4": 0.34104, "Y4": 0.9098, "page": 0, "Index": 349}, {"Word": "manthe", "Confidence": 0.177, "X1": 0.39451, "Y1": 0.8982, "X2": 0.45665, "Y2": 0.898, "X3": 0.4552, "Y3": 0.9108, "X4": 0.39306, "Y4": 0.9098, "page": 0, "Index": 350}, {"Word": "ans", "Confidence": 0.456, "X1": 0.45954, "Y1": 0.8982, "X2": 0.48988, "Y2": 0.898, "X3": 0.48988, "Y3": 0.9108, "X4": 0.45954, "Y4": 0.9108, "page": 0, "Index": 351}, {"Word": "The", "Confidence": 0.307, "X1": 0.50289, "Y1": 0.8982, "X2": 0.53179, "Y2": 0.898, "X3": 0.53179, "Y3": 0.9108, "X4": 0.50145, "Y4": 0.9108, "page": 0, "Index": 352}, {"Word": "cakenan", "Confidence": 0.186, "X1": 0.53613, "Y1": 0.8982, "X2": 0.6026, "Y2": 0.898, "X3": 0.6026, "Y3": 0.9108, "X4": 0.53468, "Y4": 0.9108, "page": 0, "Index": 353}, {"Word": "anunansehn", "Confidence": 0.066, "X1": 0.60694, "Y1": 0.8982, "X2": 0.70954, "Y2": 0.898, "X3": 0.70954, "Y3": 0.9108, "X4": 0.60549, "Y4": 0.9108, "page": 0, "Index": 354}, {"Word": "anlimited", "Confidence": 0.372, "X1": 0.72399, "Y1": 0.8982, "X2": 0.7948, "Y2": 0.898, "X3": 0.79335, "Y3": 0.9108, "X4": 0.72399, "Y4": 0.9108, "page": 0, "Index": 355}, {"Word": "Line", "Confidence": 0.144, "X1": 0.79769, "Y1": 0.8982, "X2": 0.83671, "Y2": 0.898, "X3": 0.83526, "Y3": 0.9108, "X4": 0.79624, "Y4": 0.9108, "page": 0, "Index": 356}, {"Word": "dinaatt", "Confidence": 0.176, "X1": 0.8396, "Y1": 0.8982, "X2": 0.88584, "Y2": 0.898, "X3": 0.88584, "Y3": 0.9098, "X4": 0.8396, "Y4": 0.9108, "page": 0, "Index": 357}, {"Word": "..", "Confidence": 0.136, "X1": 0.89017, "Y1": 0.8982, "X2": 0.90896, "Y2": 0.898, "X3": 0.90751, "Y3": 0.9098, "X4": 0.88873, "Y4": 0.9098, "page": 0, "Index": 358}, {"Word": "0785", "Confidence": 0.984, "X1": 0.99855, "Y1": 0.9532, "X2": 0.99711, "Y2": 0.953, "X3": 0.97977, "Y3": 0.9528, "X4": 0.98121, "Y4": 0.9178, "page": 0, "Index": 359}, {"Word": "-", "Confidence": 0.839, "X1": 0.93208, "Y1": 0.9812, "X2": 0.93208, "Y2": 0.981, "X3": 0.92197, "Y3": 0.9808, "X4": 0.92197, "Y4": 0.9768, "page": 0, "Index": 360}, {"Word": "R0000001025065044", "Confidence": 0.991, "X1": 0.00289, "Y1": 0.9762, "X2": 0.20665, "Y2": 0.976, "X3": 0.20665, "Y3": 0.9928, "X4": 0.00289, "Y4": 0.9918, "page": 0, "Index": 361}]}	"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"
ffbm0221	0	{"lines_data": [{"Word": "P: Solalowestomi DellLong Distance", "Confidence": 0.20175, "X1": 0.49277, "Y1": 0.0732, "X2": 0.78324, "Y2": 0.073, "X3": 0.78179, "Y3": 0.0918, "X4": 0.49277, "Y4": 0.0908, "page": 0}, {"Word": "Home page", "Confidence": 0.988, "X1": 0.13873, "Y1": 0.4052, "X2": 0.24566, "Y2": 0.405, "X3": 0.24566, "Y3": 0.4188, "X4": 0.13873, "Y4": 0.4198, "page": 0}, {"Word": "A new smoke in town", "Confidence": 0.9956, "X1": 0.33815, "Y1": 0.4352, "X2": 0.62861, "Y2": 0.435, "X3": 0.62861, "Y3": 0.4568, "X4": 0.33815, "Y4": 0.4578, "page": 0}, {"Word": "Dallas is a test market for Eclipse, which R. J. Reynolds", "Confidence": 0.99527, "X1": 0.33815, "Y1": 0.4782, "X2": 0.90318, "Y2": 0.478, "X3": 0.90318, "Y3": 0.4978, "X4": 0.33815, "Y4": 0.4978, "page": 0}, {"Word": "Business", "Confidence": 0.805, "X1": 0.14884, "Y1": 0.4922, "X2": 0.21965, "Y2": 0.492, "X3": 0.21965, "Y3": 0.5048, "X4": 0.1474, "Y4": 0.5038, "page": 0}, {"Word": "says may be a 'safer' cigarette. But is it really healthier?", "Confidence": 0.89718, "X1": 0.33526, "Y1": 0.4982, "X2": 0.90462, "Y2": 0.498, "X3": 0.90607, "Y3": 0.5178, "X4": 0.33526, "Y4": 0.5198, "page": 0}, {"Word": "Entertainment", "Confidence": 0.906, "X1": 0.14884, "Y1": 0.5132, "X2": 0.26301, "Y2": 0.513, "X3": 0.26301, "Y3": 0.5268, "X4": 0.14884, "Y4": 0.5268, "page": 0}, {"Word": "Food", "Confidence": 0.985, "X1": 0.1474, "Y1": 0.5352, "X2": 0.18786, "Y2": 0.535, "X3": 0.18786, "Y3": 0.5478, "X4": 0.1474, "Y4": 0.5478, "page": 0}, {"Word": "10/11/2000", "Confidence": 0.992, "X1": 0.3396, "Y1": 0.5372, "X2": 0.42197, "Y2": 0.537, "X3": 0.42197, "Y3": 0.5508, "X4": 0.3396, "Y4": 0.5518, "page": 0}, {"Word": "GuldeLive", "Confidence": 0.897, "X1": 0.14595, "Y1": 0.5572, "X2": 0.22977, "Y2": 0.557, "X3": 0.22977, "Y3": 0.5708, "X4": 0.14595, "Y4": 0.5718, "page": 0}, {"Word": "By Sherry Jacobson / The Dallas Morning News", "Confidence": 0.98337, "X1": 0.33671, "Y1": 0.5702, "X2": 0.69942, "Y2": 0.57, "X3": 0.69942, "Y3": 0.5858, "X4": 0.33671, "Y4": 0.5868, "page": 0}, {"Word": "Health \| Science", "Confidence": 0.781, "X1": 0.14595, "Y1": 0.5792, "X2": 0.2789, "Y2": 0.579, "X3": 0.2789, "Y3": 0.5938, "X4": 0.14595, "Y4": 0.5938, "page": 0}, {"Word": "House & Garden", "Confidence": 0.993, "X1": 0.14595, "Y1": 0.6032, "X2": 0.28035, "Y2": 0.603, "X3": 0.28035, "Y3": 0.6158, "X4": 0.14595, "Y4": 0.6158, "page": 0}, {"Word": "After 35 years of smoking and two unsuccessful attempts to quit,", "Confidence": 0.87518, "X1": 0.33815, "Y1": 0.6042, "X2": 0.88295, "Y2": 0.604, "X3": 0.88295, "Y3": 0.6228, "X4": 0.33815, "Y4": 0.6218, "page": 0}, {"Word": "Lottery", "Confidence": 0.996, "X1": 0.1474, "Y1": 0.6262, "X2": 0.2052, "Y2": 0.626, "X3": 0.2052, "Y3": 0.6388, "X4": 0.1474, "Y4": 0.6378, "page": 0}, {"Word": "Lee Allen wishes he had the willpower to put cigarettes away for", "Confidence": 0.97258, "X1": 0.33671, "Y1": 0.6222, "X2": 0.88439, "Y2": 0.622, "X3": 0.88439, "Y3": 0.6398, "X4": 0.33671, "Y4": 0.6398, "page": 0}, {"Word": "good. In lieu of that, he would settle for a healthier brand of", "Confidence": 0.90892, "X1": 0.33815, "Y1": 0.6412, "X2": 0.84104, "Y2": 0.641, "X3": 0.84249, "Y3": 0.6578, "X4": 0.33815, "Y4": 0.6588, "page": 0}, {"Word": "Metro \| Obituaries", "Confidence": 0.619, "X1": 0.1474, "Y1": 0.6472, "X2": 0.29335, "Y2": 0.647, "X3": 0.29335, "Y3": 0.6618, "X4": 0.1474, "Y4": 0.6608, "page": 0}, {"Word": "cigarettes, he says, if there were such a thing,", "Confidence": 0.912, "X1": 0.33815, "Y1": 0.6592, "X2": 0.71676, "Y2": 0.659, "X3": 0.71676, "Y3": 0.6758, "X4": 0.33815, "Y4": 0.6768, "page": 0}, {"Word": "National \| World", "Confidence": 0.67367, "X1": 0.1474, "Y1": 0.6682, "X2": 0.27746, "Y2": 0.668, "X3": 0.27746, "Y3": 0.6828, "X4": 0.1474, "Y4": 0.6828, "page": 0}, {"Word": "Opinion", "Confidence": 0.9, "X1": 0.14595, "Y1": 0.6912, "X2": 0.21243, "Y2": 0.691, "X3": 0.21243, "Y3": 0.7048, "X4": 0.14595, "Y4": 0.7048, "page": 0}, {"Word": "Politics", "Confidence": 0.636, "X1": 0.1474, "Y1": 0.7142, "X2": 0.20665, "Y2": 0.714, "X3": 0.2052, "Y3": 0.7278, "X4": 0.14595, "Y4": 0.7268, "page": 0}, {"Word": "\"I'm a very healthy", "Confidence": 0.98525, "X1": 0.3396, "Y1": 0.7142, "X2": 0.5, "Y2": 0.714, "X3": 0.49855, "Y3": 0.7318, "X4": 0.3396, "Y4": 0.7308, "page": 0}, {"Word": "person,\" insists the trim,", "Confidence": 0.99225, "X1": 0.33815, "Y1": 0.7332, "X2": 0.54335, "Y2": 0.733, "X3": 0.5448, "Y3": 0.7478, "X4": 0.33815, "Y4": 0.7488, "page": 0}, {"Word": "Religion", "Confidence": 0.606, "X1": 0.14595, "Y1": 0.7362, "X2": 0.21387, "Y2": 0.736, "X3": 0.21387, "Y3": 0.7498, "X4": 0.14595, "Y4": 0.7508, "page": 0}, {"Word": "ncatly dressed, 47-year-old", "Confidence": 0.94467, "X1": 0.33815, "Y1": 0.7512, "X2": 0.56792, "Y2": 0.751, "X3": 0.56792, "Y3": 0.7668, "X4": 0.33815, "Y4": 0.7678, "page": 0}, {"Word": "Sports Day", "Confidence": 0.997, "X1": 0.14595, "Y1": 0.7592, "X2": 0.24133, "Y2": 0.759, "X3": 0.23988, "Y3": 0.7738, "X4": 0.14595, "Y4": 0.7728, "page": 0}, {"Word": "owner of a Dallas", "Confidence": 0.8995, "X1": 0.33815, "Y1": 0.7692, "X2": 0.48844, "Y2": 0.769, "X3": 0.48844, "Y3": 0.7848, "X4": 0.33815, "Y4": 0.7858, "page": 0}, {"Word": "Technology", "Confidence": 0.965, "X1": 0.14595, "Y1": 0.7812, "X2": 0.24277, "Y2": 0.781, "X3": 0.24277, "Y3": 0.7958, "X4": 0.14595, "Y4": 0.7948, "page": 0}, {"Word": "construction company.", "Confidence": 0.993, "X1": 0.33815, "Y1": 0.7882, "X2": 0.53035, "Y2": 0.788, "X3": 0.53035, "Y3": 0.8038, "X4": 0.33815, "Y4": 0.8028, "page": 0}, {"Word": "Texas Living", "Confidence": 0.969, "X1": 0.14595, "Y1": 0.8032, "X2": 0.25, "Y2": 0.803, "X3": 0.25, "Y3": 0.8178, "X4": 0.14595, "Y4": 0.8168, "page": 0}, {"Word": "\"But it's just a matter of", "Confidence": 0.96, "X1": 0.34393, "Y1": 0.8042, "X2": 0.54191, "Y2": 0.804, "X3": 0.54191, "Y3": 0.8208, "X4": 0.34393, "Y4": 0.8208, "page": 0}, {"Word": "Texas & Southwest", "Confidence": 0.99333, "X1": 0.1474, "Y1": 0.8242, "X2": 0.30491, "Y2": 0.824, "X3": 0.30491, "Y3": 0.8388, "X4": 0.1474, "Y4": 0.8388, "page": 0}, {"Word": "time if you smoke your", "Confidence": 0.9952, "X1": 0.33815, "Y1": 0.8232, "X2": 0.53757, "Y2": 0.823, "X3": 0.53757, "Y3": 0.8398, "X4": 0.33815, "Y4": 0.8388, "page": 0}, {"Word": "whole life. There's no", "Confidence": 0.898, "X1": 0.3396, "Y1": 0.8412, "X2": 0.52312, "Y2": 0.841, "X3": 0.52312, "Y3": 0.8558, "X4": 0.3396, "Y4": 0.8558, "page": 0}, {"Word": "Travel", "Confidence": 0.799, "X1": 0.14595, "Y1": 0.8472, "X2": 0.20087, "Y2": 0.847, "X3": 0.19942, "Y3": 0.8598, "X4": 0.14595, "Y4": 0.8598, "page": 0}, {"Word": "doubt it's bad for you.\"", "Confidence": 0.9772, "X1": 0.33671, "Y1": 0.8592, "X2": 0.53179, "Y2": 0.859, "X3": 0.53324, "Y3": 0.8748, "X4": 0.33671, "Y4": 0.8758, "page": 0}, {"Word": "Anamva Katdoch / DMN", "Confidence": 0.45825, "X1": 0.77457, "Y1": 0.8612, "X2": 0.90751, "Y2": 0.861, "X3": 0.90751, "Y3": 0.8718, "X4": 0.77457, "Y4": 0.8718, "page": 0}, {"Word": "Weather", "Confidence": 0.996, "X1": 0.1474, "Y1": 0.8702, "X2": 0.21965, "Y2": 0.87, "X3": 0.21965, "Y3": 0.8828, "X4": 0.1474, "Y4": 0.8828, "page": 0}, {"Word": "With the Eclipse cigarette, a carbon tip is lit.", "Confidence": 0.90611, "X1": 0.57514, "Y1": 0.8732, "X2": 0.90607, "Y2": 0.873, "X3": 0.90607, "Y3": 0.8858, "X4": 0.57514, "Y4": 0.8858, "page": 0}, {"Word": "Smoke from a regular cigarette has a", "Confidence": 0.92671, "X1": 0.57514, "Y1": 0.8862, "X2": 0.85694, "Y2": 0.886, "X3": 0.85694, "Y3": 0.8978, "X4": 0.57514, "Y4": 0.8968, "page": 0}, {"Word": "Contact us", "Confidence": 0.9965, "X1": 0.14884, "Y1": 0.8912, "X2": 0.24566, "Y2": 0.891, "X3": 0.24566, "Y3": 0.9068, "X4": 0.14884, "Y4": 0.9068, "page": 0}, {"Word": "R.J. Reynolds Tobacco", "Confidence": 0.993, "X1": 0.33671, "Y1": 0.8952, "X2": 0.53468, "Y2": 0.895, "X3": 0.53468, "Y3": 0.9118, "X4": 0.33671, "Y4": 0.9128, "page": 0}, {"Word": "greater concentration of tar.", "Confidence": 0.9555, "X1": 0.57659, "Y1": 0.8982, "X2": 0.79335, "Y2": 0.898, "X3": 0.79335, "Y3": 0.9098, "X4": 0.57659, "Y4": 0.9108, "page": 0}, {"Word": "R0000001025065044", "Confidence": 0.989, "X1": 0.00145, "Y1": 0.9752, "X2": 0.20809, "Y2": 0.975, "X3": 0.20809, "Y3": 0.9918, "X4": 0.00145, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "P:", "Confidence": 0.003, "X1": 0.49422, "Y1": 0.0732, "X2": 0.5159, "Y2": 0.073, "X3": 0.5159, "Y3": 0.0918, "X4": 0.49422, "Y4": 0.0918, "page": 0, "Index": 0}, {"Word": "Solalowestomi", "Confidence": 0.136, "X1": 0.52023, "Y1": 0.0732, "X2": 0.62717, "Y2": 0.073, "X3": 0.62717, "Y3": 0.0908, "X4": 0.52168, "Y4": 0.0918, "page": 0, "Index": 1}, {"Word": "DellLong", "Confidence": 0.061, "X1": 0.63295, "Y1": 0.0732, "X2": 0.70087, "Y2": 0.073, "X3": 0.70087, "Y3": 0.0908, "X4": 0.63295, "Y4": 0.0908, "page": 0, "Index": 2}, {"Word": "Distance", "Confidence": 0.607, "X1": 0.70665, "Y1": 0.0742, "X2": 0.78179, "Y2": 0.074, "X3": 0.78035, "Y3": 0.0918, "X4": 0.70665, "Y4": 0.0908, "page": 0, "Index": 3}, {"Word": "Home", "Confidence": 0.987, "X1": 0.14306, "Y1": 0.4062, "X2": 0.19509, "Y2": 0.406, "X3": 0.19509, "Y3": 0.4188, "X4": 0.14162, "Y4": 0.4198, "page": 0, "Index": 4}, {"Word": "page", "Confidence": 0.989, "X1": 0.20087, "Y1": 0.4062, "X2": 0.24422, "Y2": 0.406, "X3": 0.24422, "Y3": 0.4188, "X4": 0.19942, "Y4": 0.4188, "page": 0, "Index": 5}, {"Word": "new", "Confidence": 0.998, "X1": 0.36272, "Y1": 0.4362, "X2": 0.41474, "Y2": 0.436, "X3": 0.41618, "Y3": 0.4578, "X4": 0.36416, "Y4": 0.4588, "page": 0, "Index": 6}, {"Word": "smoke", "Confidence": 0.998, "X1": 0.4263, "Y1": 0.4362, "X2": 0.51301, "Y2": 0.436, "X3": 0.51445, "Y3": 0.4578, "X4": 0.42775, "Y4": 0.4578, "page": 0, "Index": 7}, {"Word": "in", "Confidence": 0.998, "X1": 0.51879, "Y1": 0.4362, "X2": 0.54624, "Y2": 0.436, "X3": 0.54769, "Y3": 0.4578, "X4": 0.52023, "Y4": 0.4578, "page": 0, "Index": 8}, {"Word": "town", "Confidence": 0.989, "X1": 0.55347, "Y1": 0.4362, "X2": 0.62428, "Y2": 0.436, "X3": 0.62572, "Y3": 0.4568, "X4": 0.55347, "Y4": 0.4578, "page": 0, "Index": 9}, {"Word": "A", "Confidence": 0.995, "X1": 0.33815, "Y1": 0.4362, "X2": 0.35694, "Y2": 0.436, "X3": 0.35694, "Y3": 0.4588, "X4": 0.33815, "Y4": 0.4588, "page": 0, "Index": 10}, {"Word": "Dallas", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.4792, "X2": 0.39884, "Y2": 0.479, "X3": 0.3974, "Y3": 0.4978, "X4": 0.33815, "Y4": 0.4978, "page": 0, "Index": 11}, {"Word": "is", "Confidence": 0.998, "X1": 0.40462, "Y1": 0.4792, "X2": 0.41908, "Y2": 0.479, "X3": 0.41908, "Y3": 0.4978, "X4": 0.40318, "Y4": 0.4978, "page": 0, "Index": 12}, {"Word": "a", "Confidence": 0.995, "X1": 0.42486, "Y1": 0.4792, "X2": 0.43786, "Y2": 0.479, "X3": 0.43786, "Y3": 0.4978, "X4": 0.42486, "Y4": 0.4978, "page": 0, "Index": 13}, {"Word": "test", "Confidence": 0.987, "X1": 0.44364, "Y1": 0.4792, "X2": 0.47977, "Y2": 0.479, "X3": 0.47832, "Y3": 0.4978, "X4": 0.44364, "Y4": 0.4978, "page": 0, "Index": 14}, {"Word": "Business", "Confidence": 0.805, "X1": 0.14884, "Y1": 0.4922, "X2": 0.21821, "Y2": 0.492, "X3": 0.21821, "Y3": 0.5058, "X4": 0.14884, "Y4": 0.5038, "page": 0, "Index": 15}, {"Word": "market", "Confidence": 0.997, "X1": 0.48555, "Y1": 0.4792, "X2": 0.5578, "Y2": 0.479, "X3": 0.5578, "Y3": 0.4988, "X4": 0.4841, "Y4": 0.4988, "page": 0, "Index": 16}, {"Word": "for", "Confidence": 0.998, "X1": 0.56358, "Y1": 0.4792, "X2": 0.59393, "Y2": 0.479, "X3": 0.59393, "Y3": 0.4988, "X4": 0.56358, "Y4": 0.4988, "page": 0, "Index": 17}, {"Word": "Eclipse,", "Confidence": 0.995, "X1": 0.59971, "Y1": 0.4792, "X2": 0.68064, "Y2": 0.479, "X3": 0.67919, "Y3": 0.4988, "X4": 0.59827, "Y4": 0.4988, "page": 0, "Index": 18}, {"Word": "which", "Confidence": 0.998, "X1": 0.68497, "Y1": 0.4792, "X2": 0.74566, "Y2": 0.479, "X3": 0.74566, "Y3": 0.4988, "X4": 0.68497, "Y4": 0.4988, "page": 0, "Index": 19}, {"Word": "R.", "Confidence": 0.997, "X1": 0.75145, "Y1": 0.4792, "X2": 0.77601, "Y2": 0.479, "X3": 0.77601, "Y3": 0.4988, "X4": 0.75145, "Y4": 0.4988, "page": 0, "Index": 20}, {"Word": "J.", "Confidence": 0.998, "X1": 0.78179, "Y1": 0.4782, "X2": 0.79769, "Y2": 0.478, "X3": 0.79769, "Y3": 0.4988, "X4": 0.78179, "Y4": 0.4988, "page": 0, "Index": 21}, {"Word": "Reynolds", "Confidence": 0.991, "X1": 0.80347, "Y1": 0.4782, "X2": 0.90318, "Y2": 0.478, "X3": 0.90318, "Y3": 0.4988, "X4": 0.80347, "Y4": 0.4988, "page": 0, "Index": 22}, {"Word": "Entertainment", "Confidence": 0.906, "X1": 0.15029, "Y1": 0.5132, "X2": 0.26301, "Y2": 0.513, "X3": 0.26301, "Y3": 0.5278, "X4": 0.14884, "Y4": 0.5268, "page": 0, "Index": 23}, {"Word": "says", "Confidence": 0.996, "X1": 0.33671, "Y1": 0.5012, "X2": 0.37717, "Y2": 0.501, "X3": 0.37572, "Y3": 0.5198, "X4": 0.33671, "Y4": 0.5208, "page": 0, "Index": 24}, {"Word": "may", "Confidence": 0.998, "X1": 0.38295, "Y1": 0.5012, "X2": 0.42775, "Y2": 0.501, "X3": 0.4263, "Y3": 0.5198, "X4": 0.3815, "Y4": 0.5198, "page": 0, "Index": 25}, {"Word": "be", "Confidence": 0.998, "X1": 0.43353, "Y1": 0.5002, "X2": 0.45665, "Y2": 0.5, "X3": 0.4552, "Y3": 0.5198, "X4": 0.43208, "Y4": 0.5198, "page": 0, "Index": 26}, {"Word": "a", "Confidence": 0.995, "X1": 0.46243, "Y1": 0.5002, "X2": 0.47399, "Y2": 0.5, "X3": 0.47254, "Y3": 0.5198, "X4": 0.46098, "Y4": 0.5198, "page": 0, "Index": 27}, {"Word": "'safer'", "Confidence": 0.993, "X1": 0.47977, "Y1": 0.4992, "X2": 0.54335, "Y2": 0.499, "X3": 0.54191, "Y3": 0.5198, "X4": 0.47832, "Y4": 0.5198, "page": 0, "Index": 28}, {"Word": "cigarette.", "Confidence": 0.604, "X1": 0.54913, "Y1": 0.4992, "X2": 0.64162, "Y2": 0.499, "X3": 0.64017, "Y3": 0.5198, "X4": 0.54769, "Y4": 0.5198, "page": 0, "Index": 29}, {"Word": "But", "Confidence": 0.998, "X1": 0.6474, "Y1": 0.4992, "X2": 0.68353, "Y2": 0.499, "X3": 0.68353, "Y3": 0.5198, "X4": 0.64595, "Y4": 0.5198, "page": 0, "Index": 30}, {"Word": "is", "Confidence": 0.998, "X1": 0.68931, "Y1": 0.4992, "X2": 0.7052, "Y2": 0.499, "X3": 0.70376, "Y3": 0.5198, "X4": 0.68931, "Y4": 0.5198, "page": 0, "Index": 31}, {"Word": "it", "Confidence": 0.998, "X1": 0.71098, "Y1": 0.4992, "X2": 0.72832, "Y2": 0.499, "X3": 0.72832, "Y3": 0.5198, "X4": 0.70954, "Y4": 0.5198, "page": 0, "Index": 32}, {"Word": "really", "Confidence": 0.648, "X1": 0.7341, "Y1": 0.4992, "X2": 0.79046, "Y2": 0.499, "X3": 0.78902, "Y3": 0.5188, "X4": 0.7341, "Y4": 0.5198, "page": 0, "Index": 33}, {"Word": "healthier?", "Confidence": 0.643, "X1": 0.79624, "Y1": 0.4992, "X2": 0.90462, "Y2": 0.499, "X3": 0.90318, "Y3": 0.5188, "X4": 0.7948, "Y4": 0.5188, "page": 0, "Index": 34}, {"Word": "Food", "Confidence": 0.985, "X1": 0.1474, "Y1": 0.5352, "X2": 0.18642, "Y2": 0.535, "X3": 0.18642, "Y3": 0.5478, "X4": 0.1474, "Y4": 0.5478, "page": 0, "Index": 35}, {"Word": "10/11/2000", "Confidence": 0.992, "X1": 0.3396, "Y1": 0.5372, "X2": 0.42197, "Y2": 0.537, "X3": 0.42052, "Y3": 0.5518, "X4": 0.3396, "Y4": 0.5528, "page": 0, "Index": 36}, {"Word": "GuldeLive", "Confidence": 0.897, "X1": 0.1474, "Y1": 0.5582, "X2": 0.22832, "Y2": 0.558, "X3": 0.22688, "Y3": 0.5718, "X4": 0.1474, "Y4": 0.5728, "page": 0, "Index": 37}, {"Word": "By", "Confidence": 0.998, "X1": 0.33671, "Y1": 0.5712, "X2": 0.35694, "Y2": 0.571, "X3": 0.35694, "Y3": 0.5878, "X4": 0.33671, "Y4": 0.5878, "page": 0, "Index": 38}, {"Word": "Sherry", "Confidence": 0.996, "X1": 0.36127, "Y1": 0.5712, "X2": 0.41185, "Y2": 0.571, "X3": 0.41185, "Y3": 0.5868, "X4": 0.36127, "Y4": 0.5878, "page": 0, "Index": 39}, {"Word": "Jacobson", "Confidence": 0.987, "X1": 0.41763, "Y1": 0.5712, "X2": 0.48555, "Y2": 0.571, "X3": 0.4841, "Y3": 0.5868, "X4": 0.41618, "Y4": 0.5868, "page": 0, "Index": 40}, {"Word": "/", "Confidence": 0.995, "X1": 0.48988, "Y1": 0.5712, "X2": 0.49711, "Y2": 0.571, "X3": 0.49711, "Y3": 0.5868, "X4": 0.48988, "Y4": 0.5868, "page": 0, "Index": 41}, {"Word": "The", "Confidence": 0.993, "X1": 0.50145, "Y1": 0.5712, "X2": 0.5289, "Y2": 0.571, "X3": 0.52746, "Y3": 0.5868, "X4": 0.50145, "Y4": 0.5868, "page": 0, "Index": 42}, {"Word": "Dallas", "Confidence": 0.991, "X1": 0.53324, "Y1": 0.5712, "X2": 0.57948, "Y2": 0.571, "X3": 0.57948, "Y3": 0.5868, "X4": 0.53179, "Y4": 0.5868, "page": 0, "Index": 43}, {"Word": "Morning", "Confidence": 0.962, "X1": 0.58382, "Y1": 0.5712, "X2": 0.64884, "Y2": 0.571, "X3": 0.64884, "Y3": 0.5858, "X4": 0.58382, "Y4": 0.5868, "page": 0, "Index": 44}, {"Word": "News", "Confidence": 0.945, "X1": 0.65318, "Y1": 0.5712, "X2": 0.69942, "Y2": 0.571, "X3": 0.69942, "Y3": 0.5858, "X4": 0.65318, "Y4": 0.5858, "page": 0, "Index": 45}, {"Word": "Health", "Confidence": 0.994, "X1": 0.14884, "Y1": 0.5802, "X2": 0.19942, "Y2": 0.58, "X3": 0.19798, "Y3": 0.5948, "X4": 0.1474, "Y4": 0.5938, "page": 0, "Index": 46}, {"Word": "\|", "Confidence": 0.941, "X1": 0.20376, "Y1": 0.5802, "X2": 0.20954, "Y2": 0.58, "X3": 0.20809, "Y3": 0.5948, "X4": 0.20231, "Y4": 0.5948, "page": 0, "Index": 47}, {"Word": "Science", "Confidence": 0.408, "X1": 0.21243, "Y1": 0.5802, "X2": 0.27746, "Y2": 0.58, "X3": 0.27601, "Y3": 0.5948, "X4": 0.21243, "Y4": 0.5948, "page": 0, "Index": 48}, {"Word": "House", "Confidence": 0.994, "X1": 0.14884, "Y1": 0.6032, "X2": 0.19653, "Y2": 0.603, "X3": 0.19509, "Y3": 0.6158, "X4": 0.1474, "Y4": 0.6158, "page": 0, "Index": 49}, {"Word": "&", "Confidence": 0.988, "X1": 0.19942, "Y1": 0.6032, "X2": 0.21243, "Y2": 0.603, "X3": 0.21098, "Y3": 0.6168, "X4": 0.19798, "Y4": 0.6158, "page": 0, "Index": 50}, {"Word": "Garden", "Confidence": 0.997, "X1": 0.21821, "Y1": 0.6032, "X2": 0.27746, "Y2": 0.603, "X3": 0.27601, "Y3": 0.6168, "X4": 0.21676, "Y4": 0.6168, "page": 0, "Index": 51}, {"Word": "After", "Confidence": 0.993, "X1": 0.34104, "Y1": 0.6052, "X2": 0.3815, "Y2": 0.605, "X3": 0.37861, "Y3": 0.6228, "X4": 0.33815, "Y4": 0.6228, "page": 0, "Index": 52}, {"Word": "35", "Confidence": 0.998, "X1": 0.38584, "Y1": 0.6052, "X2": 0.40751, "Y2": 0.605, "X3": 0.40607, "Y3": 0.6228, "X4": 0.38439, "Y4": 0.6228, "page": 0, "Index": 53}, {"Word": "years", "Confidence": 0.222, "X1": 0.41329, "Y1": 0.6052, "X2": 0.45665, "Y2": 0.605, "X3": 0.45376, "Y3": 0.6228, "X4": 0.4104, "Y4": 0.6228, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.998, "X1": 0.46098, "Y1": 0.6052, "X2": 0.47832, "Y2": 0.605, "X3": 0.47688, "Y3": 0.6228, "X4": 0.45954, "Y4": 0.6228, "page": 0, "Index": 55}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.48266, "Y1": 0.6052, "X2": 0.55491, "Y2": 0.605, "X3": 0.55347, "Y3": 0.6228, "X4": 0.48121, "Y4": 0.6228, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.56069, "Y1": 0.6052, "X2": 0.59104, "Y2": 0.605, "X3": 0.58815, "Y3": 0.6228, "X4": 0.55925, "Y4": 0.6228, "page": 0, "Index": 57}, {"Word": "two", "Confidence": 0.881, "X1": 0.59538, "Y1": 0.6052, "X2": 0.62717, "Y2": 0.605, "X3": 0.62572, "Y3": 0.6228, "X4": 0.59393, "Y4": 0.6228, "page": 0, "Index": 58}, {"Word": "unsuccessful", "Confidence": 0.909, "X1": 0.63295, "Y1": 0.6052, "X2": 0.73988, "Y2": 0.605, "X3": 0.73844, "Y3": 0.6228, "X4": 0.6315, "Y4": 0.6228, "page": 0, "Index": 59}, {"Word": "attempts", "Confidence": 0.886, "X1": 0.74422, "Y1": 0.6052, "X2": 0.81503, "Y2": 0.605, "X3": 0.81358, "Y3": 0.6228, "X4": 0.74277, "Y4": 0.6228, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.97, "X1": 0.82081, "Y1": 0.6052, "X2": 0.83526, "Y2": 0.605, "X3": 0.83382, "Y3": 0.6228, "X4": 0.81936, "Y4": 0.6228, "page": 0, "Index": 61}, {"Word": "quit,", "Confidence": 0.777, "X1": 0.8396, "Y1": 0.6052, "X2": 0.88439, "Y2": 0.605, "X3": 0.88295, "Y3": 0.6228, "X4": 0.8396, "Y4": 0.6228, "page": 0, "Index": 62}, {"Word": "Lottery", "Confidence": 0.996, "X1": 0.14884, "Y1": 0.6272, "X2": 0.2052, "Y2": 0.627, "X3": 0.20376, "Y3": 0.6398, "X4": 0.1474, "Y4": 0.6378, "page": 0, "Index": 63}, {"Word": "Lee", "Confidence": 0.888, "X1": 0.33815, "Y1": 0.6242, "X2": 0.3685, "Y2": 0.624, "X3": 0.3685, "Y3": 0.6398, "X4": 0.33815, "Y4": 0.6398, "page": 0, "Index": 64}, {"Word": "Allen", "Confidence": 0.997, "X1": 0.37283, "Y1": 0.6242, "X2": 0.41908, "Y2": 0.624, "X3": 0.41908, "Y3": 0.6398, "X4": 0.37283, "Y4": 0.6398, "page": 0, "Index": 65}, {"Word": "wishes", "Confidence": 0.943, "X1": 0.42486, "Y1": 0.6242, "X2": 0.47977, "Y2": 0.624, "X3": 0.48121, "Y3": 0.6408, "X4": 0.42486, "Y4": 0.6398, "page": 0, "Index": 66}, {"Word": "he", "Confidence": 0.997, "X1": 0.48555, "Y1": 0.6242, "X2": 0.50434, "Y2": 0.624, "X3": 0.50578, "Y3": 0.6408, "X4": 0.48555, "Y4": 0.6408, "page": 0, "Index": 67}, {"Word": "had", "Confidence": 0.998, "X1": 0.51012, "Y1": 0.6242, "X2": 0.54046, "Y2": 0.624, "X3": 0.54191, "Y3": 0.6408, "X4": 0.51012, "Y4": 0.6408, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.54624, "Y1": 0.6242, "X2": 0.57225, "Y2": 0.624, "X3": 0.57225, "Y3": 0.6408, "X4": 0.54624, "Y4": 0.6408, "page": 0, "Index": 69}, {"Word": "willpower", "Confidence": 0.952, "X1": 0.57803, "Y1": 0.6232, "X2": 0.66185, "Y2": 0.623, "X3": 0.66185, "Y3": 0.6408, "X4": 0.57803, "Y4": 0.6408, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.956, "X1": 0.66618, "Y1": 0.6232, "X2": 0.68208, "Y2": 0.623, "X3": 0.68353, "Y3": 0.6408, "X4": 0.66618, "Y4": 0.6408, "page": 0, "Index": 71}, {"Word": "put", "Confidence": 0.966, "X1": 0.68786, "Y1": 0.6232, "X2": 0.71387, "Y2": 0.623, "X3": 0.71387, "Y3": 0.6408, "X4": 0.68786, "Y4": 0.6408, "page": 0, "Index": 72}, {"Word": "cigarettes", "Confidence": 0.991, "X1": 0.71821, "Y1": 0.6232, "X2": 0.79913, "Y2": 0.623, "X3": 0.80058, "Y3": 0.6408, "X4": 0.71965, "Y4": 0.6408, "page": 0, "Index": 73}, {"Word": "away", "Confidence": 0.987, "X1": 0.80491, "Y1": 0.6232, "X2": 0.84827, "Y2": 0.623, "X3": 0.84971, "Y3": 0.6408, "X4": 0.80491, "Y4": 0.6408, "page": 0, "Index": 74}, {"Word": "for", "Confidence": 0.998, "X1": 0.85405, "Y1": 0.6232, "X2": 0.88295, "Y2": 0.623, "X3": 0.88439, "Y3": 0.6408, "X4": 0.85405, "Y4": 0.6408, "page": 0, "Index": 75}, {"Word": "that,", "Confidence": 0.996, "X1": 0.46965, "Y1": 0.6422, "X2": 0.50723, "Y2": 0.642, "X3": 0.50723, "Y3": 0.6578, "X4": 0.46965, "Y4": 0.6588, "page": 0, "Index": 76}, {"Word": "he", "Confidence": 0.941, "X1": 0.51301, "Y1": 0.6422, "X2": 0.53324, "Y2": 0.642, "X3": 0.53324, "Y3": 0.6578, "X4": 0.51156, "Y4": 0.6578, "page": 0, "Index": 77}, {"Word": "would", "Confidence": 0.997, "X1": 0.53757, "Y1": 0.6412, "X2": 0.5896, "Y2": 0.641, "X3": 0.58815, "Y3": 0.6578, "X4": 0.53757, "Y4": 0.6578, "page": 0, "Index": 78}, {"Word": "settle", "Confidence": 0.885, "X1": 0.59393, "Y1": 0.6412, "X2": 0.63873, "Y2": 0.641, "X3": 0.63873, "Y3": 0.6578, "X4": 0.59393, "Y4": 0.6578, "page": 0, "Index": 79}, {"Word": "for", "Confidence": 0.998, "X1": 0.64306, "Y1": 0.6412, "X2": 0.66908, "Y2": 0.641, "X3": 0.66908, "Y3": 0.6578, "X4": 0.64306, "Y4": 0.6578, "page": 0, "Index": 80}, {"Word": "a", "Confidence": 0.995, "X1": 0.67341, "Y1": 0.6412, "X2": 0.68208, "Y2": 0.641, "X3": 0.68064, "Y3": 0.6578, "X4": 0.67341, "Y4": 0.6578, "page": 0, "Index": 81}, {"Word": "healthier", "Confidence": 0.603, "X1": 0.68642, "Y1": 0.6412, "X2": 0.76156, "Y2": 0.641, "X3": 0.76156, "Y3": 0.6578, "X4": 0.68642, "Y4": 0.6578, "page": 0, "Index": 82}, {"Word": "brand", "Confidence": 0.752, "X1": 0.7659, "Y1": 0.6412, "X2": 0.81358, "Y2": 0.641, "X3": 0.81358, "Y3": 0.6578, "X4": 0.7659, "Y4": 0.6578, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.81792, "Y1": 0.6412, "X2": 0.84249, "Y2": 0.641, "X3": 0.84249, "Y3": 0.6578, "X4": 0.81792, "Y4": 0.6578, "page": 0, "Index": 84}, {"Word": "Metro", "Confidence": 0.994, "X1": 0.14884, "Y1": 0.6472, "X2": 0.19364, "Y2": 0.647, "X3": 0.1922, "Y3": 0.6608, "X4": 0.1474, "Y4": 0.6608, "page": 0, "Index": 85}, {"Word": "\|", "Confidence": 0.251, "X1": 0.19653, "Y1": 0.6472, "X2": 0.20231, "Y2": 0.647, "X3": 0.20087, "Y3": 0.6608, "X4": 0.19653, "Y4": 0.6608, "page": 0, "Index": 86}, {"Word": "Obituaries", "Confidence": 0.612, "X1": 0.20665, "Y1": 0.6482, "X2": 0.29335, "Y2": 0.648, "X3": 0.29335, "Y3": 0.6628, "X4": 0.2052, "Y4": 0.6608, "page": 0, "Index": 87}, {"Word": "good.", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.6422, "X2": 0.38295, "Y2": 0.642, "X3": 0.38295, "Y3": 0.6588, "X4": 0.33815, "Y4": 0.6588, "page": 0, "Index": 88}, {"Word": "In", "Confidence": 0.993, "X1": 0.38873, "Y1": 0.6422, "X2": 0.40607, "Y2": 0.642, "X3": 0.40462, "Y3": 0.6588, "X4": 0.38728, "Y4": 0.6588, "page": 0, "Index": 89}, {"Word": "lieu", "Confidence": 0.669, "X1": 0.4104, "Y1": 0.6422, "X2": 0.4422, "Y2": 0.642, "X3": 0.4422, "Y3": 0.6588, "X4": 0.4104, "Y4": 0.6588, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.998, "X1": 0.44798, "Y1": 0.6422, "X2": 0.46532, "Y2": 0.642, "X3": 0.46387, "Y3": 0.6588, "X4": 0.44653, "Y4": 0.6588, "page": 0, "Index": 91}, {"Word": "cigarettes,", "Confidence": 0.62, "X1": 0.3396, "Y1": 0.6602, "X2": 0.42052, "Y2": 0.66, "X3": 0.42052, "Y3": 0.6778, "X4": 0.3396, "Y4": 0.6778, "page": 0, "Index": 92}, {"Word": "he", "Confidence": 0.996, "X1": 0.4263, "Y1": 0.6602, "X2": 0.44509, "Y2": 0.66, "X3": 0.44509, "Y3": 0.6768, "X4": 0.4263, "Y4": 0.6768, "page": 0, "Index": 93}, {"Word": "says,", "Confidence": 0.997, "X1": 0.45087, "Y1": 0.6602, "X2": 0.49133, "Y2": 0.66, "X3": 0.49133, "Y3": 0.6768, "X4": 0.45087, "Y4": 0.6768, "page": 0, "Index": 94}, {"Word": "if", "Confidence": 0.998, "X1": 0.49711, "Y1": 0.6592, "X2": 0.51156, "Y2": 0.659, "X3": 0.51012, "Y3": 0.6768, "X4": 0.49566, "Y4": 0.6768, "page": 0, "Index": 95}, {"Word": "there", "Confidence": 0.983, "X1": 0.5159, "Y1": 0.6592, "X2": 0.55636, "Y2": 0.659, "X3": 0.55636, "Y3": 0.6768, "X4": 0.5159, "Y4": 0.6768, "page": 0, "Index": 96}, {"Word": "were", "Confidence": 0.989, "X1": 0.56214, "Y1": 0.6592, "X2": 0.6026, "Y2": 0.659, "X3": 0.6026, "Y3": 0.6768, "X4": 0.56214, "Y4": 0.6768, "page": 0, "Index": 97}, {"Word": "such", "Confidence": 0.989, "X1": 0.60838, "Y1": 0.6602, "X2": 0.6474, "Y2": 0.66, "X3": 0.64595, "Y3": 0.6768, "X4": 0.60694, "Y4": 0.6768, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.998, "X1": 0.65173, "Y1": 0.6602, "X2": 0.6604, "Y2": 0.66, "X3": 0.65896, "Y3": 0.6768, "X4": 0.65173, "Y4": 0.6768, "page": 0, "Index": 99}, {"Word": "thing,", "Confidence": 0.638, "X1": 0.66474, "Y1": 0.6602, "X2": 0.71821, "Y2": 0.66, "X3": 0.71676, "Y3": 0.6768, "X4": 0.66474, "Y4": 0.6768, "page": 0, "Index": 100}, {"Word": "National", "Confidence": 0.991, "X1": 0.15029, "Y1": 0.6692, "X2": 0.21243, "Y2": 0.669, "X3": 0.21098, "Y3": 0.6838, "X4": 0.14884, "Y4": 0.6838, "page": 0, "Index": 101}, {"Word": "\|", "Confidence": 0.326, "X1": 0.21676, "Y1": 0.6692, "X2": 0.22399, "Y2": 0.669, "X3": 0.22254, "Y3": 0.6838, "X4": 0.21532, "Y4": 0.6838, "page": 0, "Index": 102}, {"Word": "World", "Confidence": 0.704, "X1": 0.22832, "Y1": 0.6692, "X2": 0.27746, "Y2": 0.669, "X3": 0.27601, "Y3": 0.6838, "X4": 0.22688, "Y4": 0.6838, "page": 0, "Index": 103}, {"Word": "Opinion", "Confidence": 0.9, "X1": 0.1474, "Y1": 0.6922, "X2": 0.20954, "Y2": 0.692, "X3": 0.20954, "Y3": 0.7058, "X4": 0.1474, "Y4": 0.7058, "page": 0, "Index": 104}, {"Word": "Politics", "Confidence": 0.636, "X1": 0.1474, "Y1": 0.7142, "X2": 0.20665, "Y2": 0.714, "X3": 0.20665, "Y3": 0.7278, "X4": 0.1474, "Y4": 0.7268, "page": 0, "Index": 105}, {"Word": "\"I'm", "Confidence": 0.963, "X1": 0.34104, "Y1": 0.7152, "X2": 0.36994, "Y2": 0.715, "X3": 0.36994, "Y3": 0.7308, "X4": 0.3396, "Y4": 0.7308, "page": 0, "Index": 106}, {"Word": "a", "Confidence": 0.998, "X1": 0.37717, "Y1": 0.7152, "X2": 0.38728, "Y2": 0.715, "X3": 0.38584, "Y3": 0.7318, "X4": 0.37572, "Y4": 0.7308, "page": 0, "Index": 107}, {"Word": "very", "Confidence": 0.989, "X1": 0.39162, "Y1": 0.7152, "X2": 0.4263, "Y2": 0.715, "X3": 0.4263, "Y3": 0.7318, "X4": 0.39017, "Y4": 0.7318, "page": 0, "Index": 108}, {"Word": "healthy", "Confidence": 0.991, "X1": 0.43208, "Y1": 0.7152, "X2": 0.49855, "Y2": 0.715, "X3": 0.49855, "Y3": 0.7318, "X4": 0.43064, "Y4": 0.7318, "page": 0, "Index": 109}, {"Word": "trim,", "Confidence": 0.991, "X1": 0.5, "Y1": 0.7342, "X2": 0.54335, "Y2": 0.734, "X3": 0.54335, "Y3": 0.7478, "X4": 0.49855, "Y4": 0.7488, "page": 0, "Index": 110}, {"Word": "Religion", "Confidence": 0.606, "X1": 0.14884, "Y1": 0.7372, "X2": 0.21243, "Y2": 0.737, "X3": 0.21098, "Y3": 0.7508, "X4": 0.1474, "Y4": 0.7508, "page": 0, "Index": 111}, {"Word": "person,\"", "Confidence": 0.985, "X1": 0.33815, "Y1": 0.7342, "X2": 0.40751, "Y2": 0.734, "X3": 0.40751, "Y3": 0.7498, "X4": 0.33815, "Y4": 0.7498, "page": 0, "Index": 112}, {"Word": "insists", "Confidence": 0.995, "X1": 0.41185, "Y1": 0.7332, "X2": 0.46387, "Y2": 0.733, "X3": 0.46387, "Y3": 0.7488, "X4": 0.41185, "Y4": 0.7498, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.46821, "Y1": 0.7332, "X2": 0.49566, "Y2": 0.733, "X3": 0.49422, "Y3": 0.7488, "X4": 0.46821, "Y4": 0.7488, "page": 0, "Index": 114}, {"Word": "ncatly", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.7522, "X2": 0.38873, "Y2": 0.752, "X3": 0.38728, "Y3": 0.7678, "X4": 0.33815, "Y4": 0.7678, "page": 0, "Index": 115}, {"Word": "dressed,", "Confidence": 0.852, "X1": 0.39306, "Y1": 0.7522, "X2": 0.46098, "Y2": 0.752, "X3": 0.45954, "Y3": 0.7678, "X4": 0.39162, "Y4": 0.7678, "page": 0, "Index": 116}, {"Word": "47-year-old", "Confidence": 0.991, "X1": 0.46532, "Y1": 0.7512, "X2": 0.56792, "Y2": 0.751, "X3": 0.56647, "Y3": 0.7678, "X4": 0.46532, "Y4": 0.7678, "page": 0, "Index": 117}, {"Word": "Sports", "Confidence": 0.996, "X1": 0.1474, "Y1": 0.7592, "X2": 0.19798, "Y2": 0.759, "X3": 0.19798, "Y3": 0.7728, "X4": 0.1474, "Y4": 0.7728, "page": 0, "Index": 118}, {"Word": "Day", "Confidence": 0.998, "X1": 0.20231, "Y1": 0.7592, "X2": 0.23844, "Y2": 0.759, "X3": 0.23699, "Y3": 0.7738, "X4": 0.20087, "Y4": 0.7728, "page": 0, "Index": 119}, {"Word": "owner", "Confidence": 0.608, "X1": 0.33815, "Y1": 0.7702, "X2": 0.39017, "Y2": 0.77, "X3": 0.39017, "Y3": 0.7858, "X4": 0.33815, "Y4": 0.7848, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.998, "X1": 0.39451, "Y1": 0.7702, "X2": 0.41185, "Y2": 0.77, "X3": 0.41185, "Y3": 0.7858, "X4": 0.39451, "Y4": 0.7858, "page": 0, "Index": 121}, {"Word": "a", "Confidence": 0.995, "X1": 0.41763, "Y1": 0.7702, "X2": 0.4263, "Y2": 0.77, "X3": 0.42486, "Y3": 0.7858, "X4": 0.41618, "Y4": 0.7858, "page": 0, "Index": 122}, {"Word": "Dallas", "Confidence": 0.997, "X1": 0.43064, "Y1": 0.7702, "X2": 0.48699, "Y2": 0.77, "X3": 0.48699, "Y3": 0.7848, "X4": 0.42919, "Y4": 0.7858, "page": 0, "Index": 123}, {"Word": "Technology", "Confidence": 0.965, "X1": 0.14884, "Y1": 0.7822, "X2": 0.23988, "Y2": 0.782, "X3": 0.23844, "Y3": 0.7958, "X4": 0.1474, "Y4": 0.7948, "page": 0, "Index": 124}, {"Word": "construction", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.7892, "X2": 0.44075, "Y2": 0.789, "X3": 0.44075, "Y3": 0.8028, "X4": 0.33815, "Y4": 0.8028, "page": 0, "Index": 125}, {"Word": "company.", "Confidence": 0.995, "X1": 0.44509, "Y1": 0.7892, "X2": 0.53035, "Y2": 0.789, "X3": 0.53035, "Y3": 0.8048, "X4": 0.44509, "Y4": 0.8028, "page": 0, "Index": 126}, {"Word": "Texas", "Confidence": 0.994, "X1": 0.14884, "Y1": 0.8042, "X2": 0.19364, "Y2": 0.804, "X3": 0.1922, "Y3": 0.8168, "X4": 0.1474, "Y4": 0.8168, "page": 0, "Index": 127}, {"Word": "Living", "Confidence": 0.944, "X1": 0.19798, "Y1": 0.8032, "X2": 0.24855, "Y2": 0.803, "X3": 0.24855, "Y3": 0.8178, "X4": 0.19653, "Y4": 0.8168, "page": 0, "Index": 128}, {"Word": "\"But", "Confidence": 0.789, "X1": 0.34393, "Y1": 0.8052, "X2": 0.37572, "Y2": 0.805, "X3": 0.37572, "Y3": 0.8208, "X4": 0.34393, "Y4": 0.8208, "page": 0, "Index": 129}, {"Word": "it's", "Confidence": 0.993, "X1": 0.38006, "Y1": 0.8052, "X2": 0.40607, "Y2": 0.805, "X3": 0.40462, "Y3": 0.8218, "X4": 0.38006, "Y4": 0.8208, "page": 0, "Index": 130}, {"Word": "just", "Confidence": 0.991, "X1": 0.4104, "Y1": 0.8062, "X2": 0.4422, "Y2": 0.806, "X3": 0.44075, "Y3": 0.8218, "X4": 0.4104, "Y4": 0.8218, "page": 0, "Index": 131}, {"Word": "a", "Confidence": 0.995, "X1": 0.44653, "Y1": 0.8062, "X2": 0.4552, "Y2": 0.806, "X3": 0.4552, "Y3": 0.8208, "X4": 0.44653, "Y4": 0.8208, "page": 0, "Index": 132}, {"Word": "matter", "Confidence": 0.994, "X1": 0.45954, "Y1": 0.8062, "X2": 0.51445, "Y2": 0.806, "X3": 0.51301, "Y3": 0.8208, "X4": 0.45954, "Y4": 0.8208, "page": 0, "Index": 133}, {"Word": "of", "Confidence": 0.998, "X1": 0.51879, "Y1": 0.8062, "X2": 0.54335, "Y2": 0.806, "X3": 0.54191, "Y3": 0.8208, "X4": 0.51734, "Y4": 0.8208, "page": 0, "Index": 134}, {"Word": "Texas", "Confidence": 0.994, "X1": 0.14884, "Y1": 0.8252, "X2": 0.19364, "Y2": 0.825, "X3": 0.19364, "Y3": 0.8398, "X4": 0.14884, "Y4": 0.8398, "page": 0, "Index": 135}, {"Word": "&", "Confidence": 0.991, "X1": 0.19798, "Y1": 0.8252, "X2": 0.21098, "Y2": 0.825, "X3": 0.21098, "Y3": 0.8398, "X4": 0.19798, "Y4": 0.8398, "page": 0, "Index": 136}, {"Word": "Southwest", "Confidence": 0.995, "X1": 0.21532, "Y1": 0.8252, "X2": 0.30491, "Y2": 0.825, "X3": 0.30491, "Y3": 0.8398, "X4": 0.21532, "Y4": 0.8398, "page": 0, "Index": 137}, {"Word": "time", "Confidence": 0.992, "X1": 0.3396, "Y1": 0.8242, "X2": 0.37428, "Y2": 0.824, "X3": 0.37283, "Y3": 0.8398, "X4": 0.33815, "Y4": 0.8398, "page": 0, "Index": 138}, {"Word": "if", "Confidence": 0.998, "X1": 0.37861, "Y1": 0.8242, "X2": 0.39451, "Y2": 0.824, "X3": 0.39306, "Y3": 0.8398, "X4": 0.37861, "Y4": 0.8398, "page": 0, "Index": 139}, {"Word": "you", "Confidence": 0.998, "X1": 0.39884, "Y1": 0.8242, "X2": 0.42919, "Y2": 0.824, "X3": 0.42919, "Y3": 0.8398, "X4": 0.39884, "Y4": 0.8398, "page": 0, "Index": 140}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.43353, "Y1": 0.8242, "X2": 0.48988, "Y2": 0.824, "X3": 0.48844, "Y3": 0.8398, "X4": 0.43353, "Y4": 0.8398, "page": 0, "Index": 141}, {"Word": "your", "Confidence": 0.991, "X1": 0.49422, "Y1": 0.8242, "X2": 0.53757, "Y2": 0.824, "X3": 0.53757, "Y3": 0.8398, "X4": 0.49277, "Y4": 0.8398, "page": 0, "Index": 142}, {"Word": "whole", "Confidence": 0.611, "X1": 0.34104, "Y1": 0.8422, "X2": 0.38873, "Y2": 0.842, "X3": 0.38873, "Y3": 0.8568, "X4": 0.3396, "Y4": 0.8568, "page": 0, "Index": 143}, {"Word": "life.", "Confidence": 0.991, "X1": 0.39306, "Y1": 0.8422, "X2": 0.43064, "Y2": 0.842, "X3": 0.42919, "Y3": 0.8568, "X4": 0.39306, "Y4": 0.8568, "page": 0, "Index": 144}, {"Word": "There's", "Confidence": 0.993, "X1": 0.43497, "Y1": 0.8422, "X2": 0.49277, "Y2": 0.842, "X3": 0.49133, "Y3": 0.8568, "X4": 0.43353, "Y4": 0.8568, "page": 0, "Index": 145}, {"Word": "no", "Confidence": 0.997, "X1": 0.49711, "Y1": 0.8422, "X2": 0.52168, "Y2": 0.842, "X3": 0.52168, "Y3": 0.8568, "X4": 0.49566, "Y4": 0.8568, "page": 0, "Index": 146}, {"Word": "Travel", "Confidence": 0.799, "X1": 0.14884, "Y1": 0.8472, "X2": 0.19942, "Y2": 0.847, "X3": 0.19942, "Y3": 0.8598, "X4": 0.14884, "Y4": 0.8598, "page": 0, "Index": 147}, {"Word": "doubt", "Confidence": 0.942, "X1": 0.33815, "Y1": 0.8602, "X2": 0.38439, "Y2": 0.86, "X3": 0.38439, "Y3": 0.8758, "X4": 0.33815, "Y4": 0.8758, "page": 0, "Index": 148}, {"Word": "it's", "Confidence": 0.993, "X1": 0.38873, "Y1": 0.8602, "X2": 0.41329, "Y2": 0.86, "X3": 0.41329, "Y3": 0.8758, "X4": 0.38873, "Y4": 0.8758, "page": 0, "Index": 149}, {"Word": "bad", "Confidence": 0.998, "X1": 0.41763, "Y1": 0.8602, "X2": 0.44942, "Y2": 0.86, "X3": 0.44942, "Y3": 0.8758, "X4": 0.41763, "Y4": 0.8758, "page": 0, "Index": 150}, {"Word": "for", "Confidence": 0.998, "X1": 0.45376, "Y1": 0.8602, "X2": 0.47977, "Y2": 0.86, "X3": 0.47832, "Y3": 0.8758, "X4": 0.45376, "Y4": 0.8758, "page": 0, "Index": 151}, {"Word": "you.\"", "Confidence": 0.955, "X1": 0.4841, "Y1": 0.8602, "X2": 0.53179, "Y2": 0.86, "X3": 0.53179, "Y3": 0.8758, "X4": 0.48266, "Y4": 0.8758, "page": 0, "Index": 152}, {"Word": "Anamva", "Confidence": 0.054, "X1": 0.77457, "Y1": 0.8622, "X2": 0.81214, "Y2": 0.862, "X3": 0.81214, "Y3": 0.8728, "X4": 0.77601, "Y4": 0.8728, "page": 0, "Index": 153}, {"Word": "Katdoch", "Confidence": 0.628, "X1": 0.81503, "Y1": 0.8622, "X2": 0.86127, "Y2": 0.862, "X3": 0.86127, "Y3": 0.8728, "X4": 0.81503, "Y4": 0.8728, "page": 0, "Index": 154}, {"Word": "/", "Confidence": 0.265, "X1": 0.86416, "Y1": 0.8622, "X2": 0.8685, "Y2": 0.862, "X3": 0.8685, "Y3": 0.8728, "X4": 0.86416, "Y4": 0.8728, "page": 0, "Index": 155}, {"Word": "DMN", "Confidence": 0.886, "X1": 0.87283, "Y1": 0.8622, "X2": 0.90318, "Y2": 0.862, "X3": 0.90173, "Y3": 0.8728, "X4": 0.87139, "Y4": 0.8728, "page": 0, "Index": 156}, {"Word": "Weather", "Confidence": 0.996, "X1": 0.14884, "Y1": 0.8702, "X2": 0.21965, "Y2": 0.87, "X3": 0.21821, "Y3": 0.8838, "X4": 0.1474, "Y4": 0.8828, "page": 0, "Index": 157}, {"Word": "With", "Confidence": 0.992, "X1": 0.57803, "Y1": 0.8742, "X2": 0.61127, "Y2": 0.874, "X3": 0.60983, "Y3": 0.8858, "X4": 0.57659, "Y4": 0.8848, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.998, "X1": 0.61416, "Y1": 0.8742, "X2": 0.64017, "Y2": 0.874, "X3": 0.63873, "Y3": 0.8858, "X4": 0.61416, "Y4": 0.8858, "page": 0, "Index": 159}, {"Word": "Eclipse", "Confidence": 0.8, "X1": 0.64306, "Y1": 0.8742, "X2": 0.69509, "Y2": 0.874, "X3": 0.69509, "Y3": 0.8858, "X4": 0.64162, "Y4": 0.8858, "page": 0, "Index": 160}, {"Word": "cigarette,", "Confidence": 0.848, "X1": 0.69942, "Y1": 0.8742, "X2": 0.77168, "Y2": 0.874, "X3": 0.77023, "Y3": 0.8858, "X4": 0.69798, "Y4": 0.8858, "page": 0, "Index": 161}, {"Word": "a", "Confidence": 0.998, "X1": 0.77457, "Y1": 0.8742, "X2": 0.78468, "Y2": 0.874, "X3": 0.78324, "Y3": 0.8858, "X4": 0.77457, "Y4": 0.8858, "page": 0, "Index": 162}, {"Word": "carbon", "Confidence": 0.994, "X1": 0.78757, "Y1": 0.8742, "X2": 0.8396, "Y2": 0.874, "X3": 0.83815, "Y3": 0.8858, "X4": 0.78613, "Y4": 0.8858, "page": 0, "Index": 163}, {"Word": "tip", "Confidence": 0.996, "X1": 0.84249, "Y1": 0.8742, "X2": 0.86416, "Y2": 0.874, "X3": 0.86272, "Y3": 0.8858, "X4": 0.84104, "Y4": 0.8858, "page": 0, "Index": 164}, {"Word": "is", "Confidence": 0.998, "X1": 0.86705, "Y1": 0.8742, "X2": 0.87861, "Y2": 0.874, "X3": 0.87717, "Y3": 0.8858, "X4": 0.86561, "Y4": 0.8858, "page": 0, "Index": 165}, {"Word": "lit.", "Confidence": 0.531, "X1": 0.8815, "Y1": 0.8742, "X2": 0.90751, "Y2": 0.874, "X3": 0.90607, "Y3": 0.8848, "X4": 0.8815, "Y4": 0.8858, "page": 0, "Index": 166}, {"Word": "Smoke", "Confidence": 0.997, "X1": 0.57659, "Y1": 0.8862, "X2": 0.62572, "Y2": 0.886, "X3": 0.62572, "Y3": 0.8978, "X4": 0.57659, "Y4": 0.8978, "page": 0, "Index": 167}, {"Word": "from", "Confidence": 0.989, "X1": 0.63006, "Y1": 0.8862, "X2": 0.66185, "Y2": 0.886, "X3": 0.66185, "Y3": 0.8978, "X4": 0.63006, "Y4": 0.8978, "page": 0, "Index": 168}, {"Word": "a", "Confidence": 0.996, "X1": 0.66908, "Y1": 0.8862, "X2": 0.67919, "Y2": 0.886, "X3": 0.67775, "Y3": 0.8978, "X4": 0.66908, "Y4": 0.8978, "page": 0, "Index": 169}, {"Word": "regular", "Confidence": 0.944, "X1": 0.68208, "Y1": 0.8872, "X2": 0.73844, "Y2": 0.887, "X3": 0.73844, "Y3": 0.8978, "X4": 0.68208, "Y4": 0.8978, "page": 0, "Index": 170}, {"Word": "cigarette", "Confidence": 0.57, "X1": 0.74277, "Y1": 0.8872, "X2": 0.80925, "Y2": 0.887, "X3": 0.80925, "Y3": 0.8978, "X4": 0.74133, "Y4": 0.8978, "page": 0, "Index": 171}, {"Word": "has", "Confidence": 0.998, "X1": 0.81214, "Y1": 0.8862, "X2": 0.8396, "Y2": 0.886, "X3": 0.83815, "Y3": 0.8978, "X4": 0.81214, "Y4": 0.8978, "page": 0, "Index": 172}, {"Word": "a", "Confidence": 0.993, "X1": 0.84249, "Y1": 0.8862, "X2": 0.8526, "Y2": 0.886, "X3": 0.8526, "Y3": 0.8978, "X4": 0.84249, "Y4": 0.8978, "page": 0, "Index": 173}, {"Word": "Contact", "Confidence": 0.995, "X1": 0.14884, "Y1": 0.8912, "X2": 0.21532, "Y2": 0.891, "X3": 0.21532, "Y3": 0.9068, "X4": 0.14884, "Y4": 0.9068, "page": 0, "Index": 174}, {"Word": "us", "Confidence": 0.998, "X1": 0.21965, "Y1": 0.8912, "X2": 0.24422, "Y2": 0.891, "X3": 0.24422, "Y3": 0.9068, "X4": 0.21965, "Y4": 0.9068, "page": 0, "Index": 175}, {"Word": "R.J.", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.8962, "X2": 0.37139, "Y2": 0.896, "X3": 0.36994, "Y3": 0.9128, "X4": 0.33815, "Y4": 0.9128, "page": 0, "Index": 176}, {"Word": "Reynolds", "Confidence": 0.994, "X1": 0.37572, "Y1": 0.8962, "X2": 0.4552, "Y2": 0.896, "X3": 0.4552, "Y3": 0.9128, "X4": 0.37428, "Y4": 0.9128, "page": 0, "Index": 177}, {"Word": "Tobacco", "Confidence": 0.994, "X1": 0.45954, "Y1": 0.8972, "X2": 0.53468, "Y2": 0.897, "X3": 0.53468, "Y3": 0.9118, "X4": 0.45954, "Y4": 0.9128, "page": 0, "Index": 178}, {"Word": "greater", "Confidence": 0.888, "X1": 0.57803, "Y1": 0.8982, "X2": 0.6315, "Y2": 0.898, "X3": 0.6315, "Y3": 0.9108, "X4": 0.57659, "Y4": 0.9118, "page": 0, "Index": 179}, {"Word": "concentration", "Confidence": 0.955, "X1": 0.63439, "Y1": 0.8982, "X2": 0.73699, "Y2": 0.898, "X3": 0.73699, "Y3": 0.9098, "X4": 0.63439, "Y4": 0.9108, "page": 0, "Index": 180}, {"Word": "of", "Confidence": 0.998, "X1": 0.74133, "Y1": 0.8982, "X2": 0.75723, "Y2": 0.898, "X3": 0.75723, "Y3": 0.9098, "X4": 0.74133, "Y4": 0.9098, "page": 0, "Index": 181}, {"Word": "tar.", "Confidence": 0.981, "X1": 0.76012, "Y1": 0.8982, "X2": 0.79335, "Y2": 0.898, "X3": 0.79335, "Y3": 0.9098, "X4": 0.76012, "Y4": 0.9098, "page": 0, "Index": 182}, {"Word": "R0000001025065044", "Confidence": 0.989, "X1": 0.00289, "Y1": 0.9752, "X2": 0.20376, "Y2": 0.975, "X3": 0.20376, "Y3": 0.9928, "X4": 0.00289, "Y4": 0.9918, "page": 0, "Index": 183}]}	"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"
ffbm0221	4	{"lines_data": [{"Word": "or six months ago. The tobacco company had solicited him directly", "Confidence": 0.95945, "X1": 0.34104, "Y1": 0.0792, "X2": 0.90318, "Y2": 0.079, "X3": 0.90318, "Y3": 0.0978, "X4": 0.34104, "Y4": 0.0978, "page": 0}, {"Word": "to try the new brand after he entered several R.J. Reynolds's", "Confidence": 0.92909, "X1": 0.34104, "Y1": 0.0972, "X2": 0.84393, "Y2": 0.097, "X3": 0.84393, "Y3": 0.1158, "X4": 0.34104, "Y4": 0.1158, "page": 0}, {"Word": "contests, he says.", "Confidence": 0.99333, "X1": 0.3396, "Y1": 0.1182, "X2": 0.48699, "Y2": 0.118, "X3": 0.48699, "Y3": 0.1338, "X4": 0.3396, "Y4": 0.1328, "page": 0}, {"Word": "\"The taste was good and it really wasn't much different than a", "Confidence": 0.97108, "X1": 0.34249, "Y1": 0.1532, "X2": 0.85838, "Y2": 0.153, "X3": 0.85838, "Y3": 0.1698, "X4": 0.34249, "Y4": 0.1708, "page": 0}, {"Word": "regular cigarette,\" he explains. \"It was after the fourth or fifth pack", "Confidence": 0.90767, "X1": 0.3396, "Y1": 0.1702, "X2": 0.90029, "Y2": 0.17, "X3": 0.90029, "Y3": 0.1888, "X4": 0.34104, "Y4": 0.1898, "page": 0}, {"Word": "that I decided that I liked them.\"", "Confidence": 0.84171, "X1": 0.34104, "Y1": 0.1892, "X2": 0.61561, "Y2": 0.189, "X3": 0.61561, "Y3": 0.2058, "X4": 0.34104, "Y4": 0.2058, "page": 0}, {"Word": "While he was aware of the health claims, Mr. Sobey says, they", "Confidence": 0.92458, "X1": 0.3396, "Y1": 0.2272, "X2": 0.8685, "Y2": 0.227, "X3": 0.8685, "Y3": 0.2438, "X4": 0.3396, "Y4": 0.2428, "page": 0}, {"Word": "weren't the reason he stuck with Eclipse. What he likes best, he", "Confidence": 0.88142, "X1": 0.34249, "Y1": 0.2442, "X2": 0.87283, "Y2": 0.244, "X3": 0.87283, "Y3": 0.2608, "X4": 0.34249, "Y4": 0.2608, "page": 0}, {"Word": "says, is that he doesn't smell like smoke after smoking one. Hc", "Confidence": 0.96533, "X1": 0.34104, "Y1": 0.2632, "X2": 0.86705, "Y2": 0.263, "X3": 0.86705, "Y3": 0.2788, "X4": 0.34104, "Y4": 0.2798, "page": 0}, {"Word": "doesn't need to wash his hands to get rid of the cigarette smell, and", "Confidence": 0.93464, "X1": 0.34104, "Y1": 0.2812, "X2": 0.90173, "Y2": 0.281, "X3": 0.90173, "Y3": 0.2978, "X4": 0.34104, "Y4": 0.2978, "page": 0}, {"Word": "even his wife has told him that he smells better, he reports.", "Confidence": 0.94942, "X1": 0.33815, "Y1": 0.2992, "X2": 0.83526, "Y2": 0.299, "X3": 0.83526, "Y3": 0.3168, "X4": 0.33815, "Y4": 0.3158, "page": 0}, {"Word": "Patricia Teel, an Austin homemaker, says she also found Eclipse to", "Confidence": 0.91018, "X1": 0.3396, "Y1": 0.3352, "X2": 0.90607, "Y2": 0.335, "X3": 0.90607, "Y3": 0.3528, "X4": 0.3396, "Y4": 0.3528, "page": 0}, {"Word": "be preferable to her previous brand because its odor was more", "Confidence": 0.92236, "X1": 0.3396, "Y1": 0.3532, "X2": 0.86127, "Y2": 0.353, "X3": 0.86127, "Y3": 0.3708, "X4": 0.3396, "Y4": 0.3708, "page": 0}, {"Word": "agrecable to her family.", "Confidence": 0.99575, "X1": 0.3396, "Y1": 0.3722, "X2": 0.54191, "Y2": 0.372, "X3": 0.54191, "Y3": 0.3888, "X4": 0.3396, "Y4": 0.3898, "page": 0}, {"Word": "\"I do care about the health part, but that's a small piece of the pic,\"", "Confidence": 0.91913, "X1": 0.34104, "Y1": 0.4072, "X2": 0.89884, "Y2": 0.407, "X3": 0.89884, "Y3": 0.4258, "X4": 0.34104, "Y4": 0.4258, "page": 0}, {"Word": "she says by phone. However, Mrs. Tecl describes how she suffered", "Confidence": 0.92645, "X1": 0.33815, "Y1": 0.4262, "X2": 0.90318, "Y2": 0.426, "X3": 0.90318, "Y3": 0.4428, "X4": 0.33815, "Y4": 0.4438, "page": 0}, {"Word": "headaches and nausea for several days when she began smoking the", "Confidence": 0.96145, "X1": 0.3396, "Y1": 0.4442, "X2": 0.90751, "Y2": 0.444, "X3": 0.90751, "Y3": 0.4628, "X4": 0.3396, "Y4": 0.4608, "page": 0}, {"Word": "new brand. It was not as bad, she recalls, as how she felt during", "Confidence": 0.95221, "X1": 0.34104, "Y1": 0.4622, "X2": 0.87428, "Y2": 0.462, "X3": 0.87428, "Y3": 0.4798, "X4": 0.34104, "Y4": 0.4798, "page": 0}, {"Word": "previous attempts to quit smoking altogether.", "Confidence": 0.957, "X1": 0.33815, "Y1": 0.4802, "X2": 0.7211, "Y2": 0.48, "X3": 0.7211, "Y3": 0.4988, "X4": 0.33815, "Y4": 0.4998, "page": 0}, {"Word": "\"I still felt like I was smoking,\" she says of switching to Eclipse. \"It", "Confidence": 0.92986, "X1": 0.34249, "Y1": 0.5172, "X2": 0.90896, "Y2": 0.517, "X3": 0.90896, "Y3": 0.5358, "X4": 0.34249, "Y4": 0.5348, "page": 0}, {"Word": "still gave me something to do with my hands.\"", "Confidence": 0.98378, "X1": 0.34104, "Y1": 0.5362, "X2": 0.7341, "Y2": 0.536, "X3": 0.7341, "Y3": 0.5538, "X4": 0.34104, "Y4": 0.5548, "page": 0}, {"Word": "A mostly negative reaction to the new brand has forced R.J.", "Confidence": 0.97145, "X1": 0.34104, "Y1": 0.5712, "X2": 0.84393, "Y2": 0.571, "X3": 0.84393, "Y3": 0.5888, "X4": 0.34104, "Y4": 0.5898, "page": 0}, {"Word": "Reynolds to rethink its marketing approach. It didn't set up smoking", "Confidence": 0.99564, "X1": 0.34249, "Y1": 0.5912, "X2": 0.9104, "Y2": 0.591, "X3": 0.9104, "Y3": 0.6068, "X4": 0.34249, "Y4": 0.6068, "page": 0}, {"Word": "rooms at Dallas malls as it had done in Chattanooga, where smokers", "Confidence": 0.99417, "X1": 0.34104, "Y1": 0.6092, "X2": 0.91329, "Y2": 0.609, "X3": 0.91329, "Y3": 0.6248, "X4": 0.34104, "Y4": 0.6258, "page": 0}, {"Word": "sampled the cigarettes and shared their impressions. Likewise,", "Confidence": 0.848, "X1": 0.34104, "Y1": 0.6262, "X2": 0.86561, "Y2": 0.626, "X3": 0.86561, "Y3": 0.6428, "X4": 0.34104, "Y4": 0.6438, "page": 0}, {"Word": "Eclipse isn't being sold yet in Dallas area stores out of concern that", "Confidence": 0.94192, "X1": 0.34104, "Y1": 0.6442, "X2": 0.90318, "Y2": 0.644, "X3": 0.90318, "Y3": 0.6608, "X4": 0.34104, "Y4": 0.6618, "page": 0}, {"Word": "most smokers will not get beyond a single pack.", "Confidence": 0.98889, "X1": 0.3396, "Y1": 0.6622, "X2": 0.74422, "Y2": 0.662, "X3": 0.74422, "Y3": 0.6808, "X4": 0.3396, "Y4": 0.6808, "page": 0}, {"Word": "\"If you just give Eclipse to a smoker and ask them to try it, they", "Confidence": 0.94513, "X1": 0.34249, "Y1": 0.6982, "X2": 0.87428, "Y2": 0.698, "X3": 0.87428, "Y3": 0.7178, "X4": 0.34249, "Y4": 0.7168, "page": 0}, {"Word": "aren't going to like it at first,\" Mr. Moskowitz concedes. \"There are", "Confidence": 0.91375, "X1": 0.34249, "Y1": 0.7162, "X2": 0.90607, "Y2": 0.716, "X3": 0.90607, "Y3": 0.7338, "X4": 0.34249, "Y4": 0.7348, "page": 0}, {"Word": "cnough differences that it requires some education.\"", "Confidence": 0.86014, "X1": 0.3396, "Y1": 0.7342, "X2": 0.7789, "Y2": 0.734, "X3": 0.7789, "Y3": 0.7508, "X4": 0.3396, "Y4": 0.7518, "page": 0}, {"Word": "Marketing effort", "Confidence": 0.994, "X1": 0.33815, "Y1": 0.7712, "X2": 0.49566, "Y2": 0.771, "X3": 0.49566, "Y3": 0.7878, "X4": 0.33815, "Y4": 0.7878, "page": 0}, {"Word": "So far, the local marketing campaign for Eclipse consists of direct-", "Confidence": 0.96482, "X1": 0.3396, "Y1": 0.8072, "X2": 0.90173, "Y2": 0.807, "X3": 0.90173, "Y3": 0.8258, "X4": 0.3396, "Y4": 0.8258, "page": 0}, {"Word": "mail solicitation to known smokers and newspaper and magazine", "Confidence": 0.955, "X1": 0.34104, "Y1": 0.8272, "X2": 0.88728, "Y2": 0.827, "X3": 0.88728, "Y3": 0.8428, "X4": 0.34104, "Y4": 0.8428, "page": 0}, {"Word": "advertisements, both of which direct customers to an R.J. Reynolds", "Confidence": 0.9204, "X1": 0.3396, "Y1": 0.8432, "X2": 0.90896, "Y2": 0.843, "X3": 0.90896, "Y3": 0.8608, "X4": 0.3396, "Y4": 0.8618, "page": 0}, {"Word": "Web site, where the cigarettes can be ordered. The site is filled with", "Confidence": 0.94023, "X1": 0.34393, "Y1": 0.8622, "X2": 0.90896, "Y2": 0.862, "X3": 0.90896, "Y3": 0.8778, "X4": 0.34393, "Y4": 0.8788, "page": 0}, {"Word": "information on how the new product works, including instructions", "Confidence": 0.97767, "X1": 0.34104, "Y1": 0.8802, "X2": 0.89884, "Y2": 0.88, "X3": 0.89884, "Y3": 0.8968, "X4": 0.34104, "Y4": 0.8968, "page": 0}, {"Word": ".....", "Confidence": 0.731, "X1": 0.8526, "Y1": 0.8982, "X2": 0.89162, "Y2": 0.898, "X3": 0.89162, "Y3": 0.9088, "X4": 0.85116, "Y4": 0.9088, "page": 0}, {"Word": "53059 0786", "Confidence": 0.993, "X1": 0.99422, "Y1": 0.9662, "X2": 0.99277, "Y2": 0.966, "X3": 0.97254, "Y3": 0.9648, "X4": 0.97543, "Y4": 0.8648, "page": 0}, {"Word": "R0000001025065044", "Confidence": 0.991, "X1": 0.00145, "Y1": 0.9762, "X2": 0.21098, "Y2": 0.976, "X3": 0.21098, "Y3": 0.9928, "X4": 0.00145, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "or", "Confidence": 0.998, "X1": 0.34104, "Y1": 0.0812, "X2": 0.35549, "Y2": 0.081, "X3": 0.35549, "Y3": 0.0978, "X4": 0.34104, "Y4": 0.0978, "page": 0, "Index": 0}, {"Word": "six", "Confidence": 0.998, "X1": 0.36127, "Y1": 0.0812, "X2": 0.38584, "Y2": 0.081, "X3": 0.38584, "Y3": 0.0978, "X4": 0.36127, "Y4": 0.0978, "page": 0, "Index": 1}, {"Word": "months", "Confidence": 0.996, "X1": 0.39162, "Y1": 0.0812, "X2": 0.45231, "Y2": 0.081, "X3": 0.45087, "Y3": 0.0978, "X4": 0.39162, "Y4": 0.0978, "page": 0, "Index": 2}, {"Word": "ago.", "Confidence": 0.987, "X1": 0.45665, "Y1": 0.0812, "X2": 0.49566, "Y2": 0.081, "X3": 0.49566, "Y3": 0.0978, "X4": 0.45665, "Y4": 0.0978, "page": 0, "Index": 3}, {"Word": "The", "Confidence": 0.992, "X1": 0.5, "Y1": 0.0812, "X2": 0.53035, "Y2": 0.081, "X3": 0.53035, "Y3": 0.0978, "X4": 0.5, "Y4": 0.0978, "page": 0, "Index": 4}, {"Word": "tobacco", "Confidence": 0.961, "X1": 0.53613, "Y1": 0.0802, "X2": 0.60116, "Y2": 0.08, "X3": 0.60116, "Y3": 0.0978, "X4": 0.53468, "Y4": 0.0978, "page": 0, "Index": 5}, {"Word": "company", "Confidence": 0.997, "X1": 0.60694, "Y1": 0.0802, "X2": 0.68353, "Y2": 0.08, "X3": 0.68208, "Y3": 0.0978, "X4": 0.60549, "Y4": 0.0978, "page": 0, "Index": 6}, {"Word": "had", "Confidence": 0.998, "X1": 0.68931, "Y1": 0.0802, "X2": 0.71821, "Y2": 0.08, "X3": 0.71821, "Y3": 0.0978, "X4": 0.68786, "Y4": 0.0978, "page": 0, "Index": 7}, {"Word": "solicited", "Confidence": 0.971, "X1": 0.72399, "Y1": 0.0802, "X2": 0.7948, "Y2": 0.08, "X3": 0.79335, "Y3": 0.0978, "X4": 0.72254, "Y4": 0.0978, "page": 0, "Index": 8}, {"Word": "him", "Confidence": 0.998, "X1": 0.79913, "Y1": 0.0802, "X2": 0.83237, "Y2": 0.08, "X3": 0.83092, "Y3": 0.0978, "X4": 0.79913, "Y4": 0.0978, "page": 0, "Index": 9}, {"Word": "directly", "Confidence": 0.658, "X1": 0.83815, "Y1": 0.0802, "X2": 0.90462, "Y2": 0.08, "X3": 0.90318, "Y3": 0.0978, "X4": 0.83671, "Y4": 0.0978, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.961, "X1": 0.34249, "Y1": 0.0992, "X2": 0.35405, "Y2": 0.099, "X3": 0.35405, "Y3": 0.1148, "X4": 0.34249, "Y4": 0.1148, "page": 0, "Index": 11}, {"Word": "try", "Confidence": 0.886, "X1": 0.35983, "Y1": 0.0992, "X2": 0.38295, "Y2": 0.099, "X3": 0.38295, "Y3": 0.1148, "X4": 0.35983, "Y4": 0.1148, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.958, "X1": 0.38873, "Y1": 0.0992, "X2": 0.41185, "Y2": 0.099, "X3": 0.41185, "Y3": 0.1148, "X4": 0.38873, "Y4": 0.1148, "page": 0, "Index": 13}, {"Word": "new", "Confidence": 0.995, "X1": 0.41763, "Y1": 0.0992, "X2": 0.45231, "Y2": 0.099, "X3": 0.45231, "Y3": 0.1148, "X4": 0.41763, "Y4": 0.1148, "page": 0, "Index": 14}, {"Word": "brand", "Confidence": 0.997, "X1": 0.45809, "Y1": 0.0992, "X2": 0.50723, "Y2": 0.099, "X3": 0.50723, "Y3": 0.1148, "X4": 0.45809, "Y4": 0.1148, "page": 0, "Index": 15}, {"Word": "after", "Confidence": 0.881, "X1": 0.51156, "Y1": 0.0992, "X2": 0.55058, "Y2": 0.099, "X3": 0.55058, "Y3": 0.1148, "X4": 0.51156, "Y4": 0.1148, "page": 0, "Index": 16}, {"Word": "he", "Confidence": 0.886, "X1": 0.55491, "Y1": 0.0992, "X2": 0.57514, "Y2": 0.099, "X3": 0.57514, "Y3": 0.1148, "X4": 0.55636, "Y4": 0.1148, "page": 0, "Index": 17}, {"Word": "entered", "Confidence": 0.797, "X1": 0.57948, "Y1": 0.0992, "X2": 0.64306, "Y2": 0.099, "X3": 0.64306, "Y3": 0.1158, "X4": 0.57948, "Y4": 0.1148, "page": 0, "Index": 18}, {"Word": "several", "Confidence": 0.937, "X1": 0.6474, "Y1": 0.0982, "X2": 0.70665, "Y2": 0.098, "X3": 0.70665, "Y3": 0.1158, "X4": 0.6474, "Y4": 0.1158, "page": 0, "Index": 19}, {"Word": "R.J.", "Confidence": 0.981, "X1": 0.71098, "Y1": 0.0982, "X2": 0.74566, "Y2": 0.098, "X3": 0.74566, "Y3": 0.1158, "X4": 0.71243, "Y4": 0.1158, "page": 0, "Index": 20}, {"Word": "Reynolds's", "Confidence": 0.941, "X1": 0.75, "Y1": 0.0982, "X2": 0.84393, "Y2": 0.098, "X3": 0.84393, "Y3": 0.1168, "X4": 0.75, "Y4": 0.1158, "page": 0, "Index": 21}, {"Word": "contests,", "Confidence": 0.987, "X1": 0.3396, "Y1": 0.1182, "X2": 0.41185, "Y2": 0.118, "X3": 0.41185, "Y3": 0.1328, "X4": 0.3396, "Y4": 0.1338, "page": 0, "Index": 22}, {"Word": "he", "Confidence": 0.998, "X1": 0.41618, "Y1": 0.1182, "X2": 0.43642, "Y2": 0.118, "X3": 0.43642, "Y3": 0.1338, "X4": 0.41618, "Y4": 0.1328, "page": 0, "Index": 23}, {"Word": "says.", "Confidence": 0.995, "X1": 0.44075, "Y1": 0.1192, "X2": 0.48699, "Y2": 0.119, "X3": 0.48555, "Y3": 0.1348, "X4": 0.44075, "Y4": 0.1338, "page": 0, "Index": 24}, {"Word": "\"The", "Confidence": 0.905, "X1": 0.34249, "Y1": 0.1532, "X2": 0.37861, "Y2": 0.153, "X3": 0.37861, "Y3": 0.1708, "X4": 0.34249, "Y4": 0.1708, "page": 0, "Index": 25}, {"Word": "taste", "Confidence": 0.995, "X1": 0.38439, "Y1": 0.1532, "X2": 0.42341, "Y2": 0.153, "X3": 0.42341, "Y3": 0.1708, "X4": 0.38439, "Y4": 0.1708, "page": 0, "Index": 26}, {"Word": "was", "Confidence": 0.998, "X1": 0.42919, "Y1": 0.1532, "X2": 0.46098, "Y2": 0.153, "X3": 0.45954, "Y3": 0.1708, "X4": 0.42919, "Y4": 0.1708, "page": 0, "Index": 27}, {"Word": "good", "Confidence": 0.987, "X1": 0.46532, "Y1": 0.1532, "X2": 0.50723, "Y2": 0.153, "X3": 0.50723, "Y3": 0.1708, "X4": 0.46532, "Y4": 0.1708, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.998, "X1": 0.51156, "Y1": 0.1532, "X2": 0.54335, "Y2": 0.153, "X3": 0.54335, "Y3": 0.1708, "X4": 0.51156, "Y4": 0.1708, "page": 0, "Index": 29}, {"Word": "it", "Confidence": 0.996, "X1": 0.54913, "Y1": 0.1532, "X2": 0.56069, "Y2": 0.153, "X3": 0.55925, "Y3": 0.1708, "X4": 0.54769, "Y4": 0.1708, "page": 0, "Index": 30}, {"Word": "really", "Confidence": 0.851, "X1": 0.56503, "Y1": 0.1532, "X2": 0.61272, "Y2": 0.153, "X3": 0.61272, "Y3": 0.1708, "X4": 0.56503, "Y4": 0.1708, "page": 0, "Index": 31}, {"Word": "wasn't", "Confidence": 0.967, "X1": 0.6185, "Y1": 0.1532, "X2": 0.67197, "Y2": 0.153, "X3": 0.67052, "Y3": 0.1708, "X4": 0.6185, "Y4": 0.1708, "page": 0, "Index": 32}, {"Word": "much", "Confidence": 0.99, "X1": 0.6763, "Y1": 0.1532, "X2": 0.72254, "Y2": 0.153, "X3": 0.72254, "Y3": 0.1708, "X4": 0.6763, "Y4": 0.1708, "page": 0, "Index": 33}, {"Word": "different", "Confidence": 0.982, "X1": 0.72832, "Y1": 0.1542, "X2": 0.80058, "Y2": 0.154, "X3": 0.80058, "Y3": 0.1698, "X4": 0.72688, "Y4": 0.1708, "page": 0, "Index": 34}, {"Word": "than", "Confidence": 0.989, "X1": 0.80636, "Y1": 0.1542, "X2": 0.84104, "Y2": 0.154, "X3": 0.84104, "Y3": 0.1698, "X4": 0.80491, "Y4": 0.1698, "page": 0, "Index": 35}, {"Word": "a", "Confidence": 0.995, "X1": 0.84538, "Y1": 0.1542, "X2": 0.85983, "Y2": 0.154, "X3": 0.85983, "Y3": 0.1698, "X4": 0.84538, "Y4": 0.1698, "page": 0, "Index": 36}, {"Word": "regular", "Confidence": 0.994, "X1": 0.34104, "Y1": 0.1722, "X2": 0.39595, "Y2": 0.172, "X3": 0.3974, "Y3": 0.1898, "X4": 0.34249, "Y4": 0.1898, "page": 0, "Index": 37}, {"Word": "cigarette,\"", "Confidence": 0.828, "X1": 0.40173, "Y1": 0.1722, "X2": 0.48555, "Y2": 0.172, "X3": 0.48555, "Y3": 0.1898, "X4": 0.40318, "Y4": 0.1898, "page": 0, "Index": 38}, {"Word": "he", "Confidence": 0.675, "X1": 0.49133, "Y1": 0.1712, "X2": 0.51012, "Y2": 0.171, "X3": 0.51156, "Y3": 0.1898, "X4": 0.49133, "Y4": 0.1898, "page": 0, "Index": 39}, {"Word": "explains.", "Confidence": 0.607, "X1": 0.5159, "Y1": 0.1712, "X2": 0.59393, "Y2": 0.171, "X3": 0.59393, "Y3": 0.1898, "X4": 0.51734, "Y4": 0.1898, "page": 0, "Index": 40}, {"Word": "\"It", "Confidence": 0.886, "X1": 0.59971, "Y1": 0.1712, "X2": 0.61994, "Y2": 0.171, "X3": 0.61994, "Y3": 0.1898, "X4": 0.59971, "Y4": 0.1898, "page": 0, "Index": 41}, {"Word": "was", "Confidence": 0.998, "X1": 0.62428, "Y1": 0.1712, "X2": 0.65751, "Y2": 0.171, "X3": 0.65751, "Y3": 0.1898, "X4": 0.62572, "Y4": 0.1898, "page": 0, "Index": 42}, {"Word": "after", "Confidence": 0.933, "X1": 0.66329, "Y1": 0.1712, "X2": 0.70087, "Y2": 0.171, "X3": 0.70087, "Y3": 0.1898, "X4": 0.66329, "Y4": 0.1898, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.998, "X1": 0.70665, "Y1": 0.1712, "X2": 0.73121, "Y2": 0.171, "X3": 0.73121, "Y3": 0.1898, "X4": 0.70665, "Y4": 0.1898, "page": 0, "Index": 44}, {"Word": "fourth", "Confidence": 0.996, "X1": 0.73699, "Y1": 0.1712, "X2": 0.78757, "Y2": 0.171, "X3": 0.78757, "Y3": 0.1898, "X4": 0.73699, "Y4": 0.1898, "page": 0, "Index": 45}, {"Word": "or", "Confidence": 0.997, "X1": 0.79335, "Y1": 0.1702, "X2": 0.80925, "Y2": 0.17, "X3": 0.80925, "Y3": 0.1898, "X4": 0.79335, "Y4": 0.1898, "page": 0, "Index": 46}, {"Word": "fifth", "Confidence": 0.994, "X1": 0.81503, "Y1": 0.1702, "X2": 0.85116, "Y2": 0.17, "X3": 0.85116, "Y3": 0.1898, "X4": 0.81503, "Y4": 0.1898, "page": 0, "Index": 47}, {"Word": "pack", "Confidence": 0.986, "X1": 0.85694, "Y1": 0.1702, "X2": 0.90029, "Y2": 0.17, "X3": 0.90029, "Y3": 0.1898, "X4": 0.85694, "Y4": 0.1898, "page": 0, "Index": 48}, {"Word": "that", "Confidence": 0.975, "X1": 0.34249, "Y1": 0.1902, "X2": 0.3685, "Y2": 0.19, "X3": 0.36994, "Y3": 0.2068, "X4": 0.34249, "Y4": 0.2068, "page": 0, "Index": 49}, {"Word": "I", "Confidence": 0.659, "X1": 0.37428, "Y1": 0.1902, "X2": 0.3815, "Y2": 0.19, "X3": 0.3815, "Y3": 0.2068, "X4": 0.37428, "Y4": 0.2068, "page": 0, "Index": 50}, {"Word": "decided", "Confidence": 0.67, "X1": 0.38728, "Y1": 0.1902, "X2": 0.45087, "Y2": 0.19, "X3": 0.45087, "Y3": 0.2068, "X4": 0.38728, "Y4": 0.2068, "page": 0, "Index": 51}, {"Word": "that", "Confidence": 0.964, "X1": 0.4552, "Y1": 0.1892, "X2": 0.48699, "Y2": 0.189, "X3": 0.48699, "Y3": 0.2068, "X4": 0.4552, "Y4": 0.2068, "page": 0, "Index": 52}, {"Word": "I", "Confidence": 0.688, "X1": 0.49277, "Y1": 0.1892, "X2": 0.5, "Y2": 0.189, "X3": 0.5, "Y3": 0.2058, "X4": 0.49133, "Y4": 0.2058, "page": 0, "Index": 53}, {"Word": "liked", "Confidence": 0.955, "X1": 0.50578, "Y1": 0.1902, "X2": 0.54913, "Y2": 0.19, "X3": 0.54769, "Y3": 0.2058, "X4": 0.50434, "Y4": 0.2058, "page": 0, "Index": 54}, {"Word": "them.\"", "Confidence": 0.981, "X1": 0.55347, "Y1": 0.1902, "X2": 0.61561, "Y2": 0.19, "X3": 0.61416, "Y3": 0.2058, "X4": 0.55202, "Y4": 0.2058, "page": 0, "Index": 55}, {"Word": "While", "Confidence": 0.612, "X1": 0.34104, "Y1": 0.2272, "X2": 0.38873, "Y2": 0.227, "X3": 0.38873, "Y3": 0.2428, "X4": 0.34104, "Y4": 0.2428, "page": 0, "Index": 56}, {"Word": "he", "Confidence": 0.847, "X1": 0.39306, "Y1": 0.2272, "X2": 0.41474, "Y2": 0.227, "X3": 0.41474, "Y3": 0.2428, "X4": 0.39306, "Y4": 0.2428, "page": 0, "Index": 57}, {"Word": "was", "Confidence": 0.998, "X1": 0.41908, "Y1": 0.2272, "X2": 0.45231, "Y2": 0.227, "X3": 0.45231, "Y3": 0.2428, "X4": 0.42052, "Y4": 0.2428, "page": 0, "Index": 58}, {"Word": "aware", "Confidence": 0.847, "X1": 0.45665, "Y1": 0.2272, "X2": 0.50578, "Y2": 0.227, "X3": 0.50723, "Y3": 0.2428, "X4": 0.45665, "Y4": 0.2428, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.995, "X1": 0.51156, "Y1": 0.2272, "X2": 0.53035, "Y2": 0.227, "X3": 0.53035, "Y3": 0.2428, "X4": 0.51156, "Y4": 0.2428, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.991, "X1": 0.53468, "Y1": 0.2272, "X2": 0.56069, "Y2": 0.227, "X3": 0.56069, "Y3": 0.2428, "X4": 0.53468, "Y4": 0.2428, "page": 0, "Index": 61}, {"Word": "health", "Confidence": 0.991, "X1": 0.56503, "Y1": 0.2272, "X2": 0.6185, "Y2": 0.227, "X3": 0.6185, "Y3": 0.2428, "X4": 0.56503, "Y4": 0.2428, "page": 0, "Index": 62}, {"Word": "claims,", "Confidence": 0.991, "X1": 0.62283, "Y1": 0.2272, "X2": 0.68353, "Y2": 0.227, "X3": 0.68353, "Y3": 0.2438, "X4": 0.62283, "Y4": 0.2428, "page": 0, "Index": 63}, {"Word": "Mr.", "Confidence": 0.996, "X1": 0.68786, "Y1": 0.2272, "X2": 0.7211, "Y2": 0.227, "X3": 0.7211, "Y3": 0.2438, "X4": 0.68786, "Y4": 0.2438, "page": 0, "Index": 64}, {"Word": "Sobey", "Confidence": 0.839, "X1": 0.72543, "Y1": 0.2272, "X2": 0.77601, "Y2": 0.227, "X3": 0.77601, "Y3": 0.2438, "X4": 0.72543, "Y4": 0.2438, "page": 0, "Index": 65}, {"Word": "says,", "Confidence": 0.997, "X1": 0.78179, "Y1": 0.2272, "X2": 0.82225, "Y2": 0.227, "X3": 0.8237, "Y3": 0.2438, "X4": 0.78179, "Y4": 0.2438, "page": 0, "Index": 66}, {"Word": "they", "Confidence": 0.991, "X1": 0.82803, "Y1": 0.2272, "X2": 0.86705, "Y2": 0.227, "X3": 0.86705, "Y3": 0.2448, "X4": 0.82803, "Y4": 0.2438, "page": 0, "Index": 67}, {"Word": "weren't", "Confidence": 0.653, "X1": 0.34393, "Y1": 0.2462, "X2": 0.40029, "Y2": 0.246, "X3": 0.40029, "Y3": 0.2608, "X4": 0.34393, "Y4": 0.2608, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.968, "X1": 0.40462, "Y1": 0.2462, "X2": 0.42919, "Y2": 0.246, "X3": 0.42919, "Y3": 0.2608, "X4": 0.40462, "Y4": 0.2608, "page": 0, "Index": 69}, {"Word": "reason", "Confidence": 0.799, "X1": 0.43353, "Y1": 0.2462, "X2": 0.48844, "Y2": 0.246, "X3": 0.48844, "Y3": 0.2608, "X4": 0.43353, "Y4": 0.2608, "page": 0, "Index": 70}, {"Word": "he", "Confidence": 0.932, "X1": 0.49422, "Y1": 0.2452, "X2": 0.5159, "Y2": 0.245, "X3": 0.5159, "Y3": 0.2618, "X4": 0.49422, "Y4": 0.2608, "page": 0, "Index": 71}, {"Word": "stuck", "Confidence": 0.997, "X1": 0.52023, "Y1": 0.2452, "X2": 0.56647, "Y2": 0.245, "X3": 0.56647, "Y3": 0.2618, "X4": 0.52023, "Y4": 0.2618, "page": 0, "Index": 72}, {"Word": "with", "Confidence": 0.989, "X1": 0.57081, "Y1": 0.2452, "X2": 0.60694, "Y2": 0.245, "X3": 0.60694, "Y3": 0.2618, "X4": 0.57081, "Y4": 0.2618, "page": 0, "Index": 73}, {"Word": "Eclipse.", "Confidence": 0.803, "X1": 0.61127, "Y1": 0.2452, "X2": 0.68064, "Y2": 0.245, "X3": 0.68064, "Y3": 0.2618, "X4": 0.61127, "Y4": 0.2618, "page": 0, "Index": 74}, {"Word": "What", "Confidence": 0.991, "X1": 0.68497, "Y1": 0.2452, "X2": 0.72977, "Y2": 0.245, "X3": 0.72977, "Y3": 0.2618, "X4": 0.68497, "Y4": 0.2618, "page": 0, "Index": 75}, {"Word": "he", "Confidence": 0.815, "X1": 0.7341, "Y1": 0.2452, "X2": 0.75578, "Y2": 0.245, "X3": 0.75578, "Y3": 0.2618, "X4": 0.7341, "Y4": 0.2618, "page": 0, "Index": 76}, {"Word": "likes", "Confidence": 0.955, "X1": 0.76012, "Y1": 0.2452, "X2": 0.80058, "Y2": 0.245, "X3": 0.80058, "Y3": 0.2618, "X4": 0.76012, "Y4": 0.2618, "page": 0, "Index": 77}, {"Word": "best,", "Confidence": 0.932, "X1": 0.80491, "Y1": 0.2452, "X2": 0.84393, "Y2": 0.245, "X3": 0.84393, "Y3": 0.2608, "X4": 0.80491, "Y4": 0.2618, "page": 0, "Index": 78}, {"Word": "he", "Confidence": 0.743, "X1": 0.84827, "Y1": 0.2452, "X2": 0.87283, "Y2": 0.245, "X3": 0.87283, "Y3": 0.2608, "X4": 0.84827, "Y4": 0.2608, "page": 0, "Index": 79}, {"Word": "says,", "Confidence": 0.997, "X1": 0.34249, "Y1": 0.2642, "X2": 0.38006, "Y2": 0.264, "X3": 0.37861, "Y3": 0.2798, "X4": 0.34249, "Y4": 0.2798, "page": 0, "Index": 80}, {"Word": "is", "Confidence": 0.998, "X1": 0.38439, "Y1": 0.2642, "X2": 0.39884, "Y2": 0.264, "X3": 0.39884, "Y3": 0.2798, "X4": 0.38439, "Y4": 0.2798, "page": 0, "Index": 81}, {"Word": "that", "Confidence": 0.989, "X1": 0.40318, "Y1": 0.2642, "X2": 0.43497, "Y2": 0.264, "X3": 0.43497, "Y3": 0.2798, "X4": 0.40318, "Y4": 0.2798, "page": 0, "Index": 82}, {"Word": "he", "Confidence": 0.998, "X1": 0.43931, "Y1": 0.2642, "X2": 0.45954, "Y2": 0.264, "X3": 0.45954, "Y3": 0.2798, "X4": 0.43931, "Y4": 0.2798, "page": 0, "Index": 83}, {"Word": "doesn't", "Confidence": 0.901, "X1": 0.46387, "Y1": 0.2642, "X2": 0.52457, "Y2": 0.264, "X3": 0.52312, "Y3": 0.2798, "X4": 0.46387, "Y4": 0.2798, "page": 0, "Index": 84}, {"Word": "smell", "Confidence": 0.998, "X1": 0.5289, "Y1": 0.2632, "X2": 0.57514, "Y2": 0.263, "X3": 0.5737, "Y3": 0.2798, "X4": 0.5289, "Y4": 0.2798, "page": 0, "Index": 85}, {"Word": "like", "Confidence": 0.988, "X1": 0.57948, "Y1": 0.2632, "X2": 0.61127, "Y2": 0.263, "X3": 0.60983, "Y3": 0.2798, "X4": 0.57948, "Y4": 0.2798, "page": 0, "Index": 86}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.61561, "Y1": 0.2632, "X2": 0.67197, "Y2": 0.263, "X3": 0.67197, "Y3": 0.2798, "X4": 0.61561, "Y4": 0.2798, "page": 0, "Index": 87}, {"Word": "after", "Confidence": 0.996, "X1": 0.6763, "Y1": 0.2632, "X2": 0.71532, "Y2": 0.263, "X3": 0.71532, "Y3": 0.2798, "X4": 0.6763, "Y4": 0.2798, "page": 0, "Index": 88}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.7211, "Y1": 0.2632, "X2": 0.79335, "Y2": 0.263, "X3": 0.79191, "Y3": 0.2798, "X4": 0.71965, "Y4": 0.2798, "page": 0, "Index": 89}, {"Word": "one.", "Confidence": 0.872, "X1": 0.79769, "Y1": 0.2632, "X2": 0.83237, "Y2": 0.263, "X3": 0.83237, "Y3": 0.2798, "X4": 0.79769, "Y4": 0.2798, "page": 0, "Index": 90}, {"Word": "Hc", "Confidence": 0.854, "X1": 0.83671, "Y1": 0.2632, "X2": 0.86705, "Y2": 0.263, "X3": 0.86705, "Y3": 0.2798, "X4": 0.83671, "Y4": 0.2798, "page": 0, "Index": 91}, {"Word": "doesn't", "Confidence": 0.592, "X1": 0.34104, "Y1": 0.2822, "X2": 0.39595, "Y2": 0.282, "X3": 0.39595, "Y3": 0.2978, "X4": 0.34104, "Y4": 0.2968, "page": 0, "Index": 92}, {"Word": "need", "Confidence": 0.604, "X1": 0.40173, "Y1": 0.2812, "X2": 0.44075, "Y2": 0.281, "X3": 0.44075, "Y3": 0.2978, "X4": 0.40173, "Y4": 0.2978, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.991, "X1": 0.44509, "Y1": 0.2812, "X2": 0.46243, "Y2": 0.281, "X3": 0.46243, "Y3": 0.2978, "X4": 0.44509, "Y4": 0.2978, "page": 0, "Index": 94}, {"Word": "wash", "Confidence": 0.989, "X1": 0.46676, "Y1": 0.2812, "X2": 0.51012, "Y2": 0.281, "X3": 0.51156, "Y3": 0.2978, "X4": 0.46676, "Y4": 0.2978, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.8685, "Y1": 0.2812, "X2": 0.90173, "Y2": 0.281, "X3": 0.90173, "Y3": 0.2978, "X4": 0.8685, "Y4": 0.2988, "page": 0, "Index": 96}, {"Word": "his", "Confidence": 0.998, "X1": 0.5159, "Y1": 0.2812, "X2": 0.54046, "Y2": 0.281, "X3": 0.54046, "Y3": 0.2988, "X4": 0.5159, "Y4": 0.2978, "page": 0, "Index": 97}, {"Word": "hands", "Confidence": 0.997, "X1": 0.5448, "Y1": 0.2812, "X2": 0.59538, "Y2": 0.281, "X3": 0.59538, "Y3": 0.2988, "X4": 0.5448, "Y4": 0.2988, "page": 0, "Index": 98}, {"Word": "to", "Confidence": 0.997, "X1": 0.59971, "Y1": 0.2812, "X2": 0.61705, "Y2": 0.281, "X3": 0.61705, "Y3": 0.2988, "X4": 0.60116, "Y4": 0.2988, "page": 0, "Index": 99}, {"Word": "get", "Confidence": 0.991, "X1": 0.62139, "Y1": 0.2812, "X2": 0.6474, "Y2": 0.281, "X3": 0.6474, "Y3": 0.2988, "X4": 0.62139, "Y4": 0.2988, "page": 0, "Index": 100}, {"Word": "rid", "Confidence": 0.998, "X1": 0.65318, "Y1": 0.2812, "X2": 0.67486, "Y2": 0.281, "X3": 0.6763, "Y3": 0.2988, "X4": 0.65318, "Y4": 0.2988, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.68064, "Y1": 0.2812, "X2": 0.69798, "Y2": 0.281, "X3": 0.69798, "Y3": 0.2988, "X4": 0.68064, "Y4": 0.2988, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.994, "X1": 0.70376, "Y1": 0.2812, "X2": 0.72977, "Y2": 0.281, "X3": 0.72977, "Y3": 0.2988, "X4": 0.70376, "Y4": 0.2988, "page": 0, "Index": 103}, {"Word": "cigarette", "Confidence": 0.944, "X1": 0.7341, "Y1": 0.2812, "X2": 0.8078, "Y2": 0.281, "X3": 0.8078, "Y3": 0.2988, "X4": 0.7341, "Y4": 0.2988, "page": 0, "Index": 104}, {"Word": "smell,", "Confidence": 0.994, "X1": 0.81214, "Y1": 0.2812, "X2": 0.86272, "Y2": 0.281, "X3": 0.86272, "Y3": 0.2988, "X4": 0.81214, "Y4": 0.2988, "page": 0, "Index": 105}, {"Word": "even", "Confidence": 0.626, "X1": 0.3396, "Y1": 0.3002, "X2": 0.37717, "Y2": 0.3, "X3": 0.37717, "Y3": 0.3168, "X4": 0.3396, "Y4": 0.3168, "page": 0, "Index": 106}, {"Word": "his", "Confidence": 0.998, "X1": 0.38295, "Y1": 0.3002, "X2": 0.40751, "Y2": 0.3, "X3": 0.40607, "Y3": 0.3168, "X4": 0.3815, "Y4": 0.3168, "page": 0, "Index": 107}, {"Word": "wife", "Confidence": 0.955, "X1": 0.41185, "Y1": 0.2992, "X2": 0.44798, "Y2": 0.299, "X3": 0.44798, "Y3": 0.3168, "X4": 0.41185, "Y4": 0.3168, "page": 0, "Index": 108}, {"Word": "has", "Confidence": 0.998, "X1": 0.45376, "Y1": 0.2992, "X2": 0.48266, "Y2": 0.299, "X3": 0.48266, "Y3": 0.3168, "X4": 0.45231, "Y4": 0.3168, "page": 0, "Index": 109}, {"Word": "told", "Confidence": 0.99, "X1": 0.48844, "Y1": 0.2992, "X2": 0.51879, "Y2": 0.299, "X3": 0.51879, "Y3": 0.3168, "X4": 0.48699, "Y4": 0.3168, "page": 0, "Index": 110}, {"Word": "him", "Confidence": 0.998, "X1": 0.52457, "Y1": 0.2992, "X2": 0.5578, "Y2": 0.299, "X3": 0.5578, "Y3": 0.3168, "X4": 0.52312, "Y4": 0.3168, "page": 0, "Index": 111}, {"Word": "that", "Confidence": 0.986, "X1": 0.56358, "Y1": 0.2992, "X2": 0.59538, "Y2": 0.299, "X3": 0.59538, "Y3": 0.3168, "X4": 0.56358, "Y4": 0.3168, "page": 0, "Index": 112}, {"Word": "he", "Confidence": 0.996, "X1": 0.59971, "Y1": 0.2992, "X2": 0.62139, "Y2": 0.299, "X3": 0.62139, "Y3": 0.3168, "X4": 0.59971, "Y4": 0.3168, "page": 0, "Index": 113}, {"Word": "smells", "Confidence": 0.937, "X1": 0.62572, "Y1": 0.2992, "X2": 0.67919, "Y2": 0.299, "X3": 0.67919, "Y3": 0.3168, "X4": 0.62572, "Y4": 0.3168, "page": 0, "Index": 114}, {"Word": "better,", "Confidence": 0.993, "X1": 0.68353, "Y1": 0.2992, "X2": 0.73699, "Y2": 0.299, "X3": 0.73699, "Y3": 0.3168, "X4": 0.68353, "Y4": 0.3168, "page": 0, "Index": 115}, {"Word": "he", "Confidence": 0.944, "X1": 0.74133, "Y1": 0.3002, "X2": 0.76156, "Y2": 0.3, "X3": 0.76156, "Y3": 0.3168, "X4": 0.74133, "Y4": 0.3168, "page": 0, "Index": 116}, {"Word": "reports.", "Confidence": 0.972, "X1": 0.7659, "Y1": 0.3002, "X2": 0.83526, "Y2": 0.3, "X3": 0.83526, "Y3": 0.3168, "X4": 0.7659, "Y4": 0.3168, "page": 0, "Index": 117}, {"Word": "Patricia", "Confidence": 0.995, "X1": 0.34104, "Y1": 0.3362, "X2": 0.40462, "Y2": 0.336, "X3": 0.40462, "Y3": 0.3528, "X4": 0.34104, "Y4": 0.3528, "page": 0, "Index": 118}, {"Word": "Teel,", "Confidence": 0.632, "X1": 0.4104, "Y1": 0.3362, "X2": 0.44942, "Y2": 0.336, "X3": 0.44942, "Y3": 0.3538, "X4": 0.4104, "Y4": 0.3538, "page": 0, "Index": 119}, {"Word": "an", "Confidence": 0.998, "X1": 0.45376, "Y1": 0.3362, "X2": 0.47543, "Y2": 0.336, "X3": 0.47399, "Y3": 0.3538, "X4": 0.45376, "Y4": 0.3538, "page": 0, "Index": 120}, {"Word": "Austin", "Confidence": 0.997, "X1": 0.47977, "Y1": 0.3362, "X2": 0.53613, "Y2": 0.336, "X3": 0.53468, "Y3": 0.3538, "X4": 0.47977, "Y4": 0.3538, "page": 0, "Index": 121}, {"Word": "homemaker,", "Confidence": 0.95, "X1": 0.54046, "Y1": 0.3362, "X2": 0.64595, "Y2": 0.336, "X3": 0.64595, "Y3": 0.3538, "X4": 0.54046, "Y4": 0.3538, "page": 0, "Index": 122}, {"Word": "says", "Confidence": 0.991, "X1": 0.65173, "Y1": 0.3362, "X2": 0.68642, "Y2": 0.336, "X3": 0.68642, "Y3": 0.3538, "X4": 0.65029, "Y4": 0.3538, "page": 0, "Index": 123}, {"Word": "she", "Confidence": 0.661, "X1": 0.6922, "Y1": 0.3362, "X2": 0.7211, "Y2": 0.336, "X3": 0.71965, "Y3": 0.3538, "X4": 0.69075, "Y4": 0.3538, "page": 0, "Index": 124}, {"Word": "also", "Confidence": 0.991, "X1": 0.72543, "Y1": 0.3362, "X2": 0.76012, "Y2": 0.336, "X3": 0.75867, "Y3": 0.3538, "X4": 0.72543, "Y4": 0.3538, "page": 0, "Index": 125}, {"Word": "found", "Confidence": 0.952, "X1": 0.76445, "Y1": 0.3362, "X2": 0.81214, "Y2": 0.336, "X3": 0.81069, "Y3": 0.3538, "X4": 0.76445, "Y4": 0.3538, "page": 0, "Index": 126}, {"Word": "Eclipse", "Confidence": 0.847, "X1": 0.81792, "Y1": 0.3362, "X2": 0.87861, "Y2": 0.336, "X3": 0.87717, "Y3": 0.3538, "X4": 0.81647, "Y4": 0.3538, "page": 0, "Index": 127}, {"Word": "to", "Confidence": 0.998, "X1": 0.88295, "Y1": 0.3362, "X2": 0.90462, "Y2": 0.336, "X3": 0.90462, "Y3": 0.3538, "X4": 0.88295, "Y4": 0.3538, "page": 0, "Index": 128}, {"Word": "be", "Confidence": 0.793, "X1": 0.34104, "Y1": 0.3542, "X2": 0.35694, "Y2": 0.354, "X3": 0.35694, "Y3": 0.3718, "X4": 0.34104, "Y4": 0.3718, "page": 0, "Index": 129}, {"Word": "preferable", "Confidence": 0.845, "X1": 0.36272, "Y1": 0.3542, "X2": 0.44653, "Y2": 0.354, "X3": 0.44653, "Y3": 0.3718, "X4": 0.36127, "Y4": 0.3718, "page": 0, "Index": 130}, {"Word": "to", "Confidence": 0.998, "X1": 0.45231, "Y1": 0.3542, "X2": 0.46821, "Y2": 0.354, "X3": 0.46821, "Y3": 0.3718, "X4": 0.45231, "Y4": 0.3718, "page": 0, "Index": 131}, {"Word": "her", "Confidence": 0.998, "X1": 0.47254, "Y1": 0.3542, "X2": 0.50145, "Y2": 0.354, "X3": 0.5, "Y3": 0.3718, "X4": 0.47254, "Y4": 0.3718, "page": 0, "Index": 132}, {"Word": "previous", "Confidence": 0.995, "X1": 0.50578, "Y1": 0.3542, "X2": 0.57803, "Y2": 0.354, "X3": 0.57803, "Y3": 0.3718, "X4": 0.50578, "Y4": 0.3718, "page": 0, "Index": 133}, {"Word": "brand", "Confidence": 0.998, "X1": 0.58237, "Y1": 0.3542, "X2": 0.6315, "Y2": 0.354, "X3": 0.6315, "Y3": 0.3708, "X4": 0.58237, "Y4": 0.3718, "page": 0, "Index": 134}, {"Word": "because", "Confidence": 0.887, "X1": 0.63728, "Y1": 0.3542, "X2": 0.70376, "Y2": 0.354, "X3": 0.70376, "Y3": 0.3708, "X4": 0.63584, "Y4": 0.3708, "page": 0, "Index": 135}, {"Word": "its", "Confidence": 0.998, "X1": 0.70809, "Y1": 0.3542, "X2": 0.72977, "Y2": 0.354, "X3": 0.72977, "Y3": 0.3708, "X4": 0.70809, "Y4": 0.3708, "page": 0, "Index": 136}, {"Word": "odor", "Confidence": 0.988, "X1": 0.7341, "Y1": 0.3552, "X2": 0.77168, "Y2": 0.355, "X3": 0.77168, "Y3": 0.3708, "X4": 0.7341, "Y4": 0.3708, "page": 0, "Index": 137}, {"Word": "was", "Confidence": 0.998, "X1": 0.77746, "Y1": 0.3552, "X2": 0.8078, "Y2": 0.355, "X3": 0.8078, "Y3": 0.3708, "X4": 0.77746, "Y4": 0.3708, "page": 0, "Index": 138}, {"Word": "more", "Confidence": 0.648, "X1": 0.81358, "Y1": 0.3552, "X2": 0.86127, "Y2": 0.355, "X3": 0.86127, "Y3": 0.3708, "X4": 0.81358, "Y4": 0.3708, "page": 0, "Index": 139}, {"Word": "agrecable", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.3732, "X2": 0.41908, "Y2": 0.373, "X3": 0.41908, "Y3": 0.3898, "X4": 0.34104, "Y4": 0.3908, "page": 0, "Index": 140}, {"Word": "to", "Confidence": 0.998, "X1": 0.42341, "Y1": 0.3732, "X2": 0.43786, "Y2": 0.373, "X3": 0.43931, "Y3": 0.3898, "X4": 0.42486, "Y4": 0.3898, "page": 0, "Index": 141}, {"Word": "her", "Confidence": 0.998, "X1": 0.4422, "Y1": 0.3732, "X2": 0.4711, "Y2": 0.373, "X3": 0.4711, "Y3": 0.3898, "X4": 0.44364, "Y4": 0.3898, "page": 0, "Index": 142}, {"Word": "family.", "Confidence": 0.996, "X1": 0.47543, "Y1": 0.3732, "X2": 0.54191, "Y2": 0.373, "X3": 0.54191, "Y3": 0.3898, "X4": 0.47688, "Y4": 0.3898, "page": 0, "Index": 143}, {"Word": "\"I", "Confidence": 0.967, "X1": 0.34249, "Y1": 0.4072, "X2": 0.35405, "Y2": 0.407, "X3": 0.35405, "Y3": 0.4248, "X4": 0.34249, "Y4": 0.4248, "page": 0, "Index": 144}, {"Word": "do", "Confidence": 0.998, "X1": 0.35838, "Y1": 0.4072, "X2": 0.37861, "Y2": 0.407, "X3": 0.37861, "Y3": 0.4258, "X4": 0.35838, "Y4": 0.4248, "page": 0, "Index": 145}, {"Word": "care", "Confidence": 0.602, "X1": 0.38295, "Y1": 0.4082, "X2": 0.41908, "Y2": 0.408, "X3": 0.41908, "Y3": 0.4258, "X4": 0.38295, "Y4": 0.4258, "page": 0, "Index": 146}, {"Word": "about", "Confidence": 0.991, "X1": 0.42486, "Y1": 0.4082, "X2": 0.46965, "Y2": 0.408, "X3": 0.46965, "Y3": 0.4258, "X4": 0.42486, "Y4": 0.4258, "page": 0, "Index": 147}, {"Word": "the", "Confidence": 0.959, "X1": 0.47543, "Y1": 0.4082, "X2": 0.50145, "Y2": 0.408, "X3": 0.50145, "Y3": 0.4258, "X4": 0.47543, "Y4": 0.4258, "page": 0, "Index": 148}, {"Word": "health", "Confidence": 0.847, "X1": 0.50723, "Y1": 0.4082, "X2": 0.55925, "Y2": 0.408, "X3": 0.5578, "Y3": 0.4268, "X4": 0.50578, "Y4": 0.4258, "page": 0, "Index": 149}, {"Word": "part,", "Confidence": 0.991, "X1": 0.56358, "Y1": 0.4082, "X2": 0.6026, "Y2": 0.408, "X3": 0.60116, "Y3": 0.4268, "X4": 0.56358, "Y4": 0.4268, "page": 0, "Index": 150}, {"Word": "but", "Confidence": 0.998, "X1": 0.60694, "Y1": 0.4082, "X2": 0.63295, "Y2": 0.408, "X3": 0.63295, "Y3": 0.4268, "X4": 0.60694, "Y4": 0.4268, "page": 0, "Index": 151}, {"Word": "that's", "Confidence": 0.962, "X1": 0.63873, "Y1": 0.4082, "X2": 0.68208, "Y2": 0.408, "X3": 0.68208, "Y3": 0.4268, "X4": 0.63873, "Y4": 0.4268, "page": 0, "Index": 152}, {"Word": "a", "Confidence": 0.994, "X1": 0.68786, "Y1": 0.4082, "X2": 0.69798, "Y2": 0.408, "X3": 0.69653, "Y3": 0.4268, "X4": 0.68642, "Y4": 0.4268, "page": 0, "Index": 153}, {"Word": "small", "Confidence": 0.995, "X1": 0.70231, "Y1": 0.4082, "X2": 0.74855, "Y2": 0.408, "X3": 0.74711, "Y3": 0.4268, "X4": 0.70231, "Y4": 0.4268, "page": 0, "Index": 154}, {"Word": "piece", "Confidence": 0.696, "X1": 0.75289, "Y1": 0.4082, "X2": 0.79624, "Y2": 0.408, "X3": 0.79624, "Y3": 0.4268, "X4": 0.75289, "Y4": 0.4268, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.997, "X1": 0.80202, "Y1": 0.4082, "X2": 0.81936, "Y2": 0.408, "X3": 0.81936, "Y3": 0.4258, "X4": 0.80202, "Y4": 0.4268, "page": 0, "Index": 156}, {"Word": "the", "Confidence": 0.998, "X1": 0.82514, "Y1": 0.4082, "X2": 0.85116, "Y2": 0.408, "X3": 0.84971, "Y3": 0.4258, "X4": 0.8237, "Y4": 0.4258, "page": 0, "Index": 157}, {"Word": "pic,\"", "Confidence": 0.792, "X1": 0.85549, "Y1": 0.4072, "X2": 0.90029, "Y2": 0.407, "X3": 0.89884, "Y3": 0.4258, "X4": 0.85549, "Y4": 0.4258, "page": 0, "Index": 158}, {"Word": "she", "Confidence": 0.998, "X1": 0.3396, "Y1": 0.4272, "X2": 0.36561, "Y2": 0.427, "X3": 0.36416, "Y3": 0.4438, "X4": 0.33815, "Y4": 0.4438, "page": 0, "Index": 159}, {"Word": "says", "Confidence": 0.989, "X1": 0.36994, "Y1": 0.4272, "X2": 0.40751, "Y2": 0.427, "X3": 0.40607, "Y3": 0.4438, "X4": 0.36994, "Y4": 0.4438, "page": 0, "Index": 160}, {"Word": "by", "Confidence": 0.998, "X1": 0.41185, "Y1": 0.4272, "X2": 0.43208, "Y2": 0.427, "X3": 0.43064, "Y3": 0.4438, "X4": 0.41185, "Y4": 0.4438, "page": 0, "Index": 161}, {"Word": "phone.", "Confidence": 0.813, "X1": 0.43642, "Y1": 0.4272, "X2": 0.49277, "Y2": 0.427, "X3": 0.49277, "Y3": 0.4438, "X4": 0.43642, "Y4": 0.4438, "page": 0, "Index": 162}, {"Word": "However,", "Confidence": 0.952, "X1": 0.49711, "Y1": 0.4262, "X2": 0.58092, "Y2": 0.426, "X3": 0.57948, "Y3": 0.4438, "X4": 0.49711, "Y4": 0.4438, "page": 0, "Index": 163}, {"Word": "Mrs.", "Confidence": 0.991, "X1": 0.58526, "Y1": 0.4262, "X2": 0.62861, "Y2": 0.426, "X3": 0.62861, "Y3": 0.4438, "X4": 0.58526, "Y4": 0.4438, "page": 0, "Index": 164}, {"Word": "Tecl", "Confidence": 0.622, "X1": 0.63295, "Y1": 0.4262, "X2": 0.66763, "Y2": 0.426, "X3": 0.66763, "Y3": 0.4438, "X4": 0.63295, "Y4": 0.4438, "page": 0, "Index": 165}, {"Word": "describes", "Confidence": 0.932, "X1": 0.67341, "Y1": 0.4262, "X2": 0.75, "Y2": 0.426, "X3": 0.75145, "Y3": 0.4438, "X4": 0.67341, "Y4": 0.4438, "page": 0, "Index": 166}, {"Word": "how", "Confidence": 0.998, "X1": 0.75578, "Y1": 0.4262, "X2": 0.79191, "Y2": 0.426, "X3": 0.79191, "Y3": 0.4438, "X4": 0.75578, "Y4": 0.4438, "page": 0, "Index": 167}, {"Word": "she", "Confidence": 0.903, "X1": 0.79624, "Y1": 0.4262, "X2": 0.82514, "Y2": 0.426, "X3": 0.82514, "Y3": 0.4438, "X4": 0.79769, "Y4": 0.4438, "page": 0, "Index": 168}, {"Word": "suffered", "Confidence": 0.995, "X1": 0.82948, "Y1": 0.4262, "X2": 0.90173, "Y2": 0.426, "X3": 0.90318, "Y3": 0.4438, "X4": 0.83092, "Y4": 0.4438, "page": 0, "Index": 169}, {"Word": "headaches", "Confidence": 0.85, "X1": 0.34104, "Y1": 0.4452, "X2": 0.42197, "Y2": 0.445, "X3": 0.42341, "Y3": 0.4618, "X4": 0.34104, "Y4": 0.4608, "page": 0, "Index": 170}, {"Word": "and", "Confidence": 0.998, "X1": 0.42775, "Y1": 0.4452, "X2": 0.45809, "Y2": 0.445, "X3": 0.45809, "Y3": 0.4618, "X4": 0.42775, "Y4": 0.4618, "page": 0, "Index": 171}, {"Word": "nausea", "Confidence": 0.997, "X1": 0.46243, "Y1": 0.4452, "X2": 0.52168, "Y2": 0.445, "X3": 0.52168, "Y3": 0.4618, "X4": 0.46387, "Y4": 0.4618, "page": 0, "Index": 172}, {"Word": "for", "Confidence": 0.998, "X1": 0.52601, "Y1": 0.4452, "X2": 0.55202, "Y2": 0.445, "X3": 0.55202, "Y3": 0.4618, "X4": 0.52746, "Y4": 0.4618, "page": 0, "Index": 173}, {"Word": "several", "Confidence": 0.997, "X1": 0.55636, "Y1": 0.4452, "X2": 0.61561, "Y2": 0.445, "X3": 0.61561, "Y3": 0.4628, "X4": 0.55636, "Y4": 0.4618, "page": 0, "Index": 174}, {"Word": "days", "Confidence": 0.988, "X1": 0.61994, "Y1": 0.4452, "X2": 0.6604, "Y2": 0.445, "X3": 0.6604, "Y3": 0.4628, "X4": 0.61994, "Y4": 0.4628, "page": 0, "Index": 175}, {"Word": "when", "Confidence": 0.982, "X1": 0.66474, "Y1": 0.4452, "X2": 0.71098, "Y2": 0.445, "X3": 0.71098, "Y3": 0.4628, "X4": 0.66474, "Y4": 0.4628, "page": 0, "Index": 176}, {"Word": "she", "Confidence": 0.998, "X1": 0.71532, "Y1": 0.4452, "X2": 0.74277, "Y2": 0.445, "X3": 0.74277, "Y3": 0.4628, "X4": 0.71532, "Y4": 0.4628, "page": 0, "Index": 177}, {"Word": "began", "Confidence": 0.997, "X1": 0.74711, "Y1": 0.4452, "X2": 0.79769, "Y2": 0.445, "X3": 0.79769, "Y3": 0.4628, "X4": 0.74711, "Y4": 0.4628, "page": 0, "Index": 178}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.80202, "Y1": 0.4452, "X2": 0.87428, "Y2": 0.445, "X3": 0.87428, "Y3": 0.4628, "X4": 0.80202, "Y4": 0.4628, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.775, "X1": 0.88006, "Y1": 0.4452, "X2": 0.90896, "Y2": 0.445, "X3": 0.90751, "Y3": 0.4628, "X4": 0.87861, "Y4": 0.4628, "page": 0, "Index": 180}, {"Word": "new", "Confidence": 0.994, "X1": 0.34249, "Y1": 0.4642, "X2": 0.37283, "Y2": 0.464, "X3": 0.37283, "Y3": 0.4798, "X4": 0.34249, "Y4": 0.4798, "page": 0, "Index": 181}, {"Word": "brand.", "Confidence": 0.662, "X1": 0.37861, "Y1": 0.4632, "X2": 0.43064, "Y2": 0.463, "X3": 0.43064, "Y3": 0.4798, "X4": 0.37861, "Y4": 0.4798, "page": 0, "Index": 182}, {"Word": "It", "Confidence": 0.957, "X1": 0.43497, "Y1": 0.4632, "X2": 0.44942, "Y2": 0.463, "X3": 0.44942, "Y3": 0.4798, "X4": 0.43497, "Y4": 0.4798, "page": 0, "Index": 183}, {"Word": "was", "Confidence": 0.998, "X1": 0.45376, "Y1": 0.4632, "X2": 0.48699, "Y2": 0.463, "X3": 0.48699, "Y3": 0.4798, "X4": 0.45376, "Y4": 0.4798, "page": 0, "Index": 184}, {"Word": "not", "Confidence": 0.991, "X1": 0.49133, "Y1": 0.4632, "X2": 0.51879, "Y2": 0.463, "X3": 0.51879, "Y3": 0.4798, "X4": 0.49133, "Y4": 0.4798, "page": 0, "Index": 185}, {"Word": "as", "Confidence": 0.998, "X1": 0.52312, "Y1": 0.4632, "X2": 0.54191, "Y2": 0.463, "X3": 0.54191, "Y3": 0.4798, "X4": 0.52312, "Y4": 0.4798, "page": 0, "Index": 186}, {"Word": "bad,", "Confidence": 0.986, "X1": 0.54769, "Y1": 0.4632, "X2": 0.58237, "Y2": 0.463, "X3": 0.58237, "Y3": 0.4798, "X4": 0.54769, "Y4": 0.4798, "page": 0, "Index": 187}, {"Word": "she", "Confidence": 0.998, "X1": 0.58671, "Y1": 0.4632, "X2": 0.61561, "Y2": 0.463, "X3": 0.61561, "Y3": 0.4798, "X4": 0.58671, "Y4": 0.4798, "page": 0, "Index": 188}, {"Word": "recalls,", "Confidence": 0.973, "X1": 0.61994, "Y1": 0.4632, "X2": 0.68208, "Y2": 0.463, "X3": 0.68208, "Y3": 0.4798, "X4": 0.61994, "Y4": 0.4798, "page": 0, "Index": 189}, {"Word": "as", "Confidence": 0.998, "X1": 0.68642, "Y1": 0.4632, "X2": 0.70376, "Y2": 0.463, "X3": 0.70376, "Y3": 0.4798, "X4": 0.68642, "Y4": 0.4798, "page": 0, "Index": 190}, {"Word": "how", "Confidence": 0.998, "X1": 0.70809, "Y1": 0.4632, "X2": 0.74422, "Y2": 0.463, "X3": 0.74422, "Y3": 0.4798, "X4": 0.70809, "Y4": 0.4798, "page": 0, "Index": 191}, {"Word": "she", "Confidence": 0.931, "X1": 0.75145, "Y1": 0.4632, "X2": 0.7789, "Y2": 0.463, "X3": 0.77746, "Y3": 0.4798, "X4": 0.75145, "Y4": 0.4798, "page": 0, "Index": 192}, {"Word": "felt", "Confidence": 0.85, "X1": 0.78324, "Y1": 0.4632, "X2": 0.81214, "Y2": 0.463, "X3": 0.81069, "Y3": 0.4798, "X4": 0.78324, "Y4": 0.4798, "page": 0, "Index": 193}, {"Word": "during", "Confidence": 0.997, "X1": 0.81647, "Y1": 0.4642, "X2": 0.87572, "Y2": 0.464, "X3": 0.87428, "Y3": 0.4808, "X4": 0.81647, "Y4": 0.4798, "page": 0, "Index": 194}, {"Word": "previous", "Confidence": 0.993, "X1": 0.3396, "Y1": 0.4822, "X2": 0.4104, "Y2": 0.482, "X3": 0.40896, "Y3": 0.4998, "X4": 0.3396, "Y4": 0.4998, "page": 0, "Index": 195}, {"Word": "attempts", "Confidence": 0.885, "X1": 0.41618, "Y1": 0.4812, "X2": 0.48699, "Y2": 0.481, "X3": 0.48555, "Y3": 0.4998, "X4": 0.41474, "Y4": 0.4998, "page": 0, "Index": 196}, {"Word": "to", "Confidence": 0.997, "X1": 0.49133, "Y1": 0.4812, "X2": 0.50867, "Y2": 0.481, "X3": 0.50723, "Y3": 0.4998, "X4": 0.49133, "Y4": 0.4998, "page": 0, "Index": 197}, {"Word": "quit", "Confidence": 0.986, "X1": 0.51445, "Y1": 0.4812, "X2": 0.54769, "Y2": 0.481, "X3": 0.54624, "Y3": 0.4998, "X4": 0.51301, "Y4": 0.4998, "page": 0, "Index": 198}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.55202, "Y1": 0.4812, "X2": 0.62428, "Y2": 0.481, "X3": 0.62428, "Y3": 0.4998, "X4": 0.55058, "Y4": 0.4998, "page": 0, "Index": 199}, {"Word": "altogether.", "Confidence": 0.885, "X1": 0.63006, "Y1": 0.4822, "X2": 0.72254, "Y2": 0.482, "X3": 0.7211, "Y3": 0.4998, "X4": 0.62861, "Y4": 0.4998, "page": 0, "Index": 200}, {"Word": "\"I", "Confidence": 0.624, "X1": 0.34393, "Y1": 0.5172, "X2": 0.3526, "Y2": 0.517, "X3": 0.3526, "Y3": 0.5348, "X4": 0.34393, "Y4": 0.5348, "page": 0, "Index": 201}, {"Word": "still", "Confidence": 0.995, "X1": 0.35838, "Y1": 0.5172, "X2": 0.38873, "Y2": 0.517, "X3": 0.38873, "Y3": 0.5358, "X4": 0.35838, "Y4": 0.5348, "page": 0, "Index": 202}, {"Word": "felt", "Confidence": 0.934, "X1": 0.39451, "Y1": 0.5172, "X2": 0.42052, "Y2": 0.517, "X3": 0.42052, "Y3": 0.5358, "X4": 0.39451, "Y4": 0.5358, "page": 0, "Index": 203}, {"Word": "like", "Confidence": 0.982, "X1": 0.4263, "Y1": 0.5182, "X2": 0.45809, "Y2": 0.518, "X3": 0.45809, "Y3": 0.5358, "X4": 0.4263, "Y4": 0.5358, "page": 0, "Index": 204}, {"Word": "I", "Confidence": 0.994, "X1": 0.46387, "Y1": 0.5182, "X2": 0.46965, "Y2": 0.518, "X3": 0.46965, "Y3": 0.5358, "X4": 0.46387, "Y4": 0.5358, "page": 0, "Index": 205}, {"Word": "was", "Confidence": 0.998, "X1": 0.47543, "Y1": 0.5182, "X2": 0.50867, "Y2": 0.518, "X3": 0.50867, "Y3": 0.5358, "X4": 0.47543, "Y4": 0.5358, "page": 0, "Index": 206}, {"Word": "smoking,\"", "Confidence": 0.904, "X1": 0.51445, "Y1": 0.5192, "X2": 0.60116, "Y2": 0.519, "X3": 0.60116, "Y3": 0.5358, "X4": 0.51445, "Y4": 0.5358, "page": 0, "Index": 207}, {"Word": "she", "Confidence": 0.998, "X1": 0.60549, "Y1": 0.5192, "X2": 0.63295, "Y2": 0.519, "X3": 0.63295, "Y3": 0.5358, "X4": 0.60549, "Y4": 0.5358, "page": 0, "Index": 208}, {"Word": "says", "Confidence": 0.988, "X1": 0.63873, "Y1": 0.5192, "X2": 0.67341, "Y2": 0.519, "X3": 0.67341, "Y3": 0.5358, "X4": 0.63873, "Y4": 0.5358, "page": 0, "Index": 209}, {"Word": "of", "Confidence": 0.998, "X1": 0.67919, "Y1": 0.5192, "X2": 0.69798, "Y2": 0.519, "X3": 0.69798, "Y3": 0.5358, "X4": 0.67919, "Y4": 0.5358, "page": 0, "Index": 210}, {"Word": "switching", "Confidence": 0.981, "X1": 0.70231, "Y1": 0.5182, "X2": 0.78468, "Y2": 0.518, "X3": 0.78468, "Y3": 0.5358, "X4": 0.70231, "Y4": 0.5358, "page": 0, "Index": 211}, {"Word": "to", "Confidence": 0.995, "X1": 0.78902, "Y1": 0.5182, "X2": 0.80491, "Y2": 0.518, "X3": 0.80491, "Y3": 0.5358, "X4": 0.78902, "Y4": 0.5358, "page": 0, "Index": 212}, {"Word": "Eclipse.", "Confidence": 0.667, "X1": 0.80925, "Y1": 0.5182, "X2": 0.87717, "Y2": 0.518, "X3": 0.87717, "Y3": 0.5358, "X4": 0.80925, "Y4": 0.5358, "page": 0, "Index": 213}, {"Word": "\"It", "Confidence": 0.96, "X1": 0.88295, "Y1": 0.5172, "X2": 0.9104, "Y2": 0.517, "X3": 0.9104, "Y3": 0.5358, "X4": 0.88295, "Y4": 0.5358, "page": 0, "Index": 214}, {"Word": "still", "Confidence": 0.994, "X1": 0.34249, "Y1": 0.5372, "X2": 0.37139, "Y2": 0.537, "X3": 0.36994, "Y3": 0.5548, "X4": 0.34249, "Y4": 0.5548, "page": 0, "Index": 215}, {"Word": "gave", "Confidence": 0.982, "X1": 0.37572, "Y1": 0.5372, "X2": 0.41474, "Y2": 0.537, "X3": 0.41329, "Y3": 0.5548, "X4": 0.37428, "Y4": 0.5548, "page": 0, "Index": 216}, {"Word": "me", "Confidence": 0.998, "X1": 0.41908, "Y1": 0.5372, "X2": 0.44509, "Y2": 0.537, "X3": 0.44364, "Y3": 0.5548, "X4": 0.41908, "Y4": 0.5548, "page": 0, "Index": 217}, {"Word": "something", "Confidence": 0.995, "X1": 0.44942, "Y1": 0.5372, "X2": 0.53902, "Y2": 0.537, "X3": 0.53757, "Y3": 0.5548, "X4": 0.44798, "Y4": 0.5548, "page": 0, "Index": 218}, {"Word": "to", "Confidence": 0.998, "X1": 0.54335, "Y1": 0.5372, "X2": 0.55925, "Y2": 0.537, "X3": 0.5578, "Y3": 0.5548, "X4": 0.54191, "Y4": 0.5548, "page": 0, "Index": 219}, {"Word": "do", "Confidence": 0.997, "X1": 0.56358, "Y1": 0.5372, "X2": 0.58526, "Y2": 0.537, "X3": 0.58382, "Y3": 0.5548, "X4": 0.56214, "Y4": 0.5548, "page": 0, "Index": 220}, {"Word": "with", "Confidence": 0.989, "X1": 0.59104, "Y1": 0.5372, "X2": 0.62861, "Y2": 0.537, "X3": 0.62717, "Y3": 0.5548, "X4": 0.5896, "Y4": 0.5548, "page": 0, "Index": 221}, {"Word": "my", "Confidence": 0.998, "X1": 0.63439, "Y1": 0.5372, "X2": 0.6604, "Y2": 0.537, "X3": 0.65896, "Y3": 0.5538, "X4": 0.63295, "Y4": 0.5548, "page": 0, "Index": 222}, {"Word": "hands.\"", "Confidence": 0.903, "X1": 0.66618, "Y1": 0.5372, "X2": 0.73266, "Y2": 0.537, "X3": 0.73121, "Y3": 0.5528, "X4": 0.66474, "Y4": 0.5538, "page": 0, "Index": 223}, {"Word": "A", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.5732, "X2": 0.35405, "Y2": 0.573, "X3": 0.35405, "Y3": 0.5898, "X4": 0.34104, "Y4": 0.5898, "page": 0, "Index": 224}, {"Word": "mostly", "Confidence": 0.995, "X1": 0.35838, "Y1": 0.5742, "X2": 0.41474, "Y2": 0.574, "X3": 0.41474, "Y3": 0.5898, "X4": 0.35838, "Y4": 0.5898, "page": 0, "Index": 225}, {"Word": "negative", "Confidence": 0.791, "X1": 0.41908, "Y1": 0.5742, "X2": 0.48988, "Y2": 0.574, "X3": 0.48988, "Y3": 0.5898, "X4": 0.41908, "Y4": 0.5898, "page": 0, "Index": 226}, {"Word": "reaction", "Confidence": 0.995, "X1": 0.49566, "Y1": 0.5742, "X2": 0.56358, "Y2": 0.574, "X3": 0.56358, "Y3": 0.5898, "X4": 0.49566, "Y4": 0.5898, "page": 0, "Index": 227}, {"Word": "to", "Confidence": 0.997, "X1": 0.56936, "Y1": 0.5742, "X2": 0.58526, "Y2": 0.574, "X3": 0.58526, "Y3": 0.5898, "X4": 0.56936, "Y4": 0.5898, "page": 0, "Index": 228}, {"Word": "the", "Confidence": 0.998, "X1": 0.5896, "Y1": 0.5742, "X2": 0.61561, "Y2": 0.574, "X3": 0.61561, "Y3": 0.5898, "X4": 0.5896, "Y4": 0.5898, "page": 0, "Index": 229}, {"Word": "new", "Confidence": 0.998, "X1": 0.61994, "Y1": 0.5732, "X2": 0.65607, "Y2": 0.573, "X3": 0.65607, "Y3": 0.5898, "X4": 0.61994, "Y4": 0.5898, "page": 0, "Index": 230}, {"Word": "brand", "Confidence": 0.997, "X1": 0.66185, "Y1": 0.5732, "X2": 0.70954, "Y2": 0.573, "X3": 0.70954, "Y3": 0.5898, "X4": 0.66185, "Y4": 0.5898, "page": 0, "Index": 231}, {"Word": "has", "Confidence": 0.998, "X1": 0.71387, "Y1": 0.5732, "X2": 0.74277, "Y2": 0.573, "X3": 0.74277, "Y3": 0.5898, "X4": 0.71387, "Y4": 0.5898, "page": 0, "Index": 232}, {"Word": "forced", "Confidence": 0.944, "X1": 0.74855, "Y1": 0.5722, "X2": 0.80058, "Y2": 0.572, "X3": 0.80058, "Y3": 0.5898, "X4": 0.74855, "Y4": 0.5898, "page": 0, "Index": 233}, {"Word": "R.J.", "Confidence": 0.982, "X1": 0.80636, "Y1": 0.5722, "X2": 0.84393, "Y2": 0.572, "X3": 0.84393, "Y3": 0.5888, "X4": 0.80636, "Y4": 0.5898, "page": 0, "Index": 234}, {"Word": "Reynolds", "Confidence": 0.995, "X1": 0.34249, "Y1": 0.5912, "X2": 0.41618, "Y2": 0.591, "X3": 0.41618, "Y3": 0.6078, "X4": 0.34249, "Y4": 0.6078, "page": 0, "Index": 235}, {"Word": "to", "Confidence": 0.997, "X1": 0.42197, "Y1": 0.5912, "X2": 0.43786, "Y2": 0.591, "X3": 0.43786, "Y3": 0.6078, "X4": 0.42197, "Y4": 0.6078, "page": 0, "Index": 236}, {"Word": "rethink", "Confidence": 0.996, "X1": 0.4422, "Y1": 0.5912, "X2": 0.50289, "Y2": 0.591, "X3": 0.50434, "Y3": 0.6078, "X4": 0.4422, "Y4": 0.6078, "page": 0, "Index": 237}, {"Word": "its", "Confidence": 0.998, "X1": 0.50867, "Y1": 0.5922, "X2": 0.5289, "Y2": 0.592, "X3": 0.5289, "Y3": 0.6078, "X4": 0.50867, "Y4": 0.6078, "page": 0, "Index": 238}, {"Word": "marketing", "Confidence": 0.995, "X1": 0.53324, "Y1": 0.5922, "X2": 0.6185, "Y2": 0.592, "X3": 0.61994, "Y3": 0.6078, "X4": 0.53324, "Y4": 0.6078, "page": 0, "Index": 239}, {"Word": "approach.", "Confidence": 0.993, "X1": 0.62428, "Y1": 0.5922, "X2": 0.7052, "Y2": 0.592, "X3": 0.70665, "Y3": 0.6078, "X4": 0.62428, "Y4": 0.6078, "page": 0, "Index": 240}, {"Word": "It", "Confidence": 0.991, "X1": 0.71098, "Y1": 0.5922, "X2": 0.72254, "Y2": 0.592, "X3": 0.72399, "Y3": 0.6078, "X4": 0.71098, "Y4": 0.6078, "page": 0, "Index": 241}, {"Word": "didn't", "Confidence": 0.994, "X1": 0.72832, "Y1": 0.5912, "X2": 0.77457, "Y2": 0.591, "X3": 0.77601, "Y3": 0.6078, "X4": 0.72832, "Y4": 0.6078, "page": 0, "Index": 242}, {"Word": "set", "Confidence": 0.998, "X1": 0.78035, "Y1": 0.5912, "X2": 0.80347, "Y2": 0.591, "X3": 0.80491, "Y3": 0.6078, "X4": 0.78035, "Y4": 0.6078, "page": 0, "Index": 243}, {"Word": "up", "Confidence": 0.998, "X1": 0.8078, "Y1": 0.5912, "X2": 0.82948, "Y2": 0.591, "X3": 0.82948, "Y3": 0.6078, "X4": 0.80925, "Y4": 0.6078, "page": 0, "Index": 244}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.83382, "Y1": 0.5912, "X2": 0.9104, "Y2": 0.591, "X3": 0.9104, "Y3": 0.6078, "X4": 0.83382, "Y4": 0.6078, "page": 0, "Index": 245}, {"Word": "rooms", "Confidence": 0.993, "X1": 0.34249, "Y1": 0.6102, "X2": 0.39162, "Y2": 0.61, "X3": 0.39017, "Y3": 0.6258, "X4": 0.34104, "Y4": 0.6268, "page": 0, "Index": 246}, {"Word": "at", "Confidence": 0.997, "X1": 0.39595, "Y1": 0.6102, "X2": 0.4104, "Y2": 0.61, "X3": 0.4104, "Y3": 0.6258, "X4": 0.39595, "Y4": 0.6258, "page": 0, "Index": 247}, {"Word": "Dallas", "Confidence": 0.997, "X1": 0.41474, "Y1": 0.6092, "X2": 0.46965, "Y2": 0.609, "X3": 0.46965, "Y3": 0.6258, "X4": 0.41474, "Y4": 0.6258, "page": 0, "Index": 248}, {"Word": "malls", "Confidence": 0.996, "X1": 0.47399, "Y1": 0.6092, "X2": 0.52168, "Y2": 0.609, "X3": 0.52023, "Y3": 0.6258, "X4": 0.47399, "Y4": 0.6258, "page": 0, "Index": 249}, {"Word": "as", "Confidence": 0.998, "X1": 0.52601, "Y1": 0.6092, "X2": 0.54335, "Y2": 0.609, "X3": 0.54335, "Y3": 0.6258, "X4": 0.52601, "Y4": 0.6258, "page": 0, "Index": 250}, {"Word": "it", "Confidence": 0.996, "X1": 0.54769, "Y1": 0.6092, "X2": 0.55925, "Y2": 0.609, "X3": 0.55925, "Y3": 0.6258, "X4": 0.54769, "Y4": 0.6258, "page": 0, "Index": 251}, {"Word": "had", "Confidence": 0.998, "X1": 0.56503, "Y1": 0.6092, "X2": 0.59682, "Y2": 0.609, "X3": 0.59682, "Y3": 0.6258, "X4": 0.56358, "Y4": 0.6258, "page": 0, "Index": 252}, {"Word": "done", "Confidence": 0.982, "X1": 0.60116, "Y1": 0.6092, "X2": 0.64306, "Y2": 0.609, "X3": 0.64306, "Y3": 0.6258, "X4": 0.60116, "Y4": 0.6258, "page": 0, "Index": 253}, {"Word": "in", "Confidence": 0.998, "X1": 0.6474, "Y1": 0.6092, "X2": 0.66329, "Y2": 0.609, "X3": 0.66329, "Y3": 0.6258, "X4": 0.6474, "Y4": 0.6258, "page": 0, "Index": 254}, {"Word": "Chattanooga,", "Confidence": 0.991, "X1": 0.66908, "Y1": 0.6092, "X2": 0.78035, "Y2": 0.609, "X3": 0.78035, "Y3": 0.6258, "X4": 0.66763, "Y4": 0.6258, "page": 0, "Index": 255}, {"Word": "where", "Confidence": 0.988, "X1": 0.78613, "Y1": 0.6092, "X2": 0.83526, "Y2": 0.609, "X3": 0.83526, "Y3": 0.6258, "X4": 0.78613, "Y4": 0.6258, "page": 0, "Index": 256}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.8396, "Y1": 0.6092, "X2": 0.91474, "Y2": 0.609, "X3": 0.91474, "Y3": 0.6258, "X4": 0.8396, "Y4": 0.6258, "page": 0, "Index": 257}, {"Word": "sampled", "Confidence": 0.996, "X1": 0.34249, "Y1": 0.6272, "X2": 0.40896, "Y2": 0.627, "X3": 0.40751, "Y3": 0.6438, "X4": 0.34104, "Y4": 0.6438, "page": 0, "Index": 258}, {"Word": "the", "Confidence": 0.998, "X1": 0.41329, "Y1": 0.6272, "X2": 0.43786, "Y2": 0.627, "X3": 0.43786, "Y3": 0.6438, "X4": 0.41329, "Y4": 0.6438, "page": 0, "Index": 259}, {"Word": "cigarettes", "Confidence": 0.614, "X1": 0.44364, "Y1": 0.6272, "X2": 0.52601, "Y2": 0.627, "X3": 0.52601, "Y3": 0.6438, "X4": 0.44364, "Y4": 0.6438, "page": 0, "Index": 260}, {"Word": "and", "Confidence": 0.998, "X1": 0.53035, "Y1": 0.6272, "X2": 0.56069, "Y2": 0.627, "X3": 0.56069, "Y3": 0.6438, "X4": 0.53035, "Y4": 0.6438, "page": 0, "Index": 261}, {"Word": "shared", "Confidence": 0.856, "X1": 0.56503, "Y1": 0.6272, "X2": 0.61994, "Y2": 0.627, "X3": 0.61994, "Y3": 0.6438, "X4": 0.56647, "Y4": 0.6438, "page": 0, "Index": 262}, {"Word": "their", "Confidence": 0.817, "X1": 0.62428, "Y1": 0.6272, "X2": 0.66474, "Y2": 0.627, "X3": 0.66474, "Y3": 0.6438, "X4": 0.62428, "Y4": 0.6438, "page": 0, "Index": 263}, {"Word": "impressions.", "Confidence": 0.885, "X1": 0.66908, "Y1": 0.6272, "X2": 0.77457, "Y2": 0.627, "X3": 0.77457, "Y3": 0.6438, "X4": 0.66908, "Y4": 0.6438, "page": 0, "Index": 264}, {"Word": "Likewise,", "Confidence": 0.62, "X1": 0.7789, "Y1": 0.6272, "X2": 0.86416, "Y2": 0.627, "X3": 0.86561, "Y3": 0.6438, "X4": 0.7789, "Y4": 0.6438, "page": 0, "Index": 265}, {"Word": "Eclipse", "Confidence": 0.901, "X1": 0.34104, "Y1": 0.6452, "X2": 0.39884, "Y2": 0.645, "X3": 0.39884, "Y3": 0.6618, "X4": 0.34104, "Y4": 0.6628, "page": 0, "Index": 266}, {"Word": "isn't", "Confidence": 0.886, "X1": 0.40462, "Y1": 0.6452, "X2": 0.43931, "Y2": 0.645, "X3": 0.43931, "Y3": 0.6618, "X4": 0.40462, "Y4": 0.6618, "page": 0, "Index": 267}, {"Word": "being", "Confidence": 0.834, "X1": 0.44364, "Y1": 0.6452, "X2": 0.49133, "Y2": 0.645, "X3": 0.49133, "Y3": 0.6618, "X4": 0.44364, "Y4": 0.6618, "page": 0, "Index": 268}, {"Word": "sold", "Confidence": 0.991, "X1": 0.49566, "Y1": 0.6452, "X2": 0.53324, "Y2": 0.645, "X3": 0.53179, "Y3": 0.6618, "X4": 0.49566, "Y4": 0.6618, "page": 0, "Index": 269}, {"Word": "yet", "Confidence": 0.898, "X1": 0.53757, "Y1": 0.6452, "X2": 0.56069, "Y2": 0.645, "X3": 0.56069, "Y3": 0.6618, "X4": 0.53757, "Y4": 0.6618, "page": 0, "Index": 270}, {"Word": "in", "Confidence": 0.998, "X1": 0.56647, "Y1": 0.6452, "X2": 0.58382, "Y2": 0.645, "X3": 0.58382, "Y3": 0.6618, "X4": 0.56503, "Y4": 0.6618, "page": 0, "Index": 271}, {"Word": "Dallas", "Confidence": 0.995, "X1": 0.58815, "Y1": 0.6452, "X2": 0.64162, "Y2": 0.645, "X3": 0.64162, "Y3": 0.6618, "X4": 0.58815, "Y4": 0.6618, "page": 0, "Index": 272}, {"Word": "area", "Confidence": 0.846, "X1": 0.6474, "Y1": 0.6452, "X2": 0.68353, "Y2": 0.645, "X3": 0.68353, "Y3": 0.6618, "X4": 0.64595, "Y4": 0.6618, "page": 0, "Index": 273}, {"Word": "stores", "Confidence": 0.996, "X1": 0.68786, "Y1": 0.6452, "X2": 0.73699, "Y2": 0.645, "X3": 0.73699, "Y3": 0.6608, "X4": 0.68786, "Y4": 0.6618, "page": 0, "Index": 274}, {"Word": "out", "Confidence": 0.991, "X1": 0.74133, "Y1": 0.6452, "X2": 0.76879, "Y2": 0.645, "X3": 0.76879, "Y3": 0.6608, "X4": 0.74133, "Y4": 0.6608, "page": 0, "Index": 275}, {"Word": "of", "Confidence": 0.998, "X1": 0.77312, "Y1": 0.6452, "X2": 0.79046, "Y2": 0.645, "X3": 0.79046, "Y3": 0.6608, "X4": 0.77312, "Y4": 0.6608, "page": 0, "Index": 276}, {"Word": "concern", "Confidence": 0.925, "X1": 0.79624, "Y1": 0.6452, "X2": 0.86272, "Y2": 0.645, "X3": 0.86127, "Y3": 0.6608, "X4": 0.7948, "Y4": 0.6608, "page": 0, "Index": 277}, {"Word": "that", "Confidence": 0.986, "X1": 0.86705, "Y1": 0.6452, "X2": 0.90462, "Y2": 0.645, "X3": 0.90318, "Y3": 0.6608, "X4": 0.86705, "Y4": 0.6608, "page": 0, "Index": 278}, {"Word": "most", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.6642, "X2": 0.37861, "Y2": 0.664, "X3": 0.37861, "Y3": 0.6808, "X4": 0.34104, "Y4": 0.6798, "page": 0, "Index": 279}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.38439, "Y1": 0.6642, "X2": 0.45376, "Y2": 0.664, "X3": 0.45376, "Y3": 0.6808, "X4": 0.38439, "Y4": 0.6808, "page": 0, "Index": 280}, {"Word": "will", "Confidence": 0.989, "X1": 0.45954, "Y1": 0.6632, "X2": 0.49133, "Y2": 0.663, "X3": 0.48988, "Y3": 0.6808, "X4": 0.45954, "Y4": 0.6808, "page": 0, "Index": 281}, {"Word": "not", "Confidence": 0.945, "X1": 0.49566, "Y1": 0.6632, "X2": 0.52457, "Y2": 0.663, "X3": 0.52457, "Y3": 0.6808, "X4": 0.49566, "Y4": 0.6808, "page": 0, "Index": 282}, {"Word": "get", "Confidence": 0.998, "X1": 0.5289, "Y1": 0.6632, "X2": 0.55491, "Y2": 0.663, "X3": 0.55347, "Y3": 0.6808, "X4": 0.5289, "Y4": 0.6808, "page": 0, "Index": 283}, {"Word": "beyond", "Confidence": 0.997, "X1": 0.55925, "Y1": 0.6632, "X2": 0.62139, "Y2": 0.663, "X3": 0.62139, "Y3": 0.6808, "X4": 0.55925, "Y4": 0.6808, "page": 0, "Index": 284}, {"Word": "a", "Confidence": 0.995, "X1": 0.62572, "Y1": 0.6632, "X2": 0.63584, "Y2": 0.663, "X3": 0.63584, "Y3": 0.6808, "X4": 0.62572, "Y4": 0.6808, "page": 0, "Index": 285}, {"Word": "single", "Confidence": 0.994, "X1": 0.64162, "Y1": 0.6632, "X2": 0.6922, "Y2": 0.663, "X3": 0.69075, "Y3": 0.6808, "X4": 0.64162, "Y4": 0.6808, "page": 0, "Index": 286}, {"Word": "pack.", "Confidence": 0.995, "X1": 0.69653, "Y1": 0.6632, "X2": 0.74566, "Y2": 0.663, "X3": 0.74422, "Y3": 0.6808, "X4": 0.69653, "Y4": 0.6808, "page": 0, "Index": 287}, {"Word": "\"If", "Confidence": 0.972, "X1": 0.34393, "Y1": 0.6982, "X2": 0.35983, "Y2": 0.698, "X3": 0.35983, "Y3": 0.7178, "X4": 0.34249, "Y4": 0.7178, "page": 0, "Index": 288}, {"Word": "you", "Confidence": 0.998, "X1": 0.36561, "Y1": 0.6982, "X2": 0.39595, "Y2": 0.698, "X3": 0.39451, "Y3": 0.7178, "X4": 0.36416, "Y4": 0.7178, "page": 0, "Index": 289}, {"Word": "just", "Confidence": 0.989, "X1": 0.40173, "Y1": 0.6982, "X2": 0.43208, "Y2": 0.698, "X3": 0.43064, "Y3": 0.7168, "X4": 0.40029, "Y4": 0.7178, "page": 0, "Index": 290}, {"Word": "give", "Confidence": 0.988, "X1": 0.43786, "Y1": 0.6982, "X2": 0.4711, "Y2": 0.698, "X3": 0.4711, "Y3": 0.7168, "X4": 0.43642, "Y4": 0.7168, "page": 0, "Index": 291}, {"Word": "Eclipse", "Confidence": 0.607, "X1": 0.47688, "Y1": 0.6982, "X2": 0.54046, "Y2": 0.698, "X3": 0.53902, "Y3": 0.7158, "X4": 0.47543, "Y4": 0.7168, "page": 0, "Index": 292}, {"Word": "to", "Confidence": 0.995, "X1": 0.5448, "Y1": 0.6982, "X2": 0.56214, "Y2": 0.698, "X3": 0.56069, "Y3": 0.7158, "X4": 0.54335, "Y4": 0.7158, "page": 0, "Index": 293}, {"Word": "a", "Confidence": 0.995, "X1": 0.56647, "Y1": 0.6982, "X2": 0.57514, "Y2": 0.698, "X3": 0.57514, "Y3": 0.7158, "X4": 0.56647, "Y4": 0.7158, "page": 0, "Index": 294}, {"Word": "smoker", "Confidence": 0.997, "X1": 0.58092, "Y1": 0.6982, "X2": 0.64451, "Y2": 0.698, "X3": 0.64306, "Y3": 0.7158, "X4": 0.57948, "Y4": 0.7158, "page": 0, "Index": 295}, {"Word": "and", "Confidence": 0.998, "X1": 0.64884, "Y1": 0.6992, "X2": 0.67775, "Y2": 0.699, "X3": 0.67775, "Y3": 0.7158, "X4": 0.64884, "Y4": 0.7158, "page": 0, "Index": 296}, {"Word": "ask", "Confidence": 0.998, "X1": 0.68353, "Y1": 0.6992, "X2": 0.71098, "Y2": 0.699, "X3": 0.70954, "Y3": 0.7158, "X4": 0.68208, "Y4": 0.7158, "page": 0, "Index": 297}, {"Word": "them", "Confidence": 0.986, "X1": 0.71532, "Y1": 0.6992, "X2": 0.75867, "Y2": 0.699, "X3": 0.75723, "Y3": 0.7158, "X4": 0.71532, "Y4": 0.7158, "page": 0, "Index": 298}, {"Word": "to", "Confidence": 0.667, "X1": 0.76445, "Y1": 0.6992, "X2": 0.7789, "Y2": 0.699, "X3": 0.7789, "Y3": 0.7158, "X4": 0.76301, "Y4": 0.7158, "page": 0, "Index": 299}, {"Word": "try", "Confidence": 0.998, "X1": 0.78468, "Y1": 0.6992, "X2": 0.8078, "Y2": 0.699, "X3": 0.8078, "Y3": 0.7168, "X4": 0.78324, "Y4": 0.7158, "page": 0, "Index": 300}, {"Word": "it,", "Confidence": 0.998, "X1": 0.81358, "Y1": 0.7002, "X2": 0.83092, "Y2": 0.7, "X3": 0.82948, "Y3": 0.7168, "X4": 0.81214, "Y4": 0.7168, "page": 0, "Index": 301}, {"Word": "they", "Confidence": 0.991, "X1": 0.83526, "Y1": 0.7002, "X2": 0.87428, "Y2": 0.7, "X3": 0.87283, "Y3": 0.7168, "X4": 0.83526, "Y4": 0.7168, "page": 0, "Index": 302}, {"Word": "aren't", "Confidence": 0.994, "X1": 0.34249, "Y1": 0.7182, "X2": 0.38295, "Y2": 0.718, "X3": 0.38439, "Y3": 0.7358, "X4": 0.34249, "Y4": 0.7358, "page": 0, "Index": 303}, {"Word": "going", "Confidence": 0.956, "X1": 0.38873, "Y1": 0.7182, "X2": 0.43497, "Y2": 0.718, "X3": 0.43497, "Y3": 0.7358, "X4": 0.38873, "Y4": 0.7358, "page": 0, "Index": 304}, {"Word": "to", "Confidence": 0.997, "X1": 0.43931, "Y1": 0.7182, "X2": 0.45665, "Y2": 0.718, "X3": 0.45665, "Y3": 0.7358, "X4": 0.43931, "Y4": 0.7358, "page": 0, "Index": 305}, {"Word": "like", "Confidence": 0.982, "X1": 0.46098, "Y1": 0.7172, "X2": 0.49422, "Y2": 0.717, "X3": 0.49422, "Y3": 0.7348, "X4": 0.46098, "Y4": 0.7348, "page": 0, "Index": 306}, {"Word": "it", "Confidence": 0.993, "X1": 0.49855, "Y1": 0.7172, "X2": 0.51012, "Y2": 0.717, "X3": 0.51156, "Y3": 0.7348, "X4": 0.5, "Y4": 0.7348, "page": 0, "Index": 307}, {"Word": "at", "Confidence": 0.992, "X1": 0.5159, "Y1": 0.7172, "X2": 0.53179, "Y2": 0.717, "X3": 0.53179, "Y3": 0.7348, "X4": 0.5159, "Y4": 0.7348, "page": 0, "Index": 308}, {"Word": "first,\"", "Confidence": 0.957, "X1": 0.53757, "Y1": 0.7172, "X2": 0.58382, "Y2": 0.717, "X3": 0.58382, "Y3": 0.7348, "X4": 0.53757, "Y4": 0.7348, "page": 0, "Index": 309}, {"Word": "Mr.", "Confidence": 0.956, "X1": 0.58815, "Y1": 0.7172, "X2": 0.61994, "Y2": 0.717, "X3": 0.61994, "Y3": 0.7348, "X4": 0.58815, "Y4": 0.7348, "page": 0, "Index": 310}, {"Word": "Moskowitz", "Confidence": 0.991, "X1": 0.62428, "Y1": 0.7172, "X2": 0.7211, "Y2": 0.717, "X3": 0.7211, "Y3": 0.7338, "X4": 0.62428, "Y4": 0.7348, "page": 0, "Index": 311}, {"Word": "concedes.", "Confidence": 0.874, "X1": 0.72543, "Y1": 0.7172, "X2": 0.8078, "Y2": 0.717, "X3": 0.8078, "Y3": 0.7338, "X4": 0.72543, "Y4": 0.7338, "page": 0, "Index": 312}, {"Word": "\"There", "Confidence": 0.801, "X1": 0.81358, "Y1": 0.7182, "X2": 0.86994, "Y2": 0.718, "X3": 0.8685, "Y3": 0.7338, "X4": 0.81358, "Y4": 0.7338, "page": 0, "Index": 313}, {"Word": "are", "Confidence": 0.472, "X1": 0.87428, "Y1": 0.7182, "X2": 0.90607, "Y2": 0.718, "X3": 0.90607, "Y3": 0.7338, "X4": 0.87428, "Y4": 0.7338, "page": 0, "Index": 314}, {"Word": "cnough", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.7362, "X2": 0.40029, "Y2": 0.736, "X3": 0.40029, "Y3": 0.7528, "X4": 0.34104, "Y4": 0.7528, "page": 0, "Index": 315}, {"Word": "differences", "Confidence": 0.562, "X1": 0.40607, "Y1": 0.7362, "X2": 0.49855, "Y2": 0.736, "X3": 0.49855, "Y3": 0.7528, "X4": 0.40607, "Y4": 0.7528, "page": 0, "Index": 316}, {"Word": "that", "Confidence": 0.991, "X1": 0.50289, "Y1": 0.7362, "X2": 0.53613, "Y2": 0.736, "X3": 0.53468, "Y3": 0.7528, "X4": 0.50289, "Y4": 0.7528, "page": 0, "Index": 317}, {"Word": "it", "Confidence": 0.997, "X1": 0.54046, "Y1": 0.7362, "X2": 0.55202, "Y2": 0.736, "X3": 0.55058, "Y3": 0.7528, "X4": 0.54046, "Y4": 0.7528, "page": 0, "Index": 318}, {"Word": "requires", "Confidence": 0.882, "X1": 0.55636, "Y1": 0.7362, "X2": 0.62572, "Y2": 0.736, "X3": 0.62428, "Y3": 0.7518, "X4": 0.55636, "Y4": 0.7528, "page": 0, "Index": 319}, {"Word": "some", "Confidence": 0.989, "X1": 0.63006, "Y1": 0.7352, "X2": 0.67341, "Y2": 0.735, "X3": 0.67341, "Y3": 0.7518, "X4": 0.63006, "Y4": 0.7518, "page": 0, "Index": 320}, {"Word": "education.\"", "Confidence": 0.606, "X1": 0.67775, "Y1": 0.7352, "X2": 0.77746, "Y2": 0.735, "X3": 0.77746, "Y3": 0.7508, "X4": 0.67775, "Y4": 0.7518, "page": 0, "Index": 321}, {"Word": "effort", "Confidence": 0.993, "X1": 0.43931, "Y1": 0.7722, "X2": 0.49566, "Y2": 0.772, "X3": 0.49422, "Y3": 0.7878, "X4": 0.43931, "Y4": 0.7888, "page": 0, "Index": 322}, {"Word": "Marketing", "Confidence": 0.995, "X1": 0.3396, "Y1": 0.7722, "X2": 0.43497, "Y2": 0.772, "X3": 0.43497, "Y3": 0.7888, "X4": 0.3396, "Y4": 0.7878, "page": 0, "Index": 323}, {"Word": "So", "Confidence": 0.996, "X1": 0.34104, "Y1": 0.8082, "X2": 0.35983, "Y2": 0.808, "X3": 0.35983, "Y3": 0.8258, "X4": 0.34104, "Y4": 0.8258, "page": 0, "Index": 324}, {"Word": "far,", "Confidence": 0.99, "X1": 0.36416, "Y1": 0.8082, "X2": 0.39451, "Y2": 0.808, "X3": 0.39451, "Y3": 0.8258, "X4": 0.36561, "Y4": 0.8258, "page": 0, "Index": 325}, {"Word": "the", "Confidence": 0.921, "X1": 0.39884, "Y1": 0.8082, "X2": 0.42341, "Y2": 0.808, "X3": 0.42341, "Y3": 0.8258, "X4": 0.39884, "Y4": 0.8258, "page": 0, "Index": 326}, {"Word": "local", "Confidence": 0.97, "X1": 0.42775, "Y1": 0.8082, "X2": 0.46965, "Y2": 0.808, "X3": 0.46965, "Y3": 0.8258, "X4": 0.42919, "Y4": 0.8258, "page": 0, "Index": 327}, {"Word": "marketing", "Confidence": 0.959, "X1": 0.47399, "Y1": 0.8082, "X2": 0.56069, "Y2": 0.808, "X3": 0.56069, "Y3": 0.8258, "X4": 0.47543, "Y4": 0.8258, "page": 0, "Index": 328}, {"Word": "campaign", "Confidence": 0.995, "X1": 0.56503, "Y1": 0.8082, "X2": 0.64884, "Y2": 0.808, "X3": 0.64884, "Y3": 0.8258, "X4": 0.56647, "Y4": 0.8258, "page": 0, "Index": 329}, {"Word": "for", "Confidence": 0.998, "X1": 0.65318, "Y1": 0.8082, "X2": 0.67775, "Y2": 0.808, "X3": 0.67775, "Y3": 0.8258, "X4": 0.65318, "Y4": 0.8258, "page": 0, "Index": 330}, {"Word": "Eclipse", "Confidence": 0.981, "X1": 0.68208, "Y1": 0.8082, "X2": 0.74422, "Y2": 0.808, "X3": 0.74422, "Y3": 0.8258, "X4": 0.68208, "Y4": 0.8258, "page": 0, "Index": 331}, {"Word": "consists", "Confidence": 0.995, "X1": 0.75, "Y1": 0.8082, "X2": 0.81647, "Y2": 0.808, "X3": 0.81647, "Y3": 0.8258, "X4": 0.75, "Y4": 0.8258, "page": 0, "Index": 332}, {"Word": "of", "Confidence": 0.998, "X1": 0.82225, "Y1": 0.8082, "X2": 0.8396, "Y2": 0.808, "X3": 0.83815, "Y3": 0.8258, "X4": 0.82081, "Y4": 0.8258, "page": 0, "Index": 333}, {"Word": "direct-", "Confidence": 0.81, "X1": 0.84393, "Y1": 0.8082, "X2": 0.90318, "Y2": 0.808, "X3": 0.90318, "Y3": 0.8248, "X4": 0.84393, "Y4": 0.8258, "page": 0, "Index": 334}, {"Word": "mail", "Confidence": 0.992, "X1": 0.34104, "Y1": 0.8272, "X2": 0.37717, "Y2": 0.827, "X3": 0.37717, "Y3": 0.8428, "X4": 0.34249, "Y4": 0.8428, "page": 0, "Index": 335}, {"Word": "solicitation", "Confidence": 0.992, "X1": 0.3815, "Y1": 0.8272, "X2": 0.47399, "Y2": 0.827, "X3": 0.47399, "Y3": 0.8428, "X4": 0.3815, "Y4": 0.8428, "page": 0, "Index": 336}, {"Word": "to", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.8272, "X2": 0.49566, "Y2": 0.827, "X3": 0.49566, "Y3": 0.8428, "X4": 0.47832, "Y4": 0.8428, "page": 0, "Index": 337}, {"Word": "known", "Confidence": 0.997, "X1": 0.5, "Y1": 0.8272, "X2": 0.55925, "Y2": 0.827, "X3": 0.55925, "Y3": 0.8438, "X4": 0.5, "Y4": 0.8428, "page": 0, "Index": 338}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.56358, "Y1": 0.8272, "X2": 0.63439, "Y2": 0.827, "X3": 0.63439, "Y3": 0.8438, "X4": 0.56358, "Y4": 0.8438, "page": 0, "Index": 339}, {"Word": "and", "Confidence": 0.998, "X1": 0.63873, "Y1": 0.8272, "X2": 0.67052, "Y2": 0.827, "X3": 0.67052, "Y3": 0.8438, "X4": 0.63873, "Y4": 0.8438, "page": 0, "Index": 340}, {"Word": "newspaper", "Confidence": 0.994, "X1": 0.67486, "Y1": 0.8272, "X2": 0.76445, "Y2": 0.827, "X3": 0.76445, "Y3": 0.8438, "X4": 0.67486, "Y4": 0.8438, "page": 0, "Index": 341}, {"Word": "and", "Confidence": 0.998, "X1": 0.77023, "Y1": 0.8272, "X2": 0.79913, "Y2": 0.827, "X3": 0.79913, "Y3": 0.8438, "X4": 0.77023, "Y4": 0.8438, "page": 0, "Index": 342}, {"Word": "magazine", "Confidence": 0.63, "X1": 0.80347, "Y1": 0.8272, "X2": 0.88728, "Y2": 0.827, "X3": 0.88728, "Y3": 0.8438, "X4": 0.80347, "Y4": 0.8438, "page": 0, "Index": 343}, {"Word": "advertisements,", "Confidence": 0.384, "X1": 0.34104, "Y1": 0.8452, "X2": 0.46965, "Y2": 0.845, "X3": 0.46965, "Y3": 0.8608, "X4": 0.34104, "Y4": 0.8618, "page": 0, "Index": 344}, {"Word": "both", "Confidence": 0.982, "X1": 0.47399, "Y1": 0.8452, "X2": 0.51156, "Y2": 0.845, "X3": 0.51156, "Y3": 0.8608, "X4": 0.47543, "Y4": 0.8608, "page": 0, "Index": 345}, {"Word": "of", "Confidence": 0.998, "X1": 0.5159, "Y1": 0.8452, "X2": 0.53613, "Y2": 0.845, "X3": 0.53613, "Y3": 0.8608, "X4": 0.51734, "Y4": 0.8608, "page": 0, "Index": 346}, {"Word": "which", "Confidence": 0.997, "X1": 0.54046, "Y1": 0.8452, "X2": 0.59104, "Y2": 0.845, "X3": 0.59104, "Y3": 0.8608, "X4": 0.54046, "Y4": 0.8608, "page": 0, "Index": 347}, {"Word": "direct", "Confidence": 0.907, "X1": 0.59538, "Y1": 0.8442, "X2": 0.64595, "Y2": 0.844, "X3": 0.64595, "Y3": 0.8608, "X4": 0.59538, "Y4": 0.8608, "page": 0, "Index": 348}, {"Word": "customers", "Confidence": 0.965, "X1": 0.65029, "Y1": 0.8442, "X2": 0.73555, "Y2": 0.844, "X3": 0.73555, "Y3": 0.8608, "X4": 0.65029, "Y4": 0.8608, "page": 0, "Index": 349}, {"Word": "to", "Confidence": 0.998, "X1": 0.74133, "Y1": 0.8442, "X2": 0.75723, "Y2": 0.844, "X3": 0.75723, "Y3": 0.8608, "X4": 0.74133, "Y4": 0.8608, "page": 0, "Index": 350}, {"Word": "an", "Confidence": 0.998, "X1": 0.76156, "Y1": 0.8442, "X2": 0.78179, "Y2": 0.844, "X3": 0.78179, "Y3": 0.8618, "X4": 0.76156, "Y4": 0.8608, "page": 0, "Index": 351}, {"Word": "R.J.", "Confidence": 0.981, "X1": 0.78613, "Y1": 0.8442, "X2": 0.81936, "Y2": 0.844, "X3": 0.81936, "Y3": 0.8618, "X4": 0.78613, "Y4": 0.8618, "page": 0, "Index": 352}, {"Word": "Reynolds", "Confidence": 0.994, "X1": 0.82514, "Y1": 0.8442, "X2": 0.90896, "Y2": 0.844, "X3": 0.90896, "Y3": 0.8618, "X4": 0.82514, "Y4": 0.8618, "page": 0, "Index": 353}, {"Word": "Web", "Confidence": 0.981, "X1": 0.34538, "Y1": 0.8632, "X2": 0.37861, "Y2": 0.863, "X3": 0.37861, "Y3": 0.8788, "X4": 0.34393, "Y4": 0.8788, "page": 0, "Index": 354}, {"Word": "site,", "Confidence": 0.643, "X1": 0.38295, "Y1": 0.8632, "X2": 0.42052, "Y2": 0.863, "X3": 0.41908, "Y3": 0.8788, "X4": 0.38295, "Y4": 0.8788, "page": 0, "Index": 355}, {"Word": "where", "Confidence": 0.955, "X1": 0.42486, "Y1": 0.8632, "X2": 0.47399, "Y2": 0.863, "X3": 0.47399, "Y3": 0.8788, "X4": 0.42341, "Y4": 0.8788, "page": 0, "Index": 356}, {"Word": "the", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.8632, "X2": 0.50434, "Y2": 0.863, "X3": 0.50434, "Y3": 0.8788, "X4": 0.47832, "Y4": 0.8788, "page": 0, "Index": 357}, {"Word": "cigarettes", "Confidence": 0.864, "X1": 0.50867, "Y1": 0.8632, "X2": 0.59104, "Y2": 0.863, "X3": 0.5896, "Y3": 0.8788, "X4": 0.50867, "Y4": 0.8788, "page": 0, "Index": 358}, {"Word": "can", "Confidence": 0.998, "X1": 0.59538, "Y1": 0.8632, "X2": 0.62572, "Y2": 0.863, "X3": 0.62572, "Y3": 0.8788, "X4": 0.59538, "Y4": 0.8788, "page": 0, "Index": 359}, {"Word": "be", "Confidence": 0.925, "X1": 0.63006, "Y1": 0.8632, "X2": 0.65029, "Y2": 0.863, "X3": 0.65029, "Y3": 0.8788, "X4": 0.63006, "Y4": 0.8788, "page": 0, "Index": 360}, {"Word": "ordered.", "Confidence": 0.951, "X1": 0.65462, "Y1": 0.8632, "X2": 0.72832, "Y2": 0.863, "X3": 0.72832, "Y3": 0.8788, "X4": 0.65462, "Y4": 0.8788, "page": 0, "Index": 361}, {"Word": "The", "Confidence": 0.998, "X1": 0.73266, "Y1": 0.8632, "X2": 0.76301, "Y2": 0.863, "X3": 0.76301, "Y3": 0.8788, "X4": 0.73266, "Y4": 0.8788, "page": 0, "Index": 362}, {"Word": "site", "Confidence": 0.927, "X1": 0.76734, "Y1": 0.8632, "X2": 0.79624, "Y2": 0.863, "X3": 0.79624, "Y3": 0.8788, "X4": 0.76734, "Y4": 0.8788, "page": 0, "Index": 363}, {"Word": "is", "Confidence": 0.997, "X1": 0.80058, "Y1": 0.8632, "X2": 0.81647, "Y2": 0.863, "X3": 0.81647, "Y3": 0.8788, "X4": 0.80058, "Y4": 0.8788, "page": 0, "Index": 364}, {"Word": "filled", "Confidence": 0.997, "X1": 0.82081, "Y1": 0.8622, "X2": 0.86561, "Y2": 0.862, "X3": 0.86561, "Y3": 0.8788, "X4": 0.82081, "Y4": 0.8788, "page": 0, "Index": 365}, {"Word": "with", "Confidence": 0.989, "X1": 0.86994, "Y1": 0.8622, "X2": 0.90896, "Y2": 0.862, "X3": 0.90896, "Y3": 0.8788, "X4": 0.86994, "Y4": 0.8788, "page": 0, "Index": 366}, {"Word": "information", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.8812, "X2": 0.43786, "Y2": 0.881, "X3": 0.43642, "Y3": 0.8978, "X4": 0.34104, "Y4": 0.8978, "page": 0, "Index": 367}, {"Word": "on", "Confidence": 0.998, "X1": 0.4422, "Y1": 0.8812, "X2": 0.46387, "Y2": 0.881, "X3": 0.46243, "Y3": 0.8978, "X4": 0.4422, "Y4": 0.8978, "page": 0, "Index": 368}, {"Word": "how", "Confidence": 0.998, "X1": 0.46821, "Y1": 0.8812, "X2": 0.50578, "Y2": 0.881, "X3": 0.50434, "Y3": 0.8978, "X4": 0.46821, "Y4": 0.8978, "page": 0, "Index": 369}, {"Word": "the", "Confidence": 0.955, "X1": 0.51012, "Y1": 0.8812, "X2": 0.53613, "Y2": 0.881, "X3": 0.53613, "Y3": 0.8978, "X4": 0.51012, "Y4": 0.8978, "page": 0, "Index": 370}, {"Word": "new", "Confidence": 0.941, "X1": 0.54191, "Y1": 0.8812, "X2": 0.57514, "Y2": 0.881, "X3": 0.57514, "Y3": 0.8978, "X4": 0.54046, "Y4": 0.8978, "page": 0, "Index": 371}, {"Word": "product", "Confidence": 0.955, "X1": 0.58092, "Y1": 0.8812, "X2": 0.6474, "Y2": 0.881, "X3": 0.6474, "Y3": 0.8978, "X4": 0.57948, "Y4": 0.8978, "page": 0, "Index": 372}, {"Word": "works,", "Confidence": 0.977, "X1": 0.65173, "Y1": 0.8812, "X2": 0.70809, "Y2": 0.881, "X3": 0.70665, "Y3": 0.8978, "X4": 0.65173, "Y4": 0.8978, "page": 0, "Index": 373}, {"Word": "including", "Confidence": 0.993, "X1": 0.71243, "Y1": 0.8812, "X2": 0.79191, "Y2": 0.881, "X3": 0.79191, "Y3": 0.8978, "X4": 0.71243, "Y4": 0.8978, "page": 0, "Index": 374}, {"Word": "instructions", "Confidence": 0.991, "X1": 0.79769, "Y1": 0.8812, "X2": 0.89884, "Y2": 0.881, "X3": 0.8974, "Y3": 0.8978, "X4": 0.79624, "Y4": 0.8978, "page": 0, "Index": 375}, {"Word": ".....", "Confidence": 0.731, "X1": 0.85116, "Y1": 0.8972, "X2": 0.89162, "Y2": 0.897, "X3": 0.89162, "Y3": 0.9088, "X4": 0.85116, "Y4": 0.9078, "page": 0, "Index": 376}, {"Word": "53059", "Confidence": 0.997, "X1": 0.99422, "Y1": 0.9122, "X2": 0.99422, "Y2": 0.912, "X3": 0.97399, "Y3": 0.9118, "X4": 0.97688, "Y4": 0.8668, "page": 0, "Index": 377}, {"Word": "0786", "Confidence": 0.989, "X1": 0.99422, "Y1": 0.9612, "X2": 0.99277, "Y2": 0.961, "X3": 0.97399, "Y3": 0.9608, "X4": 0.97399, "Y4": 0.9228, "page": 0, "Index": 378}, {"Word": "R0000001025065044", "Confidence": 0.991, "X1": 0.00434, "Y1": 0.9772, "X2": 0.20665, "Y2": 0.977, "X3": 0.2052, "Y3": 0.9938, "X4": 0.00434, "Y4": 0.9918, "page": 0, "Index": 379}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoArQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzq7+Nngux1CayuLy4WaGQxv8A6O2AQcHnFei18M+LP+Rv1j/r8l/9CNAH2j4e8Q6d4o0ePVNLlMtrISqsVKnIODwa1a85+ByRp8L7Dy335kkLex3civRqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI0ljkLhHDFDtbB6H0qSqtoFBnVDnEhycEc/y/KrVAHJyfEnwdFJNHJ4gs0eKQxurPghh1qdvH3hhbS1uv7WgMN0CYmGTuAOP518b+If+Rj1L/r5k/8AQjXqel2UVx4B8NSSNKCiznKN0+fg4xx9c4oA97g8Z6BcecY9Rj2wp5kjnIVV9c0R+NPD0zhY9UhYkbuDwB615TodkX0zW5YnkObVgJHBIUZ6bxj+RFU7iRlhUeUiLtwzshIAA/IcED6H0IIAPYF8a+H3zjUY8A9TkZ4zx+dFeDz7ZpmaW/lUg4AdipwP95CT/kYyDRQB9M0UUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/wBCNfc1fDPiz/kb9Y/6/Jf/AEI0AfTfwI/5JbZ/9d5f/Qq9LrzT4Ef8kts/+u8v/oVel0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUU88VtA888ixxRqWd2OAoHUmpaxPFujy6/4U1LS4JBHLcwMiMeme2aAFuPFeiWkM81zfpEkOwyFwRtD/dbGOh9elWW1qxGknU/OJtR0bYQSc4wARnJPFcL4h8J6xqCi4jtlZv7MtrVrbzRtd1mV2ycdAAefeuw8R6edR8NT2P2MXAlVVaIPtIGRkqfUdR7igCm3iuzuNY0qC21BEW6WUtbvbsXbb1Gf4SDnI61qaZ4g0vWDjT7sT4BztVvlwcEHI4OexritO8M+IF1bw7eXYWVNNNypaRgJGjb/AFe7HVsdav8Ag3QdY0HWb+a6hjNvqjG6lCMMW8ucbQMcgjHPrQBt6r4y0DRbqS11DUUhuI1DtEVYsFPQ8Dp79qlg8U6JcRXUsWoRstqwSbggqT0GMZOe2M57Vj6x4fvb/WtbnS3jaK60oW0Lsw5ky3HsORzWTeeFdX/0ieC3iZ44NOKJv/1rwOWce3XANAHWyeK9EhhEsuoRopm8jDghvMxnaQRkHHPNUJPHGm3Fxpdrp0hnk1QSfZ5gh2IUHO7OOQe3WsDUfDms6l4ig1eCzEMR1SCZoZSMiNIirOR6knH4CiPwrf2Wo6VeiyBNvql1L5cbD5Ypc4NAG54V8YWuq6VCt9eQ/wBpCJ5JkRGUYViCR+XQE10lteQXkAmgk3xlQwbBHBGQefauE0fw5qFtLoy3NiTHDZ3MVxhgMF2JA/EGtrwhpWpaLp91YTO8tpGR9h89gZFUj7jEdQDgA0AaFr4o0i7+0eVdgLBG0rs6lRsVirMCeoBBBpq+LNEL3CNqEatbhDIrZBAcArx3zuGK8vGna1p1tf6tqtk0ML6be2t4hkwisWLJ5Y/hU9PcnNadppV5eaWga3mbXXjtboeayFJFhIwuV4XIJ69T9KAPStP1W01Mzi2kzJA/lyxsMMh9xWd4ibXkAl0m4tbeCGJ5JmniMhYgZCgAjH1rNs9P1iw1bV9WttPgMl/cwgQtJtxGFAZif73tXS6okkmk3kcKGSR4XVUB6kggUAeeaj4s8U6R4XtNcuJrGWC6WAjbAV8svIoIPzHPysfyrt4/E+jTWTXcV8jwrMYCVVi3mDqoXGSfw6Vy+ueGdUv/AIb6To8UC/bYJLUyIX4AR1Lc/QVSn0XW4PEsmuW+lvJFDqrTfZSVBkiaFYy6843AqT9DQB29x4h0+Lw5Pr0U3n2MULTb4wTuAHp1qG38U6a2l2l7dTrb/aLdbnYcsUQ45OBwOepqlPostz4E1TSrWwgsJbqKdYoEPygvnBPuc5Pua57R9A1eCOG4lsmdbjRVsHt5WB8qRc4yP7pzk0AbUHjS0tvFOp6bqd/bxxKYWtCEIyrrnluR178Vupr+lyXrWa3ieertGVIIG5V3EZxjIHNcRa+GdSsrrU7GbThdxXdnbxR3LkFdyDDBu4A7fSq+s+F9cv8AXWYW7qpmmjinjkAVY2gKBtvru6nrQB2yeLdDfziL5QIUWRsqwyrHapHHIJ4GOtOTxRpclt5qSuX85oPIEZ8zzFGSu31xz9K4m80vxPqHhO1hTRLWLU9MNuCHcYujEwOFOPukDPPc1uXdpq02oaHr0WmiNoZHFzZgjeEkVQWJ6FgVH4UAdVaX9rfWK3lvMrQMCd/TGOufTHes6HxZok7zIl6N0MRmIZGXcgONy5HzDPpWda+HLz/hC9T0l5RDcXrXDIyn7nmMSAfz5rmjouva14QgsrjSVsb3TAih94LXBjYEKp/uMB+dAHY/8JpoKWBvJ737PGsixOs0bK6M33Qy4yM9s06DxloNyYRHqC7pZjAqsjAiTP3TkfKT2zjNcvfaFf67Ne6tBpxhN21niCUhWIjfc5YevYetJ/wierRXeryrBE63WuW17Fh8fuk2lj06/KeKAOntfGeg3l6trFe/vGd4lZ0ZVLp95dxGM98elRxeOvD8lrcXZu2jtYFDNNJEwVlLFdy8cjIPNcvZ6Pc6y8y28MQWz8Q3FyZXPI25wAPckD6VlaR4Y8QzW1811pjLcTadJZOZJhtaQOcFV6KmCMYoA9FPi7QhbvMdQURpIkTHY2Qz/dGMZ57GrcOqW9+9/b2kpE9odkhZDhWK5HXrXGanoiW1nrTavcW9na3VjBbxTO4/1iL1APfI4rofC9rdweEYWu8TX08XmSkcbyRgfoBQBT8M+M7e+09I9UuFS+jgluJmEZSMxpIyFgT16DOK17TxLpd1FLIJzF5RQOsylWG/7vHvniuOtPDGu2OnaWtvZwJcWthexYMgKo8jbo16cj1qhb+F/EOnXk2rppxkmWW1na3+072nZUZJASfTfkduBQB2fhPWbvVpNZju5YpPsV81vG8cezKgA8jJ55q/F4j0qW0lulu1EESl2kYFVwDjIJ4PPpWf4Vs763utcuLy0+zreXpmhUkZK7QOR2PFcrc+D9SvdI1PS7dLm3tXxcwW87KUjmV921G67G9DQB0WreLlk0K4u9DlDXFtLEJY5oWDBGYfwnB5GcGtG2161N7qol1GCSO0ljiMUcbbomYcK394k9MVg3um6pd/bdRi06RJ57SG3NuWC7mDAseD0HOKh1bRNbOp6zqVhaKzrcWtzbxGQAXJjB3KfTr+YoA35vE9i2p2lvDfIGJlEkHksZGKLkgehH68Yp6eLtMOi2eqSNKkF0hkjUIWYKOrEDoAOprLm07Wb3WdFv5LC3hSKWV5kV8NGHj28n+I7qw9L0LXNIvtJuG0qS6SGzfTbiAyrsxnIlHqp6HvQBteN/F0mleHftmi3MMkwkhJbbvUI7Adc8Eg8Vd8S6veaXdaBJHdJFbXN2sNwpjBLgjjB7c+lcdrPhLxJJYatpsVlbTRX1xBcxPCwRYtpG5MHsAOK7XxFpl7eTaE1rAkotb1JZtz42qBgketAET+KdPu9T0YWespHHdPKv2doCTMUB3Ln+AqRSRfETwxNIyJqDEiNpB+4f5gpwdvHJz2FcvpHgfWrPVtIuJo4fLtdWvbuQiTJEcqkLj39q1dN8M6hbL4dMtpFv0+4unmYMD8r79oHHOdw/KgDsl1GzfTRqC3CfZDH5nm5424zmuMj8cb9X1hHvVgsIII5IZZbN1ZGZscg/eB7HipJ/CuoXPwobw+5WO+8gDCtkbg27GffGKy7rRtc8Q2WqyJpbWZu9KS0jWaUBhIrZ7dvQ0Adivi3RhqMmnteD7VCB5o2MAmRnk4wOKkTxRo8kEk0d5v8uVYXQRtvDt91duM859K5K/8J6veR6sghQNLptvDDIZOZJI+SDj1pdWtNfymv6X4ftoruOeOae1Zh5twFVlb5umQD8tAG4vjKz1LWLfSNLcyXFzBNIJyhKQlDtwR3IbqM9vemeF/FcV5pOnx6pdR/wBpzW0lwyqhUFEYgt6Cs8aVrL+L9H186bFFCltcRy28TgNGXYMu7sTwc+9ZE2iyQaV4e013gg8QxSsoj3Bma3csJPqMfqKAPS7O8g1Cziu7WTzIJV3I+CMj8asVFBBHbW8cMShY41CqAOABUtAFWzkWRZCsTRkSEEHkE+o7VaqlYKw+0b0dGMpJDHP0x7Yq7QB8JeIf+Rj1L/r5k/8AQjXrOkyCL4ceGTJIqofPwCwPO70I4+ufYivJvEP/ACMepf8AXzJ/6Ea9W023gm+HnhQzuwUfaCQCT0bOcf1oAv6deyXGn+J0LMsMFkAXXDAnIyckhh77R/IVj2txerpzb598CIMR8AMDjqT7cfj6E43fD9pC+k+IpWAXdatiNhlguQep5A+lZCaU32fzEAiUYY7nXcQrHjkcZBzx6fWgB3nonM5kR3+fHnunB6cbSfz5/mSo5dQsnkyxEZwPlxIvb2/rzRQB9OUUUUAFFFFABRRRQAUUUUAFFFFABXw14vXb4x1gBg3+mS8j/eNfctfD/jYwnxvrRgGI/tkmB/wI0AfSvwI/5JbZ/wDXeX/0KvS680+BH/JLbP8A67y/+hV6XQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMkkSKNnkYKijJYnAAp9YXjOEXHgvWY2Utmzk4Gck7T6UAbSyI6qysCGGVIPUVHdXlvZRCW5mSJCwUM5xkk4A+ua8xa+hu7K+ZLuZIZNFgOmSwk43rncEx1bcEyOtbfji0Nx4M0y41Ej7Ta3dpM7DOA+9Qx+nJoA7fzEH8a+nWnZHqK83i8PQa/Z+J47eedblL2Q2sokb922Afl5xgkVu+C5J9U0uTWL2GWG5uUWF4nY8eWCpIHucmgDXutfsrbULCzO9zfO0cUkYygZQSQT26H8q0yygAlgAehzXj+mtpdzpvh7TvtCkRaxdJPGsp3ISJsA9xnis7Qbs6lb2Gma1f3cNg0F4LWfzCAkqTEKc9WIXoDQB7kSAMk4FJvXbu3DHrniuL8ZSRQeArV5buUkS2oWWRijv865JA7kZyK5RpraO7m0u6uJV8PLqcsLyG4IEJKAoC2c43E9+tAHr5dR1YevWgsACRyQM4HWvKNc0q8trbTotNubq/g1OybTTcSMwYMDmOTj6YzXWeB4Z5bJ9SuJJvMljjtjFJn5TDlS3PcnP6UAamnalp/inSpwbdjCXeCa3uUwcqcMCtXLKwsNNiKWcMUKYAO30HQV5R9hLzTXGkTyLqp8QTR3SpMRi2LHflc4A28561Q0R4bXwJo88stxvvtSkSSeaVzHtRpNvmHOQORjHUgUAe470xncvTPWqWr6rBo2mTX9wsjxQruYRruYj2FeNeGlg1mzsI9UuZ5Hi0q5WRfOdMFXO3OD1AxilfWLW/0S6g1y9dm/smNtNzIRvPIYjH3mzigD223uI7m1iuEP7uVA6k8cEZFZuveILbQrSGWRXnmuZRBbQx/elkPRR27GuZ8Y3SW3wwtWeaeIOltHmE4JJ2jDHsvr7VyERGPDpeVbg2/ih41YMxRUKkjGT054oA9h0/UItQsUuVBjJUF434aMkA7W9CM1aLKBksB+NeT3M9rZXGrRT7hp0niAi/2yMCiNGNpODkKW6n6Vc0/T9Pk8S2WjNeXt3aNbz+W88rLuUOCqrg/Mo7N1NAHb3viG1sNf0/SJ0cSXyuYpf4MqM7c+tapZRjJAz05615z8QLWK48VeGLZ0LR7LnIBIOBGccjmuV0OdtYsNNtdf1O+g36YG0+RSQxmWRgdvPzPgKAD2oA9xZgoyxAHqTSGRAMllHfrXCeOZH+x6Ab15IdHacf2hI5KlfkOzdgg43EZ98Vh3ej2P2jT7Bbq8u7b+z71hK0jrmMFWTBB5AJOD1oA9R+2WxvDZieM3ITzDFu+YL649Km8xCM7lx0zmvHTJcWdsmpWIY6nceHIwkpyXkdWO76kLVXXBp9toUMukajeywXtzaSyRCVvLicsA3PXJ5ytAHtfmJkDcuT0561j6t4ktNK1jStMmjkeXUpWijKfdUhc/N+FeZyppdh4k1nTrm71C21Kznil0lY2Z3aM87UBOHyxOc0WE+n6lrHhacvM+ux6tMLxWDZT5X+8D0GAuKAPW7OxstMR0tYY4FlcuwXjcx6n61ZMiA4Lrkds15/8AEhpIbrT7mJ/OaJSWtBKY3K70zJGRwWGBwexrD0C3sNU8RXUtxdX51q11CZLi2QsfNhc4XIJwFC9xQB6pe2NjqUSRXsENxGGDqsgDDI6EVOHjCgBlA6DBFeRPZ6vb+H9Y2tdR3OgLLbW7q5YvG7btwz94hOKrtF4eWPS57HUL2e2utRt2Cs7hEBGJFBzk8ZLDsaAPZWlQKcEMcZCg8msnw/4jg8Q6PJqEEEsRjkkikgf76ujEFfrx+teZz3Fra+O1gt3lt4rDVLeFxLKzEoYiAR2Ccgc5ya6/4brLBpGsm5VowNXu2G8Y+XeTn6UASaf8SdH1CSEfZr+3hmuDbJcTQFY/NBxsz65BrqNSvl03T57xoZZVhUuyxDLYHXArw7QYWWy03VdQma48Ox6zcebbqMCKUyHy5Tjlhn8s16f4j8YaLawXumS3TfaWiMeAhKgshK5PQZoA3tF1a213RrXVLPf9nuU3x7xg49xWXqPi+10/XZNHFle3F3HbfamWCLcPLzjP51Q8EX0WmeGfDWi3zFNQuLQukYXsvJyRwOCK5fxTa6nqXxQv4NF1BrW9XQgAFA/eHzM7CT0yO9AHpel6taaxpVvqNpITbTruQuNp9ORV3cozlhxyea8juNR0fUtO8NWjGXTNCkSeCWPLDyLlQMK7Ag5GXx6nFWtR066gGkxWdzd3MOt2yadLLO5R12/MJevUrkce1AHqW9Scbhn0zUVxcCC3llVTIY1LbFPJx2ry2O1Wz1p7m1ebz4tcW2R2kdgI9vIIJxjOKks7m4EujrC8/wDaou7hNUQZI2YbJYHoMbcEUAd3F4jt5fCh19YZPIEDT+Vxvwucj68VZ0fV4NZ0Wy1OIGOO7hWZEcjcAwzivJra6hl0a0sr3zgtzolxDYxEMoabcwYY9SNuM/hVzR2urGHwm0kYnhWztIpLfeyTW7nIDAdGU5+YdsUAen6RqkGsaXb38AZY513KrjBFX64K/uP7P+IMLW6i4hxFBJbBijW+QSroBwwOTkV3tABRRRQAVUfTrOTUY9Qe2ia7jQxpMV+ZVPUA1booAKKKKAK9sBiQgsQXOC3erFVbOfzxMSxJWQrg8Yx7dqtUAfCXiH/kY9S/6+ZP/QjXqlgrS/D3wjF5TFC1wzuq5KjdXlfiH/kY9S/6+ZP/AEI16xp0Bl+HHhNhJJGVecqydmDZGfX6UAbeg7H07X0CmPbYPh8/e56kdRWK8vnW6P8AZyI2A3OZc4OCck9RyM/iPetfRhPa6J4ndpdqSae0h34AY5+9t/8Ar1yUE84h3vcI8Ei7m57cHp3zgfl69QCa6TE2BY5IUA46dOOh9MUVaiW0kiUyWRc8gEgNxnjowooA+mqKKKACiiigAooooAKKKKACiiigAr4i8duj+PNcaOAwKbyTEZ7fMa+3a+H/ABtcyXnjfWp5iC7XkmSBj+I0AfSvwI/5JbZ/9d5f/Qq9Lrgvg3bR23wv0nywR5itI2T3J5rvaACiiigAooooAKKKKACiiigAooooAKKKKACiiigApCARgjINLWR4m1STRfDl7fwiPzYY8oZPugngE47UAaKW0EaRokMarH9wBQAv09Ke8aSLtdVZfRhkVxs+r61pt3baXc31rNJfTxQwTxqN8YMbMzMuNuMoQvt64rOsfFuu6nrH9iwvBFNHPd2r3LxZ3tEFw6jOB97pz0oA7XV9LOqaa9nHeXFluIPm2xCuB3A471YsLKDTrGGztlKwxLtUE5P4muLu9c1DS7JNdvLkSiPSjI8Cx4UyA43cc4zUceteLLDQ5729+z3e9Yp4/JjDOkTf6w7VPzbc8UAdvFp1jA7vFZ28bO29isSglvU8dfepBbQBVUQRhUOVGwYB9RXDQa7fXuuw3tndx3UMmjTTwQqNqGRXUAnPOT3B6c1ueD9fk8QaW88rxtIhCuoUo6Nj5lZD0wc4Pcc0AbFxPYm4is7h4DNJlo4ZCCzY6kA06SxtJo3jktYXRzuZWQEMfUjvXK+LEkXxVoM9qY47oQ3e2R03dFQgHpkfjWda+MPEOtRRppVpbfaYrSC4mWUYWTefm2kngAZ9eaAPQgiAABQAvQY6UoAAwAAPaua8Wa/c6FZWdyq7Ld3xcTrGZfJXHB2g5Iz1I6Vl3Xi++g1m2gia2ntppLNMxoTgTEgsTnjtgc96AOySytY55J0tYVmk+/IqAM31Peni3hEYjEMYjByF2jGfpXE23ibXJb+/0mQWialZ3uSGUqr2hUsGHPXtk8ZzWx4U8QjXbKaZ5QskTLHLDImySJ9oyGHueQRwQaAN77PDkt5SZbqdo5phs7UtGxtoSY/uHYPl+npViigCOaCK4iMU0SSRnqjqCD+BpptoMAGGPAIIG0cEdDU1FAEBs7ZvNDW8R87/AFmUHz/X1p4ghVlYRIGUbVIUZA9BUlFAEbRRu4do1Zx0JUEim/ZoD5eYY/3Rynyj5T6j0qaigCOWGOeMxyxpJGequoIP4GnBFGMKBgYGB0FOooAZ5aZB2LkDAOOgpn2W3KbDBFsB3bdgxn1qaigCBrO2a5W5a3iM6jashQbgPQHrTxDEjl1jQOTksFGTUlFAEE1pbXLxPPbxStE2+MugJQ+oz0NKltBHO86QxrLIAHkCgMwHTJ71NRQAm0c8Dnrx1qJLW3iQJHBGigkhVQAAmpqKAIvs8PmNJ5Me98bm2jJx0yfapCoZSCAQeCDS0UAQi1t1iMQgiEZ5KBBg/hQ1tAwIaGMhsZyo5x0qaigBnlx7lbYu5RgHHIHtR5UYlMgjUORgtjkj60+igCI28BXaYYyN27BUdfX61lP4eim8SjWbi6nm8pALe2Y/u4WxguB6kVtUUANCKpJCgbjk4HU0gijWQyBFDtwWA5P40+igBjRRyMrOisynKkjJB9qY1tA86ztBG0yjCyFAWA9j1qaigCIwQtKJTEhkHRyoyPxqWiigAooooAKKKKACiiigCraI6CVXZC3mE/Kc/SrVVbOZZfOVEVVjkK8HOe+TVqgD4S8Q/wDIx6l/18yf+hGvWtJt5Lv4c+GY7fBnXzsKEDEgv9cjv9exzXkviH/kY9S/6+ZP/QjXq2gSyQeCvD8kYG4QygHeBj94e3X/ADxzQB0mhQ+Xp3iBpCDCLFoinXp9Pl/Pn9a599Otxp42MfPdlVUKnaeecqPcDr6Addprd0e7gh03XJrbzIpksmRh1DMT94MPlA9j/jWBNcPNp1xIY2DRrlSVJGcrxgcdMjB+ndSADPuba3jm2xMXQKOWlj4JGT94jvnpx+tFOn8ppmYQRMW5Yl4Tz9WHP4cfjmigD6jooooAKKKKACiiigAooooAKKKKACvhnxZ/yN+sf9fkv/oRr7mr4Z8Wf8jfrH/X5L/6EaAPqX4LTCX4X6ZgEbN6nIxkg16DXnXwQz/wq7TsszfPJ94dPm6D2r0WgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKrX9jbanYzWV5EstvMhSRG6EGrNFAHOQ+DNLh0pLHM7sjBkuXkJmUrnbh+vAJA9iasR+FtMSa1n2Sme38wrJ5hBLP99jjqT61t0UAc/J4P0mU2gkSVorSN4kiaUlSr9Q2ev41HaeDLGz0ddOhubwKkgeOUzEvGAchQf7o9OldJRQBzUngfSZJbZ18+LyI5YsRylQ6yHLBsdeeaY/g9IoLZLO+uYpFu4ri4nLkvMIxgKx7gjANdRRQBlahoFnqeoQXtyZjLboyRBZSqpuGGOB3I/kKz4PBOl20thJE9yjWcRhUiUjzI85Cv/eA7V0tFAGTrGg2+swxRyzXEBiJ2vBIUOCMEHHUEVmzeBNIluTPm4VtkCoBKcL5JyhHv711FFAHLWWh3WpalqmoazbRQSTwmxiSB8nyMk7i3XJz07YqW28F6bbW08Jlu5GnmjleV5m3nZjYM+gx0rpKKAADFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFHTo/LFxjAVpmIA/wA4/Kr1Z+lusi3DKGH75gcnIyOOK0KAPhLxD/yMepf9fMn/AKEa9KsQ6eCfDEoxsKTDDSYBO88Y9a818Q/8jHqX/XzJ/wChGvWNCsI73wP4aWUA/JMRweMOefSgC1YwN/YOvyujs624LhBuOSwxz9B6VkGS5ltpVg4Vcf60EDA56dBkH9fQ8bkcLx6L4gHmMIktR5aKAD94dzyazZp0Gkt+9YvGQwO0cg9j+OPyHbNAFG8tHefdBc2cKlRlJpiGB/EEnjHNFS3NnbSTlprK2kYheSzLjgcUUAfUNFFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/9CNfc1fDPiz/kb9Y/6/Jf/QjQB9R/BJt3wu03rwzjkY/ir0OvOfgcVPwusNjZ/eSZ4xg7q9GoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqWrXr6bpF5epCZmt4WkEY/iIGcUAXaK4r/hMNYlgmnt9A3QwCV5ZJJiihURWGPl5J3H/vk1W07x/qNzZ6ReXOixw2+omIpKtzuCq4br8o5G3p7igDvqKqtqFmkKzNdwCJztVzIME+gNM1LVLPSNOkv76dIbaMAs5PHPT60AXaKrC9tS0KGeNXmUNGjMAzDGeBVe/wBc03TbOW6ubuJYomCOQ2SGJAAwO5JFAGjRUBu7cTrA08ayuMrGWAYj6VI8iIMu6qPc4oAfRUMlzBEheSaNVC7yWYABfX6VENSsWtVuheQG3bhZfMG0/jQBboqN5Y44jK7qsajcXJwAPXNVV1jTX046gt9bmzGSZxINgx70AXqKrG/s1tUujdQi3fG2UuNpz6Gq+qatb6bpkt40sB2oXQPKFD4GcAmgDRorP0nUl1PRLTUmURJPCsu0t90EZ61PHf2csPnR3ULxbtu9ZARn0z60AWaKpzajbx2X2lJ4GUg+WTKArn0z+FZvhnxD/wAJH4Xh1gW/kGRW/ds3AKkjr6cdaAN6isuz1q3uJ7e0kZEvpoDP5KOHAUHGdw4PNWpNQsoZxBLdwJMcYjaQBuenFAFqiqv9o2XlySfa4NkRxI3mDCH0PpWHrfiptL1LQ4baCG6tdTuTbmdZvuHBOQADnoe9AHTUViaH4gi1W08ycRW0zXMsCRGUEuUYrkdM9K10ljlTfHIrKCRlTkUASUVG00UalmkRVAySWGMetQLqVi12LRbuBrgjcIhIN2OvSgC3RVWPULOYSNHdQusb7HKuDtb0PvVHUNdisjbTKYZLNndbicSDEIVSc8dehoA2KKpxanYz6Ymox3UX2J08xZi2F2+uTTY9Y0yYMY9QtnC7clZVON3T86AL1FVX1CzjD77uBdjBW3SAbSegPvUE+tafDdtZfbLdr3aWW380B24Jxjr2oA0aKwvC3iSHxNo0N+sYt5JdxMDOC6gMRz+VXNZ1RNK064nAjknjiaRIHlCF9ozwTQBo0VzaeK449AbWLuFY7dLBbx1SQM4yMkbev41nw+LtYmjsol0e3F9fo89rEbr5WhVAwJOOGO4DGMe9AHaUVUXULYQNJLcQx+WB5oMgxGfQmmLq+mvs239sd7mNcSj5mHUD3oAvUVRbWNOS7Fq19bidmKiPzBuyBkjH0qPS9c0/WbOW8sbhZbeKRo2kHTK9fwoA0qK5NfHFnNqGmm38ttLvEuGN68m0IYuvB6jg810J1OxHk7ryAecoaLMgG8HoR60AW6Kq/wBo2RuPs4u4PO3FPL8wbsjtj1p9xeW1oFNzcRQhjhTI4XJ9BmgCeikBDKCpBB5BFLQAUUUUAFFFFAGdpgU/anVSA05OSOuOPx6Vo1Tsm3eeCpBEpHPf+tXKAPhLxD/yMepf9fMn/oRr1/w9IyeA/C6/akiRvP8AMUthsbuCMj/PevIPEP8AyMepf9fMn/oRr0yxt7p/A/hWWCGSWM+arhCV6OTwehPtjNAG9H5U+na2xwWW24cEEONw5Ofm7dqzZYRHAjAQoQAwl3KAwGTnJ6cEnp+mauaexi0zxCJSI2FmwSI8n7w+YjBP65rElkmubQxNaRqoAR2U/MxIJyp6joOnf8QQDQj1Noy4WAKCQdrTNHjgcY/qaKypEKStHJYSSlAqhkkfGAox91sfz+tFAH1TRRRQAUUUUAFFFFABRRRQAUUUUAFfDPiz/kb9Y/6/Jf8A0I19zV8M+LP+Rv1j/r8l/wDQjQB9N/Aj/kltn/13l/8AQq9LrzT4Ef8AJLbP/rvL/wChV6XQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJ1paKAMvxFvHhrUlihkldraRFjiXLMSpAAH41xEGl3kfgHwZptxp1w00NxbvPHsz5QVTkt6YJFel0UAeQQQ39hfxz6p4fubnTTfXkAWKPc6pIcq+30PTPaux1exl/4VndWcVlIsi2hWO23GRxjoM9ziurkdY42djhVBJPsKp6Rq9nrlgL2wlMluzMoYqRyDg8GgDynXP7W1HUIZbLSr+38mWwuN6wkNLGOGLEnjbn7owfWrGoaTf2Vjq1jYafNNYFJLgB4z5sDiZXZAejhgMr3GMV67RQB51DAt54lu0u9MvJJ2uYb+xMiMqBRGqEFx90ghjt+la3jnSry7i07UNOtvtF5azbPK3EAxyDa/5DmuhsNVtNSku0tnLNaTGCXKkYcdR71eoA8oXStX0vwpqjXulPfT2mLK2XcWaS3DBt5H8RHoOuKjh0nURYgLBf/b1v57iB5bdTHKjRj5ZFHADYI46V63TWZVGWIAzjmgDlfE0gt/h86zxiCVoIo1gC78SEqFQAn5ueMd654Wklxfaff2WmzKItRNxqFpJD5TFWTYsgXJBAIPf1ru9a0Sw8QWIs9QjZ4lkWRSrlWR15DAjkEU62s7PRrORwzBETdLNKxdyqjqzHk4FAHFW+m6lpmrw3zWc7aOb2YpaRguY0ZQFYoegyCcDpmuehtNT8PapP/ammXk+k3lrcJZxRxGfyJGbIDAZIyK9S0fxDpWviZtLu1uVi272UHHzDI6+1S6ZrGn6zHNJp9yk6wyGKQqCNrjqDmgDmXN9p/wAKbcR6dLLcxWSK9sR84GAG4HJIHOK5iHS5tQW4WXTbx4Z9ft7wJLBtPklF+YgcAZU5HX1r1yigDy+6uTo+rwztomoy6ZBdXkUkUVvv+eQqVcLnlSN3I6ZrV8H2lzD8K1tdXspdwhlH2Zo/m2ZO1do74xxXd1FcTx2tvJPM+yKNSztjoBQB554SgurW98NyyaddxR/2Y9q26PBicPuAb0GKg1fQJtQ+IuvS2+n/ALxtGUW1y8PyC4DEghsfe969D03U7PWLCO+0+4We2l5SRc4P506G/t7i9ubSJyZrfb5i4Ixuzj69KAPK0hluPDCXlp4avPtvk29lfrcqwwY3XLKufnI5bPfHepYdA1dG0SJrS7k+y+IZp5JJVUExMGIc7eMHcOnevWaKAPKr/R7n/hDJtT8ua01HR9UnvrYyDbvBkJx9GU13Ok6aZPDP2e6Zme8jZ5c9i4yRxjpmsvW7vwlqPiO0sNTuN2o2cw8uEMwG4ruAIHDcc81vaRrmma5bvNpl0s8UbmNmUEYYdRyBQB5fpXh3xFbG2try1laJmfR2lQDItslhMc/gPzqV7C5g8bvMmmXVtbW2qxMVhhJSWMxFBIW65zgYBwB1HevXaKAPGNW0W/bRtcsbXTrq7jHkfZpDGVlAExLRHsdozhu4PU12Gm6bMJvFpSxkijuUUQhlx5jeSASP+BV29FAHCTWd3efB+40+OxnS7+wNCLd0AYsB0ArFfRMWJRdAmaY+HRDK4jxmQbcIBnBbrXo+q6pbaPp8l7dswiTAwi7mJPYDuaksr+31C2Se3k3K6hsEYYA9Mg8igDzrUbG+OhXdhBo91LdXllZsGSMAb0wrBmJ+8P5Ve0KxvIL+7t9U0WSS6g1B76C+H3Cr5wcg5LBSVxjHSvQajlljhQvI4VfU/nQB5t4V0e4s9U8P3D6dNFIq3i3Epi2n5nBTd9ean8TTS2nifVYrjSL2+j1HThDamGHzF34OVJ6L6813Wm6naavYpeWMvmwOSFbBGcHB61coA8futEvxpV9bxaRcrcXPhtbc4jHMq4+UnPXAroktbwX3hRVtbhGg0x4pJPLOInaNVAJ7cg11t1rVlaX0dlJIxncqNqqW27jgZx0ya0aAPFNQsbm/8D3dta+HtR/tWGyFnOHQ7S4kVsqDw2fmO7tWxLo62/iOaK60Oe40/UdPh+zwQxbVSZSWbzCCNpLEHNep1natrVhokEc1/MY0llWFMKTlmOAOOlAHmt7o2ph55bTTJorl9fhnLRp/yzAwxz6Y4rrfBlrPb6TqtnNYS2ri9nI3qAJQx4YY6iuuooA8j8OaLf2tloNlfaVcD7Eb9Jd0YZfm3bSPY54rEuotdOhabY3eiXcM8GkpiWCEu7bJuY25wBtAb1J6V7vWBB4w0e41AWSSyiVpjAjNEdjsCQQG6HlT+VAHFLo92l9qF/DplwskmuwTwyeX8/l+WA7DuB1zWt8R4p55tLt4bC4mM/nRfabePe8JKcYz8oz0yRXTL4l01tdbRxI/2pQST5Z2ZGMru6Z5HFT6ZrVhrD3aWUvmG0mME3ykbXHUc0AU/BkU0Pg7Sop45I5Y7dUdJBhgRxzW7RRQAUVFPMlvBJNKdscalmOM4A69Kg03UrXV9Phv7KXzbaZdyPgjI/GgC5RRRQBTsTk3A8x3IlIO7+H2q5VSxDKkgcrnzG+725q3QB8JeIf+Rj1L/r5k/wDQjXreiokfw98MygAyy+dGoyByHJBz/n2ryTxD/wAjHqX/AF8yf+hGvULJ5Ivh/wCFHVRjE4zu5JD5xj0oA1NMXytG8U+Wdu+1O4Dd8xBHzcfLn2J/rWPBblbN3e95R9zOUfPUEgD646nr74zvaPPdXGkeJLliiA2p3AruGQw79B+VYRupXgB2JFh1UArnGCc8dD94dfp6YANjyLeQArDZImPlErRucHnuRjr0HHfvRWWt3DLlmmtpOcAyyDOBx/EM+/40UAfTlFFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/9CNfc1fDPiz/kb9Y/6/Jf/QjQB9N/Aj/kltn/ANd5f/Qq9LrzT4Ef8kts/wDrvL/6FXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVk+J7qex8L6nd2svlTw2zyRvjOCFJHFa1Vb+wttTsZrK7j8y3mUrImSNwPbigDzq+1DxFeammk6VqjLerZpqPmzEImWIG3H8SgA8erVozalrl74j8iyvdrRXUQKRqGja2aPLMfRtwP6V00/hnR7maylltFMlmnlwtuIKp/dODyOOhri5vAut3Xja5v5LhIbV5hNFc21w0bKowBG0YGGIA6mgCrp3jLWDrWn2s10siSa9cWDBlALRAZX8RVUazcadoK21pqBglke9lSCMBWdkbIbeeAo7jvXoo8JaELlrn+zYfPaTzTJznf3Yc8E+oqJfBXh4QQwnTY2jhaRkDsTgv97qec0AYOi3uuat4it1fVilubC1vmiWIYO4fOufQ1avtQ1DVPEGqWVnq0enHSTA2GGRIGG5i49MZA963tM8N6Xo9ybixtzFJ5KwZ3sfkU5A5PaorvwrpV54gi1uaFjdxp5Zw2EkHbev8WO2aAOIuPEOvadDrIuLlSkWuJAZYYxuS3dQwIA6nkVLLr2vW2nabDc3zfb5YZpzFsCOyKQFY+wHJ7mtnxR4Pa7094tMhWQ3F8Lq7V5ijvxj5HH3SOMewxU2m+B7AWNp/aELPcW6yBD57OUD/AHl3nlqAMbWr/wAQ6dbapqq6wJYbJI5o4FiADB15Dew65qvdWut20emfbdba6tv7Us5IcMC7q7fMHx1XOCK7y20HT7W0ltlhLpLGIpDIxYuoGADn2qo/hDR30eLS3gdreJ0dCZDvBVsr83XANAHF3es32nX19YQXUy/2h4iFo05bmGNoUYhSenoK7HQFuToi6Xr15b3V8Q8UmxuXToM+p2kZ9zTb/wAEaHqIvxPbvm+dJJSspBDoMKy/3Wx3HpU7+GbM3+l3MZMX9n7tm37z7hjlupHr6nFAF7TdIsNHiaKwtkgRtuVQYHAwP0FeR6Lqep6DrVzc28kj2lxr08E9sEGOVyGz1zkV7VXNWngfRbNFVI5323hvQXlJPmnv7j2oAoeE9S1jUl07U5763ltNQjdpLcsN0LgnaEx1465qvd6rrV34g1N7DUYYINKuoIprefARoiu52J65w3H+7W3o/g3RNB1Ce9sbdllldn+eQssZb72wHhc1JceE9Jutf/tmaF2uTGI3TefLkA6Fl6MRnvQByejazq//AAtDUdBvdYLWaI0toDH/AK3cq/KD0OzP61Vi1zXbex0+6uL575Lu+nsZYDGB8o3AN9RtrsX8H6Sk9tdrbPLcWUss9uWlPDucsM+mazvCnhRrbS5v7YtAl3JPO+1Z96qHY8r2Bwe1AHFeHNVvrPwlo1rY3rxube4lEEagFisn3ix4Cgdu9dDrms6xY3PiAw6htENta3EGIxlNzEMvuDj9a6CPwDoEUFhAlvII7FHjiXzT8yt1Df3ueamfwXoUtvNDLatIJo0jkLSsSyocqCc9jQBhXGp6pBa67CJru5TTr9CzQkecISiuwHrjPTuK6nQNQTUNFsJvtiXTy26y+YBtLgj723tmom8MaZ5V2kccsTXbrJM8crBmZehzn0GKtW2jWFperdwW6xzLAtupXgCMEkDH40AQf8I1pX9sPqwtV+2vIsjSdyyrtH6V53oDsf7AkillRF1u5hki/hc5PNeryoJYnjLFd6lcqcEZ9K5+18D6JZ6dZ2MUU3lWlybuNjKdxkJyST3zQBT8capfaHJpWoxXTQ6eLgQ3vAKqrDCt+DYrC0nxJqp0G4m1LV47d9Ntp1vpmTOJGYGJseu3nHvXoWo6da6rZPZ3kQlgfBZD3wciq76Bpk0OoQyWkbR6gd1ypHEh2hf5AUAcHZ65rq6XfeX9tuY7PUFVlLA3LW5hVsr6nLA49K6i61qGTwImonVPswniQLd7MEMxA6dj2+tWbXwjpVmxeJJvMaNEZzKdx2jAOfXHGe4q3d6Dpt7oj6RLaqLJl2+WvGPcehz3oA8uvbrULux0tbu4uJTa+JRD+8cM2wdNxHWmXOq6hp3i7xJa2dxMrXur2lsZt4BhRlOcE9PQfWvTLHwppFgrpFbZV5UmIdi2HUYDfWi48J6JdXN9cT2Eckl7sM5OfmK9D7H3FAHLWlv4guLiHTJ/EbqyyTwl4MM20AMm8/8APQZH4VY8ZeYnjfwQBPJ5bXUyum75WxEcEjua6qDQtNtnheK1VXh5RgTnOMEk55Puakv9JstTe1e7gEj20vmwt0KtjGQfxoA81g1bUvDl1PeW1yJ7KW/v0ey2fdKFmBU/UV0vhK71i8uINRvr+N7HULNJYrZj86S/xY/2cVtQ+F9HgkgkS0G6CWSZMsTh5Pvk5POadpHhzTdDaVrKJg0jFiXcttz2XP3R7CgDlL+/l0TV/GupROHlt7KCZPM5CkB/0rG8ReJNc0C3mktNTa5imtLa9jkcA7GaVFYY7Kwfge1ejr4e0wXN/cG1DyagoS5LsWEigYAweMVWXwhoY0y4082Qe2nRY5FdixKr90Ak5AHagDiBr+vXeu3ljDqrQomuiyU+WGxE0Jcjn0I4pdUS4GieJrWa+mneLVbVEmlILL/qun4mu0i8GaDCYTFYBWhnFyrCRsmQDaGJzycDHNWpvDulXN1cXE1orvclDLknDFPunHTI9aAMnwxe3qQ65b3NzJfNYXTpEz43sAuQOK5m01nWprTQ9QGpTLJrEs0Nxbvg+RgNtKDsVwM16PaafaWLzvbQLG8775SP429TWf8A8ItpHnzyi1w8+/dhyMbxhivPyk+ooATRYbuTSBc3WoSzPdW6HsBGdvJX69a4/Rbi7sPCvhUW1wPLk1OSCYOgZpFLSnOT0ORXoNrp9tZ6eljBHttkTYqbiePr1qmfDeleXZRLaBY7KYzwIrEKrnPPv1NAHnohktbG7DXs7lfFOCzN94Fjwfaq+g3Ooab4h1a7tr0pby+JTbS2xQbXDD72eueK72TwTo02l3unyRzNDeXJupSZTu8zdnIPatAeH9LC4NnGf3onJOcmQDAY+9AGL4qbUDr2hW1pqc1nDcySxyrGB82ELA5PuK48eI9dnh00NqbvewxzGSGEhFkWOYJ5zk9Rjt3Nd3r+gS63q+kSMyra2cjySEOVckoVAGPrT7rwbod3eW91JabWt7d7ZFRtqmNuoIHX1HvQBk6df3uq6hPctq6W4ttUktntiAVeMZAXHZicHNUvhjqMd3YfZftLpJaJs+zHhWUsSJB69cfhXUQeFtGtrw3iWa/aDEImkLHLADAJ9Wx/F1qxZ6DpVhNFLa2UUUkSFEZc5Ckk4+mSaANKiiigCtaBQJdkiuN55Xt7VZqjpzFluAY9m2YgD+vp+VXqAPhLxD/yMepf9fMn/oRr1ayt45vhf4YJmkjnDTiMJt5Jboc15T4h/wCRj1L/AK+ZP/QjXrGl29jP8OvC32yVlbdNs5AC4fr7fyoAvaNG76L4khcl5I7IszyHOenGRwBVeaK2ubSUGKNNiAoFXvxwe3cj8QPSrekeVJpvisxHbFHYsvmEbuM/3ulYdrFZw2krm4d8bSz7D8o9AOnOQOe/HQigCKTSfMfffT7JmA6TxpuGMZ56855orSnhtWZTOEVtvG+5Rcj/AIEOR7/1zRQB9J0UUUAFFFFABRRRQAUUUUAFFFFACEhVJPQDNfC3iSeO68TancRHMcl1IynGMgsa+6H5Rh7V8Ja5GYte1CMhgVuHGG6j5j1oA+q/gjayWvwu04SY/ePJKuPQtxXolcP8If8Akl+i/wDXI/zNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZHie+vNM8MalfWAjNzb27yR+Z93IGea16o6vp41XRr3TzIYxcwtFvAzt3DGcUAeaX/AIq1HQPFOo6v5Et5Yx6XaSXKNKVSMuxBZRyCfbiutl8XSR69HpxtECzyGKFjJzkR79xA6L1HrxTLjwFbXukX1jeX9xI99bQW80qhVwIiSCoxx196SDwKtrrAv4dSnwt99tETqGGTHsZc9cY6elAFzwvqVzrng2G9vivnzI+8xEqBgkcHrWP4G1WTT/hw2q6tLcyiJ5pGeQs7lAxAxnk8Ct/Q9Al0bQn0z7e8oJfy5PLCmMMT0HfGe9RWPhOC18GyeG57ua5geN42lkwGwxJ7emaAOXTxPqNp4p/tPV4WtrJ9JaaG3jlLbyZFCgr2f5gOP72K2ofGF60i6fPpHkazK4ENu82I5FK7iwcjnaOuBwcDvVK2+Hc01gtvq+sy3bR2TWUbLEq7UypVu/zAqOasX3grUbwWV8deb+27KTdDeeQNqpggpsBxg9zQBLN4oms72JtZ02Sz8mzmuHKT7xlXC4Cj72eCCR3rnv8AhIdV0zxjd6jqKyeS+nRNHZxSs0Ydn2pn+6T34ro7rwT9vlb7Xqc8sbWMlocj5yzsGZ931HAxgVRX4fXdxbXA1LX5p7mSGOFJkhVNvltuRiO59fWgCzF4wvbl4tMk0d4dWmkeMxO7LEEUZLiTbyPoOtN8J6hfR/D6e7LrPdwNcbDPOWX5XbALnnAx1qS/8IaldyWV+mvOurWxIa4MAKOhGGXZngH69a0dI8Lw6V4Xl0I3Ek0Ugl3OwAPzkk9PqaAOQi8R3rTaBrTzK11caRcXM9r9oKwsF2kHHQdTzitO++IotG06RNPD296tuU/e/vGMp/hQA52jGScU62+G8K6baQXOoyyTW2mS6arogVfLfjOPUADvVeH4YC2nZ7fWZkBFrtUxKcGAYU5PYjqPWgDoPDmp39/qWvQ3pTba3vlQKg6R7QRn35rP8JxmLxZ4piF/cXMUU8WxJZi4i3LkqAenNbWl6I+m6pqd59raRb6US+XsACkKB179Kr+H/Db6JqWtX0t59ok1O4E7AR7AmBgAcnNAHHavqKaUPEjXYuruAapaosf2lkK7sdCOgBPStu18QG08V6vo9lHLezrMk0gkn+WFGXLHJzgDA496NU8By6qmpJPqYC3t7DdnbB9wRkYXrznHWpZ/BEr6lPqMOqNDdy332kuIRgxlAhiYZ5UgD8aAIIPiEsr/AGw6XOdFdZTFfJlslMD5hjjcTheTmqml32t3PxTj+2RyW9tJpIlNuk5kRWLYBIwAGq1B8Pni0i50R9YmOkEP9lt1QBoS2SMt/EFJyBx0FaGgeFb7S9W/tG/1ua/mFqtqAYlQbAcgnuTz1zQBkalrOoXWteJ9PuWa3sNPtYpIZIpChLk55bjGfSrV143udNha3udNB1AyRRwxrKWV94JG5gvB4OQAav6h4QGoX+rSvfypbalCkcsKoMhl6MGP8qNT8Im/k+0RajLDdJLDLDJ5asI2jBA4xyDk5zQBlxeONYuGs4YfDhS6nE2+O4nMe3y8fMMrkocjBwOTVrQfGlzq+sWVnNpXkQ31j9tglSXfgcAhhgY5PHPatBPC5GpwahLqdzJcRW8sLEhcP5hBJxjjG1cAelVbTwUlktt9n1S7je205rCNgFyFJyG6feHFAF3VtButQ1SK9t9UmtggRTEudpCsWPfvnH4VvVWsbd7Sxgt5J5Lh4kCtNJ95yB1Puas0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFB4oooArWssEyO9uwZN5BKnjPfFWCQASelZWhQyQRXiSQ+WftTkHOd4OMNnJJ/HFX7z/jxuP+ubfyoA+GNfIbxDqLAgg3MmCP8AeNeoR30lr8MvCaRCPJknZtwGdu7B6jpXkU//AB8S/wC+f516zpyCfwj4ZjCOg8iXlVDBv3hzndkf4d6ANrRTJPofimeRolU6eyhSRkdOmfmx+Fc99ogOnvJHdN9oiX93kgqSBycE9PmPQHg56Zx0mnRomna0Z0Rpls9owipxvHzMBz6dPT6Vl2sLfZovMiRoccSlueRjPzewz0756ZAAGmaayVUmtYF3jenmF8legPCnPTvz27UVMLqe3HlEIm3j5EwD+QP0+gH1JQB9K0UUUAFFFFABRRRQAUUUUAFFFFACEZBFfC3iaNo/FGqI7bmW6kBb1+Y191V8M+LP+Rv1j/r8l/8AQjQB9XfCH/kl+i/9cj/M13FcP8If+SX6L/1yP8zXcUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZWhySyR3jSoV/0pwuccgY59fz5/DFXrz/AI8Z/wDrm38qo6I4khujuyftL7hnO0+ntxir15/x4z/9c2/lQB8Fz/8AHxL/AL5/nXsOiK48FeHWE7Rq0U3CDk4kPevHp/8Aj4l/3z/OvT4YvP8ABHh9BO8e23lJCttyPMNAHVWbwW+k66Gdhus8SMUBYjcO3XH0rlgY41W5iv5NhdlRdrA8DIIHXGT1/H1Fanh8GDTddIKMwsBjdJnK7sYI9aoL9hhSK53yeZgYjAP3TkdevBPb+dAFu0vYILcL588ZychYWwTnGRt4xx+npiio/tYsFSCOeS3UIMRKm7HHfHeigD6fooooAKKKKACiiigAooooAKKKKACvhnxZ/wAjfrH/AF+S/wDoRr7mr4Z8Wf8AI36x/wBfkv8A6EaAPq74Q/8AJL9F/wCuR/ma7iuH+EP/ACS/Rf8Arkf5mu4oAKKKKACiiigAooooAKKKKACq63kD3slosgM8aB2TuAehqxSYG7OBn1oAWiiigAooooAKoaxqsOi6ZPqFxHM8EKl5PKQsQB1OBV+oLu2ivLOa2njWSKZCjo3RgRgg0AY9l4t06+1e30xBPHcXNt9qh8yMhZI+OjdCeRxT7bxRY3Wow2SpOrzGUROyEI/lkB8H2Jrx23s9f0rS7fWJ7e5E/hi9axhgzkTRSMQcdDja8YHPauw1nTdNs73w5oj3JzFp90xXzikhO1SGO0g8kH64NAHoF7qcViJTJHKwjhMxKISNo6/j7Umkavaa3pNrqVm5NvcrvjLjaSPoa8/0PVY77QrGeW9l8+50OVfIllzvK7vmAzyfeue8KCPUbHSNN1O8ubJY9LSXTHicrul3ncVAPzN2x6GgD1/UtYttKmso7hZf9MnWCNkQlQ56ZPatDIxnIxXGeM2iubDw9DNK8ZuNRtx8x2Oeefof5Vy9pNHJBa6FeapJb6fJNqEccslwysHjlAi+fOTjJ4zzigD1yiuZv4ru++H7pY30kl39kDR3K5jaRlAOfbOP1rkfC2salrmuTJLcXSWt75d9bFi3yxoNrJ7ZYZ96APU8j1oBB5FeQWmstqN1f2lnryxNcWEnlSSzYZphLj5wPunHHHQV2uh6gzeELyS4intJrTzI5443EhiZVGfLPcdxn1oA6oEHoelLXjXhy9n1q31a20vWHN1caTDNakXBMhlUvkuM4DnC7gOORWr4WvdR1bVfNubm4SPV0iuY4dzr5RhwswGegLY6cEGgD0/IzjIyKNw9R+deG6rrhbX7gxapKlrLY3sTs0xWTzVOVDdlb0A5xVnT4HWw8N2t3qFxb2Oq2JmnuZrpxuuFX5RnPHrjPOKAPaqpanqdtpOnyX1yW8pMD5BksSQAAO5JIFcbrWo6ppfwugubTUGv5x5aTXwjILRF8O4HbC55/GsPxHHFZyajZxX0z6Sj2E8YeZischmG4BiecrhsZ4zmgD02z1KK7szcskluiuUYXC7CCDjvUFhr1nqOqX+nQiVbixZVlEkZUfMMgqT1B9ayfiFDFN4IuzJnbE8MoIOMYkXk+2M1wniK6gvNQ1nWtM1M+baJZPbtDcYjYnaPmx94YJoA9lyM471mSa9ZReIotDcuLyWAzp8p2lQcHmuF8NXj6tq0d/d6o9rrUN9JFc2QZm3xH7qhM4C9w2Kq+ObW2v8A4iRxT3ctusWiXEjSQzGNkORgkj6UAerF0DBSygnoCeTUN3dpaWs07BmWFS7Kgy2B7V45YzR69dPJq2r3FvqVnZWU9gYFLSkeXl2VQfn3EspGO1WrHWIbvxJLNFJJCsy6hBKk8p8yR127dyZwvGQo64FAHpcniCyTw+dZBke2+z/aQqrlymM529auafexajp9veQgiOeMSKG64IyM15rYi2trGzuJLgI9z4bMUSNLgOyhiQq55OPSr3g2Q2mr6NbQX0s8V3pAlmV5Nw3KcAgdvTigD0UkDvWbpWtW2rm8WAOjWk5t5VkGCGAB/LkVxdzdQ6l4t1uy1XUbnTrq2eH+zxHIQzxj5iyJ/ESRg8GsFLyC11PxG0spTzPEMaIxmMUe7ycjzCOSvHTucUAetteKuoxWflyEyRtIJAvyDBAxn15qwXUdWHHvXlOgaubq18PF7yR7mTTbuC5jackoY8DdgHhs55PNZ4t7KS30dp9QnD3uhyy3Cm7YbnjUFG68EHPsaAPZ8jpUVzOLa2lnZWYRqWIQZJA9BXm+l6peQ6vpN3PI17BdW9tFKqSkSwSEfK2zoyt3IruJNY0680K8vYbyI20ayJJKWwEK5DA+mDQBBpPi3R9Z8Nya9aXObCNXaR2UqU2/eyD0qTwz4ks/FOhQavZLIltMWCeaME4ODx9Qa8q8N2N1aRWmnW00S+H9Ws4764nkHyKYsCVfQbgFzn3qPw02n3HhbwdavetGZtTuoTHFOUDI3mZGFPrsx9RQB7lXN23jOwuLvyvIu0hNybRLl4iI2lBwRnt9a17G9s7hJobSdZvsj+TIA24qwH3SfWvJb3Ul0HVLK/8AD1xDqWkatfhZ9HYea8UufmdOcqQeSKAPY5JRHG7YLFQTtXkmq+majDqunw3kAZUlBIVxhhgkEEdjkV5xZ3U8rW97bXFz/aza40FzGdxzFnlSp4VQnOcVhRG/03S473w5czyXsv8AaH2y3EhcBVZ9rAHhSGxjHXNAHt+4eo/OlzXlQ023u/Dd9f6Dq93fOI4L6KGOVnSOWNQWQncTl+crXXeGJHv9BudYeaSP+0i1wm/I8lNuF4PQgAE+9AHS71wTuGB3zRuBxgjnpzXi8GoRW3h+407UJJHdLyFRdW92fs84YnazkZIB/iXqa1LnUbix8O6HrllKbxrK4ks7xYS33WJUDaTxglTzyBQB6pvXcF3DJ6DNDusaF3YKqjJJOABXmtlYz6F4xsRLOL2MwxRSt5xM1s4Vycr3Rs9R6V191f6d4i8H39xZzJc2c1tKu5SecKQR6igCyuuWj61Hpa7zLLb/AGiOQD5HXODg9+o/OtMsAQCRk9q8fc2l3puhzJdFVtvDk7rJDNt2uoXGSPRh09ah0u/l1zXHl1PXJree2+zS6eIxl502jcEGQHDHrwaAPZ8iivPNIi1NPGk2hTT3CWtrOdRhdmJMsTDHllv9lj09K9DoAKKKKACiiigDI0KAQRXijd811IxyR3x6dK0Lz/jxn/65t/KqulOHS5KkFBOwGGJ+vsOc9OPxzVy4QyW0qL1ZCo/EUAfBM/8Ax8S/75/nXr+kw+Z4F0GTkssMqqMjHMhz/wDrP4V5LqED2uo3MEmN8crK2OmQa9a0YzDwf4aMSo2IpjgrvJ/eHgD/ADmgDS0yGCDTdeZIn85rEsdjKc4I4x0wfrVGyX7SsIeyniQIF3Z6cZHTnqMcdyO/XZ02WWfTvEH2tA2LDgtFtAGc/wC7j3Pp9a5yFZJSheedkb+Bee+MYyOxA+uB6GgC5bWcdxFuklk3gkEh05/Mj6fhRVS8v4vMT7dO/n7Bu2Rqf5gc9+PXPUmigD6hooooAKKKKACiiigAooooAKKKKACvhnxZ/wAjfrH/AF+S/wDoRr7mr4Z8Wf8AI36x/wBfkv8A6EaAPq74Q/8AJL9F/wCuR/ma7iuH+EP/ACS/Rf8Arkf5mu4oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqGtT3drol7cWEYluooWeKMjO5gMgfjQBcaNHVlZFIY5II6mmPa28sglkgjaQDaGZQTj0zXnlr8R7m9v2tIIYzLcQ272Y2H5mYgTIeeSmc8dKtReKdaudDn8R2og/s+SGd1guBteBowdo/2t205HagDuBZ2ylMW8QKDauEHyj0FH2O2/d/6PF+6/1fyD5fp6V57beKPE+pwWa2n2QXV1YpqKDAC7ehjOe2Qeak1HxZraS3M0MtmkdklvI6RjeJDJwy7vQdiKAO9K2t4wYrDMYmxnhtjD+RqO4stPMStc29t5cDGVTIi7UPduenfmuYism0Hxnp9nZzv9m1GS6urhD/E+0Y/AYqzr8883iO10l9slhd6ddGa3ZeHK7AMnr0Y0AdLFJDPAskLpJEw+VkIKkexFKsESEFI0UgbRhQMD0ryfwx4m1PQPDGmWskds0Mumq9qOR5beaI/mJ6j51P4GvRdIm1VluodSNs0sb/uZIjw6kZBK9qALiabYxsHSzgVgSwKxgHJ6n8anjgiiRkjjVFYkkKMAk9a4WbxNr0D6VDP9lSTVZWtY2jQkRSAn5znqMDp603XPFeuaDocc919kk1GBHa4trdS+8BgAx/urggmgDt4LCztSDb2sMWM42RhcZ69KlEUYZWCKCowpx0HpXFX3jS70zVNRhvIEiSCBp7WNlP8ApSCPcdrf3sgjHpWbe+ONV0/SI7xvLkk1DSpNRth5Xy27KFJVsdRhhye4oA9Cews5N2+1gbcdzbowcn1NQXFhpWpxfZLi2tLqOBgfJdFcRntx2NYnhnXL/UNVlt72SJ0ksobuHy02hQ4wQfxBrAvNXuPDWt+KdRt44DBHcWnmIQcuWGCBjoeetAHo3kx+T5Plr5eNuzHGPTFRfYLTy/L+yw7N27bsGM+tctZ+I9YvtRguLe3tpNIkvJLWVidrxBeA2c85bIx9Kdr/AIqutG8U2WnPEsdncouy4ZCVaQtjYxH3eMYOOSaAOtdEkjKOoZCMFSMgiq6abYxx+WlnbqmANojAGB0rhT4r1XSPPM8iXbSeIk08bxgJE6j7oHpU2g+N9Q1q+XTfLtorsz3SeYc7SsTbRgZ6nvQB2EUWmDVJTClr9vCDzCgXzAvbOOcVYktbeVmaSCJ2ZdpLICSPT6Vxtxemw8QQOn2SHUtQt1ikuVQtCXD4wSDnOOBWx4q1e88PeHW1RTFILVle5yh+aPPzbQOhxQBsCytI3WUW8KugwrBACo9j2pipYeS12q23lnMhmG3B45bP071xujeM77WLqe1iFq7pcuyjBw1rsJSQc92wv51Q8Maxda0PCjskFvZXlpd+dZRR4jJVlA/Q0AegRWum3awXMUNtMEUiGRFVgFPXaR2PtTPtWk210IftFnFcIu0JvVWC+mOuK4Hwbrt3pv8AwjOjbImtb+CYqAMGMo3r3yDWlrmnwy/E7TnXTrW4eXT5fM83AJw3H1oA7UQ200iXKxxO+PllABOPY1Suv7F2XC3QsiLYi4nDhT5ZHIdvQ8Zya5rRdYuUubXQ7e2tbK7kinuZY26JtfaFC57gg/SsbxJcTWl5rd8kFlNct4e8y5QjdDKyvhgfXjcBQB6NBaWBQTQW9vtkBIdEGGDck5HXOaf9gswVP2WH5V2j5BwPT6V5hH4716FNQMcFiltpunWl6sSIcyJIvzL14xzjHtW1J4x1C21TUTcxiGFLcS2iSphJV25yH7MD1B7UAduLW3V1cQRhlAAIUZAHSs+GHRdEhXTzJbQLdSO4imkGZWY5b73Wqfhu71ud2/tSWzmgkhSaCWE4Y7uox6Dsao/EjT5bjwu+oWke6+0yRLuEgfN8jAkD6gUAdCt7pK2kyrc2f2e3BEoV12xjuG9PxqO0n0S5uPstm9lLLCBN5cW0lAejcdM+teSWmpibWNThFoYNN8ZR7bIoM4cYRmPoSCzf8Bra1eS50HxRrEuk+VbS2Gi27FzDkTKrPx/TIoA9RSKOPdsjVd5y2BjJ9TVeLTbC2kE0VnbxuoOHWMAgd+a5S98X3dnrltZiOOZbm5jtv3YyINybsuezZ6LWn4Mury+0W4bULg3My3k8RcjGVDYAx6YoA3IPsk/+kQeTICT+8jwcnoeRTo7aCLcY4Y03fe2qBmvN/D+t3OgadbW8EMLWksl82wghlaMswwfTjFdT4Z1DWbyQyambU2tzbxXNqYzhxuGWUj0GQM0ASX1tpt5p72NlqcVhCs4W4FoyDcW4MZ9C2frWvZtaG38i0kieKH90VjYMFx2OOlee3bjT9c1vyLa3KPrdkHWRMj5kTLD/AGsnOareDtZktfGfivT12xxrqc9wxcf64BR8ie4xk+xFAHpos7UIUFvEEJBK7BgkdKzL3Q4JtRgvZrt4rO3PmNajasTuOQ7cZ4+tcrpnibxPf6SdXRbOS0u4JHggyBJG6nhV/vceveuh8O6s+t+G555n8wrvjIdNrrgcq69A309qANyNLSci6iWGRmXiZMHI9mFRafplppdn9ktIgkJZnIJzksSWJz1ySa820nxPqXhrwppQmFvNbTWVxLGVUhoymSAeeR61sX2seKNC0+7kup7a+iWSFkniiBlWJgd7eWvXBHHqM+lAHax2FnEmyO1gRcFdqxgDBOSKiuItNswt1cJbQeUNiTOFXYD2BPSsHSr28vfFcVwL5bjTptLjkQImFLljkj/Cp/H0SS+CdSDorbUVlyM4IYYNAFzRNGl02S6uLu/e/ubh8+c6hSsY+6gx2GevetmvPX8Yaja340NhH9pmu4bW3uUT5UDoWywPUjFdjop1I6ai6t5JvUZldoT8rAHg47EjBxQBo0UUUAFFFFAGPoDLJHfSKhXN24OQcHGBkZ4P4cfjmtZ8bGycDHX0rM0V0cXwSIptunBJGNxwOa02UMpVhkEYIoA+EdaAGuX4Vtw+0Phs9fmNeoWjTQ/Drw/Jbu6OY5kyHx1c9Af6V5hrkaRa9qEcahUW4cKB0A3GvWdGt1n8DeFma5CNEs7LH3OX5PTB9KAJdCkuW0bXpZftDEWJZpd2TgnjBPQHHof8cstftYxv/oxUBcJ8pZhwQTnjjIH4ntyOv0+zit9M12aedNp05kKsvzDB4GOv5VzghM9rbSlZPMjxyzYAIBHfr1Pb19xQBkS2t3JK8nm/I53IzSsSw9c7D3yPworZuZXt5jEJGgZPlZUJUZHfH5UUAfS9FFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/8AQjX3L0r4Z8VMH8W6uykFTdykEd/mNAH1f8If+SX6L/1yP8zXcVw/wh/5Jfov/XI/zNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIQCMHvS1V1G+h02wmu5yRHEuTjv7UAZ9p4W0axntJreyRJLRpWgP9wyHL/nUFt4N0a0kvWSGRo7wu0kLyExgv97avQZ5/Oo9Q8Y2mm2kc9xZ3i7o5JmXy/uIhAZiencY9c8VPP4s02B7uMmYy2vl+ZGIzuIfG0qP4hyOlADJ/BmjTppyeTJGNPTy4DFIVIT+6cdR7US+C9GmkvHaGQC7SNJEWQhQEOVwO1W9L1+01aeeK2DnypGjLEcEqcH6c+tV/FmqRaXo4lmlu4leVIxJbJuZST37Ae9AFjUtBtNUvtPvJWlSaxkLxmN9uQRgqfUGjUtAtNT1K0vpnmSa1R0QxSFch8ZB9egptv4htrrXbjSo4pzJA2xpdnybtu4rnscVh+JvEdyms3Phu1WS2lk0ma7S9XHyMpAG0d/f8KANH/hCdENnFaNBI0MVo1mitITiMkH88gHPtWjpWjwaTZi3iklkfaFaaV90j4GBk1zHh3x5aXGghbhLx760tYHlDxENOXAAZM9QWyM1ei8bW95Lows7aZ01C5kt3LDHksg+YN75oAu3HhLSrrSYdNmWZooZPNjk80iRHzncG65qnqfw/wBE1Xy/PW4BSBoGKykGRTj7/wDeOQDVTxnr83hzW9EuzLdvaSPLHLa28W8yEISDgc1PcfETQoIrSbfK8M8SzO6pxCjHaC/p83FAFyDwdp8c8Ek8tzdLABsjuJN6hwu0v9SKU+DNHawmsXjla3lgNttMhOyMnJVfQf4Cr+raxBpNtFK6STSTOI4YohlpGPYfgCfwrjfB3iq5+wXi6g1zfXsmqXMUEA2tIqIehxwMf1FAHYWGgafp12t1bRMsy26WwYsT+7XoKoX3gvSdRN+bk3TfbnjecCYjJT7uPTFUtQ+ImkWNtbXAWWWOWIzy4GDDGDtJYHuDxjrWtb+JrG6v5LaMSkIiP5uz5W3LuAHvigCvZeDtNsdYn1CIzHzpBMYGfMYkAxvC/wB6rOoeGrHUtRW+nM3mAIrIr4RwjFlBHsTms608X2viESWOmrcw3M9tJJbSzRFFYqdpwT1wcVd8N6jdXUEllewypdWCRQzSSD/WybAWYeoyetAEF94J0nUEulk89ftN0l2xWQ/LKvRl9OlVrj4daDNaRQRxz25juTciWGUq+5vvfN1we4qxN400+2n1NJIbgRaeJPNm2fKWRQzKPfBrPb4maRHGzyWt8gFqt4gaH78JOC49h3oA1Z/BukXKPHJHL5TQiHyxIQqgHIIHZs85rYnsre6sXsriIS27x+W6PyGXGMGuel8e6NHqltZCR3E3lgzgfJGXGUDH1Nctf65q+muBHqM8m3xMlp+8wcxMFyp46cmgDvbbw5pVlIXtrRIm+yraApxiJc4UfnVK38FaLaxaXFBFLGumMWttspG3d94H1B6kVZ1sTJd6VPFdTRKtztkjTG2VSp4P865y711ba50DUP7RuobK4vbkTrdAJ8oVjtIIyMFeB1oA6G28KaRZ3NjcQ25WSxEi2/zEhA5y1Je+FbG+12LWZJrxb2GMxxtHOVCKeoA96o6n480nS4YJHS5lMsP2hkjiJaOLP32HUCtLVfEmn6TosWqzSF7eYosWwZLs/wB0D60AZkvw90GbyWZboTxTNMLgTsJCzdct1I46VYu/BWj3k1zJKs4+0WhsnRZSF8o8kAdvr71S1H4gWWm3dvaSabqMlzPC84ijiyQEOG/LrTtL+Iuh6pcSIjTQxraG8SaaMqkkQ4ZlPfB4NAGfpvg5h4w1g3Vgp0SSztbaAPJnf5XPI646flXSv4Y02W6kmkSR1kLM0LOTHll2k7fpXP8AiXxTHP4d1GO1nudO1GG2W8jRgFcxF8Bu/B7961T4vsotMmuzHO8cUiQRuF4uJGHRD3GeM9KAJYPCOl2+lLpqC4MCsGQmY71wcgBuoA9K3JEWWNo3G5GBBB7g1j6J4lstd0aXUrcSKkLOk0bj5kZPvD3rmtS+IDTaDrRsrO4t9Rs4ElCPtJEb8K/X8x1oA7CLRNNgjsY47OILYjFsMf6rjHH4VDd+G9KvZ7ya5tRJJeRLDOST8yA5C/Sufj15vDep3NjfTXE9lBp7X5uZ2DOxLKuxcY6f+zCppPiFp1nYS3Go2d5bPDcx2zx+UXO5/ukEcEH/AOtQBdk8E6NJqS3+ydJVmW4AWYhfMVdobHrjitCw0Oy00Xa2okjW6dpJBvPDN1K+lVp/E1vbeHE1qa1uoo3KqIJI9sm5m2gEHpyapXXjeztVgU2F/JPNG8iwxwkt8v3ge3FAD7XwLototuqC5dYDLtEkxYHzBh8+ua0NG8P2GhQiKzEhVV2IZXLlF/uqT0HtVC18baVctkCZIWszeJK6YV0HDY9wetZHifxMt34ZvDZz3en38Nul7GCArNGTgHnPHqOoyKANy68HaTeSXckyzl7u4juZGEpB3oAFI9AMCki8F6HDOJ1tm80XjXu4uSTKwwSfbHaoNT8Q2zWdu6yXkUbX8Nus0MeRIxbpk/wk8E1EPH+nHWf7O+z3Axftp7TEAIJQM49eaALUHgjRLe3uYIoJFinJO0SHERPJ2f3cn0rU07SLTS7aWC3VsSsXlZ23M7EYJJ7nAFZtj4w06/1S2sIUn33UbyQuU+Vghw3Pbn1qXUvFGn6Zd3VtIZJJrW2+1TJEu4pHnGaAIbXwToVpHJEtq0kTo8apK5ZY1fO5VB6A5pIfBekwadDZRG6VYZFkSXz28wbQQBu64AJ4qjP8QrCG/MCWV5Lbj7OWuUT5FWb7jfnVpfHOkt4gXSP3295mt0m2fI0qjLLn1Hr0oAvnw9ZpAiQB4zFbtbx/MQMMO4HWoH8LwXfhWDQtRubieJEVXkWQq0mPU1b8RGQeG9SaKaSGRLaR0kjOGUhSQR+VedW/iWdvBPhK5TWLibUpbmEXCh13ShidwbjGKAO2n8FaPcrdiVZ2N15ZdvNO5TGMKVPYj1rctLWOyt1hi3EDqzHLMfUnuawbbxrptzrUenIk+JZXghudn7uWRRllB9q6WgAooooAKKKKAMvRVmUXpmi8stcuR05HGD/+utSs3SGO27QoV2XDAZIORwc+o6960qAPhLxD/wAjHqX/AF8yf+hGvWdLvlsPhv4YmNsZCPPw46gbzke/rXk3iH/kY9S/6+ZP/QjXq9gkknww8NiItnE+4AHkb+x6ZoA2NE1NdW0zXZJYwjLp0ny4BGcjOf0NYAku/MiMs7Rq4JUh8dRwce+D+damgxNHpfiV5VJVtPdQnrjqNo6/nWT9jtZ7aFBZz7+GZsNkYwSMjtj07D1HIA66vZ7mRZk01pCyDcQy4B6Y/LB/GiqepaPd6hfyywi6CrhMWqgoCB29P8nvRQB9U0UUUAFFFFABRRRQAUUUUAFFFFADJf8AUv8A7p/lXwXf/wDIQuf+urfzr70k/wBU/wDumvg3USG1K6IUKDK3A7cmgD69+EP/ACS/Rf8Arkf5mu4rh/hD/wAkv0X/AK5H+ZruKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArP1uzfUNHubRYYZvNTaYpvuuO4P4VoUySRIo2kkdURQSzMcAD1NAHm9z4L1+60VdImnSayMVxGiTTEtDuK+UScfPtwR+I64qxJp1jrHj3TGE8f8AaFjahNStky6gLhkBboDuJPvit/SfFcWo6vq1o6QxW9iImS5WcMsquDg9BtPy9K05L/SbK1fUpLm1ggcjfcMyqGPbJoA5L+xtb0fVNa1bTre2gaWMvsDlo7mTPDFAMq2OD61t+IdP1DXvCqWsKRR3UwjdxKxUKQQSOAa2H1KxSSCNruEPOMxLvGXHqPWqc/iLTVhn+y3ltc3McTyLBHKCz7eoAHPWgDHi0HUV8aprEX+jRvkXapJlJk24Ube7hifm9BSa34Zvb/xnDqsDReQdLuLJ9xwVZyCp9xWloPiWDWTHbvH5OofZY7me33bvJD9AT61q/brQT+SbqDzd23y/MG7Ppj1oA4e58Ja9DbobGa3EsWm2tpxIVLmN9zDOOAQSM0ad4T1TTFsDFawYtNUluREkuAY5OuCe6/rXbR6nYS3stnHewPdRDdJCsgLqPUjtTItY02azkvIr+2e3jYq8qygqpHUE0AZHiDStT1DXtFuLNIBb2ryGZ5HO7DqVwBj3zXOab4J1LSrqNjY6bfrPbCGZp8HyWVmZWGV5GG5HrXV+HPES69bX0xjiiS1uXh3pLvVgv8WcCrdtr2l3Wm/2jFexGz3MomLYUkHBwfrQBkeLNL1m4Oj32irby3enXIlaGU7RIhUowB7HDHFYGk+ENc0C9TV7dYLi5a8upJbXzNo8uZg2AxHUFRXoX2mD7P8AaPOj8jG7zNw249c9KaL20fdtuoTsUO2JBwp6E+1AHB2vgbUNNvre8iWyu99vJBcwzj5fmcupGQQcE8+tTT+GNUi8UWmoWUGyRFWK6uFnCx3MYU8GPHBB4BFdmuo2TXZtBdQm4HWPeN3TPT6Vm+IvEI0XQ5tStYY73yWUSIswG1ScE556elAGJoHhfVbK90K4uWhjWxt7iKZEk3FjI+4dugrb0+01G38VatPKinT7lImhbfyHUEMNv5c+1a8FzDcxeZBLHIBwdjAgH04rH8PeI11qG5+0RR2l1BcywGAzBiQh+924oA5m98JavP4i1W5tYY4be+jmiuFe4zFchkwjFAPlYHgn0qle+ANau4Vw1oh/sH+zCvmHiTOc9Old3Y61FLp8FxfNb2rzSMiILhXDEE4ww68DPtTdf1ptFhs5RAsqT3SW7Evt2Bs/N056UAcno3gzU9E1a6KW1jcQ3kUJNzKQzQSIoU4UryDjjml1Lwbq94jsrWof+3I9SC+YeUUKCM46/LXay6xpsFr9qlv7ZYNxXzDKNuR1GfWmz65pVsIjPqVpGJQDHumUbgehHPegCtrlrf3M+mPZRQSLBdCWbzXKkLtI4wDzk1zuq+ENQ12006C+itNsF5PPJsmY4D7trKdv3lLZ/CtvxJ4ng0G2jdBBcTNLGphMwVgjOF3AYOeta0OoWlxcS28NzE88JxJGrAsh9xQBwEPhXxHaeILfVrm207U5pbP7DdGR8YCn5ZBlecj7y+1dF4j0GfVfCK6T5NvcnKCVP9WCoPPl/wB1vQ1s/wBrWZ1htLEoN2kImdP7qk4BP5VYhuoLgsIZo5Cv3tjA4oA4ex8Jays+n3N1NDK9raXNurSuTLtcYRWYDBwOprKsPhtq0VlZWlxd2wji0afTXKMzYZ23BgCBkdK9FuNX060vI7S5vreK5lxsieQBmycDAok1jTYbuS1kvrdbmKMyvEZBuVB1YjsKAOI1LwXqmrR3V3ceSL6XSo9N8sv8jfPudyQOntTD4F1saKNLS6tfs9neRXenI7MwjC9YmyOV5OD9K7mw1iy1HR4dVhlC2csfmLJIdo2+p9KpL4jtLnU7S1sLmxuY5SwkdbldyEAEAL/FkGgCS00+8i0u8h22lrPOXMYtkwsZYcE9Nxz3xXEW3w+1ZLbWHP2KO51KxS2k2yOcyKeXYkc7uvtXXp4mjl8Wx6LCkUqNA0hmSYEqynBUrjj860rzVtO0+VIry9gt3cZVZHCkjOO/uaAOT8VeEdV125Y2s9vAk2nfZXd8sUYOrggdxlcVF4m0HxLregW1sY7QzJd28hiSTCqI2yzbiOScdMcVuv4jkn8TTaLptvDcSW0cclyzTbdiuxHAwckAZ7dqi1rxlZ6Y2q29sn2q+022W5mh3bQFY4wW55wM4x6UAaWu6d/amiS2L2sNysoCvFKxAI74I6H0NczpnhfWbDUbDzJUuLazt54UkkmJfD/dU8c46Zrr4dSs5oHlFzDiIAy4kB8skZw3p1qa3uoLyFZraaOaJujxsGB/EUAedp4G1W8tNPs7vyoI49NubWWSOXcVaRsrgY5q1qvhDV9WsJ45Wt/N/s1dOQySH5/mUvI2Aeu0YHua6m58QWKw3i2V5Z3F3bISYGuFXBHZj2571KdasbeC1a+vLW3kuEVlVphgkgdCeo560AcvH4U1iHSxpaSWpsrfUYbmzDSsWjhVgxQkjnBBA9qz5/AupR6jcXzT2xhGuHVsAtuMezG3GPvV3/8Aadj9rNr9sg88LvMe8bsYzn8uarSeI9EiRnk1ayVF2hiZ1wN3Tv3oA8v+G+pXL69EPs9pdW0rTeTJHc75bZSxJDR5Owdq7DWvDWpHxPc6vpvkyjULIWM6StjyhnIceuPStcaroOnXF8IvIieCAXNw8SADYehJHXNXP7c0wPaxyXsEUt0ivDHI4VmDdMD8aAOSm8Failve2ttJbtFIljHEzuQcW5yScDvUuj6BrulavqIFvpj28t5Jdw3ZX95tckmM8ZBzj5vSuwu7600+IS3dxFAhO0NIwAJ9Kgk1vSoZhDJqVospKqEMy5y33RjPfHFAEGoW+o33he4ttkC6hcWzRspYiMMy4POCcDNcneeCtYn8C+H9AR7PzdPmhkndpG2kIc/L8vf3rtv7W042Ul4L63NrESHm8wbFIODk9KzbvxEU1WwtLKGG6ivYJZIp1m+XcgzjgHg+tAGT4d8Oavosz2RWxayjvHuYLhhukEbnLIBjg9fmrtayfDmrvrug2+oyW4t3l3Bog+4KVYqecDPSrc2o2dtcx2011DHPL9yNnAZvoKALdFUo9W06W6W2jv7Z52LARrKpYleoxnPFYt14xtoPGOm+H4BFcNdrKXdJeYinYjH9e1AHT0UUUAZujyTSQ3AnWMOk7rlGzkdQcdR16Grtw5jtpXX7yoSPqBVHRnLx3WX3YuXA+bOOnHTj9auXn/HjP/1zb+VAHwhfzvc6hczyY3ySszY9Sa9Zsbkw+AfDQScqFjlbGOrbz0xnOPf/ABryGf8A4+Jf98/zr1bTk+0eEfDkGHyYZdpQkYPmHrjscd/TigDodDvz5GryPDH5bWjKyMmAxZhn5erY/r71CCq2+5XbLLwivtAJ+gJ7duflB6qRTrGCWOx1oSgPGLM4XqoUuPzPfkgVzcUsEY+ypGGAyp2rhiM88g57Dv1PryQDXi1K3jDbrWJ2Y5O5c44HpnHr+PpiioZbaHEawgzRqgAZ1GQepHBAPJPr/QFAH03RRRQAUUUUAFFFFABRRRQAUUUUAIQCCD0NfC/ieKODxTqsUShI0upFVR0A3GvuhshTgZOOK+FfEbSv4m1Np02Sm6kLr6HceKAPrP4Q/wDJL9F/65H+ZruK4f4Q/wDJL9F/65H+ZruKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnvGkF1ceF7lbSKSZlZHeGP70yKwLIPqoI/GuhooA8pvLK7uNR1XVdP0W7W3ebTp/LZQpkETHeAPUDAx7VLNZahFr1xqV1ZXNzol3fuv2RIgXQNEqeZjqBlW/PNeo0UAed3Gl3OnrpjaRZTxNBGE+wTDzEki35AZs5VxyetUNE0y7hv8Aw9cnTLmHGo3ZmIjAIVgdpb/ZNep1Tu9UsbCe2hu7mOGS6fy4Vc43t6D3oA5LSoJrb4ta5K9rMsN1ZQiKUJ8jFd2efyrG1fSWbxHrF1Fpkpm/tSwkimEXVV27yp9sNmvSJ9Qtra7trWWTbNckiJcH5iBk/pVqgDx6HRr1/D9zZLpdxJ4itpLpXuRmJZFdi24N/FkbQB9aWayaOTTtVsNB1JbVrqFtStpMksQuOEzghepNewVUfULWPUI7B5cXEiGREweVHU5oA5zwTEVOuhrCW1il1B5I0kj2hkYDkCua0myuLOTSWn0y5FlY3l4k0XlcAOW2MB3HI/OvQdN1yw1eW4Sym8wwNtY7SAfoe4qbUtTtdJtPtV5L5cO9U3YzyxwP1NAGB4a0EL4Nm0q9heO1uWm2W7N80ULsdqZ7YB/CuH0Twt4jTVLWS4h220+7S7hQuALaE/u5Oe7YI+hr2OigDxvUl1eHxnJcjRr4wxapzHFHmOSHy9vmbs53Hp7VObTUYfDOq6UkEt5aNCv2aQwkTJl8mF/72PWvWywXqQO3NKcKCeg6mgDk/Cdp9i1vxFstngt5Z45I8phW+Tkiubs7KSPVbO8bT5xnXbmR38k58pomAJ9iSteh6dqtjq1o11Y3CTQq7Rsy9mU4INVbfxNpF1o1zq0F2sljbM6yyqDgFPvUAeU6domow+GNPaCyuYNUsp72W3EsW6JlZ/8AVuv+0pGD2rvfFMU174Y0lprGTeLq3kmtkTeVA6jj0zXRRavZTaKurpNmyaHzxJg/cxnOPpVi0uor6zhuoG3QyoHRsYyD0oA8s1KK9ju7+0g0q4FvLqbGK4WAN5QaPqinjk8Z7VUt9MvbrQtl9pEouY/D8ttsaLOJRINoHvgZr2Ws/VdYsdFtDdXsvlxBlUkDOCTgZxQB5PqNrrbad4h00aZez6hePaS2FykQ2hFCfLkn5dpB/E112haZc6f4smltoJRa3Usst1HOnMUuFG9H7hgBxXdUwuocKWAY8gZ5NAHmviTSNXm8aa41lFMh1DR1it7hFyodWJKk9iRx+NbGh2c8niWyv4LSW1gTTFhuVf5QZBjAx3I55rq11C0fUX09Z0N2kYkaL+IKeh+lWqAPIPEUck3jzU457WSTTWa1ke4jt/NZGjO4qGz8vvmtLw9pzzTeVqWm3E+qwXc0iXx4jaKTcQynow2kDae+K7H/AIRTTBrM2qKJ0mnbdNGspEcjcYLL0J4raVVRQqgBQMADsKAON8NxlfhjHaXljOGgtGikgki5YgHgDvWFb6JMNN8JC1014r1bWVZpBHtMbeVtG49jnH5V6jWde61Y2F9bWVxNtuLkM0UYBJYKMmgDz3w5aarc+JfDU/8AZF3Zx6dbTW968oCqXPTBz8wJ5zV3xJpt62ua9HNpj3kGp6csNpIi7tki5ypz93JIOfau30nVrPW7Bb2xkLwsxXJUg5BwRg0t/qtppr2qXUhQ3UywRcZy56D2oA5DwbaX1j4mnt7yCdpI9JtYZLtkwkkibtwB7n5h+VZfifSL8+KPFEsVhNLHf6MiRPGuQzKzZU+/Ir1Gm7lztyM4zjPagDynWba6gvbi403TZTYQxWlxcQLEVE2wtvAHdgNpx7V2mnWcP9iakdJs2tEvFeWMNlWZ3Xk4P3ea6MEMMjBBpaAPKNMja48HtbXnha4jvrSxktp3eP7zHps/vlmAOaoalBDeXUFheRXv2caPZx3fk23mmJ1bdj/YOFbP4eler6pq9jo1uk9/MIonkWNWIJ+YnAFVLnwvpd3rS6s8Ui3QADFJCqyAdNwHBxQBwlyl/P4wadNKnFn9vjKyQx5SaF4Cu9j1JzgewqC00c6Zo3hae40G8eILLb3kMPDoW+65UHkdfpmvWlUIoVQAoGAB2p1AHlf9i39lfahYWujyRWd5o5jhw5k2upJCsx7kUi273V/b/bvDN/PHdWNusB3FdksfVX5+XnnNeq0UAch47sbi90qzaHzY7qGUyJLEnmCNtjDlf4gclfxrhNW0TULq18UuNInXULnSLQAJH8qzLwyxn2G39a9mklSFd0jqi5AyxwMk4AqSgDxV9L1S01m/uItLu305biyleCNSvmRiLa20dyGOSPauu09E0y+063ttKu4LPzZ3i+UycMvVieVye1d5RQBw3hHVzpelaJpV3ZXMU97LcKvmKF2FWZ+R7isbx1Y6jc+I7k2ul3BQW0EguLZAzTFJQSjE9ABzgda9Ne3ikmjleNWkjzsYjlc9cVLQB48+k6rLd2ktppk9vMviSaUy7Np8pkbDE+nIH4VN4dsdTufEXhUy6Jc2jaVHcQ3ksigKzED5gc5OTk163RQAUUUUAYnhyNo4L7d0a8kYHB6cev8ATitS8/48Z/8Arm38qo6LE8SXm9GRnunbDfhjH4VfuxmznGcfu2/lQB8FT/8AHxL/AL5/nXsOjA/8IP4fcORtilOB3/eH/PFeQXI23UwBBw55HfmvWbO38z4daBJuKr5Mysc/9ND/AJ4oA6CJ5G0HXJWjLItlhip77geOe9c1DpUlwVMtvNtKhirOu0Y6449GUfn2rY0ZY4PDuttE5KJZ85U9c8gk0qXaPpsLxRyoxjXALDPQevTv+Y7GgCvBcXKRBRGxT+FlG7I79R65H4UVGkySgmK5YbflYbyMMAPbnt/LtRQB9MUUUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/wBCNfc1fDPiz/kb9Y/6/Jf/AEI0AfV3wh/5Jfov/XI/zNdxXD/CH/kl+i/9cj/M13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVg+MNRm0vw1c3MEhhOVRpx/wAsVZgGf/gIJP4VvVBdWsF9ay2tzEssEqlHRhkMD1FAHnmrT6voWkXF+niCa/i067iu3SLDO9q2Aytxg9GIx2qrPfa5rOq2+lpq9zpgvraXUbaV9oYHd+7j/wB0Lgkdea9GtdIsLLTzYW9rGloVKmPqCD2OaS80bTr+S2lu7OGaS1OYWdeUOMcfhQB5rqV5r8F1fXDeIZXNjb2twEhUCJ2ZgrDnnaeta/xNRriPwuiyGJ5NWhAkXqpPcV2s2lafcLMJbOBxMFWXKD5wvQH1Apt7o+n6hJayXdpHM1o4kgLf8s2HQigDh7HVtUe+0WKXUXcR6rcWUhKjMyLGWUt7g+lbPgy81CZ76HU553uUfdiTBQqWba0ZHVSAB9Qa2/7A0rzoJRYxB4JWmiKjG12+83Hc1JYaRY6ZvNnB5e7r8xPGScDJ4GSfzoA8w1LW9f0fxHfWk2qXDpY363zJlfnsGABGMc7WrS87XFudOS/1KUfbNNu2eEBQVwMq2eucGvQbrTbG9EgubWKUyx+U5ZeWTOdueuM1WuPD2lXd9Hez2SPcxxGFJCTlUIwQOaAPL/C99dv4a8K6HFqM+nrd2csq3gdQXlDHamSPxIrq/FD3Enw3T7TdRTXQeBJJ4h8jOJFBYZ966GXwtoc2nWlhJpkDWto263iIOIz6jvVu90qw1Gw+w3drFLa5B8ojC8HI6e9AHn0HiPULa41vTZtSmkNlq9vBA52+ZKrqGMeeABnPPpmqUHinWzpOl6hfXFxJbI9xDeSWG0lNswVZGHdcAgketehP4V0ORrhpNNgc3EqzTbwTvdfusc9xUsfh7R4ohFHp8KRq7OFUYGWOT9QT26UAYfjfa9poVx9pkijGpwEsr7QwIPX2rLuPEWppbXesRTSyzW+qCz+wIBtMZYAe+SDnNdvqOlWGrWf2S/tYri33BvLkGRkdDTI9F02K4adLONZGKkkdMqMA46ZA70AedWeqPD4gk0OGV7O3v9YuGkuIiFxsjRggPQFj/Wr/AMNYxH4G1iMsXVdQvBub+LDHk109x4M8P3Omy2D6bGLeSbz2CkhvM/vBs5B/GtGPSNPh059PitIo7RwQ8UY2hs9c49aAPMNIn1Wy0DTrOLW32X+hSXCAxr/oxjVNuz65Oc1JJq2sXEkNvHrU1sg8Oi+xGFBMqk89OhxzXocHhrRbYQiLTbcCGE28eVztjPVRntzU66LpiRCNdPtwqw+QB5Y4j/u/T2oAwvC02oteB7zUmukvLKK5EbKB5TdCFx2Ncv4hVxbeO0NzJlnt9m5s7AR/CK9Jg02ytpxPBbRxyiMRB1HOwdF+lQz6Fpd1dyXc9hBLPIgjdnXO5QcgEHigDhJtT1CxjvtNl1a5uZLfVooYXJVZJVaMPsJ6AA5P0BFZ3hrVJdX8a+Eb+a6llkn0SYS7mwDIrqDx0znNelXWgaReRuk+nW7q8iyt8gG51+6xx1IpU0DSY54Zk0+3WWB2kjZUAKs33iPrQBxfjH7cnibULjTbt7e6t9E85fLA3MVkYgc9vWqVvrmua5cG6Gsppv8AZ620skTjCTRsuXYjBJyeBg8V6BdeH9Kvb2S8ubJJLiSEwPISctGeqnnpTR4c0gXlvd/YIfPtohFE2PuqOg9/xoAxvHWo39jp1jPpzysvnhp4bcgTSxAEkJnuOv0Fc1fa1f3ltr19p2u3KwWmnW97bfKvLYkyCCOh2jI9a9G1DS7LVEjW9t1mET74ySQVb1BHIqM6FpZaVjYQEyxiKTKZ3oOin1AoA801DxTqenazPoEl/cNFPNaM19uAe3WUEtjjAXK4Gf71ayG5h1/QLS81NNQlt7+4VZh97YUBUMcAFgOuK7O58P6ReRXEc+nW8i3EaxSgoPnVfug+w7UR+H9JiNsU0+AG2QpCSudgPXH+NAHnNrfapYaTa3lkZJLCO+uheJbsPNUFuHC/xBfSul8b/wCmaLovl3bwiXULUrcAAMoLD5uehroF8O6OsUcS6dbokbF1CJt5PU8dc981YvtMstTsjZ3ttHNbnB8thxx0/KgDzO01fWpNbuPD11rFxDZpdTRW2puyq8rhFKoTjBwWPTriiN7trzUXuNaM94vh10aa3YhHkVpAWUHv8vb3r0W50DSbuxjsrjT7eS2jfzEjZOFbOdw9896mbStPeWGVrOAvDGYo22DKqeqj2oA87t7jVL630+zsfEYsprbS4LmOOQg+cc/MZCAcjAxxXQaKL+TUr28vdelMFnMxaHaqxlSuee+B1BrXXwpoSfZNulwD7HkQHB+QZzj6Z7GrEuh6fJDfxi2jQ34IuGC8vkYyc0AYfj6WO58EyywyqySSRMki8g5cYI9a5+/1rVbHWZPD/wDashjl1GGP7ZKwV0V0Z9gIGB8yADj+Ku7XQdPOiW+kTwLcWkCIipLznbjBP5U650LSry3ngn0+3eO4IaUbAN5HQkjnI9aAOY1J9b0r4X6lLcaykuqWsErreQAH7pJA574wDXMi91+6vLCyXX5IDc6X9vjuJ2CqJTgFeByBjOOvNeqPptlJYixktYntQAvksgK4HbBqrd+HdHvo7WO6022lS0ObdWjGI/p6UAeeXtzqhvNY1GPXbozacbaSKBCPKk3qAwK4yQeasv4g1GRFunv5oLwa19he1wMeW2BgD2B3ZrrtN8Pta+I9X1S4FtIt6YxEFT5kVBgA5/OtD+xNMGoSX/2GH7VIMPJt5PbP1x360AeXXbX0vhOxvbzWp7rOtR25EzKFUJckAkgdcAZ/Cuk0HWLyDxhqNlq9zcqmJ5oHdlMEkQfjaR0KA4INdXJoGky2P2FtOtvsvmCXyhGAu8HO7A75HWkPh/Si1yTYxE3KskucncrfeHtnvjrQBoJIksayRsGRhlWByCKfUUEEVtBHBDGscUahURRgKB0AqWgAooooAKKKKACiiigDI0K4a4jvSQcpdOm7HDYxyP5fhWjdY+yTZGRsPHrxWdodu9ut8rrGpN27fIQcggcnHOfrz+GK1WztO3GccZoA+CbzH22fCFB5jYU9uelet6WAfA3h3z5Slt5U2R6/vDmvLdc3jXtQ8wqX+0SbtvTO49K9S09tnw/8N7ywQrKcrkdJDnJ5z9Dj8aANGyAl0zxEkQ86MWLbd+Rn5hwAefbpWDb6l5gihS3kjKIdxZlA+UZ6n6nt79Miuis7iGbR9cnSaQMlgyrKVIH3hn6/mK5/NxFFHKsUSgsAsgfLtnkEjk8kH8T+BALCjK/6MyxqCQ23KbmzySPXt+H40VHcQLNLnayYGMCIsPblT6H3/LFFAH1JRRRQAUUUUAFFFFABRRRQAUUUUAFfDPiz/kb9Y/6/Jf8A0I19zV8M+LP+Rv1j/r8l/wDQjQB9XfCH/kl+i/8AXI/zNdxXD/CH/kl+i/8AXI/zNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBm6SVKXRRif9IbPzE4PHHt+Ga0qx/D6okV6q7si7k3ZJIyfTtj6fzzWxQB8JeIf+Rj1L/r5k/wDQjXrGmSeX8N/DRECSErOAWH+30yOn+cV5P4h/5GPUv+vmT/0I16tpkXnfD3wogbBJuOMDBG7160AaWhSfbNG8QIIJIFa1O/DHZkH5WycAd+v+NUY7e7FnG213YBFdFAYAkDj5WB7L6du+DWpoLppth4j8kReZHpzuACcg56Ent9a5e31PUZ/LCnEbBScBcEjjvxjJx+Q6YwAWL6aT7R85jcYG0kjGPbOOM56f/WBVe8mjknBjdEwiggy45A68jn6/1zRQB9T0UUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/0I19ySErGxHUAmvg/V7iS61m9uJSDJJO7MQO5Y0AfXXwh/5Jfov/XI/wAzXcVw/wAIf+SX6L/1yP8AM13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVl+Ir+bSvDmo6hbhTNbW7zIH6EqCcGtSsfxRaXF/4W1SztIvNuLi2eKNMgZZgQOT9aAOW0/x5cw3mjpqv2Y22o6ab+SWM4NttUEhh6HdgH1rdvvGOnWyWRhLSvdXa2m3BBjYru+b045/Gsc+Fbyz+GwstNsraPXvsMcBd9rZYbQw3HPHBx2zWXD4V1qws3aHTmZl1mK8SI3CszII9pJYnrmgDotT8caV9ll/s/VYEljZcyPGzJjftK8d88VrTeJtJt7pLaW8RZHfygT93zMZ259fauXk8O6uPBGoWC6dCb66vWmCCRcBGlD9fUCr1hpes2eo3sD6fZzWUlx9sincgsrEDKbf73H3qANKLxVpkWnQXN1fQsJjJteIEqQhOT9AByataxPqpt7M6IkEjTTqJJJT8qREElh6npj61xE3hHWbrQLHTpbRY1b7Z5wSQZTzNzJkjtkgECu70ZbiHw/ZRz25iuI7dFaIsCQwXGMjjtQBy3h3xTrGo2s2oXf2NbK2vpra5PKlEQkBx6kkDj3roP+Er0YWL3hvFWONzGwI+bcOSNvXpzXHWXhbXR4A17Tjbi3v7i+ku7dDICHBkDhSQe+MVZvNE1S7u9K10aJGkkMp+1WG9d77lCly2cEjH5UAdBY+IP7R8UJa2ssU2nS6eLqOReSTvA6+lbV7e22n2r3N1KsUS4BY+pOAPzrjl0zVNH1ZtVgsbWG3g0x4khSTaivv3Bcdce/rWr4hg1DWfBTLBaD7bMkbtAWGQcgsATxnrg0AWW8W6LHFBI14o8+VoY1wdxkX7y49R6VpWF/banZx3dpKJYX6MP1B9DXmun+C9dF7aGWFY4bXX3v13yhj5LR+o6kMa7Dw3Z3+kaBdrPaZuTdXE6RK4O4PIzLz0HBoApS+MGj8fR6QQq6btMLTsOtzjcEz/ALprfl17S4JLmOW+hR7Xb54J5j3dM/WuIuvBd/P4XjuxA/8Awkv2r7YD5w2rKW784I28UniXSNfu9U1FLbSTP/aNjDG0wkVUjdWBYHJz9KAO1u/EWlWkN1I92jG1DeaifMwIXcRgd8DNUNP8V2eox2t6lzDDaTWJu2ilyJVXIAbH93rn8K5+bw5qb+I7u4sLJrSO7R0u98itDLmPCuoHIfPH0qHTNF1u3svDqS6QyyWGnXFtcYkT5iVAUdeQSP1oA6/R/FWka7cvb2F1vkVFkCkY3KwyGXPUf1qhH4qitfFup6XqV3bwxQJE8O7g4f1P14rC8OeG9WtPEHhq/uLHyYrTRmsp/mUlJNwPbqOP1pfFfhXVtYPiQ21pGWv0t44GaRQSEYFs+g4oA6+XxLpUGoCzkulVywTeR8gc9F3dNx9Kz38feHku3tvtjM6mRSVjJG5Oq57n2rDuPDmrzW82iy2oktpb6O5S73A7FGCwPfIIwMVFYaJrZFhFLpXlLFrkl47NIpxFnhuO5z0oA6uXxfosWnW18bwNBcqXQqCTtH3iR2C9/SquoePvD+nTeXNdswEUcxeNCyiNyQrkj+Hjk+4rlIvB+r2Oo2162lxXsbfaoZrYzhQqySmRGHOMc4YVY1fw7rTWWtxxaTbzNPpENjDHCyqhcFs7QTwo3Dr6UAdfa+KtHuzOEugrQusbBxtJLfdIz1DdvWqV/wCJx9q0eSwuIXs7q6aCckcrtBJ+hGK5698P64JLm4h05X3Q2Y2iRNxMf3wMng+hrNtvAOty6DDpzo1qyatNd+aJgSqNyp9+eooA9AufFej2tjFeS3OIJVZ1IU/dXq2PT3p8fibSZ75bKC7E05ZVKxgtt3KWUn0BAPNcl/Zev/2tp2qXmkLdGSyfT7y1WZQkYzxIozjDY5HbNWtJ0fVvDuqeItUNpC6S2sItY45MKxiVhtx1UcgfhQB1+palaaRYSXt7MIoI8bmPqTgD8yKz5vFmjwWsVxJdYSQOR8pyAvDEjtjvTNZtpdb8ImKfTfNkuIkaS0aTayngkBv7y9R7iuM1Dwn4iudBttMMa3MRiuV3O6pIpb/VmQjrx1x1PWgDvX8Q6WsU8gu0fyIlmkVOWCN0bHoaWw8QaZqdy0FpcrI6krx0JGMgH1Gea8+s9PW78SaBaxzRi/gtRba1BHg4RACoYjgc9K3NB8PatY+MbjUPIhs7OUyGeFGDJKx+66Dqp/vdM0AdBda/YrfTaWl0I70AKpZcqrsCVH14zisLwZ47tta0y2j1Cby9Q8h5ZGKbEcI7KxX6beR2pNV8PalceMItXtLYJ5Ui73Eq7Z4wp+VkP8e48N6Vytv8O9fWw0q3dIka3tL6KRklHDTMWXH6A/WgD1HT9ZsNUZ0s7hZHjALp0ZQehIPY1XfxDp7ak2lx3SpdtmNGI+XzAPu57sOuKoeGk1Wa4F3f6TBpxFskDqWDyuy99w42+neuTu/CniC48Z2+szWKObPUzOrRShRJCRgALn7w6kmgDpPD/iojQraTXLhXvZbiWAGKPAbYxycDoABk1qT+KNLttSWyllZclV87b+6Dt91C3Zjkce9cld+E9TPh63jW2lXU7e8mnt5beZf3e9iRuBOGUg4IqCXwj4gk0680O4VZ4r6+hvGvkcL5WChkGOuQV+X6+1AHX+KdRvrKLTbfTpI4p729W38103BF2sxOO5+XH40628RWUPl2d5epJdrmJpVTakkoHzKv+1weKg8UWOqXlzobadbRyraXyzzF5AuFCspx6n5ifwrEg8J6r/o1hMIDbWertfR3B5ZoyWO0Ds2WwaAOnXxPpT+QUuNyTQvMjBeCqfe/EVDZ+MdEvoZpY7oqkUInYyKVzGeAwz1GeK5HTPDHiaG8gintLRbW0iu4kkE2WlEmdpx2696Zc+DNfudPt1SOKK5t9NjiT96CplSQOFP+yQv60AdP4a1+41jXtct3cm2tTCYFeHy2XcGyD69Ac+9c/aeKtXW+8Tw3ur2UaaTOFj3QgFlKhgMd+uK6Hw/ZauviDVNT1C1ito7yGBVjEm9gybgenGPmrEtPDN9BrHiW8vNAt71NSnEkAeVMgBAuCTyORnigDoYfFtilxa2N5JsvZVQS7FJjjkYZCFuxPYVQg8Sy2ttpi6vfxQXdxePAYxD/AK0AnAHpVDSdN8UadqdxayadZTW95cC9a7kcEQnAzHt6kjGFPpS6j4d1nUm0R2tY4TZao13NmUH93zjGOp5oA6Gz8YaHfbDBfKRIXCMQQHKfeAPcjHSkTxhpT6X/AGgrTeUZFjRfLO+Qt90qvcH+hrgvB3hyXXPD2mThgqafq13cMjf8tMlgF/HPWnweDde0/wCzXNpZtLDY6hHcWtjPcgsqlWV1DdMAkFc9s0Ad9c+J7CPwvca9bFrq2hiaQiIZbK9QR2IPX0pP+EosI4LaScuplhWZ8LkRK3QuewqF9Ku7jwfqOntb21tc3cEyrFCMKhcHAJHU5PJ71g/8I1q95Y3iS26Qtqelx2cqmQEwOuRn3GD29KAO9jkSaNZI2DowyrKcgin1S0mwGl6RZ2AfeLeFY92MZwMZq7QBn6Vbi3S5CnIedn/OtCsrQ5TNbXDsm1vtDgjtwccHvWlLIIoXkIyFUsfwoA+FfEP/ACMepf8AXzJ/6Ea9Y04Tn4Z+GjDIQP367QoPJfr+leRatcLdaxeXCAhZJ3cA9RkmvWNMvY08AeGrV5fL3JMwJA+Y7+goA1NAt7k2niKW4y6tpsmWxjHP59qyRGLfTY5Wj3oRySBwCRzk/U4/wrT0e/8AsWl6++9ihsm2l+ikttyTnIye1V0v0lslgKK21c+ZgDO1c9+O5H/1icAGJdQyxXkyNEHO7O/afmzzn9cfhRWw9q1+32mO+iiRgAoaZkJA4zj8P6dqKAPpSiiigAooooAKKKKACiiigAooooAa4yjAc5Br4S1uJ4Ndv4pEEbpcOpQHIB3Hivu45xx1r4X8Ub/+Eq1XzMb/ALXJux0zuNAH1j8If+SX6L/1yP8AM13FcP8ACH/kl+i/9cj/ADNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZXiHVpdE0afUY7J7sQKXkRHVSFAyTz6Vq1i+L1L+DtZRVLE2coAAyT8poA0be8iuLKO73BY3jDnJHygjPNSxzRTQrLHIjxsMhlOQR9a8YubGXT79L+1t5T4ZMdib6OMEoSAdzBMcgfJu455rt7HTbIeB9XsLaOc6cyTNA0hwGVlLfIByqgkgDrxQB1yXMEpYRzRvtxu2sDjPrSNd26Bd88S7m2LlwMt6D3rxOWxth4Ltr+xt7hlOjeXcxxLIpmk3AIenzMDn8K1L6PT7PWYYNVtZBpt/pi/YvJhO5brjeRx8shxwaAPQv8AhIfN8SyaPa2Us32dVe5nDBViDZ29evQ9K2jIgTeXUKO+eK8evY7yJvE8tvY3kbG1smlKxlnYK37xd2Pnbb1x1q3JY6Vc3djHYRX1zp91qaSkvGfI2tGyuqADhc4zkYyaAPS7zUo4IJ/I2XFzFEZRbrIoZh+J4+tY9n4xgvvA7+Jre1lKJA0xtyyh/l6jOcdjXnyqlt47ka03W6x6k9o0QiYsYzCQu58fcJVdq9Kr+FdMGnaDBLBZTpKNOvF1JI0JLMSQgZehbOcDrQB67pOsW+q6VY3wIi+2RCSON2G7kZx71ZuL61tJoIZ50jkuH2RKx5dsZwK8l062gum06x1mG6hd7GFtPaOABsr95AxGVfPbgYrs/GUaC58O6nLAQtrfAs5TcYtyMozj/aK0AdfuUnaCM+maw7nxCbPxTDpM9usVtLavcC7eUBcqygrj/gQ5NcfpdpcS/wBiFmceIIdSkOoMilC0eXJ3442ldmAeOmK0/FdtZ33i+zhvraSa2GmXQfETMqk7McgYzgHH0oA7OS7toWjWSeJGlOIwzgb/AKetS71zjcM+ma8a0+zkvLezi1qK/kB02JrJ0t9zqyH5kyy5RiQOeOK6bwRp5m8T+I727spUMd4jWpnU5QGP5tpPX3xQB3+9QcFhn0zTTLGpwXUHBOM+nWvFNbtbWfxV42iHnPqgNs+nrG5MiykdUz05xn2oigP/AAjvjDURbTtd2+qAb41Zn8kmPzNoPUEBs+tAHtaTxSKGSRGVuhDAg1XubuaG6tYorVpo5XKySK6gRADqQeT+FeZzaRbjw3qN7onn3cdtNHqlvLJHtjLKcvHEqgEZC88YyatX8R+3eELpEmW7vLuW5c7WGwuhOGAGBgkDn0oA9LEiMWAdSV+9z0oMiKpLOoAGSSegrxkWtzqGjabDYQXP9orHdx6iqscMcH/WE9STjFGmpFq2niKV7i23eHlinu5IH2iRXX73HOMHPtQB6/dXLxafJc2sa3LKm9EDgB/oelUdA16HWvD9pqjGOAzQrLJH5gPl5HQmqHhO7ub3woz3NolvKrSR/us7JcH76A8hT2FeaxaJH/wjMM1tYzJCPD8kd6qRMBLOT+7G0DLOG3HPbNAHtX2y127vtMW3dtzvHX0+tOa4hRwjSoGJwAWGc1434lsbW3j0ywsdMaFZtJlud/klt0ny5G0jh+M5PNWdStIpv7U1SK1mdlWweKVInJ3ADcVwOvrigD0TxJ4gPh+C0lFm9ys9zHbsUYDyt5wGPtml1vXpNH1DSoDab4L24MDzmQKIjtLDjqehrzm/vIrmO8sprW6k1ddainH7lyzQb1KsCP4QM8dq7Px3BbzR6I97EsllFqSPcF1yqrscZb2yRQB0rX1olulw11CsL42yFxtP0NSNcQpKkbTIsj/dUsMt9BXjkWjx2d8tjrcTp4Yl+1RachhLsrtJldowSvy8r6YrTsHSTVLvSNX0u+kvC8EunbiS8kSquAZegwfvc0AejRzaZFcXDxyWiTqMzspUMB/tHr+dWftMGwv5ybAoYncMAHofpXiuiwtqGq3yy2LxSTW19BJbGE435yAXI+cnr1xU8NmdTt75WttQsom0qzg+0tbOR5qMP4COQD19RQB7C97aRwpNJcwrE+AjlwA2fQ96h1W8lsdOe5gjjlkUrhZJRGpBYA/MeBwSa8lFmbu6tk8RWNythc2lxaxLaWzMi3HmcuikEoXUZHYYNdX490yS/wDhY9pFZTy3KxweTC/zyKwZepHU4zk/WgDrotYsJZrqFbqLzLQD7R8wxGSMgE1cjkSWNZI3V0YZVlOQRXks9kzX3jCwnL2clzJbTRyGIum0KvzMOhXIwRXaeHpLqfwRIq2iWtyI5Y41g4RiAQGQHoD1AoA6fcvqPzrG0zxAt/qmrWrxxxRaeU/fCUMrhgTn2xtryzVbnUptI0W40e3ukksrSRdYVkYfICA6n+8+eRV+aaHUbrWLrS7SaTRRcWM0vlxMiTQrneoGPmxnJGOxoA9XN7ai3W4NzCIW6SbxtP41J58W1X8xNrDKncMEe1eMeINKl1DWkEFq02iS63am1gSFimzZ++YDGAhJGexNeg+MdKz4WD6fa77nTWWe0hRc5K8bcehBIoA6JL21lx5dzC+TtG1wcn0oS9tZYXmS4iaJMhnDgquOuTXmPhzQtV06HUlvdNQrbpLe28cKhVaSZOY17/L0zWXoti11pWpW8/2+ziktbWZdlo6rC6scjbj5wDjPUkUAeziRDGJA4KEZ3Z4x61XXU7BlZlvbchcbiJRxnpn61ycM1/qfw01UapZhLgxXCBY1bEoGdrKp+YA9hXG3XhvT47ExWmkyAv4ZMqgQPk3Cj5SePvjtnmgD2OS6giljiknjSST7iswBb6DvTfttrveP7TDuQEsu8ZUe9ePw6bq1/p2sR6nBcS31xptq+mebkuHVF3bT1U7+vSlOhPpmm6rqY04/aLa/iNy8cfzNBtHmhcjkE9cdaAPX7Q2rQBrPyjCxLAxY2k9zxViuY8Gmwa2vZdJguI9Pnn8+EypsVtw52KQCFBH6109ABRRRQAUUUUAZGhS+al8fMDbbtxjABXpwcc/nzz6YrQvP+PGf/rm38qzfD7IyX5SR3AvHB3NnaeOMdvpzWlef8eM//XNv5UAfBc//AB8S/wC+f516lbRtP4I8OpHbkukEz+Yuc48w8HHUD3/WvLZ/+PiX/fP869h0ZS3gfw6CAYzHLvA7jeepHIH1/DvQBNo9o/8AZOurtb7Q1nknAGMMOMDn0PBqtauba3jnFvC8joF5mcEE9ScZx3P45HIIre0oJFYa4zQmCMWm4RZDbju7jGCPYnFc2mqXDyGJYiHO4AouBnpwB7jsfTuBkASO9vkUxWkMaxxkqd0TjJ9flOOmP/1YorQt0VYyOBk5wYUkxkDuP89+M4BQB9KUUUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/0I19zV8M+LP+Rv1j/r8l/9CNAH1d8If+SX6L/1yP8AM13FcP8ACH/kl+i/9cj/ADNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIQCMHkUtY/ii/bS/DOo3qXSWrwwsyzupYIfXA60Aa2xdu3aNvpjioLy1F3YTWokaISoU3R4yoIxxXn8firVG0jyjLIso1KC2eUoDIsciKwOB3JOPYH2qnba54tl1TR9Ovr420t1ZT3MgW2UN+7cbeD6r/OgD0jS9Nh0rSrbT4SzxW8YjUvySB61bKK2MqDjpkdK8rg8a67H4ah8RzT2v2S4DK8MjgMjbsDYB3A5IPpWvqOp6zpFnOk2sQSLc3EIsHABmdW+8uOmT2NAHbG8tPtv2Izxfaim/wAncNxX1x6Ukd5ZNePYxzwm5iUM8KkblB6HHavMbe41PW5/Dd8bhLXVzBexNcBFY/JkAHt2pq+Jbl3PiBYY4tQk0E7toGPME+zd7gHn6UAer+Wmc7Vyec4pQqjOFAz1461zPhV9bhnvLPWtRt7tsLLbMmPMEZH8QHHUHFcb4W8TapJZaXp0l1I82paneRvdtyUVGOAKAPU7ma3tYGuLl0jiiG4yPwFHrntTo5IrmFJY2WSJwGVhyCOxFclpmr3OteDtZW/jBmtTPbO+35ZdoOGA965TStd17Q9BNtLfxTg6baS2zeUF8gOypj3wDnn0oA9bCqGLADJ6nFRXVzBZ273FzIkUS43O5wBziuB1C68V2KwWMmrwK8mopbpMI1aRonQ4LAcAhgfqKuePVntfCWmJdXrMyX9qtxIEAEvzjOR6E4NAHY2t1bXsCz20qSxHOHQ5FT4ArzS71+/sPGAsbKdGs4r2CBo4lCqgkUlg47sTyMVINa8RzNDMmqRIk2rPp4T7ODtXOA31FAHRWejWOheJtR1a41BTPqzKBHLtGCg4C9zxmt20uLS9tRcWkkU0EmcPGQVbsa85XxBqMl34VjuGgnaXULizmlkiBZtm75lP8OQMGm2Ou3nhjw5pF8nlro/9pXUN/wDJ/q1aaQK2ewDYH40AenhVVdoUBfQDijavGQOOnHSsvw/dXl1o1tNqLx/aplMm1RtwpOV4+mK1qAGhFUkhQCeuB1o2LjG1cdMYp1FACAADAGAO1AAAwAMUtFADSikglQSPalCqBgKMfSlooAbsXdu2jd0zjmlZVZcMAQexFLRQA0qrYyoOOmR0o2gkHAyO9OooAbsUHIUZ69KXA6YpaKAEwOOBx0paKKAGlFOSVByMHjrSgADAGAKWigBuxcEbRz1460BFVdqqAPQDinUUANCgAAAADpxTqKKACkwPQUtFACYGMYowPQUtFACbRkHAyKCAQQQMHrS0UAIAFGAAAOwpaKKACiiigAooooAy9F27LzYML9pfoxIzxn6fhV65/wCPWbjI2Hj14rL8OxPFDfB+M3khA54HH+eK1bhPMt5EzjchGfTIoA+Db3H2642oEHmN8oOcc9M16rZyXUPgDw/Jb+XxFKRnBOfM/SvLNRh+zandQFg3lysu4dDg16rZgDwB4awjvI8c6qFTcCPM5+nagDU0y6nm0XXzM4cCyYBhwAdw6jp+dY9laTTwLJIjCJtwBUnP3QRgD2/Ujvg1taLZ3j2OtQSwJ5RsC4zGVIbdzk9MVgRwCCNGe62uVHyIdwzt549v8KAJgpBZLm8UOjFQBGJABnseP8+9FUdS82yuvLBYllDEgEjJ6/rRQB9Y0UUUAFFFFABRRRQAUUUUAFFFFABXwz4s/wCRv1j/AK/Jf/QjX3NXwz4s/wCRv1j/AK/Jf/QjQB9XfCH/AJJfov8A1yP8zXcVw/wh/wCSX6L/ANcj/M13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVWv7G21OwnsryJZbedCkiHoQas0UAcHr/gNDbwpoVrDsM6Pcwy3Dp5mxdqEOMkEdffFa/h/wpBpnl3F0olvI2YxMZGk8hW6orNyR359a6WigDBg8HaDbS3bx6dH/AKUWMqnJXLfeIU8Ln2qtceAtAuNMg0828qQwTLNGVmbcGXp8xyce1dPRQBgP4O0VxGPs7qIpJJI9kjLsLjDAY7H0pr+C9Ce9lufse15LRrIqrkIIiACoXoOldDRQBkaB4d0/w5Yi1sVlZRx5kz73I7AsecDsKg/4Q7Q/JliWz2K9wbr5XIKyHqy8/L+Fb1FAGbJodhJoz6SYSLN1KsiuQSD15HNUU8GaCkTx/YtyPbC0IZ2P7oHIXr2PeugooAwI/B2ixrZA28jmyk82J3lYtu7Fjn5sds1a1zw/pviK1jttTgM0UcgkVQ5XDDoeDWrRQBh3PhLRLu+e9lsgbhwm5wxGSv3Tweo9etJF4S0eF4mS3fMVy12gMjYEp6t1rdooA52HwToUEtvJHbOGt52uYsysdsjfeI571R1Dwqy2tpoOn2kP9gzyu9/5khLryGG3PXLDn612FFAFE6TZnVItS8o/aYYTAjBjgITnGOlXqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDI0ESGK8kkcM0l0546ADgD36VrEZGDWRoUSwrfqBhvtbs3y45OPxPGOTWxQB8Ja+MeItSAGALmT/wBCNexaEEPw08MjYzyEzgbWwQN3pXjviH/kY9S/6+ZP/QjXq2nyeX8N/C4bcYj5+9QSM/P19OM96AOh06D7PpOvtHFNuXTZCrMSRyR+NcnZiFY4nneFXxyC3Qn6/Ufn6Zx02jXCw2evSqrSKmmuVV2BDYIyODkY9vXvxXKyzzywoRCAWIJy+Noyec4J6HPrgfUUAXy1vasY5bgo5wxDbh1A9j/n8yVlXl+hunH2R5yuFLiXYOBjAHXGAOv8sUUAfVlFFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/wDQjX3NXwz4s/5G/WP+vyX/ANCNAH1d8If+SX6L/wBcj/M13FcP8If+SX6L/wBcj/M13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVQ1m6uLLRL26tIvNuIYHeOPGdzAZAwKAL9FcBrfiXxJpsGlOI7SI32pxWeHjY/I6AhuvUHcK7HUdRt9OtgZ7iOKRwRHuBOWx6DkigC9RXJ6H4xguPDenX+qSok95uwIY2IODjOOSB7muke8t47Nrtp0Fuq7zJnK7fXNAFiisU+KtEFib3+0IzAH8vcASd2M4xjOcc9OlK3irQkuIbc6rbedMEMaB8lg/3fzoA2aKz7DWdO1OSSOyu45nj+8q9R789veoZ9esftsumQXkP9pBG2RtnG4DOCfXpxnNAGtRXLeFPFtvrOkQm9u7VNSWJpLiJDgKAxBPPbitMeJNGZJXGoQ7YmRX5Pylvu/nnrQBrUVz2q+MtI0sIDMZpDex2LRxDJSRzwG9OOata34gtNBFj9q3lr25S2iVR1ZqANeiuP8P+MRearqunarLbQTwai1pbKuR5gAyPxrftdd0u9v5LG3vYpLqLO6MHnjrj1/CgDRorlpvFcek+JrrTtauLW3gaNZLRxnJBOCGPrnFasniHSYdYi0mS+iW+lGUiJ5PGcZ6ZwM4oA1KKwbnxLZz6bqLaTeW897bQSSIhJwSufzGRg4rmtV+IclpoKCBIzrDaT/aJDKTGAMcfjz3oA9DorC8NeJbLxFYI9vcRyXSRI1xGmRsZhnHNK/i/QE1E2DapALlZRCyZPyuegJ6CgDcorn/+E28PfbLq1OoxrJahjKSp2/Ljdg4wSMjIFV7fx5ol9qmn2FhM9016zBZI0OxcLu5JHcUAdRRUNy8kdrK8W3zFQld3TOO9c34f8a6bqOiRXN9f2sV2sBmuI1bAQAkE89qAOqorC1LxZpOnWF3dtceaLRUaVIgSwDfdOPQ+tWtY1yz0PR31S8ZxbrtyVUk/MQB+pFAGnRXJQeMIbbxRqOl6rd2sMatD9kIBBYOucN+PfitE+LNHGqz6b9qP2mBWLjYdvyjJAboSB2oA3KK5K18Vy3ktlqsaxp4cuLVpDcSAh1k3YUfjXQJqllJpz36XCtaxhi0nYbev5YNAF2isvRtf0/XopJLCVnERUOGQqRuGVOD2I5pJPEelRSXKS3aJ9n3CQt0G0Atj1wCM0AatFcx/wsDwsY5JBq8JWN1Q4B6t0I45Hv0q/c+JtItdRj06W9RbmQAqMEqu77u49BntnrQBsUV5vF451iMXf2pbPFlrUdhK6I3zxuRggZ4IzXZ634i0vw7FDJqd0IBM+yMEEljjOAB7CgDVormE8U217qej/wBn6jZNZXscrsjhhK20fw+mCDnNTWnjbw9fPdJBqKE2yCR9ylcqTgMuR8wz3FAHQ0VhT+LtGtrP7VLcMq+aYiojJcMOvyjnpzV1ta05dGOr/a4zYbPM88HKlfWgDQorjdX8e2cOhLe6YTNK91Fa7JI2Uxl2AyynkDBJHrWvqGtHQdOgl1NhJLPdrbRiJSAS74XPpx1oA26K4vS/GD/8JjrOiarNbxpbzxxWjqpBcuu7aT0zW9H4k0mXXf7FS7U321nEe08heuD0OKANaisDUvGOh6TfS2V3ehbmJFeSMIxKqxwCcDpU39v2UV3qPmX8LQ2kcbuqKSybs4yf4s8YxQBs0VQtNTt9U097nTpkm4KjttcfwsOoOe1ZPhW98R3iu+uW1vCphjZPKBHzEHcDn04oA6WiiigDM0hpGW7EjbitwwHTpxj3/OtOsvR0VPtoSXepuWO3+5wMj+v41qUAfCXiH/kY9S/6+ZP/AEI16pZ2zXHwz8MLuVVPnqM9zvP+RXlfiH/kY9S/6+ZP/QjXrek2UF38O/Cv2ny/LUznc6g4O786ALXhuwax0vxGJYsxyae7Erjbn0I6fqKqfaYYNNVhaumFB3q+eSQeg55+vYd8Z2dJg+y6X4jmiP8Aov8AZzqUjGBkHjjpnr1rj7exaa3EwSTyxnLFc8DrkdPT9B6GgDHutOhku5WFsJHJBctcBMEgHAA4wAR+OaK3ZoLOZ8vMqbRtCkrkY6/e989P55ooA+paKKKACiiigAooooAKKKKACiiigBrNtVm9BmvhTxBcre+ItRuUUqstzI4B6jLGvuqX/VP/ALpr4Mv+NRuQf+erfzoA+vvhD/yS/Rf+uR/ma7iuH+EP/JL9F/65H+ZruKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5Dxxpd/qsugCxtjKLXVIrqZtwAVFzn8eaXxHbajaeKdK1yzsX1CGON7Wa3T76bjkOM8dsGti58QWdrr9lo0gl+03iO8TBDswoyfm6Z9vetXIoA810fR9Z0q1sZbnS3fdZzWckCsG8slmZWOOxzg+lWdR8OaxbfC2y0q1RZL60MckkKNxIqvuZAT144r0EkDrRketAHmetxaprS6bcWnh+a1s7mZ3n8tQLhCYyoY/3eu36Uyw8I382nQo1l9mn/AOEeNkJGUbknU4HPrxkGvUKa7BELHOAM8DNAHFeA4jJbW01xoslnf21otncTSjBYoSML6jqc+9Zcujaq/j+O/Gmzi2i1BzvTAQo0YG/HUnPBNdzomt2Wv2BvLF2aMSNEwdSrKynBBB5ByK0qAPJZ/CGp6nodnZW9rJaX2npP5kxAUTFiSsef4gcjNW9V0jV9VivNQh0h4pPsNtGbcgIXkSQMwX1AAIBr04nFUNJ1i11mCaa18zbDM0DiRCpDLjPB+ooA8su/Dev302q6oNImjE+s2eoRwMw8xo4wAwx698V1/j3T9R1HTdEuLKxeeWz1KC5lgQjdtGQcfTNdpSZFAHmEXhPWWe/LWao11r/21H3gmOLaRu+uT0q94R0a6tDpqX2hBL6xklje8Y4GwkkMp/iLZ5r0IEHpWPr/AIjsvDkNvLerOVnlWFPKiL5dug4oA5PxXp17qWp668OlXEynSTbQsYxh5S4I2/T1qlo/h7UbDWNTW90P7ZMb5L6wu3b5FJUKQT1BUA8d812q+KbBvEy+Hylyt80JmAaFgu0Dk7unt9a3MigDxzR9C8QTa/HqV5pVxbtJpF3bSxhQI45WbKqgHYjv3Jo1rwvr00FobbTJZZJ/DzaeyZA8qXdn5ielexZFGRQByPhnQbvS9ZW4mgSOP+zIIGKkcyL1/wD11zuraPLrV74u0qztQZbqe2XzgABECDl8+oAzXqORVKz02zsZ7q4togkl04eZ9xO4gYHWgDy3SfDerw+I7ee50i4Pky3cRc48kq6/IwX/AGiMk+tbcWh6vpemeC/K0/zZtPOy6ijYDaTEV3E9wDXoZPGetYujeJ9O1vUL+wtmlW7sHCXEMsZRlJ6HB6j3oAboerXeuaZdm709rK4ilkgKFtwbHGQfSuFtfDF9dWemxppJjksrC6guHkULvd87VH94Z5zXd6R4r0rW9W1HTLCVpJ9OfZcHYQob0B6GtvIoA8rk0XXLvSNVI0iWMto9vbQozAPJJH94Y7e1dT4pi1HV/h/ceRpsgvnRJBZswLZVwduemcCulvLuGws5ru4bbDChd2xnAAya5JPiboj3DwfZtUEiRLO4NlJ8sZ6OeOB70AYOveHNa1+x12ZNJ8mfUIbJoVkddyFGBdSexGKqNofie58VeddabMY1uZ41dHAiSJ49qtt7nPU9a9aSRZFVlIIYAj6Vk+I/EVr4Z0xb+7jlkiaZIcRLkgscAn0FAHN6Fot0vwth0PUdMmM8KmFog4Vmw3Dqf1FWrKw8SQ/D6/sZfKm1QLKlsZQP3i/wl8cZPeuxDgxh+xGayfD3iG18R6fLeWqSRpFcSW7CUYO5Dg0Acr8PNI1rSdU1NtQtZ4ba6gt3QzSB28xVKuMjoPQelM1DRdaOqaxLaWDLaXUF0skRdWWRygCPGOqs3f6V6JkZxmjIzjPNAHlS+FNSuL15V0vy45fDYtVV1A2zc/KfQ9KyfE/h3xPqNz5Y0i4ZI4rMxGBwFyhG8P8A3iMcV63qOrwaY0YmjuH3q7ZiiLhQoyckdOKXRdYtNe0i31OxZmtrhdyFlKnHuD0oA84vPCOvPZ6ysFtiS71yC8i/eAYjXaST+RrY+I/Gr+DSIhKf7ZQbeORtb1rvsjHUVjeIotKisl1XVLRp004/aEKqzNGR/EAPQUAck3hC/wD7QhcWyIs13fSO0ZGIUlQomPrwxHqTVKHw9qsvh22MOgLa6vpkca75HBFyEb7in+6eTz3xXp9vPHc28c8Zykih1+hGRUmQe4oA8x1O28RSarpfidfDgfG+K401HHmBHXBYnoT/AErb17w3dan8PU0u2t4ra5iKSx20RwnytuCf0NdmCD3FIzBQSewzjvQB5jrnhzW7++1LVodPJe8ezRbUyAFRE+9nJ6ewrrfGdndXfh3NpbtcT29xBcCBPvPskVio98A1e0HXrTxDpxvbPeEErxMkgwysrEEEdulamQelAHk2seFde1HUdbv4bBkF5f2E8KlxuCx4359MVt+GdJ1O2vfsd3pSRyWF1JJHqMnzCWNzkhO4J6V32R6ioLy9t9Pspry5kVIIULux7AUAcTr6zN46nhtLBbqafRZEIyF53jGc1k3PhjxFZwXQsbRZZbaCwaFmcYuGgJLrj3zxn0rok8R6Ot++qR6Zcm/eMLIQuZPI4IYDPK5I6V2OR60Acdp+rX9lcWBk8O/ZE1e7fzEUjfCdmdz46kkH6DFdlSZHqKytW1+20e70+3uI5mN9P5EbImVVsE/Me3SgDWooooAoabu/0ospX982AavEgAk9Kw/DLOYL8PL5ji9kBPPHTj0/Lj8c1rXn/Hjcf9c2/lQB8Ma+Q3iHUWUgg3MmCP8AeNeqWs0yfDLwskO7LNNv24JK7+mDXj1x/wAfEv8Avn+deuaewj8BeHXwdwimKcZBIk9+n9aANrw9Kqad4gMqzbHsG4m4B9OfzqjDOs2ny+T5Kjh2BPCrkevHXH4EdjVm2L3uj6whZVmFltEgYkKSwOD2FYYs9qqxSR5fKIbIypJUA98fT8B0NAFbUIrW5vHnlA/efMu/PT/9efxzRV4X8ttmKBLeRASQ0nJOT9P5fzzRQB9Q0UUUAFFFFABRRRQAUUUUAFFFFADXzsbAyccCvhLXDI2vagZohFKbh9yD+E7jxX3fXwz4s/5G/WP+vyX/ANCNAH1d8If+SX6L/wBcj/M13FcP8If+SX6L/wBcj/M13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVjeK1nk8L6hFbXK208kJRJWzhSeByOR9a2aq39xZ21o8l/LBHb4+YzMAv45oA8fEUOs6z4dsppruwMQvYZ7cXWZFcKpJWTklffPfFSW95c61b2Iu9els72DTra6tXDM3nYY7yVUjcxI245/WvW0s7GQJKltA3GUcIOh9D75pwsLNTGRawgx/c+QfL9PSgDi/iE902n6TPa3Rjmidrg2rSGL7SFTJXd2IzkA964/VfGUc11a30NxewNE1kXS5k2SBGb5tidGB/iY17DqBsEt/N1H7OIUI+afG0E8DrT3sbOU73toXJULkoDx2H0oA8/t59TTxddeHGu7vbHKdTivTIdpgIP7s+oDYGPQ1ofD3U5rlL/T7+WaTUrURGdjN5sUgZcq8Z7BhyR2NbFrp8GhXF5q2raqJZJv3fmz7Y0jjzlUAHHfr1NbFrZ2tkjLaW8UKsdxEaBQT68UAeOeGhqFjN52nTXTS3niC5trm3DkosJLZcL/AAkcHdXX+DJdQl1WbT725uZZdG3wTSPISszM2VPvhcfnXaPZx7Jmt1SGeRWxKqDIJHX37VU0TSW0q0cT3BubyZ/MuLgqF8xvXA4HHYUAed64l3/aPiK7ttSv5b7TLmGWzthcELlhyCg6iotLmlt9aS9i1GdJJ9dliltVmHlf6nONvfkD8q9D07QRY63qmovJHKb50bBjwU2jAGe9WbmLSbCJZLqOzgQyDazqqjeemPegDzmDUL6S10S7gvLoXeozTx6rG8uPJUK28gH7mwgYP09aoXeo3eg6VHqGk6ld3ct7opmlMk3m4KGNdyjoCFZjx3FeurY2iPI620IaXPmEIMtnrn16ULYWabdlrCu1SoxGBgHqPpQBxPhPUdM0hJ5v+EhN5p94YmiaR9ywyMMbCxJOWOTil+KV69np2jNDcx2851SHY7gHHPJweuK7VbG0SIQrawrEG3BAgAB9cetOntLa52/aIIpSpyu9A2D7ZoA8q1L+2dL+I9zLHqC6jqCaFO9sDCEwwIIXAPNLLb6jrlrY2WnaxcsNT0UzT7XYmGdSGV9wPy7nJXHoPavVPslt9o+0eRF52MeZsG7H1pYraCD/AFUKR8Y+VQOOuP1oA8Y0DWdW1LUkXF7GdcEMQ82dgYpLcr55XIwARn64NbelImram97ca7eR3v2yayu7NHbLDJCAJn5MAZ3Yr0YT2BvhaCSD7UgLiPjcoPUgfj+tSpaW0c7TpbxLM33pAgDH6mgDxya41ew8MandC8u31LQopbKSN5GY4d8iViOGwn4ils4obe0023h8VyXNtfajBl7e4YKishDLuZicnrjPFeyeRCRIPKTEn3/lHzfX1qEabYLGsYs7cIrblXyxgH1+tAEGnXWnoZNKtrsSy6eiJKjPudBt+UsT3IHWvIby8u9P8X6l4n8OkXjvqZ0+5ijbKsGjQRsfZXzz9a9li061hvri9SEC4uFVZH7sFzgfqakgtLa2DCC3iiDHJ2IFyfwoA8TFuml3PjSGC88mWD7CXmgfaS+V3En6k5rptRWbw74i0x4Zr6/00YMqi5JkieRuGI/jQ9Mdq9DOnWRMhNnATIcv+7HzH39ahifSr2/lWI2s13a4STbtZ4u4B7igCW2u7LVraU28sVzAHaJ9uGXI4KmuPs5bJvjDqNrHt8xdHjV4/lxjecAD6H9RXWyz6bpCIJZLazWeXaoJCB5G7D1JqwLaBbk3CwxiZhgyBRuI9M0AeR2l5fSW+q63ZapMdZtp7yGawwSGUfcATOF2qoIPfp3pNfSx/wCELe7sNRuNQt7r7ITE0hdYpA4y27Jwx7rXrcdjaRXElxHbQrNIMPIqAMw9z3pY7K1iiMUdvEkZO4oqADPrigDivHuqnTk8PQ3Upg0m6u1S9nDFdqgZUFh0BPWuU0aVbe9t9Oe6MPh66vb3/SfM2AyEAp83HqceuK9imt4bmLyp4kkj/uuoI/I1StLjSNVilgtGtbmO3k2SIgDKjjt6ZoA4G/nuLfWtIcXtze24ighkDSeRMjCT5ZQDw4bByPSs3TdV0++0Se5bVdTHiCO2u/tUaSMBGxDEFweFA2gLXrrQRNIkjRIXT7rFRlfpTWs7Z/M3W8R83HmZQfPjpn1oA80mtzaQ+HJE1O7mnv0kaaOSfcJCYTj5frXNeHHutF0PRZtLvLl7m4sLn7VZl2dUC5IYD+DBzXtsltZRIs0kMCrAuVdlA8sD0PYVHp4024tRdaets8E4z5kIBVx9R1oA8quYYG8NtJoviKeb7fHbypA8j7PMUjKGXOVLnIxxXT/2sl18IL27uhJan7FPEy3LglXG5du7+LngHvxXZDT7JITELSARE7igjGM+uKhtrjTNVtpY7aS2uoI3MciJhlVh1BHrQB5db350OLURY3txNai306W4BmMpSNsiVhz8vy4PHTrVzVTdWFpr19pdzczWWmXEV7bDzSVbKjzY891wTx2NemCws1LEWsILLsJ8scr6fSnx20EMRhihjSM9UVQB+VAHmPw+bVLnVWsNQhngFpI1+rNOzb0mHyKSTzj07Ve8TXsln8QLeaO5e4jWGNJ7NJCskW5/lkjHR8ngjrivRAiqchQCRjIFRtbW8kyzPBG0q/dcqCw+hoA8J0W4u9IvYbnTPM+1XeqapGy72KsVVivy5xnPtXofgqODzLa/tdZvLxL+zDywOTIiSjG5if4SScbeOldktnbKystvECrFgQg4J6n6mnQ28NuCsMSRqTuIRQMn1oA8v1Jp08S67DLcTSx3dvdfZpoLhg0bKgzGyfw4I4Yda5aSddU8IGGO9uLqZ/Dga4j89mHmq2BnnG7HWvcbt9O06ObULv7Pboq/vLiQBcDpy1NaTTLTTxdn7PHZqoYSADaAe/H1oA4qDMGv6fcDKzReGyYuSPmG3t3rkLa4hbwg2sReKLuW4u4YftUJkI8qXzVyxJY7TyRjABFe4bY32vhW44OOxqH7BZ7GT7LDtYhmGwYJHQ0AeUz2Tr4s1HSF12+trS3gh1DT2EhlklJZmcJk/MDwMc9qrG8TUL3Sb2581tci8QMstpJI2UjO4KdnoFxg46169cLZWyfa7hYI1t0J81wB5a9+ewotWs7yOO/tfKkWZAyTKPvKenPpQBaooooAytEUIt8qj5BdPtO0jPAz3Oec9MVfu8fY589PLb+VZ+hIVivCzZZrpyRtUY6ccc/nz+GK0ZwWt5AByVI/SgD4LudoupdpJXecEj3r1S1MP/CA6AHRyRBMWYdh5vHX39Px7V5hqSMmp3SMACJWBAGMc+leraasT+BPDkbrL+9jlVtg6rvP16de340AX9GgeXw7rk0UUnNrxKcZBDcAc5/QmqME7fZltnjMe5Q0riP5d23k5J9Cv/6jxb0q1ii03W5IGKt9hbAViHK7hjPf8sdetYqSXCNuVnKgZC7Djpnryf8AP1BALbrZwKiFTHgEbd5XoSD97k8g88fnmipYIigYl3O9t2FLccAY+U8dP8jFFAH05RRRQAUUUUAFFFFABRRRQAUUUUAFfDPiz/kb9Y/6/Jf/AEI19zV8M+LP+Rv1j/r8l/8AQjQB9XfCH/kl+i/9cj/M13FcP8If+SX6L/1yP8zXcUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWD40iSbwVrKyIrgWchAYZ5CnBreqhrWlxa1pNxp08sscNwux2iba2O4zQB56nizWNJiTSbmaGSad7GC2njj2iETKwOQeuNhwT6ipdT8WeJdM07/AEhrVL6GOeQ2yqHmmVOVYjoo28nv6V0lx4E0e7SdZzcuZ44Uc+acjyvuMPQjnn3NRX/w+0fUnt5Lprl5okkjeXzDumVx8wc9+35UAcxrut3vibQNXaO5S3t7BreOSAIGMjlkLE55A54q7qPjXUdJ122iEsNzavcyQyRomBGqpuA3dS/r2rTk+GWhT3CzSvdk+RHDKqTFRNsOVZ8dTwKu3HgLQrm9W6linLrObgL5p2hyu0nHuOtAHL+IZ9Y1fwNfXt41lNp1zpwuoBgF4pScqBjqACOeuakm8Xa/Fc32gRC3k1aG5t4knVAqBJULH5SeSNrAfUVuWfw70iz0+7sRNevbXGVCNMcRR5zsT0XipdQ8A6NqM93cyG5W7uHhlM6SkMjxAhGX0xk0AZp8WavpTaSPEEUFkLgyRyyKMp5gfCKTztDLzn1rS8Ya7c6RDZ/ZJ0R5vMJAQO7BUyAoPv1PpVmfwhp1xbC3led0YETb33GXJydxPfPepdY8L2GtS2Es/mpJZFvKaNsHawwyn2IoA5G58XeIXgintpLOONNJXUJFeIkudwBXrwDVXXfENz4n0XUniMcNtYXtrEYmUFmJZWY57dRj8a69PBGlJbGDdclDaGz/ANaf9Vuzj8+9Vpvh3ok13NMTcok4j86JJSFkaPGxj7jFAE/jHU9V01dIOlzQRm5v47eXzk3AowPT0PFc9N4t1eHw9HK15CbxZr1DtiG+UQlgu1emOOTXbapo1prC2gujJi1nW4j2Pt+demfWsKf4caFO0LH7UDHNNKSJjl/N/wBYp/2T6UAc1efEbVFs5ZrcW5B0JdSQ7c4kLYx9KvzfEG6sdRSC8hRTJax3FvGBj7QpTL7T/eB7VsSfDnw7LBawPBMY7a3Nqq+acNFnO1vUCrM3gzTJ7+K5kMrRRKoS3ZsopUbQR3HFAHNWfivxRNo9ze3tvbWMElsLiC7mxtjJYYXaCd3B6+tbfgTxRc+KLHU2uITG9nePbIXTazqACGZex56VDB8NtKh0m5043V7JDIhjh3y5Num7dtT05x+VbWi+GrPQmvmtXmL3ziScu+cuFClh6E4yaAOK0jVZ7HT5ZM20moT+IJ7EXDpgxhnYnr14XgdOgqW48SeKm1KPTLeexjmi1FrGSaSLcJAU3o+B0wOo9a6O38DaTa6VPp8RuCk119s8ySUu6zZzvBPfIqWHwdpsU1rOXuWnguGujIZOZJWGCzevFAFLxjr2peGtGsLrl0EgW9niiDFBj7wX0z19BWPp3izxLresSLp0FsbO1kgWaRiBG8brlnUnn6dK7PWNEg1qOFZpZYzExZTG2M5GCCO4IrOg8D6Ta6pDfW4njCQLA0AkPlyKv3Sw7ketAHOWnjLWkur+xuVSS6027ne5+QKDarGWQj3JKjP1qrP4u8UWvg2711ntfLl01bu2Mm3cJMjcoUdV2kHJ9a9AGh6cNUu9S+zj7VdwrBM/95BnA/U1hp8OPD66LLpJjuXtpE8obpyWRMglVPYZA4oAwr3xVr+jWcTXd7a3lzIkc3lQQYKI7gAv6AA9e5roNERE8d+ImRFXfHbM2BjJKdaZqfw80jU2UvJcxn7KLSQpJgyIuNu49yCMitrTNCtNKuZ7mFpnmnREkeVyxIQYFAHC+Ir2917TGvHEAtrTW4oI4ioLAK6gtnqGyfyq4nizVJPGEWkwzxyxXcd2IXWMeWskRG0Bupxzu9zWxP4B0i41Sa7d7kQzSrO9ospERlB+/j14pk3gzT9NzqelWbPqNoZZ7SJ5iEDuDuX2Vj1oAwrLxnr2oaDLNbWzPqFpCBexCMDy5BLtYID1O1WOD/s+tdToWsSaz4Ua/s7hLqYrIInC7dzDOARgYOeCKpeH/D1zPo17JrUQtr3VLgXU8Ns5HksAoADevygk+pNdFp2nW2lWgtrWPYm4ufVmJySfcmgDz6y8f6pdXkdvsiDz2X7sMuNl2Dhoz68c4qlpeoXukeOvEDwyIFl1Szt5otg2tvXDEdwa76DwlottLDLFZgPDdPdocniVuppi+D9HW9ubwwO89xcpdSMzk5kX7p/CgDlD4k8QRaVca8biI2c1vdsEKrttniJEYXuxO0kg1p+ENa1a81OKHULpLiK50m2vlwgUo7ZDDjsSM/jWtH4L0WOPUIhBIYb4u0sTSEqpcYYqP4c5PSptP8LaZpmoQXtskqywWi2SZkJURA5Ax6+9AGHf+Kbi08fDQLzbHa3KKLfenyTAqdw3f3s9umK5jRvFGoeGNM0W1UQy2Vzb3MixiPDRlCcY9a7698JWF/q32+Z7jdvEoRZMKJAu0OPQ4qtB4A0SCSxcC5f7EkkcQkmLDa/3gfXOaAF8MX+vXM5/tdYPs01vHLAwZQ5YjLDaP4eRg1yk+qap4du/EWp2LW/2OPWoUmtzHlnV0jViCO/zAj8a7Xw74VsvDkRSCW4nIysb3D7zGhOdi+gFOn8KaXc6i95LHIxkmWd4vMPltIowrFfUYH5CgDnrXxPr9xpT65HbwSWTW1zIsBYBldCfLUdzkKSaytL8Va9c2d5LPfhbKWO3a2vPs/zebJy0SDGDjtx+NdDdeBdP0/TtYk0a3f7XdQyiOF5iY1Zwc7QeFzWN4V8AwnS3hv7G8sbdwoNpJeGUh1PDqf4cc4x60AZ0XjLxHcxaRbNcC2mnkvYpnMalv3Q+U+gPHbius0TW9V1f4YwavH5f9qS2jOpIAUuMgHnjtVqLwLoMMsEkdvIpgaRowJDhS4wxH1q7Z+G9OsPDg0GBJBYBDGFLktgnJ5oA4S18Zaney6Dp9pqEiy3t1Pb3ZuIFE0DLHu2kdMg5IPoRTNN8cazFpdjq17OJ4t15bzwLGBvMKuQ47gnZyOnNdr/whujte2l60UpubWZpkl8w5Zyu0lvX5QBRZ+C9Esks1htjizklkiDOT80n3yfXOTQBwniPxDql54dFldFLiLWtElukVYwDE6gHGe4we/PFS6Prup3Xw7utRhurVoLaOKJbKaAFogNoYP6k9R2rsD4F0drCexk+0PBJG0KAynMUbHJRD2BpLbwDoNqs6RwzbLiNIplMpxIE6ZHc8daAMDW/GOr6UNVuYzA1vYz2caQ7PvCT7wJ/lUkHiPXLrxt9jt5d0Md+1vc23kfLHBsDLIHx1J46+nFdTe+FdH1CO5S4tAy3LRtKMkbjH90/hXE2nhHVF8fTX62EtuPtnnve/bT5cicfKIvXAxzQBs+KFuh4w00fbJPscthdh7XA2Eqq/Mfz/SuWtPGOpaBY+HtHLxFL7SoWjl2geQxYJn34Oee9em6hodlqd9aXlwJDLaBxHtcgEOAGBHccCs+bwN4fmijjayG2K1a0jwxykZOcD0OehoAm8Ox6tai7tNWv4r145SYJAAHMR6bwOM/St2s7SNGtNEtPs9p5hHG55XLu2BgZJ61o0AZWjx+XJqCltzfamJweOQOB+GK1aytGcut6M523TgHOeOPyrVoA+EvEP/Ix6l/18yf+hGvU9Kd7fwF4buUDKUSYBwO5c/55/CvLPEP/ACMepf8AXzJ/6Ea9W015I/h14aKuBuWfblc87z/9agDQ0q8hn0rXSUKs9i4LAAggsMgjHX61z1rpwLlMXLFVBAQdOhyNp/H/AOuBWvp0yS6f4jDR+aw00sQo4yD3A461mwXjtaiSSG2hi2qAQ53dscD8c/h3AoAjlhkllYiKR8HGflIx1GOR2I/HNFTXGoQxylJI+VAGVwwPHJH45/HNFAH1DRRRQAUUUUAFFFFABRRRQAUUUUAFfDPiz/kb9Y/6/Jf/AEI19zV8M+LP+Rv1j/r8l/8AQjQB9XfCH/kl+i/9cj/M13FcP8If+SX6L/1yP8zXcUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLVtTh0bSbrUbhZGhtozI4jXcxA9BV2s7XLCTVdCvtPidY3uYGiDsOF3DGaAMaDx3p0ttcySW93byQPEghlj2vIZf8AV7R6H+hpsXj3Tp3jjjtrsyN5qupTHlyRruaM/wC1joKz9T8C3t3PLcQ3duJUFm1uHUkb4CT83s24/SruteFb3XNIjjkuorW9W6SdWt1wIhja6g4ycgtyR3oA1dE8S2GvWtncWZfbdQmZA4wQAcHPvmuZh8ZDR/EutWmom8ntlvoo0l2Zjtw68An0zW54W8KR+GXvhHN5kU0paBCP9TGedo/HJqnfeEbu7k1hRdwrBqNxFLyp3IE6j3zQBIfiBpLLdGOG8f7LI0Un7ggeYGC7cnjJJGPrTn8d6cIbRo7a8lkuZJokjii3nfFncvHHY4qhrHhHVJfC2q6fY3cXnXV8boA5UOhIJjY9RnGMik8P+Dr+wksfPNpBDZXlxcRRwEnKyqw28gY2lvfOKALGveMbV/C9zcaZNOZ5NPa8jeJMmJcHDEH3GMfWuj0SeS50OxnlcvJJAjMx7kjrXE/8IRrtjaxQWF3YyCTTG064MwYbRuYh1wDk4c8cfWup0K01jTytneyWslnFbRpE8QIbeBhsg9vSgDkJfEGq6B4j8TyTXc+oWtqsBgtnAAj8w8nI7Cu41rW7bQbSK6u0laJ5kiLRpu2FjgE+gya5zWPCeq6nc65P9qtB9ugjjhj2t8pRsgsff2FdBrWkjXvDlzpt0qB54dpwTtV8cEHrwaAKNr4z027lljiWYvFqJ05ht58wDOf933qtb+P9MkivJLiG4tfssAuSJFGWjLFQeOmSOh9az/Dfw/n0PVVv3vw8j2g8/Azvu+QZufYkVT0bwHrlhJcSXV1ptxLc25tp3aJiZV8wtuf1LKxHtxigDubPVorvTHvvLkjRAzMpGTgDPbrWPpXjvR9XaMw/aI45YGnikmiKK6qfmAJ7ip9E8ONouh3emxzsYJC/2eJnLCBSMBQTziue0z4fXUWjaTp99PAyWtrPbzbcnPmE4K8dqANa98cWttpF3dC0uFuYrVruO3kXDSRjjcPbp+FbFzrEen6Aup3avgRIzLGhLFmxgAfU4rk7jwbrOq2Aiv7m2Sa302awhZM4kLYAdvQYA455rY1rRNW1LwF/ZEF1HbakYIkaRHYLlSu4A9cEAj8aAJX8YWS6f9pWCd5RdfZDbqBvEmM49OnNR+L7ydvA11qNjdXFnLHGs6Ogw/BHBBrHg8E3yaVqWnXEVhNbXd6LlUR3jKAqBgEDKlSBgjrg9M1uzeH7qbwOdClvfOuTbiI3EgPzEdz37UAVLHx1YTWjo0F79tg8pHt2hIkYuPlYA/wn1pW8Zadqmlf8S17iS5nilKxwKPNj2HDHB44P51l3/g3W7wy3cd5bw3cn2aPywzbDFH95WIAJ3VDpPgXXdCuUubC/sd58+J42jYJ5cjBgRjupHTofWgDtNAuHuvD+n3EkjSySW6MzsMFjgZJHY1RvvEVs7ajYWzy/aoFaNnRf9W5jLj9O9Q+H9P1vSHstOurqG6sobQrJKItpMu/gjnpt7e1Vr7wld3niIayt3HFcRz7kMeV3w7MeXIBw3zc5PSgCvoHje2TRrH+12nhkNgLk3M67RLjhse+f51u6H4ktNee5jginikt9u9Jk2nDDKkfUVymufDq88Q2mnQXd9bxi1tJbdvKQ/MWIKkZ6AYGa6bw9p2q2kcbajJaxskKxGG1X5XI/jLEA5x2oAyo/iTpUjXh+yXyxWsrwPK8WFMi/wA+pzxVrTfHWnarDILaC5+2JK0RtGTD7gu4+2Md/cVjTfDu6m0bVLY3sH2mfUxqVsxQlFYEEK47jirF14Z8RyXuna1a3On2+pW7lXtkQiAxMAHXcBkk4BBI46UAW7z4i6VZGB5YLpbaSJJXnePaIw7FFBB5zkHgdua5HU/EusWsHieSHUpj9h1q3SAnH+rfblDx93mtXxX4E1zxCZ0a9tJxJaxKsk4K+XKkhYlVAIGQcZ60+6+Hl/dW2tRNfW6nUr6C7yFY7AmMj3ztoA6vTPElvqeqXNjHG4a3Yxs/GCwGWGOoHPU9ata3qq6Lpcl60Ek4QgCOPGSScDr069a5248JX8WuT67p13Db37QvGdqHbMMfu965wSD3q54h0LU/EXhOGw+2pbXp8p5jtJRyuCykA52nnvQBVHj6FtItb1dPlaWa4kgMAlTcCmd2DnDdOAOtTeOL27tvCialY3c9q0U8EjCNAWkQuoKEe4btWSvw9mk8NPpF2bBwLp7qBoUaLyXbkFCDldpzj2rodd0S81Pw5DpcFzGJFeEySzAncEZWPTuStACW3i6xubckRXCXIn+zfZpE2yNJjdgA+3NRHxvpQS1OJzJcXLWvl7PmSVRkq3oaozeEL0Xr6jBdR/al1L7bEmCFZSgQoxwccDOadqfgl9V8PalZm7Nvd3139sEqciF8gjHrQBf0XxhZa4LPyILiNrl5UCyLgoY/vbvTnipZ/Etm2uXOho0v2uKJGdkA+TeSF/WqPhbwVD4Y1K9nin82GYDyUZeYmP+sOf9ogGn6t4Xm1HX4tUjmihmhZDFPGCsgUH5427MrD16UAYPg3x8jeH1/tuSczot1IJ5FGJkhchsY7gEV0vh7xSmuXlzZy6fdWF1AqyGK4Ay0bfdYEVySfC26FhYWz6nFi3jvUkKoRu885GP8Ad967Dw7putWcMf8AbN/b3EscKxAW8W0Nj+Ik859ulAHNxa0Ytd1XWtSuL1BZ3n9n2tkjjy5S3Qbe7Z75pbrxLPeeI9BurQ3cKtcT2k9jOwRXdUJ49Tnoc4qe78E6pdrqbf2jBFNNqCX9oyoSInXs2eoNW9R8L6pqeraJqFzqELPp90bh02ELgrt2p375yaALnhXxDPq/hX+19Ut1s3V5hLHnIQIxHX2xXPy+NnbX7HUDDf2+lHS7m7ZHUbZkQoVYDrnBPB7EVv6R4ans9A1HSb27SaG5eYp5abdiSMxwT3PzfpWAngbXbi1srTUtWtZYLbTp7AtHEwd1kUANzxkbV/WgDVk+IOnRQTTmzvSkdnFeZWLO6OQ4BH071Wj8awvqV3PNZ6tAbazaYWskQCSop++p7mqdt4E1r7BPBdajZlm0tNOiCRNhQjEhic85z6Vr6t4Wvr+fzYbmCM/2W1j8yk/Mf4vpQA208fWc9jf3NxY3dobSJJxHMo3SRuPlYfU8VpeHvEsWvyX8K201vcWE3kzpJggNjPBHB4rifF3h+70fRNS1CW5VopdNg0/bFCXZWVgPMOOcewrovh+GGnXJCwSRyOJPtcMUieexHJO87iQAOenNAHY0UUUAFFFFAGXoyhVu8YANyx2jtWpWZpIZftiPGEIuG+UZ6EA/Tvnj+dadAHwl4h/5GPUv+vmT/wBCNeuaTbT3Hw08NCDyc/vx+8xkHfxjmvI/EP8AyMepf9fMn/oRr0pYIJPht4Ukm3fIZ+FcLkb/AM6AN7RZJ7bRfE0W2MBNOf8A1R3bjnrxx+B/xrl4Y9r4mkEibMqoiY5OV/DuBj2x6V0ng2CJLHXfs7EbbGUKdzHqe+Of0P4d85rQPp6RgFlVFIJ4HA4OWPqT1/lnABmSQP5h8yKAHsrP0H6fXj1oq7PceTcSIscRUHALpvOAMdTyent/UlAH1BRRRQAUUUUAFFFFABRRRQAUUUUAFfDPiz/kb9Y/6/Jf/QjX3L0r4Z8VMr+LdXZWDKbuUgg5B+Y0AfV/wh/5Jfov/XI/zNdxXD/CH/kl+i/9cj/M13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFPPFbQPPPKkUSDLO7YCj1JNS1heNESTwVrSuoZfscpwR/smgC7HrelSwSzx6jatFE4SRxKu1GPQE54PNJHrukzSW8cep2jPcZMKrMpMmOu3nnoa8w1Wze7sLi/tNKuDaz2NlDhIjulkEodjt9lHJ962U0S3/4SK+sr3SbiRXuor7T5IyViXCgbSR90ghiR3zQB2y65pcqBotRtH3yNEhEy4Lgcr9R6VFbazAmlW15qN1ZwmXIDJMDGTk/dY9a5i28MvaeLNSeW0DaYpN/bbBwJmXa4x36ZH1rnfDVlf2FnoFzqmmXEtoq3cMkbRlmi3MSh2+hHH40Aeny61pcPmCXUbVPLQSPmVRtU9GPoPepU1Kxku1tUu4WuGjEixBxuKno2PSvKL2wudHtbcTaXdTSXmk3VpGkUO5gzSBo0b0wv8qtafbXUPjLTbu0sL0ybLeK8t7hdqgCLAlRu235gy98igD0+5v7OzZFubqGFn+6JHAJ5A4z7kfnWTP4w0a2a+E10FFlMlvKxIx5j4wo9+a434lR3k2tpDb2Nz8+myBLi3j3mVt4PlHsOm7PWqF2biK28RQy6VdAR3ttfhhDnfH8uSPUjB4oA9UOqWAvBZm9txclPMEJkG/b6464qE6/pCxPIdUswkaCR285cKpOATz0zxXnmiq13qupJqek3kmorePe2c7xlV8p1wMkeg/hqPTbCP7L4aE2ly/uoLxbhGtzn7rFQfxIxQB6Nc+INHstv2rVLOHcgkHmTKuVPRuT0PrSQeINMuNQvbKO6Qy2UaSzknCorAkHP0Ga8tsYbaaPTbe70yaW4l8NSW4heIhy4YAKfTrgH3rWsNHntEvtP1Kwus3Oi2sRlhXOGRSG+b+8CR+VAHpIu7drVrlZkaBQWMgOQAOtZ2n+J9J1HRI9Yju0jsZCQskzBBkHHeqHhGPURotxb6gqSMrssc/l7DcLj7zL2PY1xOgvPaWui/btLuo7Kxluba4V4vlDtnawA6jtnFAHrSyI8YkVgUIyGB4I9apW+t6VdKzwalayKoySsykAZxnr68VyNlY6snwlv7fy5zeyQXDW8W47wrFii59cEVw9zGdevby00yxlgmbwn5S20ilGEiyDI56nI60Aev6trC2thLJZz2LzxyRoyz3ARV3EdT64PA71JZa9YX+q3mmW8we7sgpuFUcKWHAzXnBtJNQsNRmbTLzyJ9MsjE5h5aSNiTx1zXTaL5lv4+1RzYziO9toHSYRYX5UAO4+tAHStrOmJPNA+oWyzQqXlQyqCgHUkdqgPifQVQyHWbDYMZP2hcDPTv3rj9Q0+8t/Ft7cW0D3VhcJMJ4pIvmik8v7yH+JW6Y9a5i68OXYtrXydJlCp4amjcCLpM2No/3s0AewTatp9vMkM17bxyOoZVaQAkHofpWVp3iWOW61GDUpbW1Nvfm0gJkx5vyqy9f4vm6CuAg0DUTpuqWmoWV3cyanpVn9mOcFJY0wUJ/hw2GP41Y0/T9YsPHl9qc9nc3dh9uWI27xDClokAnj/FSD7EUAd5p2vxvDNJqV3psI+1PBC0VyGDAdASf4vUVebWtMSwF82oWwtCdon80bCfTPSvOrvTnW1uY/7KnAfxEJ4QIeiZ5fjoKraiyaTZoz20sccevSypCIC+YiOSI+rD6UAerxXUE9qtzFNG8DLuWRWBUj1z6Vz+u+KUtNCk1LR3tL8RTRJKPN4VWYDPHfnIqnoZgT4dTRaSr3ZiilCwyx7CXOW2Fe33hx6VwMcOpRaNrTtp+pzS3lpZyRo9uEBaN8MigdMDAHr1oA9bg8Q6VPLqEa3sOdPYLckuAIyQDz+dWF1fTms/ti31ubbds83zBt3ZxjPrmuG117hV1f+ztIladpLa+YeQCs8Y2blz3bg8e1YXiO3u3i1TVILO4SC41K0ksrYRfMzovzuE79+PagD0+TxHokMCzSavYpEzbA7TqAW9M561l+IPFsenaZqkun+TPc6dEk8qyEhPLbnII68A153pulxQ6jDdnT9QvNMnFwl1B5OySOdzkHbnhSOBzxWtqVnew23iSwXRrtftWm2626xjzFAQMNm7uRkUAd+PE2inTZdQOqWhtYQvmyrKCqE9Acdz2preKtBSyjvG1ezEEqGRH80fMoOCQOvXivMNZ0jU4vEur6jBotxLYxT2E3kqmPNVAQ+0Z5I3A/hW3Z6LHHregT2+gTw6fJc3MhEq7mQuoO6TJOMsGwB6igD0tWDqGU5BGQadWfpmonUGu1NnPbi2naEGVcCQD+JfY1oUAFFFFABRRRQAUUUUAFFFFABRRRQAhAIweRQAAMAYFLRQAUUUUAFFFFAFOyhEMl0Am0NMWztwWyBznPPp+FXKztK6XWGZl89tuR0/qefWtGgD4S8Q/8jHqX/XzJ/wChGvV7P/klvhcF1VGecMCCScMenBFeUeIf+Rj1L/r5k/8AQjXq1j54+GfhUxSbU3zlwM5OG7fnQBseG7xGsvEEKQCWRNOZgipjd09Pmz9Px7Vz32iFocsZCjjDGQlcYGeT1HQngdvqK1dOZ49M8Q7t8edMkU4QAEjue569qwv7NvLWwScvbldiEgPhj1I6c+//ANccgFlntpMN9mTkdy6ken3T6Y68/hiisu+uD9sdCkfmIArjHAbA6Y/D8c0UAfWdFFFABRRRQAUUUUAFFFFABRRRQA1/uN9DXwjrTFtcvyepnf8A9CNfd7DIIPcV8K+JIVt/E2pwoqqqXUigL0ADGgD6z+EP/JL9F/65H+ZruK4f4Q/8kv0X/rkf5mu4oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACs7XNJXXNHuNNkuJYI7hdrvEcNt7j8RxWjRQBBa24tLSG2VmZYkVAW6kAY5qeiigAooooAKTAzmlooAKTANLRQAUUUUAZI0G2HiQ655twbryfICGT92FyDwv1ANa1FFABSEAjBGaWigArCj8Mwp4xk8SG6nadrb7KISRsVM54/Gt2igAooooAKKKKACiiigArC1/wtZeIJbS4lluLe6tWzFcW77HUHqM+hrdooApaZplrpNmLa0QqmSzEnLOx6sT3Jq7RRQAVka/4csPElrFBe+cvkyCWKSCQo6MO4IrXooAoaVpFnotmLWyiKJncxZizMe5JPU1foooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMnQZWlt7rcHAW6kUbiDxnt7fWtGdzFbyyDqqFh+Aqjo4G27OCM3LZBx7en9eavXC77aVCcbkIzjPagD4P1G4a61K6uHADSSsxA6ZJr2PSFI+HXhabzwiqbgFNuSctwfwrxu/iEGo3MQYsElZQSME4PpXr+i708CeHpY9+8QzKBxtYFzn6H3NAGlZzRJp2suG88JZMCkh459u/f86wkCPFDvePe+1ti5UYPv+I/75B9a2k/d6fqkQ3NHJYyMdpGMgbsEY6/j3rJgiZ4IVRJUkEYKnH3Rjgce4P8A+vggEebdpZDc2jXEm4ZaMYA4HHH5/jRRCpAby7e4kO7LvHLgE/QHjjFFAH1FRRRQAUUUUAFFFFABRRRQAUUUUAFfDPiz/kb9Y/6/Jf8A0I19zV8M+LP+Rv1j/r8l/wDQjQB9XfCH/kl+i/8AXI/zNdxXD/CH/kl+i/8AXI/zNdxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFUdYtbi90a9tbSXybiWFkjkyRtYjg5FAF6ivNNcttX8NxaCrazdSy3WvRCQ+Y3Mbryhz1GV/Wuw17xB/YlxYQi3Ez3jsi5kCDKjOAT1Y9h3oA26MiuE1PxLO9t4iW9s5TbWU1ukccEmyTa4U7i3bk9KydVsrqLUfFKWl7ecm0ulBmb5Mn5gvoOOlAHqNFcz47vLuy8NMbTzFeWeKFnjfayq7hTg9jg4rMh8TW2g6hFoFra397bw3SWkt003mtE8i7lHOSQB1JxigDuaK808Na5q9obWymuDeLNrtzaSTSyb2WNQxVQfw/StXxPqF3Y+PvDEcE0vk3KXCSwhvlcBQRx0z70AdtRXnieIrfTtM0bVoXvBHNHPHFYyz7jNJkkLnnLZ6VPf/ABGbS9QisrvRpvOWGOa7WJy5gDthQML8x9elAHeUVyPxDuJLbwxHdw3VzbFLu3BeCRkJVpFVgcc9Cav+JfEDeGdOtbw2huLdp44ZpDJjyVY43ng5GaAN+iuIs/iCby5mt4tJkklg1BrKVYpgxVVXd5nTp7UxPiTahNQ+0WTRzWdsLpoklDME3bcPwNjd8HtQB3VFZ2m6k97pK30tv5RKltiPvBHUFSOoIrn4PHX2nQotUt9LkuFklSMRxSqSu5to3E4wwOMr2yKAOxorhrP4hSzXTwXOiSwfZ75bG7InVvKdsbCOPmByPTGauP4tguVjSa1uIrC8unsYrqKQ7hICRkgcqCQcHJoA62ivOfCOuPN4Tu7ONbq++xLOlzOJ/wB6rAnCgnktjvnilk+IR0uz0+3ttImuQ+lm+3S3Q3KiY3Akg5OO9AHotFchqHjmO0DPBYPcxxx20krLKBgTttXb/eA7/hWvrmnXWpxWK2twYPKulllIcgsgVgQMfUflQBsUVjS3DeHPCjXFzvuWsrfc+Gyz7R6muQvfE+oX8mgapZ21wrSXZi+zQ3QMVwhXIOeAfxHFAHpFFcPP8RoEtLN7bTLi4uZ4nmktlPzRKjbW6A5OeB6+1a2v+K4tC8KLrzWkskTCM+W3yFA5Ay2R8uM88UAdFRXB6n8RxpdnFPLpmd8bSb/tAEbgSbAEfHzMR82MDirl743exvL20bS2aaB4BEgl5mSU43DjgDnP0oA7Ciuc8OeKP+EgubuNbVIlt3aNsTbmVlbGGXAxnqKjv/GUFi2oyNZzNa6dPHDczA9Nw5IUckDIz9aAOnorjvC0c2o6/rmoXskhlt74wQqszFFj8tTjbwP4s/U+1WZPF6jX73So7ZJZLNWaRVmxLgIHBCEcg5xkHrQB1FFcNB8Sba8XFtYO8jaat/GhlA3Zbb5fTg5qnqHiO8sbrXrm3sZoL2CO2Yi5n3xlGIBKoPunn8aAPRaK5x/Ei3M17a2lnPdfZpktp3hYAqzDkj2UHJrhPAviy9s7f+xbu0mu/td5fJaXMl0S0jRknYcjK8DrmgD16ivPNM8YSWOhaZFZaNNIkljNdBZ7zLII2wyliCSeeDWnqPjlbWLzbbTzPGtlFetul2Eo7bQFGDkj8KAOworkvGXiK+0bS9KubFEVry9hgk8wZKq55wPWnR+N7eXfLHau9ompf2c0obkPwN2PTcQKAOrorg/G+p3Gn+LvCaJNeC2nnlWeG2ZsyAISAQOvNS6Z4mSPUp7aMXb3F7fvDb215IQQFUM7DIyq4Iwv09aAO3orgLzVrq51qG4Nnfw+dpNy0lgZdrFlIAxzgHrg+9MsvHF1FY6fFZ6DNLC2mi93S3eXCKcMvQlmGPxoA9CorkbXx5Y3t8YIYTtEKXA3Ntd42UksqkcgEYPNTeHvFdzr11ADotxb2Vzam5gumbKkbsBWGBhiOe/FAHUUZHrWVr2jtrVnDAl7PaGO4SYvA20sFPK59CK4DxBDd+Gtc8NWlndyyyQ2N25M0rESuiZUtzzjmgD1Sisvw7e3Wo+HrC8vFQXE0Ku+w5GSPpWpQBkaEkkaXqOzMBdOV3NnAODgDt9Of1rXrL0WHyYbpQ7tm5dvmYnGewHYewrUoA+EvEP/ACMepf8AXzJ/6Ea9U0kyDwN4XZIUbYk5LMhOfnPHH8j+FeV+If8AkY9S/wCvmT/0I16vpst1H8OPDSQzyxrIJ1/d8HdvOOc/59qANLQ3ivtK8RxS4KCwY7VJQAk9wePXqf61zscZa3RTcypGVVW2JkkZwOB9QMeuB1Azv6Gsiab4jE7ks2nP8zP2HQnHH5j8uaxrea8exXdBbeXtGVX5iSMEccZ5/wAP7poAhvb62juStzcJHJtX5URWHQfTvnpRSXjS3V08pSOYcASM6nIwO5H+frmigD6nooooAKKKKACiiigAooooAKKKKACvhnxZ/wAjfrH/AF+S/wDoRr7mr4Z8Wf8AI36x/wBfkv8A6EaAPq74Q/8AJL9F/wCuR/ma7iuH+EP/ACS/Rf8Arkf5mu4oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiop54rW3knnkWOKNSzux4UDqaAOc8XeGbzxJLpJt9RW0SwvFuyDFvLsvQe3U1Y8VeHX8SaetmZoViw24SxbsMR8rqeqsvOPrTn8WaZ9r0+2jmLvfmQRtg4Gxckn9PzrItPEerN/YO640+7j1CeaCSWENjK7ipX2+UA0APm8Ezyf2pENTP2e/igUq0eWV49o3Z75C9KmvPCVzdXGszDUghv1hRP3f+qWPt75q74U1e81bRpbjUUhjuIbmWF/KJ2fIxGeaktvFuhXd5JaRajCZkQyFScZQdWB7jjrQAeJtHudc0gWVvcxwP5schkdC33GDDjPqKz4/Ct7b+IdQ1C21JYrbUTE9xAsXIdVwSrdsj8a1R4l0Y28c/wDaMAiklECMWwGc9F+pp1x4h0i0ExuNQgjEL+XJlvutjOD+HNAHNWngS8tLeFYtUjSaLVJNQDrBx84YFcE/7R5rV1nw1NqniLRdVS7RP7N8z5GTPmFlx1zxWxLqljBpo1GS7iWzKhvPLfLg9Dn8azB418OtLDEurW7PNN5CAHq/p7UAYbeA7ubTLLTLnUIHtLZZfuwkPuYkhg2eCM1LD4O1iPUPtx10efParbXrCD/WbT8rrz8rYJ5966BPEmjy6wdJW/hN8MjyQeSR1A96szapY292LSa5jScgHYTzgnA/M8UAZPi3w7deIPD6aXZ3wtCJI385kLt8jBhjnrkDmr+taNFrvh660m8IZbiHy2YDGG7N+BANNTxLo8l5NarfR+bFu3Dt8v3sHvjvis+H4geFLjb5euWp3ZC/MeSOoHrQBW0XwDZaJcSXNtczC4kshbM244LAYMn+8eOfaqmneBLzTpPOXUbaSY2RtGL2wIclt25ueSehzXQT+KtEt4reWTUYfLuF3xuDkFc43ewz3rE13xuE0zWZNFMUlxpMkQnMwOza2M49eKANzw7oSeH9Jaxhc+WZGdE5KxA/wrnsDn86wofA8trJdPaT2sIuZYZZohCSjyI+9nxnhmOB+Fal14pspbKCbTNRsZHkuo7c+Y5xuJGVGP4sdKtx+KNFl1T+zE1GBrzzDF5QPO8DJH1xQBhR+B5ftuqTvfqVvtRhvsLHynl4+XrznaKsReDnRUtXvi1jFeNewoFw4ckkBj3AJNa48R6OdT/s3+0IPtm4oIi3JYdQPUinS65ZRa9HozORdvbtcYx8oQHGSaAOW0PwDd6DJK9rqUWbuORLwGIhZmYkh8A8MAce9Nb4dSyw2yy6mpeHSZdNJEXB39Gxnt6V1thrmm6nM8VndJK6jdgdxnGR6jNc38QfF8nhzQ7t9NuIP7Rt1V2jkQvhScDp0z70AcnqNnq0XjCCxthNHLZ2tvbxn+zlliulTDbg3RPm/LFem6bDqMV7fveXHmQSSA28e0DyxjkZ7jPrUUPiLTwbSC4ukW5nVBj+Hey5256A+1WrrWLCyv4LK5uUiuLhWaJG/jCjJx9KAJdQglurCeGCQRSupVXZdwB9x3FcbZ/D+402e2axv4YYIb1rzyPKJQMVwVXngd62Lrxnov8AZ8U1tqlspuY3e3klzsO3gk47A1Wv/GUNt5mn28kU2qrpxvlYA+SwA9fQ0AZ0PgLU7GewutP1tLa7gSWKZxb7lljd9+ME8EHvXR6potxeaAmm214EcMm+SdPMEqggsrDuG5H40eHfE2n+ILSM291DJdLDHJPFGeYywB/LNF14t0Gx1KXT7nUoY7qEKZI2PK7umfSgDjZfhRIIo4bXWWgtxbSwNAYt6oXcuDGGPy4OB9BWlYWTat4usp5ra+WfRoWt57uaMRpck4xtA6jOT+NdGfFGiC1a6OowiFZRCzEnAc9AfrkVaTUYLpbyOznjee2yrr/cbGRn9KAMrS/DT2fiCbV7ieKSd4zFmKPYXG7IL8/MR0zVDUPAxvNU1GVNReOx1N4nvLfbksU7KewI4NWfCvi+01nRbeW6vLYX3ls88aHAXaSGPPYYq1N4z0C3spLyXUY0gjkSNmIPBf7v59qAH+H9Dn0afVZJrz7QL67Nwq7AojG0KF9+FFUrrwib7xnba7czwlbXd5KJFtchl2lXb+Jepx71fXxRpM2nC8hvFaNpTAvyncZP7u3rmsnQPGdtNokNzqt5ELiaadU8tSNyJIy7segAGTQBDYfDuy0+8tJoZyVtruSdVZekbdIgf7oPNP1PwZe6pfa7NLqqpHqMMcUKrCMwbDkHP8Vbev3WqwWVtJo0Ec8r3EayBzwIj94j3xU+h3F9daRBNqUIhu2zvQDGOTj9KAOZtvBOpWOpzz2niCSK2uyJbyIQqGllAxuDDlQe4FVtP+HM+n6hpV1HqoYWNzdXLKYfvtNnI68AZr0CigDiNO8B3FtYW0FxqxkkhtLm1DpCF4mYHIHtjFc9qmlatY+JbGytHvd1nYJbWtz9jSVJznJ3Z4T/AOtXrFFAHOeJPDkviXQbW1luBbXcM0VwsqruCupz0/Oq0fgmOO6bF7J9ikvRfyW4RRulGMc9QMjOK6yigDl/EXhm81nXtE1S21BbU6ZI8gQxb95YYx7DGaz9Q8D6lfagur/28y6vBNutJvJHlwxkEMmzoc55J54FdxRQByzeGL46nBenVC7xWktuWkjyzM+CW9sMM49OK52Lwzfxa3p2ixXsoS20d7ae8WDAbc3GD0BxXpdFAHFXPgFJ77TSLpRZ2G0RJ5f7wKFIZQ/o2cmn6X4Q1XStGbTYPEMoWBWSxfyhmFSf4v7+ORz612VFADUBCAMckDk+tcrrvg+bW/E9pqj6k0dvbWssC24jB5kXazbvpj8q6yigDN0HTptI0O0sJ7n7S8CBPN27dwHTitKiigDN0hkZbspIWH2hs9cA8cDP9K0qzdIUqlyTg5nYgjnNaVAHwl4h/wCRj1L/AK+ZP/QjXrWl2Zufhp4XYHo06n5gMAtyeleS+If+Rj1L/r5k/wDQjXq+nXCRfDnwosiOVDTtkHjG7kEUAbWlWb6dYa/JJuZv7NcoA24E5Gee3bjFcqtsZIlklkhSRxnpnB6DJPHVien6Zx1GjSQXGn+IEgBSQ6dIQAeWPfHf0rj2vZ3tfMZBGjjhpMYBI4/kf85oAtzadE0rD9+HU7XEbsFBHp+GP880VDcXOJ2Ivo7InG6GRipBx7dfrRQB9U0UUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/wBCNfc1fDPiz/kb9Y/6/Jf/AEI0AfV3wh/5Jfov/XI/zNdxXC/B91b4X6NtIOIyD9c13VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQ1i1jvdFvbWWOSSOaB0ZIvvMCMYHvV+igDzSx07WNPm8PPPbXmow2t1NF5rQhZPKeIKjSL7fdJ9AKm0vSdUt4vD0T6ZNH9j1C4ml6YVG37T1/2hXotFAHKeHLS5s/DGprqNq9uZJ7mYxuRnYxJHI9q4Hw3bzpoMyvot9/aP9mSW1p50Y8mVdxYBcHOceuK9mkjWWNo3UMjAqwPQg9RWdpPh3SdCDjTbNbcN1wzNx6DJOB7CgDz2y8P3Os+F9Z0x9Nv7eaaOK7tri6UAmYKMY/ukMvT0qe9sdT08aBqN9o1xfieGdNThgXc6SShSPlHUArtz2Fen0UAcVq2m3EXwum0630krL5AjjsoT5hQbhgZPXA6/Suf1rwtql82vxW2kbVl+xNbyjapZkCh8egGK9VooA818PaLPFq0NreeHJBc2V69wt/I52FWH3lI6t2xVzxfo+p3viS3uNLikSXy0jkYpuhnj3/Mjn+Er94Gu+ooA8w03w7qUWn6Hpc1jKZdH1CWeS6bpLH85BU/xFtwBFUtA8MalpsHhmG60Nmkt5r2SZwqkRBydmT7165RQB4lovhfVLOzsrXVPDVxeRz2cluUVyvlN5hIDkEAKQQfwra1HTdUhi8Saamj3Mn2qG18qWGPMbFQAVHrivU6KAPJtY0HU71dfhsNImhc6rZzQN5YQOqldzKfwNS2vh7VbbUL2U6XITJ4nW6WQAZEG0Etn04xXqlFAHjegy2b+LU1C+ttRa2i1W5+wXAhDQfvWwSW75YceldV4x0m81DxBbxw2ty0F5YTWTXMA/1DMQQWPYV0dh4Z0bTLhp7OwjikZzJwSQGOckAnAzk9K16AOB8PaVezazod3NYPaf2ZYyW05dSvmMeAAO443ZrH8S6P4gnvfFGkwaXPdx6ysb294Coji28FGJ6Y5NerUUAecp4b1MWWoaJLbb/Ov7e7huQPlQAoWyT3XyyOP7wrX+IGhahrGi202jhf7WsblJ7Zjj/dYc9tpP5V19FAHmml+E9R8P6Lr1tPbi/t0gkXTlVQ0p8wEuv03H9KzZNJ1uLUbGePRLuRJtAayYAAGKT0bJ4r12igDgfDmiXlj4xsrxtOeCD+w4reWTAA81SMggd+DWT4h8N6zNf+N3t9K+0nVILdLRyVwSow3OeMZz+FeqUUAeb32i/aY/EsWrQtY2N1a2/kXDOo/eRpngZ6hgPyroPCVrdWvhJLq7jMuo3cZuJwq7WZyOB+WBWvquiabrlvHBqdnHdRRyCVFk6Bh0NaAUKAAMAcAUAePR6F4oji0c2ujNFLbafdwyiRk2l3J2g4POc1XTwlr82lSqdJuFdrjT5dssiksIvv/THYele1UUAeYyaZr2na/LrdtpD3CLqkpNruXLRSRovmrzjIKH8CagHhnV5NItTJpc1rqMNzdyW89vKpaISOSFYHgowbn6V6rRQBnaddXc8tzDc2TwLAwSOViMTDAyQB054rRoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCjp3mAXG9VA85tu3pir1UNNcuLhi2T5rAr/dwfcZ9Ov4cVfoA+EvEP/Ix6l/18yf+hGvUrBHHw/8ACsyvwi3H7v8AvHf/ADrzXxdbfY/GGsW+4t5d3IuSME/Me1ep6RJPH8PPCXkSOjlrjBTHZvegCXTYX/s/XTOpU/2dKqlgCffAHPftXPJbwtYQRsruq4xn5eeCeg9P8exrtYv+PDWmuX+0yLpshVmKnbn2GO3uPx7cmzW08cRi1C4RwcY2tnPOQQD67enp64yAZurWEsmoOhlik8r5Awhzx17fXv8AyxRWvdaU9xOZFby8gZUbH5+px+XP17AoA+oKKKKACiiigAooooAKKKKACiiigAr4Z8Wf8jfrH/X5L/6Ea+5q+GPFRLeLdWYgrm7l4PUfMaAPqH4HzNN8L7DczHZJIg3HOAG7e1ejVwHwYtUtfhfpWwk+aGlOfUnmu/oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopoZSxUEEjqM9KdQAUUUUAFFISAMk4FMimiuIxJDIkiHoyMCPzFAElFFFABRRRQAUVHLLHCoaR1QEhQWOOScAVJQAUUUUAFFFFABRTHdY42dyFRQSSegA70kUsc8SyxOrxuMqynII9qAJKKKKACiimsyopZiAoGST2oAdRVe0vLa/t1uLSeOeEkgPGwYEjryKsUAFFFFABRRUFxdW9qENxPHEHYKu9gNxPYZ6mgCeiiigAooqtHfWkt5LaR3MT3MIBkiVwWQHpkdqALNFQQ3dvPNNFDPHJLCdsiKwJQ+h9KnoAKKKqvqNnFfR2T3US3UgykJcBmHsPwNAFqiiigAooqCG7t7iSaOGaOR4W2yKrZKH0PpQBPRWXH4h0aa8NpHqtm1yGKmITLuyOoxWhLLHBC80zqkaKWZ2OAoHUmgCSiq1lfWmo24uLK5iuISSBJEwZSfqKs0AFFFFABRRRQAUUUUAZ2lBNlxsBX982VxwD7fzrRrM0qdriS7k/gEpQZznI6+3p0rToA+JfiD/AMlC8Qf9f0v/AKEa72zZG+HXhEM6BVluATkZDbuOOpFeeeNrmO98ca3cxZ8uS9lZcjnG413mnwST/Drw+t3KkcYa4aJsjhd3cdzmgDc02e5bTdbSJ4DG1nLz0A44yMYPOev+OcQoEhVTaF1iwTuY7d3BzjgY5/l7Ea+iaQbew1WdZ9y/YpcSqpG04656gHt/9asOW4EloGUmTPUA56DPcfUfl2JoAsG2hnZpLwIXYkrtlKDb7Dae+enfPfNFNOkz3LGW1u4fLJx+8cjJHHHqPf6jtRQB9RUUUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/wBCNfc1fDPiz/kb9Y/6/Jf/AEI0AfV3wh/5Jfov/XI/zNdxXD/CH/kl+i/9cj/M13FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHNKkELyuQERSxJ7AVJWdremHWdIuNPFzLbLOuxpIsbgp6gZ9RxQB5v4R1+7Pj03l4Jkt/EUbGOORSBE8ROwDP96PBrsvFWpazZ3mk2ekPaxvfTNEZJ1LbcKWzgfSrt/4bs9Rh0yOaSdTp0qSwNG207lGBnjpjPFT6ho0Wo31jdyTSpJZOzxBSNu4qVyR+NAHDaF471u6isby9gtmtLhbiFkjyGEsOSW+jY6dqmt/G+sWi2v2+CG5k1GylvbZIVP7rYM7G9eO9bFh8P9OsILWFbq7dLaaWVFZhg+b98HjnOafbeBrG0tnhjurg7YWgtWYgm2jbkqvrz60AYMXiq81fUvCPlXMUtpfXE4nMAIDhYyQrA8g+o9qdomuReFtJh8yJE02XWrm0d8n9yTI2zH+zkYPpmty28D21ubaRb6cTw3pvWkVVXe5TYRgcAEelUNS8LMmlHw8lpJqdpqVzJNcTXDgLblm3EgDnOSce4oA173xDdQeCZteitUWURedHDITggnjOPasNvGeqW076ZcpZ/wBoy3UMEDpu2YkTfkjrwK6rV9Fi1Xw/No/mvbwyRiPdGBlVGOB+VZN94Fsr77Yz3l0s1w0LpKpG6F41Cqy8dcCgClfeJ9Zs9Kt0u47Sz1KSWWMeZkrJsGRtHqw9aqar401exGk3ZghjguIonltwCzkuwGD3QAHqe/FHiTwxfvc6XDbC+ljSRpZL23ZDL5xGMsH4C49KvSeAUv3F1f6hdG7kgWGdlIxJtbcjH3BweODQBQn1jUUi1drxLa8ji1+G3CSAgJE3lbduP4gWB+tWH8W6vD4n1PRJIrYSxTQG025y8Lgl2I9gp/GtiTwdZzzXryXV1surmO6aNWACyJtwRx/sL+VX5dBsZtfh1l4h9rigaANgcqxHX16cfU0Ac/4a8Q69reoW161pEuiXaSFDkB4ipwo989ao6/411bSfF13ZCO1j06wtFvJ2bJeSMtjA9DXSaJ4Us9BeRbaWZ7bzWlgt3bKwFuoX2+tMm8IWV14iv9WupHmN7aCzeBgNgTOePegDJi8Ta9Hp95e3Nlbrb/ZluLeaTMagE/dbPUhTnj0rN0v4gahrs66XZxwJdyXs1ul0R8myNQ+7aeckMBj8a14vh5a/2DLpV1qN5cJ5ZhgkY/NAm7IUdjjA5PpUE3ww090meLUb2K8eYXMd0rDfFLgK7r/vAYI6UAZU2s+IE8WWVvqhhDDQbiea0Q5jaVWAJJHUED8M07SPFGsajoWl22h29lZzjTBfMjjKEbiBGo7dDzW9J8P9Oa7sriO5uo2t7eW3kIfLTLIcnJPfOT+NDfD7T47SwgsLy8s2soWt0mjYF2hJyUJI6UAc/P461y6W4vbA2aWUFnDdlHUsz5ba657c9DW7441i/wBNg0CWyn8pLnUoIZ1A5ZGPTParx8E6UReJ++EV1bpbNGrAKqKcgDjqTyTVvW/DlprmmwWdw0ifZ5ElhlQ/Mjr0b60Acu/jTUoR/bD+QdJ/tL+zjbKuZVO/Zv3euecelXPE97fxePvCVlDclLK6a4M0QX75VOM+3NaKeDbFNRFwJZjb+cLlrRiDG04/5aHvngcdM1a1vw1Za7d6fdXDSxz2MheKSJtpwwwy/Q8flQB5j4I8R33hrw5aSSrDJpMrXrBFXDo0bFuvcHOK7nwnq3iHULnzNThiaxurdZ7eaNdmwn+Ag/e471ct/BOiW0FtbxwyeRbiYJGXyv7375PqaPD3hKDw/sAvru8EIKW4uHz5KH+EY6/jQBzsvjXWk1bVkMNmLXS9RgtZANxaVJO/sRmk0/xX4n1u6a50yzhOlXBnhikkABgkQ7VZv7wLA8Vvf8INpzTanLJcXTNqFzHczYcD5k+7jjpxUumeDrHStRmuLeacWzy+fHZlv3UUmDllHXnJP1oA4rTviTqsrwpciHdLpzFQIiCb1X2mL68E49K2/ijvXwTDdgILyG6t2ikK52OXAzitoeC9IW8W5ETBl1BtR25480rtJx+OfrWhruiWniDSn0+9D+U7KwKHBVgcgj8RQBxi+IvFcN1bafctYG4+3i2eYIdsiOm5WA7EHqKc3jDV4/FVrphltXjeOVJGC/J5iR7sq3ck/wAPaumXwlp6vbSM87TQXIujIX5kkAxluPTtVSPwFosN+t5CJ0ZbhrlE8zKozDD7R2Dd6AOTi+Ies6bDBPqsdtOl1pDX8YiUrscEAKSeoO4fStHwtY6jafEXUJdSuILmW40yCUSxRhCRuYYbHXGOvpXSTeDNEntoLeW1LwwWr2iIWyBG+Mj9B+VJofhGw0K5F1HNdXF2IvIE08pY+Xuyq46YFAHG6rqd14U8SeI9T0+KD7MLq1a6Qg7pN6qDj0OTmr0njq9XxtbaYvlvbXF01uqqmQAEyPn/AL2eq10snhHTrptTN75l0NQmSaRZG+7sxtUY7DAqg/w80n7V58UlxEy3X2uIK/EbkYYj60AJ4H8RX2ujUI9RlhF1bylGtxGUeHk4BB6gjBBrnRqM2jXWu396Iby/bWorOzlMX+pLooB+gD9Pr612+keHLfSb+4vRPLcTyqIw8uMrGDkLx157mkn8KaVcW2oQSROy30wnlJc5EgAwy+hGB+VAHEax451/T9Tl0OE2rXsWo21qbl0+VkmQkfKOhBFbNpq3ie8uZrmG4sGtdPna2vIShBkKA7mU9ueg9K008D6UfKkvDLdXaXMd09y7YaWSMFULY7AHpTz4N00+I59XDTKZ0/fWyuRE7/8APQgfxY4oA4238ZeKrXRX1a+S3ks71f8ARZBtXyXZtqrj+IY5zXQeE7e8s/F2uQX9yt1c+TbuZ0QIGBDdVHGferUfw80FNNfT5IpprYh1jSSQnygxzhfTB71paP4ZsNFupLuBp5bqWJYpJppSxdV6Z7UAePa9FAnirxdp32OG3t76+tYTqRUYs3ZeG45yTnn1r3CK2RNMS1lbz0EIjZpOfMGMc/Wst/Buhyrqqz2fnLqjrJdCRidxUcY9MUlz4RsriLy1ur6HEKQqUuD8oVtykD1z39KAMX4RIqfD20VVCgTzgAD/AKaNXdVi2fhmwsLfTbe1MsUVgxaNVcgOSOd3r61tUAFFFFABRRRQAUUUUAZmjoifbSoYFrli2QcZwOn/ANatOsjQnZ0vS3J+1P8AMOjdOh7+n4Vr0AfCXiH/AJGPUv8Ar5k/9CNeoQlP+FV+HAyF2In2AMAM7+9eX+If+Rj1L/r5k/8AQjXrOmr5nw28LR+XGwLT5L/73vQBa8I3JbQfEai2KyJYOpw+c49+1Q2qm3sVVX5yrPuUHJwM4z+H/wCo1e0yzig0nxC+DFKdNcr5YO0DoTkc5rnFv7eM+UoIdY8b843YwQTn15P09s0AR3ErNMRDEscY4UAtz6nj3zRUj2ElwQ8AFsuADHhsZ9j3/GigD6looooAKKKKACiiigAooooAKKKKACvhnxZ/yN+sf9fkv/oRr7mr4Z8Wf8jfrH/X5L/6EaAPq74Q/wDJL9F/65H+ZruK4X4Pkt8L9GyAMRkDBz3ruqACiiigAooooAKKKKACiiigAooooAKKKKACiiigArG8V3E9n4T1a6tpWhnhtJJI5FxlWCkg81s1l+ItPn1bw7qGnW0iRy3MDwq8gJVdwxk4oA4Pwb4g1We90zGqy6lZPYfaNVkuI1X7JIUDKAQBwcnjngZratPiXpl2l1KtlfeRBbfa1kWMMJIt2NwwePXB5xSWngF7Q6ZJFqIjlgtFsr4JF8l5Eq7VDAngjPWm6Zp114L8MmLW74Xml2SGGOO1tCXeMnADgE5wDjigDS1Hxvp9ggZLa7ugfKwYUBGZPujJNLB4wgntVxY3Iv2nktxZfKX3oMsM524xznNYeh+DJ38GWNmk5tc3a3bCaLc+wNlEOCMYGBV2bwdfxX0Wo2WoxC6j1J7wK8ZCMjrtZDye3egCNvFIn13Sr2O7mh0+SC4+12sij928a5IPfI+uKy18ZXy+PEmuReWuito8l6LeXYdwVhhxjkcHoT3rUPgWd7qMyXcZhf7S0/yncTOu0hfQDA602y8E6kt3Dfahf2tzcWunyadEogKpJGcYLjPXjBxQB0kGtG60WfUYLKZmjDEQkqC+Om05wQRyDmuY0f4iyX+hWF02kXE15cwyXDwW5X5I0Ygtknnp061veHfD50PQ59OUoiSPI0cUZJSFW6KuecCuf0TwNq2g2Wn/AGbULd7u2gltn3RkIY2YsCO+QT+NAHQXfi2xt/CQ8SQxXF1ZlA+IUy+CcHj271iz/E7T7byxNpt8jna0sbKoeONiAr7c5IOeMZPBrTvPDM6+BZPD2nXMaStEY/OmQsMk5Y4B9zVRvCurW+vxX+n6jBFFNZR2t4rxsSSg+V05wDyaAMLWvGOo3b6wtulzaLo+pWkIWDazXKuy7gfqDwBitS+8WR6hBZCSDVtPmj1OOCaJFUMpPKiQ5I2MGB4pZ/Adz9s1aa21JQl/dW11tliLFXiK8E5GQdv15q1deDru6nvJm1GJXub+C84gOF8sAbfvdwo5oAD47tW1COyezvIFmvJLBblgpUTLnjGc8464xR4N8Ry6jp9tazme8vBvM86qu1BvIG48YOB0FRS+BJZpYZJNSBMOrPqShYcDLZ+Tr6nrVHwt4C1Twxq8d7bX9qFnkk+3xLGwEyliVYZPDjPWgDd1bX/7P8WWVh/pTvNZzypAirslK4PUnO4D8OahsPGsE2l6XPc28gub6Ez+VEM7F3BT9cbhwOetTap4cutR8aaTrIniS2sYJojHtO9jIuM56YFYU3gC+utD0/Tri6tWksWxb3ARg0OGBDrz97GQecUAdN4k8T2/hm3tZp7W5nF1OtvGsCgne33RyR1rJtPiFbT3lpb3OlX1mZ7t7JnmC7Y5l/hJB7+o4q94r8O3XiCPSI4biKJLO/iu5S6klgnYY9c1lXPge+uSWa/g3LrX9pR/uj8qnOV69eetAF2Px5ZNHdu1ndDyInmVQAWdFbaxxnjB7GucuvGtzF8QLBlhvltbnTnMVixUG4fKlSgzgn5vXtU9t8PdahkY/wBr2gWSOeGQm2JZkkbcCTuGW96t6p8Om1PUtPvm1ERTadp/2a1kjQhklGMSZz2x0oAtXPxDtLPVksLjTrtXDJHOQUbyXf7qkBsntkgEDIqhZ+NHv5ZX1FLizW311tPiFuRg4GFEmc5ByenoK0YfCus2+uS3cWtKlvfJGb5BF8xkQAbozn5cgYOc+1Zy/D3UPtN8Dq0AtZtYXVYl8glgw6qTnvQBqWXj61vdQjtk067WOS/k0/zzt2iRPXnODg9qltPHen3euQaWlvcFrlpFgkChg+w4YkDlQPeqtn4GbT5I5Fv96x6pJqbJ5XLFgcIDnjGetcj4Ehvf+Eje+itbOVnupWnia0kintg5Ofnb5ccdAOaAO98ReMYPDtysU1lczII/NklTaFRdwXqSMnnoOaoyfEKCDUri3uNJv4ba3u1tJrpwuxCwGxiM52nI5x3pfEvgu513WZbpNREcE9kbV4nTdsO4MGTnAJxg+1ZsGjTeINY8TWc9yI7OS5tTKFhOZNiKWCsexK470AX4PiHbyX6wSaRqEEL3b2KzyKu0zLn5cA55x1xin2Pj9L+G2eHRr9WuiFt1kCr5jZO4A5/hxk1leGdKk1ue+kecpZWmuy3UMflMpcjO3OcZGTkYrU/4QiUaFp1muoKLzTrr7TbXCxkdzlSM8g5weaAHnx9a/YpJjYXKywTSQ3ETlR5LIMncc45HT1qf/hMFum2afpd7dgRQyStFtBjWUZU4JycDJOPSse/+HEtzfxXsOookktxLPeK8O5ZC67cqM8EDoavWXgzULC9jeDW2S2kt0guo0iCs4jBCFWzlTg4Pr7UAY/gnxVc21zeaXqYvbmE6xPZ297IQwBHKo3Oc9ecYr0K+VnsLhUleJjG2HTGVOOozXJ2PgSSyZSNS3D+2G1Rh5XUlcBOvb1rf0uw1C10RrW+1D7ZdsZP9IZMD5iSowOwBA/CgDivBvirVpdF8Mi88y8fVJZVmupSvy7c4UAY54Haur1vxFDZ3P9lWyvcalLA8ghhYBo0A+8c9PasPSvA2o6RpegWcWpW8raXdtMXaEjcjA5XGevPWruu+D7m88TQ+INJ1I2V75Jt7hXTfHLGenGRyPWgDA8PeLFtf7AOrXV8ryaZPPI82PLfaxJLHP3gBjpTJPG11ZeML3U7uG9TR49EW7jt9yncDIPnAB64I4JzWg/wyFxb6dBd6oZktLK4tTmIKX83PPB4xmo7b4dam9vMNT1uCeZ9LOlrttAFWPI2sRnkjFAFq41u58VbrbSTc2N7pd5b3FxC7BfOgYbsZBIwynp7VreEfEsviLwmut3FsICzSkRo2flViB+OBRoPhT+xtX1LUGu/Oa+gt4mQJtC+Um3PU9etS+F/DjeGtBOkpd+dGryNC5jwUViSAfXGaAM1/iJp0ehQapJC4W4mEMCCRTvPfkHAx3zTtK8af25remwWds6WlzFM7vJwwZCBjHcc9RWZ/wrR4Uknsr+C2vxdpdwvFb4jV1GGJTdj5u+MVvnw3eHUtN1E6q32u23LMxiBWRWxlVGfl6e9AEmo+KoNN1K9sXtpHmtrL7bwQPMjBw2M9x/WsW++JUFnczqNF1F7a3ihuJrnaoRIZOj4zkgc9B2NXvEfhC41vWI7621R7MNZy2c6hA+9HweM8KcjrWFZ6V/aXijXNDM8y2kel2tlLL5RUy7S27a3TocHGetAHV694otNB0+zu5EaVLuZYYsMFGWBIJLEADisbUPiImnTSCTRL9oYLZbqeUFMRoWxnG7n8K1vEugS6vokenWr2/lqQGhuoy8cqAY2tggjscj0rBb4cS/2VdaemrYiuNOWx+eLcUAbOQc9OwFAF9fH0At76SbTbqKSAxGGI7S06ynCMuDgZPr0rE8UeNXhutLVJnsbq01iGC/t94I8t1YjJHBBH61r3PgV7gXOdRIL2tvDBiPHlvDyrE555HSq2pfDaDXLhbnUrmNpZryO7vESL5ZdibVQZPC8n160AWrrxEz674aWa11G1mvTceXAHQI4VM/vBz6Aj6803SviFBfvF9p024s457aW4heRlPmCM/OoAOc4wferVn4NFv/YRnv3nfRzL5DlBuKspVVJ9AuPrgVk6h4JfTdLtLuC4lu5tJtLpIYljGZjKOB+H60AbXh7xjFr+pTWC2U0MkcCXIcsrIY3+7yD19q6evPfhxa3tjbR26qGsliCyM+n/AGWRXHY5Pz/XFehUAZejQfZ1vF2Bd1yzYA9cfj+f8sVqVR04r5cyqrDbKwIbtzn/ADir1AHwl4h/5GPUv+vmT/0I16nacfDTwsWkEaA3BGASWYN0444HP4968s8Qf8jFqX/XzJ/6Ea9VsfNHw08MGJsMfPGAfmPz9B3FAGlpjznRtZRIZFSXTJVUSsABjnPbC9Onr37c+1oqWMSo9gtw2A7ecS/vjBLZwf07Hg9Do4uf7L1dLh5ADYysFaTOR3yCMYz6+n1qCTVLI2CRxeT5qqo3qAx6DPp1wB+GPQgAwZoZxPJBE0Trbnyss3IOASMqcHr70VJfLPJeyn7fBEc/MrYPzYyTyPUnpx+OaKAPqaiiigAooooAKKKKACiiigAooooAK+GfFn/I36x/1+S/+hGvuavhnxZ/yN+sf9fkv/oRoA+ovgjA8Hwu07eSd7yOM+havRK83+Bkry/C6x3sW2yyKuewDcCvSKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqG5uoLK2kuLmVIoYxud3OAo96mrG8V20l54T1W2ihaaWW1kRI1GSzFTgfnQA+fxJo1rjztSgXJIHzZ6AE9OwBHPvVifVdPgmjhmu4leUBlBPUdj7CuMvLK403WbWeXR2urS40j7GwRA22fPRh2DcDPtWUvh3VtP0q90Waye7n1DTIYYZhkxxyKNpUt1GOGzQB6Bc+JdEs7lra41K3jmVgjIzchsZAP4UieJ9FlsPtyahC1t5hi3jP3h1GMZzXBaj4V1G90/XYRYM07XFn5UjIP3ojVQzKfTg80N4P1N49e3RTW7tqn2uxkhwcYTAO3uCeCKAPSJdTsYNN/tGW7iSz2B/OZsLtPQ5qgPFWjvLpscV5HL/aLsluV6MVBJ/lj8a53xPa6k/wAJnhOlRG/SGMvaRLuVSGBO0d8dQKo6IklhDpKz6ddSGDU3LyTxZkAlRtrccYJbn0oA6DxXq+u6dq+hWukx2jQ39w0Mz3AY7CF3DGD3ANPsvGEQ1XUNL1iJLC6s0E2S+UkiP8YP14xUfiyO7bWfDk1tYXF0lteNLM0XSNdhXn8T+lcr4v0rWb2/1XxGNKLRwWS2ttbvhncFwXfaOuOMA0AdfqPiY+for6VLbXFpeXgt52OcqCOMehz603RvFQayvJNdntbaWG+ltk8vOGVQCDjk9DzXI6BpupboI3s75mi1tbp5J48ExlAd3HHtTdU0jVJVnhTTrhTcajd7ZQnzqrRAKQeysQQTQB6NLr+lRXUFs9/CJrgK0Shs7g3Q56c9qlv9X0/TCgvruKAyBmQOcbgoycfSvLdN0bVbeLwpc21vPFe/ZLe3uYJo90csaNls/wBxl5IPfNdv4jsHvPFPhqQ2L3EEEsxlcJlY8oACfxoA0bDxToeqXC29jqltPK6b1VG6iqHijxQul+EtR1bS5Le4mtE37WJK9cdq5ix8Pahb6dpIi0cLNa3lzLIrAJlTu2jPvkVz134a8QXFrqm3TLlReaKsCQBcKkofOwD2HfvQB6DaeKbmPXJYtUNpb6cNNjvVlBO4EkBt34niultr61vLQXVvOkkByfMB4GOufSvP9T0OfUEkNxY3f2Z9Fit2MYw6uHUnA9RjP4VteGk1JPA1yJ7SOa8KymMFNn2rj5WdexbvQBvx63pktrPcx3sLQ24zK4bhRjOfp796fHqdpc6a99bXUTQBSfNJ+UY9fSvNNK0i9ktb+2v9LvYEu9KtkCRrtETxsdyr/u5GB3xXWeFYb2HwpcJqNsJZN0mGWLa1yvZmXsx70ATaP4st7yTTLKe4t576/iklR7TJiKoeSCajv/FsWjeLjp+q3VpbWD2nnRO+Q2/eFIJ6Y5rlPCPhzVbDWfC93Pp8sENva3UUqsOYizZUH8Kv+NNK1G/8Q3jW+lvdQSaLNAH2AjzSwKgZ78UAdk3iDSl1ZNLN7H9tcBhEMk4IyOegyAfyrHvfE7r4s0nTrKeFreeaSGdSh3EqhbKt0IHAOK4m70zXZPFhZNJuVWN7KVGiUBXVV2uXPdlOQB2rY0LTde3eGba80fym0e5lSa4LjDpsKh17ncTk0Adl4g1610SxlaS4hjumidreOTJ3soz0HOOlZ2g+LLS58L6XqeqzW9pc3sHmsozgc8n6e5rC8VW2o2fjGa9XTrjUbO/01rOLyl3fZpeeSOwbI5qhpmk6tpnh+y0+70Z5jPpDWfC7jFKCcKx7KfWgDupvF3h+C++xS6varc5UeXvyct9386tLrOmf2k2ni7hF2G2mPODuxnHpnHOK8xtfAer2lhrEL2Ucsk+nWsMMnG4yL97nqMevtW1oul3cGv3NteaI808WotdQ38jfIY2/i/3gCVAoA6+61SO2120sFurRC8UkskLn94VGMMo9Ouc03T/E+jatfvZWGoQ3E6xiUqhz8p7g965/xbpV7f8AjTw7cWdjIyW6XH2i4AAAVoyFUn69veqnhXw3qGnXvhuSfTo4DZ6fLDcyIQPmLDavHXoTn3oA138Q3+q+LbrRNGa2SPT0U3lxKpb526IoBHPrVCTxbqeg6np9v4mksbeCeSdHljVgCFAKFevXnNRw6be+E/HWq6nbabPe6brG2SR4PmeGUDByvdTVnU7TVNX1jSb6bR9scKXIZGdWKBkIQn3J7dqANt/Fehxras2oRbbqLzom7GP+8T2GSBzVaXxppUCarJKzrFps0cMr7TyzhcY9vmHNeW3vg7xXJ4MttIbSXPlac0KmGVQ5lMpbax7pt5x610Oq6frdvpXiSJNIlkEv2S7hYEEOUEQZMeo2GgD0Rdb01r37GLyP7T/zzzznGcemcHOKr2nirQ766jtbXU4JZpN2xVJ+bb1x9K4iG11W68YQ6i+kXcUMWohmRVAXY0IG8juc9aWw8Naj9n0xYrBrcLfXpcuuGjjkBCt9KAO7i8QaTOzrHfREojSHqPlXgkeoHtSx6/pctpLdLex+TDEJpGORtQjIb6HFedJ4c1nUtAsNMNr9nvNMtrm1ll6K5ZCEKnuDkGl8S2dzHpWoard2T26/2NFYeWnymW4ZxgAdMKeAf9qgDu08W6G+nm9GoRiIOIyCCHDnou3rk46YrUsr221Gziu7SZZoJV3I69CK8snsby8sJn0vTLw6lNqMFzfC4jVH2FCpZOynj685710HgSPU/DukaR4fv9OKvsmLyq4IQhyRn1yD1oA6m417SrS4uLee9jSW3VWmU5+QMcKT9ayvEficaLdabskiMEl2sF1uViyhlJBXHfiszxl4SvNa1mGey2iC6tpLW+5wSv3kP1DVXtfD+rx6Z4ea7t2lvkv1uL35wQgVdox7YA/OgDpG8YaEmm29+b5fInYqmFJbIOGyuMjGOc9KbJ4z8OQ6qunNqlv9rbbhAc/eBYHPTGATXnuneE9Z0y+t7y70ZryCW5v45YFcbkjmIKt+OMH2JrcvfCl3cf26ItKggefRo7e28vG1ZVD5VSeRwyjNAHZ6Vr2ma35v9n3aTGI4dRwV9Dg9j2NVp/Fui2zXomu9gskLzEo2AAcEg45wfSsfwRpkUBa7/sSTT7vyEguJJc5dl4wvqo7GsyTw5qgutfaBJpbO9jnxa3Cg7JG6GNv7rdcUAbh+I3hVc51ReCox5bZ+boenT36Vq3PiTSbS+FnNeIspKqeCVUt90FugJ7V5zrPgrWbz+0Gt7FB52gQ2cY3AHzlYbh7dOtXR4Z1mK31rTmtnl+3T2k8M5YFRsCB1PpjacUAdFo/i6NpDa6tNGt3NqFxa2yxRnDCM/pxjJNWT488Nqtyz6kirbEbyVOCN23K8fMM9xxXK6R4c1rS/E+oXxtJJrfVLm4SQOwP2VScpIn+9uOR7VVtfCt+nhc2p8MxR6jFYyWRn83cZFJ+Ur9epz0oA7q08X6HfPGlteeZ5jbQQjYBzjk44ya3q4S/0K7/tjR7uzt7iCaKOKO42YMUiDqrjsQeQa7ugDN0q4MxuwRgJMQvHb+XXPStKsnRmUzXygEOJfm+Ugd/w6ela1AHwp4kLnxPqhkzv+1SZz/vGvWdLCj4beFJGRGCyTk7ueN1eWeLljXxhrAhYtGLuTaSuCRuPavRoZpYvhj4VwqMBJOcbsHG7HTvQBvWcipaa3NZM8f8AxL5TkM2QfY/rzXFJf3LTCD7Irgfed0AHHJyfof1PY8dXo92Z7DVmRUiVLCUFeQd2OhPtisiHT55rcToMoQOjjJyCBwe2T+VAEMt1bu53+ZuX5f8AW7M/gQc/Wip2kgtpXjZF8z5d6hC4U7RwG78YP40UAfUNFFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/8AQjX3NXwz4s/5G/WP+vyX/wBCNAH038CP+SW2f/XeX/0KvS680+BH/JLbP/rvL/6FXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVn615/8AYd99muEt5/Ify5nOAjYOCfpQBfyMdaWvFNR1q5Tw9b6VdyS2uqwSThrWW7YL8sO4N5oOWHO4D1bHal1/VLvUNCubxdcug9roFvewiCbYHm3sC5x16Yx0oA9qzWbq2tW2j/ZTcrKRczrAhjQsAzdMnsK8x1BrtbDWoxq9+P8ARbO84nwVkZlDYPYH06U+4upLS6u9Pe9Mmm22sWQtjNJuZWJy67jyfX2oA9drOGtWP9t/2OZsX3lGYRkEZQEAkHvya8vfWtVt7bU9fi1UreR3dzA1gcu0m0ERrtPCgcNkAZ71N4ZFmfifpF1aXzXkl5oTTXEjTeZ85ZckD+HJzwMDigD0XWPEemaHA017PtRHRJNgLGPccKWx0Ge5rUV1ZQykFSMg14h4sj8pviMrPIGeSyKB3J4JUkgHtkmrTz3Vr5WgnUpl099VaF5bi5KsAYwyqXHzAZJxigD2eqd/qEWnQLNKkrq0ixgRIXOWOBwO3vXM3t/f6T8Np7qC9F9dW8JBuVTOQDgsB3wO/tXN6lFZWvht7rRvEd5LDJLazACYspJcBsuSfvZ5UEYxQB6tkdKTI9a8pl1O/u/iTLBDf+S9tqCxsxu0VWtjGCYxGTy245zjPPXiuXh124l07VhBqtwPtWm3kuWuT52+OX5W29E6nAXtQB79keoqE3VusrxtMgeNd7qW5VfU+1eOrblX0/TLnWbi2tb7SzfLdXN6wP2njkEEcAfw9DUWvTPHp/ip3uZTM+kW7LcFyhnIPLBc/KPagD2tHSRFdGBVgCpB6in15KJ31G+lDa82nXOmR2kloNzbWiKDf8g4fPTvg1v+HZL+y8danaagtwVuWkmtphKZI5E+X5SP4GX04zmgDu6M15Z4g1y9tfH9ylpqUgWCayikikfasYkblUXo+RySenasrS7y+jmTV1vLqa9/tm7t1jec7HQBiF2njqBQB6zNq1rb6xbaW5cXNyjPGNp2kL156Zq3LIsUTSNkhVLEAZPHtXmXh4WUniTwxfQ38lzcXUFw85kmLfORyNpPy4PGBWpr9xLZeOrW+Mj3FqqRwPDHOVa3Z2IDlMgOp6HOSKAOr0PW7LxDpUWpae7tbylgu9CrZUkHIPI5BrRyK8e0a4i0m5sr+G9uNlzLqgkjSbKsqs7LsU8A5GR9aw01e/Twhem31K4+e2sLoYuWdwzzEMWJPBK4yo4oA99yKz9S1m00mS0S6MgN1MIIyqFhuPTJHSvPLl1HiDUdLm1d9NexhhuNPmluGZmLHMjFc/PzkbTnFZ6apFrKx6jqVwU1OHX4ofJeUp5cYOF/dk8ZHPIoA9enuYrZQZXCk52juxAzgDvVHQNesvEelrqNgZPs7OyDzFKtlTg8H3Fc/wCMTa2niXwzf3E4h2zyxlnlKpgxN1BOM5x71w3hi8m03TNEuLO4ZbqaTU4xAZDtkwXZfl7ncBz1oA9h1K/Gm2Et2YJrjZj93Am5zk44H41aVgyg9MjOD1ryGe5s5vBNzqdn4juA82npNPbLM3yTiRdz7icpzldvA61u+HS198Ttd8y8uJY7aC1khTzjsBaPnjoRQB26X6vqctl5M4McYkMpQhDnsG6E+1W9w9RXlXim8kj8UeLIm1CdI10aKREE+0Rtu6qAeDWJfRi0vvEDJqN6kdnptre2zm8fAmbqeTgg+nSgD3DI9RRkeoryK+2W+q69cWup3P26O7tJLKI3TMpaXGQFzgq35D2oknj0/QtVv4r27ESax9jkmW4d/Ltmdd2Mkgf73UA0Aeu5HqKRmCqTjOBnA6mvMNStLqz0l4tOv21eG2vZHW3+0tHIkRQNtV8/OVznk81N9ou5PEkV5iaaxuY0RZ0uGSS2cp914ycEH1AzQB6FZXf2yyjuDFJDvz8ko2sOccim6jp9nq1lJZX8CT20mN8b9DzkV5P4ZvZNR03QbTVb+6+xyR3uZfOK5kRjtLODnIXJAzUH+lXD3AvNRu3ng8OyzBFmdADHIRFLwerKATQB69YadaaZCYbSERKTkjJJJ9yeTS6heJp1hPevFJKsKFisS7nIHoO9ec2V5c/8JtZXgu3vLa8MIkaGY5t38jO1kPylGHzZHfFd3Pq2n3fhy61GC8hks/Jk/fKw28Ag8/WgB2ka3DrOgxavbwTpDLGZEjkTDkD2qrYeKbW91WDTHt7i1vJrX7Usc6bTtBwQfeuU0DxBp4+FthBPeF57m3eKJIcq5YA4xg5GPWuAi1C8hm8NXkyXN3HHozNf7ZSJvJ835jnrnHvnFAH0PkeooyPUV5BG8Or+M9QU67dWcNsLSXTYo2dvOh4Y7Ru+bJyDwaqX76poPiK6X/iZTRaVqP8AaLETMRJbTBVWMAnnDZwP9k0AexNdBb5LXypSXQuJAvyDB6E9jVjI65FeZ29pPput2tvLqtylzPotzLP5s7MI2JyG25OMZP5VhW2pM8FppmsyzWVmt4Ib27iu3MczFMoyyZyinqRnrQB7VRXNeGNRsIbOz0dNTlvLhYmeOSdSHmjVsbh6jkDPeuloAKKKKACiiigCjY7/ALRdjzd8W8FPkxj15781erK0oBby/UI64kH3sc5zyP4vz/DitWgD4k+IH/JQvEH/AF/S/wDoRrtdBeRPh3okrSBQt5Mq78khe+0dK4v4g/8AJQvEH/X9L/6Ea6fR0mbwPoMiOQiXk5Zc4DAEd844oA6uzu0bS9YRkZ2NjKEkMeCPlyc9/wAv8Ko29/avHGkeEkChQ2MY5HH4nP6n1FWNJDfYtWbbmT7BKqoCrZIz2zk9ex/SuRK6jJtG3apI3AIQWHI7c5xn8R6jkA6QGGZ5C7PC6sQ0Yjb5e+OPYjr/ACxRWfdm7kaJIER1ijCE8E5yTzg8Hn3+uKKAPqiiiigAooooAKKKKACiiigAooooAK+GfFn/ACN+sf8AX5L/AOhGvuOX/Uv/ALpr4N1HJ1K63Z3ea2c9epoA+sfgjayWvwu07zMfvHklXHoW4r0SuH+EP/JL9F/65H+ZruKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqG5kt47dzdPEkJGGMpAXB7HPFTVz3jiGKfwNrayxq6izlYBhnBCkg/gaAJlsvDd8IrZYtNuPLfzY4xscq394D1qw9jo1hbJFJbWUEGBEiuiqpGeFGfftXnFlfS6B4Z0fXbnR7OO1tNHEqXQfLvOURUU9OoJ9av+Lk1WbQLZtVkhnQajYywSQLtIJYbgR6ZzigDqde0e31/T7vTbKe0guC0a3DiMOwQEMFIBGMgcZrXOnWbIivaQPtO4ZjB+b1+tebSeJNbgvvEH2CPToJYNYitXcwkl1ZRgnnk1NeeMPEdhDdpeNCqadeGG7vIId+IyuUbZ2GeD6UAd/FoumQXs17Fp9sl1P8A62ZYwGf6nvTLLSNI0iQCysbO0kkJx5UaoWPU9Otcxb+J9Z1KYyaaltPb2jwJOAuPO3qCzqxPCgNkcdsVuavfva+IdDthbwyLcySr5jj5oysZb5frjBoAvyaRp0t3Jdy2Nu9xIoR5WjBZlHQE1FdaNo1wklvdWNnIt04d0kjU+YwHXB6kVw1t471S50DULiJ7b+0LW5iikgmjKmItLsK4HUAEYbvzTru6vtR0bWLq6uUGteHZJjFPFHtQ5TI4+n60AehMlra2XluIYrVF2kNhUC+npiqMfh3QvsMdtHpdkbVX81I1hXYGP8QHTPvXN3dxLqXwae6u286aXTfMdn7tjOTWJb+NNe0eeDQ9QFi9xdWlu9jNCpEcQdlT58nnGQaANRvh9ZQ+IXvbq8ssXF79piMlqn2jfndsEh5xx2Gcd67GLQ9JgOYtNtEPzH5YVH3vvdu/euNvPEOt2WoaJZ6rY2bTyasbUTkZLR7CRKo/hJGRUmleJdcuNbsvtMls9pd3F3bCFI8FTCxAbd74oA7C50fTbxLdLmwtpVtzuhV4gRGf9n0p02lafcStLNZW8kjR+UWeMElP7v09q4zwl4r1jXNZhjm8lrWSGR5lWFgYJFcqEDdDU2t+K9Q03x5aaUzxQWcsatGJE4nP8Q3/AMJHYd6AOlbQNFWa2uW02zElou2GQxLmJR2B7Cpbe102CSbUbeK2RpxuluEAG8DuW71x1l4n1a7Wxur1bWTTNWlltkhjHzQEBguT/Fnac+ma5Twfqt/qHhaw8LWEkUGLC4u55ZoxKHj850CAHp9aAPWJdI0bVJPtctlZ3TOB++MauWAORz3wRVoWFmNuLWEbWLr8g4Y9x71znhlryH4Y6Y+npG94mnI0SSZ2swQEA49a5pPiNql7pumywQ28TXjR2ksm0n7PcsTuUg9gAPzoA9Gt9NsbOR5La0ghdzlmjjAJP4Uya301tQiknitjeOMRlwu8gc8d+K5S01DxCPFGiWepXMS5Fyk8cQ+WYKMo5HY47Vd1ee6j8cafFGlqQ1jcNFI8ZLo4x39D6UAdBFplhDsEVlbpsJZNsYG0nqR9ap+Z4etJJLTfpsLxKFeIlFKjqAR6d65vwd4j12/vbCLV5bWZL+zkuU8mMoYijhSOvOdwP4VXn06zv/jLeW95bRTQPoiF0kUEE+aeTQB2s+k6ZfXVvez2VtPPBzDM8YZk/wB09qgnsNBXVDNcW1gL+UBizqvmMF5B5549a830HWb3RZfEGk6dcqdOtdQ8mzklPmMoK5Mca/x4P5CnvfvrfizwvqNzCizXWjXhkAGAcAigD024stN1m3iNzBbXsKsJIy6h1BHQipVsLNTGVtYQYyShEY+UnqR6ZrzhPEN3oHgbRl09lMy2LzCAR7y4U9/7q+prZsfFl5L4wjsL4i2tbqKJ7RTH8s26Pc2H/vBsDB7UAdWul6eiTItjbhJ23SqIhhz6n1qWOztoZmlit4kkYAMyoASPc1xvjDxbfaFqpgtWiZYrM3JiC7nY7wvzf3U9xzmsibxvrttc69dO0L2el3i2/kpD8zB1Xad3bBbmgD0hrK0d5He2iLyrtkYoMsPQ+tNfT7OQFXtIGBUKQYweB0H0rirnXtf06CSC+urRbiS5/wBEEYVpZYdueE6bs+vatW313Urv4djWoIUbUWtTIsZGAXGRj9KALWk+FbbS9a1TUi6zSX0iOA0SjytowAp9MYrae1t5IJIHhjaKTIdCow2euR3ry+48U3Ory+EpbTUpwJNXaC6iMXluCqElHX1H9asP441n7BpmrxLGYNSvZrEW8kePJZWcI3qfufMM0AeixWFpDDHDFawpFH9xFQAL9BSHT7M3JuPssPnEYMmwbumOv0rzWDxX4ru7XTLKO5tf7U1W1N3AywYSNVAyvJ5JP6VPqnjDxDpd5oP9oC2tI51CXDx4kiafOCjMOUGOQfWgDv5NI02a1FrJYWzQBt4jMQ2g+uPWpzZ2xkdzbxF3TYzbBll9D7e1YXiLVry21bRtLsriG2fUJWVppF3YCqWwo6ZOMVzdn4y1e9v2smkhgkQXdvI3l5HmQhSHXPUEHkUAd9Hp9nFMJo7SBZQu0OsYBx0xmnR2VrFa/ZY7aJbfBHlBBt59ulcb4Y1bUdT8R2M93dFornQobkwqMIsjMdxA96g1rxZqtvdeI57OaBIdD8otbNHuaYEAsc9s5wMelAHZNdaXaXMWntLaxTSD93BlQW+gqybW3PJgjPy7Pujp6fSuB8BSDU/FHiq7uFMjC7ieLzR80QMYIA9MZq5p3iDUtXv7+8juobazsb42rWkiDc6qOWJ67ienagDsha24kSTyIw8Y2o20ZUegPalMETOzmJCzABiVGSByK8+g8U67c6fpV/DeWbDVHnhERi4gdVcqc9TjZgg+tUbXx3rWnaTDNqc9tcPd6fBcxSCLYIWdxH8wHUZbP4UAemPZ2sk/nPbxNKV27ygLY9M+lRS6Tp01k1nLY272zHJhMY2E+uOlcXqWv69ba1b+H0uoZbi+DSW91Cq7kVUBwynjljx7VCmreM7vW9J09brT7WRrSSW7CoJRuVsYz7+3SgDujpdp/aMF95QE8ERijxwFU9QBU91dQWVrLc3MqxQRKXeRzgKo6k1xHhfxHrV5qenJqM8E0OoRTsqRxbPLMbkde+QKzvHRnW58VRvcO8J8Pu6Rn7qHdg4/KgD0qKWOeFJonDxuoZWB4IPQipK8w0vXdYsNIbT57+CJEsbGa2uBFkokmEKbe5ypx7mrdjreoanqfh2W4uCq/bbyCRFACyeWdqscd/05oA9EooooAoWVv5F3eYPyuysMkE9Dnnr+ZNX6p2G4faEZlbbKQCuQMdf69qmuhm0mAOMo3PpxQB8VfED/AJKFr/8A1/S/+hGuw8PymPwBo4EEche6uFJcAkDjpXmd7u+33G597eY2WznPPWvWLOWI/DrwzbO5XJmkwUBUnd3OPb1oA19Ne3/svVQ0Egi+ySkgFQD8vHbHr3/rWfa6Xb2yrKLdZiwAHmMW5yDkjp1wD7YHoaltYG/4RvXzE8vzWXAY7l+8P0571mxaqI0QSJb+YF2vmMHBxtI6cjhT+GPQ0ALJDY+a7ywM29iyHCYxnsCOOc9OM575oq5b+JBHHtKogzkAbFHPJxkeuf8A9eaKAPpiiiigAooooAKKKKACiiigAooooARvun6V8KeIgP8AhJNTwcj7TJg5zn5jX3ZXwx4qVU8W6uqqFUXcuABgD5jQB9UfBi6W5+F+lbVZfLDRnPcg9a7+vNfgSWb4XWe4k4mlAz6bq9KoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq1/ZQalYT2V0m+CdCki5xlT1FWapapqMOkaXcX9wsjQ26F38tSxwOvAoAyZPBGhzQQ209vJNawRGKK3kkJjRcEcD1wcUy08D6XbaNHpcst1cwxyLIrSzEt8pyq59BxgVRb4jaavm5sr5WhSKaUNEV2QOP9ac/wjkfhWjJ4y02PUPIw5thMts12MeWs7dI/XPv0HSgCn4i8KrLayjSbNfPvL6K5un8zbnaevPfFXr7wdpV9G42zQSSymWWSGQq0hIwd3qCOKyr34hQJ4c1bVbSzleOzDGFm4WbDbSfbB7Hmt6716DTdDttRvA374RqFjGSXfGAPxNAFI+CdKGrRX8Jng2RLC0EchEcqr90MvfFaV/olrqOo2F9M0wmsWZodj4GWGDkd+OPxrN1HxpY6dcWts1pfSz3MbyIkUBb7n3gT0zTdP8AHWj6g/7tpkha2N1FM8ZCSxr94qe+0kA0AFr4H0yJLlblprvz2T5pW5RUO5FBHYHmtJPD+nRjUgsPGpHNyC2Q/wAu38OK5jxN4pjuNOntrO5ubC/tZraV42XaXieRRnn+Egmt2bxbpkOnw3Su8gmlMMSBcNIy9cZ6jjrQBatPD9haeHxoaq8liIjFtlbcdp7ZrMTwLpLaM+n3Pm3JaFYPPkb94qK2VAPbBxj6Cq6fETSri9s7Wzgu7mS6iMy+XEcKoOGLemD1re0rWINWjdoY5VCgEb1xuUk4I/KgDKXwNpZ/s5p5bueWwn+0JLJMSzyYxlj3wOKfD4OsLCFHs/Na5t5Jp7dp5SwEkgO7PqCe1V4/iBpMk8EJS4R5dRfTcOmNsyjOD7EdDVa68RwX+v6bDA+pQ+cl1GjKgWJinG4k9SMZGPWgBfCnh/U9MitYp4EsxDky+XPvWZjnOF7D681sX3hq31DV1vbiZ3iG0m2YAoWXo3qDXGeDdb1PUk8Iy3N9K5niu0mUniQoRtY+9dnq/imx0a+jsp4rqS5kiaVEhgZ9yryxyOOKAIrbwfploZVg85ImLtHEH+WF2+8yDsTnrVG2+HOh2K2IszdQNaK8YdZTukjYksjHuMkmrH/CcaVLBbT2gmuoZrY3btEmfKiH8TfjxjrTtJ8SSap4qurGKMf2eljDcwTf89d5b5gfTAH45oA0HtZdG8Om20S1jkktotttBI5CnHRc9qxLDwbDeeGprPWYlSe9uTezLbtt8mUnPyN7etSa14907RNWeylhnlSAxrdzRLkQGT/Vgjqc+3tRP4806PWBp0UbzM/mJHIhGGlQZMZHUcdzxQBf/wCEVsPMsJRJcedZOzJKZSXfIwdx75q7d6NZ3t9FezI32iKJ4kdWIKq3WudXW77V/hfc6vIjWV3LaSONh5QjOCPyrJ8M/EO0g8N20GqRXi3sVhHOvmp812MAEoe/JAoA6vTfCmmaVcWU1qswezgeCLdISAjMGOfXkU668KaVeapLqUsUn2uWLyXkWQjKf3fpWVZfEHTrmGBpree3lkvRYyI2CIpSMgFhwQR3H0p9944hiufsthYXF7cp5kksSEKUiRipk56jI4HU0AWrzwRolzbWMMVubQWU/nwG2bYQx+9n1yODRa+C9JtltyVlkltlkSGRn+ZEc/Mo9uao3XxF0qK3Sa2t7y8V7VbsGGIkeWW2kk9sc/lUPiTxc32e4h0qK5b7MI3nuo8KkJYghWz1yDzjpQBfl8A6FNBbQvFPst4ZIEAmPMb/AHlPqKuWfhXTbOaCRfOlMBVoxLIWCsqlQwz3wcVPrOtDSNOS5+zSXMkjKkcURHzMenJ4A9zTNJ8RWWseHRrUDEW+xmcdShXO4cdcEGgCvrXg/Sdevhd3scnm+QbdjG5XehIYA+uCMj60+PwlpEdvqMHkMyagoW53uSXwu0H64A5rBPi+01mHS5ZIdRtC97EEWFlKtuUld5GRtIzx1yK0IPHFrNq0Vi1lcxCS7kszK4ACzL/CR15HINAFiPwToawWsclu8z2pBimlkLSDAxjd1xjitG10Ows9JOlwQ7LM7sRhj8uTnj0rn5fFiapfXmh/ZL60aW3ke2vExiQLkFgRnbg+tZ2l+Mv7H8KaWJoLrUZ1txJcujAvHHuKh2B5b8KAOgk8E6LLbW8LwyEw3X2wSeYd7S4wST3yOD7VN/wiGjC4MotcfMzqgY7Uds7mUdmOTzUPibxbF4dsNPulsZ737dcR28KwkD5n+7ktjFZ7+P41st39kXn29J3hmsztDRFV3Es2duNpBHPORQBo3ng3SbvTLOxWN4BZHNrLExDw/Q09vB+jvcLK1tuHliN0Jyrgcgkeuec1Tl8b2pjtprOxury1khSeWaIDEKMcDIPJPsO1ZvhzXxZajqemNNc6hcnU3WOPcGeOMgHcR2UUAdZqei2OrrALuLc1vIJIZFOGjYdwe1UZvBug3CQLJYKRC0jL8xGS4w5PrnvW/RQBkWfhvS7C5tLi1tvKktLf7NEVY8R5zt96S78MaTe6jLfT2oM8yLHMQSBKq9Aw74rYooAztO0Sw0q5vLizgEct44knbP3mAwP0qA+GNHOuNrBsk+3NjdJk4JHQkdM+9bFFAGGnhPRo3kaOzWMuzuNhI2M4wzL6E1WHgTw/5fltZF0NmLEq7kgxA5A/PvXS0UAcy3gPQW0yCx+zybbdg0UwlPmofZ+vTj6Vbt/CukWl3Hc29sY5Y4mhRlc8K3X8T61t0UAY1l4Y0vT5rSW2gZXtFdYTuJ2hzlvzpdU8MaTrFw899bea8kBt3+YgMhzkH862KKAOfn8G6JcBw9qQHiiiO1yPliIKD8CKmh8LaRbrEsVqEWGdp4wGPyO33sex71tUUAFFFFAGdpLO0VxvJIE7BSfTNXpFVo3VhlSCCPUVU04OBcB23DzW2tjqPr39KvUAfB2sRxxa1fRxLtjWdwq+gya9TtbaV/hr4emjCLlJl8wt238jHb615h4h/wCRj1L/AK+ZP/QjXrNjEH+FfhyRpTGqeecj13evpQBoW8O/w1roaYShtNKnkDqRgCuPlsCtupePfFFEMqc88Ej6/wCe1dTohH9h+IXlNsIjp5UEckMDx7jJ9KjgsY1iiDmZ94R8sm0JyO/oD39D6ZoAxYNHgmDtdwb23YXIc4XA6Y98n8aKtX1iI7t43mclOMiKQ8fgf50UAfT9FFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/8AQjX3NXwz4s/5G/WP+vyX/wBCNAH038CP+SW2f/XeX/0KvS680+BH/JLbP/rvL/6FXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVleI7K51Lw5qNjaCPz7iB4k8xiFywxyQDWrRQB5tf+C9duL3VpoRZbb3RorBQ0rZDr1J+XpyfyqyvhHVQs2mt5Ysrm/iv2l3hvLIwzoAQDy4yD6E16BRQB5bN4C1e6sfEMKRQWTalAVZEuC0UswfcHCY+TI4P8q6fWNKv9Q8CRabPptvdXDRxxz2wm2jAwG2OcYbuD611dFAHn1l4Z1+CTSlcxzRWVtPGj3E37wb1IVGIBzjj5qq6f4F1yz0fR9P8AOtFNppt1aySq5JEkhBUqMcgFR+del0UAeZat4L1vxGs95qFvbLffY4LIRmb5JQsgeRiQDgHGAOtTTeDtdWPT5itnfz6TcE2STyEB4XGGV/lPK9j7V6PRQBxNr4Y1b/hNrbWrkWCwRWElv5cGQNzHOMY6D17+lTeCdBvNDuNVEtqbO0nlV4bf7T5qhudzL/dByOK7CigDgPEPw9l1XUdTurW6jhW4VJ7dCP8AVXan/Wj/AICAK0Lnw9fpqmhrZQ2osNNhkBYyFXZmTHC4xjI657119FAHnnhjwfrWir4ejn+xsmnfaBMVlbJ8w8bfl9BWp4g0vWL7xVZXFraQtYx2c8UkrTYYM4wAFxXX0UAeXaJ4Q8SaHp9naxwWzpcaa1leqJeUcFijg9wNxBAroPDvhm68Pa9BHEqvpsOkRWgnLjcZEdj930IYmuxooA8Y1qaS4+J+qeVp1neQmS1ie3lvhA7OnzBvLPL9eO3FdRofhfVtM1XUrNba0i0y4uHuY73Iab585j2kcYz1zXaPplg96L17K3a6HSYxguO3XrVugDktF0LUf+ECm0LUQkM/ly28bqwYFCTtY4+vSud/4QDUr3RbP7SsEN/pVmtvZJkOkjqwYM5x907QMe9en0UAea66jy+E5NN8QG2sNT1LaLKzskDbJlIKkNjli2D7CtFvB97pOp2mp6I0Ukyab9gljuXIyBkq+7B53HnjnNdq8UbsrOisyHKkjJB9qkoA87h8F6vYQSW1q9tNH/Y5sld5GRjKWLE4A4HzH8qrDwp4ohbUtKiSyfTtSt4/MuWkO6GVVAIA6sDjrXptFAHLeKtF1fUtO06202WApBOjXUMzFVnjA5UkAnrzSeEfDl54b8Iy6SzW7zCSdoSudmGYlQRj3rqqKAPM9J8DatZWkSRR29pEdTiuzZG4aRIVUHcUOP4ic47Vpt4X1p7xLmR7HC6yb8qCxIj2kYBx15ruaKAPIfBs2oXOtXUlvb6fcQXDzI2J3NxahifvIflUZ6gV0Ol+FPEGjz6fLa3FkH+yG0u924hQGLKyccnnoa7lIY4smONU3HJ2jGTUlAHnXxLWW20bw3bxyfaLsava7DMcGQg9TgcflUl74K1i4uFuXuLO5e5vXnvIJdwiKGMIgAx820AcHqa79kVsblBwcjI6U6gDzjRvCvifw9Law2Mtn5FxbJb3kgbmFkGFkjBHOVAGD3qpa+CPFGn+Jr7xBaSWIvJ70SYaZsTQYwyPhevcY716lRQBR00aiEnOotCXMpMQizgR4GAc985q9RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUNNBxckspYzHO05x+NX6y9HChbshQpNw2QPX3zz+f8sVqUAfCXiH/kY9S/6+ZP/QjXrOnb/wDhWPhgKEw7Tpl325Jbp/n8a8m8Q/8AIx6l/wBfMn/oRr1O0gE/wx8MgscKZnKAkZw/Xj0/r3oA09CtY7PRvEMrpl10+ThFPUEdM8/iPx7VmR6s8FpABE0ZkCsxDhd4xwDnp0Jz+PTcK0fDZdNN8SFi0sY051SCT/A/lXNW1jGUhaVI2xg8ZG0Z7EH0/H5fXggG3Ak2oK11FDdKrnO2KJ3VeBwCrc8Y+nToBRWEYbkSOtrZQvGpAyxAOcDP8Q+v48cYAKAPrCiiigAooooAKKKKACiiigAooooAK+GfFn/I36x/1+S/+hGvuavhnxZ/yN+sf9fkv/oRoA+m/gR/yS2z/wCu8v8A6FXpdeafAj/kltn/ANd5f/Qq9LoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq1/ew6dYXF7cEiG3jaRyBkgAZNAFmisBfGGjNbR3BuGWOW6Wzj3IRvlZQwA+oNWYfENhc61LpUJle4iyHZUOxWABKlumcMDj3oA1qKKKACiiqsV/bzahPYox8+BVd1KngNnBz36GgC1RRSZGcZGfSgBaKKq2d/DevcLDv/cSmJ9ykfMADx6jmgC1RRVXUdQttK0+e+u5PLt4FLyPjO0etAFqiqcOpWs62rRSFlul3xMBwwxn+tRazrNroOmvf3vmeQjAMY03EZOMn2oA0aKp2+o291eT2sZcyQKjNlSAQwOMHv0q5QAUUVFNPFbqrTSKgYhQWOMk9BQBLRRRQAUUUUAFFFUNX1W30XTJr+6DmGIAtsXJ64oAv0UyKQSxJIOA6hh+NPoAKKKTIHegBaKytf12Dw9YLeXEM0iGRY/3S5xuOMn0Fame9AC0UmQO9Zeha9a+IIbqW0DhLa6ktW3jGWQ4OPagDVoqreX0FjC0kz/dRnCDlmCjJwO9Q6LrFpr+kW+p2LOba4Xchddpx7igDQooooAKKjlnihKCSRU3ttXJxk+gqSgAoqMzxCcQGRRKV3BM8ketSUAFFVr66NlYzXKwSTmNS3lRDLN7CpFnieYwhx5oUOUzyAehP5GgCWioLq7t7KAz3MyQxAhd7nAyTgD8zWbo3iO01q+1KzgSWObT5hDMsq4OSMgj2oA2aKTI9aWgAooooAKKKKAKOnLGqzrH2lbP161erO0qQTfa3UqR9oZePbFaNAHwl4h/5GPUv+vmT/0I16rZLHN8M/C0GXExadl2dSA3I+nSvKvEP/Ix6l/18yf+hGvVbOeO2+GvhSSWSRQWuFQR9SS1AFzQbZUs/E7s0heXTX4kPynn8vzqCxlt1s2jkWGQRHneSAoK9B6jH8voRd0BhBpmsPIIlVrGUmTlsDGRn071zYuDLGji8mULgMrKMMM8bT9Mj8fSgDZjlaIuDbQSZOcmXAHA6ZB4/wAnnNFUrYXksKst80Y/24SSffgf5xRQB9PUUUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/0I19zV8M+LP+Rv1j/r8l/9CNAH038CP+SW2f8A13l/9Cr0uvNPgR/yS2z/AOu8v/oVel0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUc0MdxC8MyB4nUqykcEHqKkooA88+IEFnp3/CLxwiOFW123cjOOilc/kBU/wAOGQ3ni5UfcBrc2Pmzxha6zUNE0vVmibUdPtrsxZ8szRhtufTPSn2OlafphlNjZQWxmbfJ5SBd59TjrQBwofWLLxNfaD9pnmJl/tG1dyeYQDmPP+/xWLb6tqr2elX1vfTy3d9aXI1GFJAfKKhir4/hIIA969B0vQ57DVrzVtT1M3k8o8uImMRrDFnIUY68nqa0bbSNNtbme6trG2imuB+9kjjAMg9yOtAHH+B9en1fUrXzrpnD6LbyGNm/5aZIZsepxWR401LVNI1DXpLbUrgbW0+ROmIg0zBgOOhA716HbaBpNjcfabPTbS3uApUSxxAMAfeqdr4bR7i+udXeG+lvIkhlXydsZRCxX5STz8xoA4q/1PUt2qjTrt7uK11VWNsLgK8kRhDMiN6hiSB7Vt+G7mO88bXN7FPcGK70u3lSOZvcjOOx9cV0w0DRvLCDTLPZuDACFcZA2g/gOKsrp9mtxFcLbRCaJDHHIEGVU9gewoA8+10atfeM54Le/uLZrae3aJo5lWMQt98MD1aquqHVv7M8UNpupXlxcaZqMc8YEgJZAqlkOO2M10t/4EttU1i+ub4wTwXWCGkhzPER2R/4R6cV0NjpGn6asgtLSKJpQPNdUAaQgYyx7mgDyu+n1DUL/SrW51qa30vXJLi7hl8wxlSAPLjz1Ax82PfFdRrU7H4P6n9ovxeSpYyxPclNnmsoIyAfXH411d7o+l6lBFbX1hbXEUWDHHLGGCYGOAenFSXWn6fqFn9iuraCe2OP3Mihl46cUAedJqF1o2g6PqQ1jz1XTTHDZRpljKUyGIHUDHNVfErRxfDvU511uS4N1pqO1tIwYLJkZYN2OTjFeoW+l2FoVNtY20JUbVMcSqQPTgVSbw3oCWMls+l2X2V5PNdGiXaz5+8c96APOdTvNQhtNZSLXLmIx2mnzRbHUGMNwwHtU99e6zp2ralpVveT3tmJ4ZLYSThZJ2ZWZ4lk6dF3D8q63xJ4MtNW0yaCxtbG2uZgkck7w5JjUg7eOccVs/2HpZgSFtPtSiNvVfLGA2MZHvjj6UAecHVptdvRBHrtzpyxaVFcWUknDO4Y+Yzrj5iNuMe9bHjvybqw8L3Mly6galAc4K78g5z6fjXXz6HpV01s0+m2srW3EBeJT5f+76U67i0zU0NldpbXKqwJhkw2GHTj1oA88vNc1VIY9UhkmGoDW/sn2bOVMBbHKD25zWp8Rr2W3EMdvczRzi1uJY0WTYuVX72epI7D3rsl0uwS+F8tnALoLt84IN2MYxn6Ut3ptjftE95ZwTtEcxmWMMVPtnpQBzPiue7bwRbS2twouH8hgrPtFx0Jj3dt3Iz71xhvp9Y1jS4XudSt7W40a6lktpJtrIyOduSO49e+BXqlza6VcWq6Zcw2kkGFQW0gUrx90bT9OPpT1sdOilRVtrZZBF5SjYufLH8I9vagDyPS9c1Sw0Gw1S3mnur+80eWSVHkJ3MjABgOxAJ6dcVa13U5IrS8trXUXns7rQxcNFK2QJdwwdx6Z9K9SNpp0DR5t7WMrkR/IoxnqB+dQN4d0Z7SS0bS7RreRgzxmIFWI6ZFAHmE2ul9Djmkv7m3mnv4bXVI5ZcC1iIHCY6IRj5h61ctrQJqui6M3iC4ljN1cqWt5WUCNo96oGOd2Djn3xXojaFo+yVH0602zRiGQGJfnQdFPqPanNoukq1q50+0BtRi3JiX90P9n0oA5X4hXslr/Y1lBPKk1xJIETeUSQrGT87jkY6jHU1xMpuNUtvtdxqN18nhyK5SSO4IHnKx+bg9cjHNe0XNja3piNzbxTGF98ZkUNsb1HoarNpGjwW7hrCzjh2bHzGoXbnOD7ZoA8lvNS/t3Tdbm1C7K3dtcWq2yLIRvi+U525wQTnJxXZfEO8iQ6TaG6mie6kcRgOUichSfnI5+gHeusXStNNzHdrY2xmWMIkoiXcE7AH0qa5srW8EYubeKYRuHTzEDbWHQjPQ0AeSWd5fy3fhq4W5N7EbK2jukE5WS3YvxIBn584II64p/wAOtQ2eI7y0vJJY4JdUvGsjG3ySyBzvV/cDBH416g2i6W1zDctp9sZoCTFJ5QymTk4PbmnWljpscSNZ2tqqBi6NEi43HqQR396AOF8WusXxL0x5ZWSL+x7vG5yF3dvbNcl4fv73RNF8MTafc3DtdWFz5luZMoSoJGF7EV7XdadZ3zRPd2kM7RHdGZEDbT6jPSohoulrLDKunWqyQZETCJQUz1xxxmgDyeaUx+HZr228R3DxX8MEqRI7bkYOA7Fj0JJI21eu4zpur6rLDqd3MbG/sjb+ZOWCiVgsgPqCPWvR10DR1s2tF0y0Fu0nmtF5K7S2c5I9c1MNMsFD7bG2G8hm/dL8xHQnigDnPGMUA1XwvdyEq6amI1beQMNG/BHQ8gVy9hqF5LeaReWlxNJqMurzW16jucGIFsZU8AAAYIr1Ce1t7pUW4gjlEbiRA6g7WHQj0IqMWVhbXU2oC3gjuHXEk+wBio9W9KAOL8QwwL46nJuJIZp9ElClZSCSGP3R6/SsqaO78P8AgzRPENtPfTGN45b6NpixdCpQ8H0znFeltaWlxcRXbQQyTIpEcpUFlB64PoaytV8PSarqVnK+oSR6fAP3lgsa+XMc5G49eKAMvUrKa1+F91DeXk0Vwlm0rTJIVYPywGfrxWVouo6fpfi+/v8AUbtbeW40i0nl8yQ8n59xAPTHHSvQLs2wtm+1+V5HG7zcbfxzxWVef8I9dSSTTzWIn8prczbkDqhJBXJ6DIPFAHNfFQwXvguyuI33xHULV1kRuCpcc8dsVyklwLbxhrWpW07ArrVpGrrIQjKyYIPY162tvpN5pq2AS1ns8CMQ/KyEDoMe1Trp9ki7Us7dVyGIEY6joenWgDyjw3A2qaqZ5vEDrfzzXVvdWKlw5ByFyCfl2gA5GK6H4dG+na4TUZZ/tWkodPkVnJV2DFt/uSu3n612FzpUTrdyWm2zvblNjXccamQY6Hnrj3pmhaQNF01bU3Mt1KSXluJcb5XPVjigDTooooAKKKKAMfQlkUXxdY1U3TlQj7vzxwPpWxWbpMLRR3O9nYvcO25xyR+Q/l+daVAHwr4lCDxPqgj+59qkx/30a9I0+5Sb4a+G4t0nyTXA5yFyDwMgVwfjqIQePNdiDEhb2UZbGT8x9K7rSHUfDTQVQCTzLq4QrhiQ3Xp6Y9KANnQVePT9aMUUEjtp0m2NWzzjjP6/5xWTp+maeLRTcxXAlOOEPHCkDr/nv0zWt4Z+zyJqot48S/YX+TKnkrjAHX+fX8aZp8LPBn7REjqShjllIKkHI6e4+vXuCCAZv2i1tpZIWguSit+7MRblcDrg8HOePTFFalrZWsol80gur7SwTcGG0YI+bpjH9OMUUAfRlFFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/9CNfc1fDPiz/kb9Y/6/Jf/QjQB9N/Aj/kltn/ANd5f/Qq9LrzT4Ef8kts/wDrvL/6FXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQ1m9m07R7u8t4o5ZYYy6pJIEUkDux6VfrN17R4df0K80q4d0juojGXQ8rnuKAOP/AOE91GX7JFbWMMkk1+tk8j7kA3ReYrBTzjr16ge9X7HxH4gvpYfI0yGVEuXs7vB2iJ0GDICTyu7jGM0sXw+tBPDLPf3czRT29yMsBmWFCgP0Ixke1XoPCMNtqd9d2+oXkcV3MbhrcMNiykcuO/vjpmgDmoNW1HxnapomqwW9vaavaSNHNas2+No35zn14NbHgjU729vfEFldz+bHpt4trB8oGEVBVzSvB1rpNzp80V5cyGxikijEhBDBzkk8dau6V4fttH1PVL62kkzqMomkjb7quBgkfWgDl1+IF5L4iOnRaZD5UeoPaTbpSJFRU3+Ztx0IBqWHxvqV3o1jqttpUUtpfxXDx5kKlCisVDcfxBT9KxtA0LXk8Y6letLqNs0140skMsSG2lj4UDf977tdTB4It4IfsyX1wLWIzNbRDGITKCG+oG44B6ZoAwNM8Y3sOgaWdN0m1SCTSXv9klw2UCfeUHBz1GDV3U/iBcQSiCzsI2uDBbzKkzkeZ5pwduOoXuanh+Hy21nbWsGrXCxW+myaeoMaElXPLdOvQVh3vh7WofF8Ys59SiW3tIre3uIo4zHKFGT5hP3ec8AUAdj4h1K/sLjQ47do0+1XqQ3AIzlSOQKyovFuoPeW14YYjpVxqB08AH50IbaHP1bjHbrW5rGhvrVpYiS7ktru1lSdZYgD869eDxjrVC18GQ2uoGVL2X7Cbr7aLMqu0Td2zjOM849aAK+vtLD490B7WJWmktbtTu4BwqFckds/zri28Rada2nhHXrayjs5JJrq28re2wSlsYY/3d+efevTb7w/DqGvafq0lxOstisixRqQF+cYJPr2/KsEfDTSxpdtpzXNy9vb+fsVyCCZfvE8djyKAK2p+LfEI1qTSNM0+G4vbK2S5uljOVct0RSxGBj+L9KuePtUNl4Mju7rTVuEkmhE9uZymzcw/iXrg/nTR8PEjvbS7i1zUUmhg+zTNuGZ4geFbjt0z1rY8R+GbfxFoI0h55LeAPGwMeCfkIIHP0oAg8O317da94ggupg8dvPGsCgYCKUzj65rCuvHOqQ+KH0f7JbjfLNDHIu5ghWLejMemThsr1rqdP0IafrF/frdyuLzYXiIG0Moxn16VhQ/DyC31CO5i1S82JfSXiwsQV/eKVdf1OD1HagDS8IXl5qHgXTrye5E95NaiRpWHG4jPT2ritHRov8AhENTbTree7vmKXF60jK/mAMRwDg555Oa7vw/4cXw94bXRYLyaSNA6xyNjcgJOAPpmqdj4KhsrPSLb+0ruRNLlaWHdt+YnP3uOcZoA5my8f6+3hubW76ztI7SO9Ns7RI7GJVfazsM8jHetjR9dvdQ+I89oblHsP7IS4iSJspuZ8bs9+B+taNr4Ot7LRTpdte3CxtcPcM7BWJLHJUgjGKz4vh/DpkguNKvLiGZNOeyCo23fklgxPbBJxigDTuPCVtdeJP7ZlmYuJYZUjxwpjV1/XefyrD+JcF1Amm6zpqKb3TpGuiOhljQfMmfQgmu3sYZbewt4JpmmljjVXkbq5A5J+tUbvRI7zW4NRmurgrDE0Qtd37pt3UkdzigDzPV9WfxN458H6nbyhtK+1GKFMfLI5j3MSe+Dx07V23hXWdf1i9v31C2s4LW3nkt9sUhZ96twenTFKPAOkxS6N9lee2g0mRpbeCNsKXbOSe560638HGDS7qzGr3pe5vPtbzAhWDZyV47H0oAj+IWjNrfhsW8EghvPPi+z3AHzRtuHIrzjxb4ivfFHhfRn3eX9juIhqSDGRP5wjCnvg/OcfSvX9Z0Y6ubT/Trm1FvMswEBADkHIDZHIrJ1PwBpGo2d3bKZrX7XeJeTvC2C8i4x17ZANAFK+8W6ha3Otz28ELWejNHFJAW+eXcqsWB/hwG4HOeaqeJPES6hYeINJnEKtFZySCCVCH2hcq6k8MD7dK2bzwPaXer3V4LueOG9SNb23XG24KfdJ7g9AcdcVJq/guz1oy/a7q5IKOkQUgeUH4bacZ6DHNAGHpnjiSbwRb6jbR24V5YbOAtIRtLALucEfKQe1VtY8Z6zpMl7YGSEz6ZNbtPcvGNstvIcFsD7pBrai+HWkwWV3Zwy3CW9zEiPGGGN6fdkHHD8da0IvCNkdO1C2vZJLyXUYxHdzS43SADA46DAPagDH0XxdqerTzWMUFs9zBdTxuWJUGFVzHJgdmJUfnXOaJ4kvtQ1PwoLKKGFJra+c2sQ8uNpkbHOP4c16BaeFtN05JfsCPbSvaJaCVG+ZUQHbjPfnrWOPhtpMcGkx21zeW50zzfLkjlId/M5bJ+vNAFrwv4hv8AWtSv7eVIHt7MLG88QIDT4yyrycgetVrjWtfvr6/k0hLZbfTLsQSwynmcAfOd38OO3rWnofhS30FLWK3vLp4LZGVInYbSWOSzYHJ+tVH8B6a3iO51hbi8T7WQ1zarKRDMw7stAGXb+Ob64t7DUkt7c6ff3j2canIeNslUY8/NlhyAOBVeTxvr+kQpc6xZ2TpcWUs0SWxI2SxnBBJ6g5H0xXRp4N0+OdWSSYQRTNcQ2/GyKRhgsvH4getRv4G064tbK3vJ7m6S1glgxK+fMWT7271PpQBjX2s+KNKnt9Ouru1efVLiNLO5WIfuQVLOCucNjGAc859qr6nqXiXWLO40FltbW8j0+Se5aRA4mBLKq7c/LkKSfTNbCfDrSxoiac93fSSRvG8V5JMTNGUJK7T2xkj8anu/AtjdTW84vb6G4jjeKWWKYq86scsHPfJoA5qx8T6/eQWy6FbB4rGG3E1syr+9DD5iXJG0Aema2fDviPUbzxdf6XqMojkQs0doYduIxja6P/GD39Kux+A9IgeD7ObiGJIRBLGshxcIDlQ/c4pZfBFhL54+13irIjom2XBiDEbtrdccdOlAGj4k0OHxHosumTyFIpXQsQM5CsGx+OMVyHjTwto2k+C9Yv8A7BDLOFDbzECwHnbsL/30R716HFGIokjBJCKFBPU4rJ8T+HYPFOiS6TdXNxBBKQZDA21mA7H2oA4vXdLOm6/4cl8OW8NrdX5lzuj/AHcR8pfnKj6CktvGviLVms7PTYrU6glq89wpGVlKvt2gkjaDjOe1dhf+F7bUL3Srl7m5jOmBhCsb4B3LtJP4VkQfDXSrX7G0F1epNbK8Zl835pY3OWRvUc0AZl54q8R2s+r3k0thHZ6ase63VCWdpF4G8ns3511ehXOsf6VBq/kP5KoYrhMKZQRkkoCduDx74qH/AIQzTDb6vbuZXg1NFSSNm+WNVXChfTFWtC8PQ6JYmD7TcXcrqqPcXDbnZVGFH0AoA8yk+JWvPb69JbS2ziCwe7tpDF8g2zFML3YFccnuDW3ba74uubyXT4ryxe8gtF1A/uNqyK5+WLk8cA/N71oW/wAKfD1vDJEGvGiljkhdDMQDG7btnsoOSB6mtTUPBGnX95YXSz3dtNaRCDfDKVMsX9x/7w/xoA6C1ma4tIpWUKzoGKq2QDjkZHWp6ZHGkMaxxqFRRhQOwp9AGRoasi3qM7Ni6chWJJXPOOSSPX8a16ztKYMt1z84nYMMYwfp9MVo0AfDHiq5kvPFurXEpHmSXcjNgYGdxr0mxtYrb4V6DNDFvuJpJyCw3AHdzx9PWvMPEP8AyMepf9fMn/oRr1rTI1k+GPhrIPBmJbjj5/55/lQA/Q5Wez8R77cwzw6c+1wgxkjnAxg/n+lY+nh7eNIlV2iUE8udz9D17E8j/wCyAz2ekWscOma/td3c2Dg8c/TPTnrz+HeuUcvEsEbqzP5YACjOOQNv9OPX1waAKUdpFeSTPcybJVfaQJIsY2gjqfftx/KiqsYDPM0gKMZDnaVGeBzz6/55zRQB9b0UUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/wBCNfc1fDPiz/kb9Y/6/Jf/AEI0AfTfwI/5JbZ/9d5f/Qq9LrzT4Ef8kts/+u8v/oVel0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVe8vIbCzmurhwkMSlnb0AqxWN4p0iXXfDF/ptvMIp54isbnoG7Z/GgDHb4j6LCqrdxXtvcGcQG3eA7w7AlQR/tAcVbs/G2m39hbXFrFcSTTu6C12YmUocPlT6f1rG1Dw34k1uLRp71rGO5tL63uZkjJwwjByd2OSd3ToMU208HavZ6/DriG1a7S7uWMZc7TDK27rj7wOKAN5PG+iyzRxRTSyPJavdptjJzGpw34j0qHUvHmlaY0BaO5mhlgW4MsUe4IjMFUn8TXPRfDq/0yayl065geRbS5trhpicDzSWyo9iaxL2OS01y306Y2UklrYRWs0E7SJ5zBgwaLA+bpQB1WgeL3h1i/03WriR5ZNR8izZYSFCsgZVYjoee9dPq+sW2miKCR5ftFzvWFIU3uSqkkgewrmbPw7ratd3Ei27PdatFfqHcgpGoX5Tx94bcVf8T6RrU+u6PrGiG1aaz82OWG5JVXRwMkEAkEFRQBQ0vxTiHSFudQnmu57GWcQfZ8eftP3j/dI9Pesiz8S6xcDw7ayXlyJNe3P5vlAfZ9q9B6gn1rUi8Ka42oaTe3M1mZbO1uonVMhWaQ/KRxnGMZqC38Ia5HL4Rlf7HnRhIk4WRvnDDGV4649aANpPHGkwyG2le5kaOJ2EwgO2bZ98qR1xQ3j7SVtTc+TemMKJPlgJPl4B8zH93kc1lW3hfxHa6RdaQLiza1jMptZckSMr5+RuPlHPUU1fDfibS7nRrvTDYyyx2C6ffRTOQm1ejqcZ7dMd6ANS8+IWjWV89u6XTLFLDHNMIjsj80fIxPoeKtnxhp66m1qyTCBXaI3ez91vVdzLn2APPtXL6x4H13ULHWrUXFpIbx7Ro5XYgnysFiwAwM44xVmPwhrrR6pokt5Amg3bSyrIp/fqZMll6YxuY89cUAa8PjzTJGuxJDdQi3t/tKNJHgTRZwGX6mtuw1L7dpf237NND8pby5BhuBmuT03w74mTw6NP1CeweS3tjbRhASLheMeYSMrwO3rWz4V0O60bRZrK4ZVDSM0MKSM6wqRwoZuSKAOUHxDuV1bRr2aOUaffW1yWtIoi7h4mwCO54FdLeeP/D9jFbyy3EnlTwJcLIsZKqjsFUk9uTjFcxoHgfxFY6npc949kYtOF4se2RizibO3PHGM1n6z8NPEep6ZYWQuLHyoLFISju2ElWTfvXA5yPl59TQB6JpGvHVNa1ex+zSRLYOiB3GPM3KGyPbmub1HxsNGg1W6gNzqBTVI7Pynj2CAtgYHqPetrSNL1Sx8T6pdTLbfYrxIn3K53h1QKRjHTjOfesfV/CGrajBr6q1qGu72G6tMu2P3e0YfjjOO2aAN3xP4usPCdjb3N/HcP8AaJBFGkMZZix7VUPjzTkurWKS2u0SZ1heUxfLDKwyEf0P8qj8ZaDq/iLTtLtrUWqNDdRXFwXc8bDnC8c/jVZPDWvR69q8YuLT+x9RmFzuIzLE20KygdOcDntQBbbx/py3CR/ZL3y5YpZoZfK+WVIxlyv9PWm3fjjR7nS7gxT3kYfTvtySxQksIW43r7g9vauftLTU7DxF4a0TVLizle2iuYoTESWaPy8KXyODjA96S18D+JotNaGW409nGjvpcaKzBRluHzj06j2oA6l/GemWN1FYTfbHlFss7SeSSNhH3ifwOabaeO9Mu4r1/JuojbRrMFliKmWNvusvqCaoReFdWllVL2S3kjfRl0+SRWIbzBk7sY6ZNR2Ok+K7rQZbTWbfSyyRfZliQkiePplmHK8dAO9AHV6dq8Go6c96ElhSMkSLKuCpXr9axx490lrCK6UTnz5Ejt0CZMxckJt+uD9Kn8M6Ne6R4ck0+aTeQ8nkLK+/ZGfuqT3xXG2Xw61mzt5p4ZbW2nju4L23tYnZoRIgbeBkfKG3dO1AHVP460/yIDFbXU1xLcvaG3jTLpKqklT+A4qLTPiHpepvbYt7qCGdJSs0qYQNH99CfUVRHhXXBqdjqatYrOdSe+vI8ttH7ry1VDjnjkk96zdM8AazFpmn6detZNBFdXUk5jkbJSYH7vHUZoA6/QfFtl4gupbe3huI2WMTIZUwJIycBgaqP490mPV2sXWdYllaA3Wz90JFXcy59hT/AAhoeq6LYRWmoy2rLbL5UTW68yoPulyR1A7Vj23gnVreXWNMF5bLol9LJOjqpNxGzj5lGRjHvQBBN4ukXxRbasJLxNGfS7i58k4KSrHgiRfcgnj6VvL4607ypJZIbiONbKK9Qsv+sSThQv8AtZ4x61gWHgbXri2tbHWbyzW1tNPn09DbKSzo6hQxzjBwKY3w+1e60YR3d5afa4LKG2tljVtgaF90bMe+e4xQBvXPj/TLSCUzW92lzFIsTW5j+bcV3denSo4PHEWo6rYQWdrM1he2Ml0t3j+6Pugeoql4h8L+I/EOkWUU1xYxz+cDdRLny2TbjAONx9e1RaL4L1rR7TQIkms2OnwzW02S3zI+cMvHX2oA0rDxfbW+iafsF7qVzcQvOFCDzfLVjlmHbHSluviJpVqN4t7yWFbaO7eVIvlSJiRuPpjBzVLTvB+qaZ/ZV9CbVtRtoJbSdS52PEzFgQcdQSKpap4D1q4t9UsrW5tDb3elrZq8rNvMgdmLEAYA+Y/pQB2Wtrf3en2raTLtZrmF3dWxmLcC3/jtW9KgurXTIILy4ae4RcPK3Vvc1W0e31S1H2e9a2a2igiSHys7twXD5z2zjFa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGXo7u63ZdSpFwwwfStSsvR9+b0NJvAuW2n2wOPStSgD4S8Q/wDIx6l/18yf+hGvVbGZofht4XOdsZ88MwODnfwB9a8q8Q/8jHqX/XzJ/wChGvVbQrH8LvDMsj4RTcDHfJb6fSgDa0mdTouvtnMC6dI0rIx389P5Vx1jClzawl5p9yp8hJ529vxyR+Vbfhm6Jj1ssgVjp8pAwcGq1tHFFF5kkAbcNpIOB05/Qn8/TOACiYYoSVKkZJIYSH5xng0Vb+z3IJ+ypH5fH3vMJzgZ6D/P60UAfUFFFFABRRRQAUUUUAFFFFABRRRQAV8M+LP+Rv1j/r8l/wDQjX3NXwz4s/5G/WP+vyX/ANCNAH038CP+SW2f/XeX/wBCr0uvNPgR/wAkts/+u8v/AKFXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTSilgxUEjocc06igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAG+WhfdsXd645p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVBcSyRCPyoGmLOFbaQNoPVufSp6KACiiigAooooAKKKKAMvR5oJvthhZWxcMGIIJz7/wD161KxNAghil1J4TnzLkljnJz6En5vz/DitugD4d8ZwfZvGmsw8/JeSjkAH7x7DivS9OeOX4a+FomMgHmT7mWMsFG7k47/AIfrXnnxB/5KF4g/6/pf/QjXYaLcSH4faEEiVmS7nXJQn5c/XrQB1ml2KR6frUttPIxaylDb15HHUA4IPTgZ7fhy9teQWtolrOHO0kh3X5xuGOcHtgn1zk9iD1ujS77HVVE0gkFlLg/KoYY4GDxn/PQ1x0d2PscQe3gaQHLKVIYc8qcc5+UD6+45ANSynQwb4HRwxy2YRlTgcffGe39OMUVjwSpPAkrrB8wyBsViPrkjHOT+Oe+KKAPq6iiigAooooAKKKKACiiigAooooAK+GfFn/I36x/1+S/+hGvuavhnxZ/yN+sf9fkv/oRoA+m/gR/yS2z/AOu8v/oVel15p8CP+SW2f/XeX/0KvS6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKeeK2geaeRY4kGWdjgAepNS1S1ZEk0i8SQKUMLAhumMUAOttSsby0e7truCa3TO6WNwyjHXkUmnapY6tai60+7iuYCcB4myM14r4PtLjSm1DwA0zta30EV9DIq4CxMuZQSPXAUVneEfEN9ofgLRLDS7yO2lu9Qug4ChpCq5I2g8YyOTQB9D1TtNVsb+5ure1uo5ZrV9k6KeY29DXkNh418Ua7qHhixs9Wggl1KxkeZzAGAkRiOnbpWTo/iGfQ/iJ4gsri7e0N5qkUU18kQaNW29DnpuNAH0BVS81Gz09Ee7uYoVeRYlLtjLt0X6mvNLDxd4q1fxlqUNgIpLDT71baeDCjERB/ebjyWzjjpXNaVeajNocU9/di8aTxgsLiaIEcEDI9OgxQB73RXi9/448R6fqMkxvleGDxGNN+ztEAGiYDGSO4zWpouveLtR8ZRQyzn7MbyaO6to4AUt40+78/+1QB6pWXP4h0i21P+zZ9Rt47zYX8ln+baBnP5A1xHizxL4hXx7FoOhEo0di1yFKjbM+eASe3rXAappVzfXvj6+vroLqFrZRz5CqdpMfKg+mCRkUAe86Trema7bPcaXexXUSNsZoznBxnH61o14b4avdRsbKw0jRbu307d4fGpySNGC1xNjaoOewCj8Kfo/jbxT4q8S6bpdvq8Gni80xblv3Ab94DhgufXBNAHtYljaRow6l1wWUHkZ6ZFSV5b8NZb2Txz4z+2agbho7wRAMAM7RwR6cdq9SoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAytJAE98ON3nZPr+Pf8AP8K1ay9NcNfaiqwLEFlHOclzjqa1KAPiX4g/8lC8Qf8AX9L/AOhGup0VZJfAegwxRKxe+nyXGRgDp/8Ar6da5b4g/wDJQvEH/X9L/wChGuv8PqX8A6MpyY/tk+enB/zigDa8P2t3K1/A8aeWNPmUIWBDEDA+v+feuftXnEMwlgaNzLjdGmQF6fnwfxHqBXc6LC0MN+S6jNlJu2jGfl9a4Vnn2vEku+H7uC3QA5A/LI/H6UAaMcwCArbIQec+WhPPrn/J696KzIrW6eFHinCgjnPrRQB9aUUUUAFFFFABRRRQAUUUUAFFFFABXwz4s/5G/WP+vyX/ANCNfc1fDPiz/kb9Y/6/Jf8A0I0AfTfwI/5JbZ/9d5f/AEKvS680+BH/ACS2z/67y/8AoVel0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUF1aw31rJbXEe+GVSrrkjIPbip6KAMo+HNL+y/Z0tRHH9mNqPLJDCI/wg9e1Y0Pw08JwWtnbrpamO0lM0O52JVj15z09q66igDCsvB/h/T57We10yGKW1LGBlzlNxy2Oe5NNn8F+Hbo3huNKglN7IJbjdk+Yw6E89q36KAMKDwholtrH9qwWSxXWxY2KMQrBem4dCR6mq7eBNAeWSRrRyZL0X5HmNgTD+IDtXS0UAYUng/w/NI0kmlwu7XAuiWLHMo/j69a4fRPhnq+ma0Ln+1ZYUW9a5eSK5YrKpJOwxkY6d816rRQBkan4a0rV9QtL+8td91ak+VIGKkA9jjqPao5PCOgyy3sj6ZCXvo/LuTk/vV9Dz04rbooA5ufwJ4duLeygewGyyQxwFXIKoeqk9SvPQ1bTwtokesW+qx6fFHe28XkxSIMbU9MdMVs0UAZlroGl2Oq3Wp21lHFeXX+ulXq59frWnRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBQsYljuLsgklnBP+elX6yNHkWe81GVTkecE3eu336d616APiX4g/8lC8Qf8AX9L/AOhGut0KXyvAOhlXC5vbjcScBVwOenP0rjfHMwuPHeuyqrKHvZSA4wR8x6iux0u0LeAdASVmjV7i4mVgWGQOMHHr7fjxQB1Xh+4Esl4wnk/eWMx+dfkTjv8ApWAkFrHHMUTfKxDbxjax4z16DGf++vTpZ8MtcCbVXlPnQR6fMdokDN93A4PT0/yKwTd3kMeGt3RjyPLQBSMDkfj3+p/vCgDRnmkEm22nMSgAMhUna3ccA/5/MlUft/lffEwdiWOEIGc47H2x+HHGKKAPrWiiigAooooAKKKKACiiigAooooAK+GfFn/I36x/1+S/+hGvuavhnxZ/yN+sf9fkv/oRoA+m/gR/yS2z/wCu8v8A6FXpdeafAj/kltn/ANd5f/Qq9LoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqeqXUtjpN3dwQtPLDCzpEvVyBkCgC5RXC+EfEOrXlnFqOq6hp9xp72pmmkhARrWTg7HGfQn8q6nTNbsNXaZbOYs8OPMRlKsMjIOD2IoA0aK4YeK7q58Rao6XsNppGjSrFdpNbsWlyoOVPbk4HrWy3jTQESJnv1UyymFVKNu3gZKkYyDigDoKKhhuI57VLmMkxOgdTjGQRnpXJnxxbzxWGoxOsGltey2tw0yEPuVWxgfVaAOyorBuPGGhWunW1/LqCC1ueY5FUnjoScDgA9c9Kg8Ya9Ponh+LVLOSIx/aIg7Mu4NGzAHHvzQB0tFYr+KdJj1dNMe5/wBIfAzt+QMeilugY+lKvinR3vZrVbwebCrs/wAp2/J97B6HHfFAGzRXC6l40N/pNtqXh+7RI4dQgt7yO4hwxSRlHAP3eHBBrp9W17TtDW3bUJzELh/Liwhbc2M44FAGnRWDZeMdC1CeGG3vg0krFFDIy4YdVORwfY0Q+MvD89zdwJqcO+0VmmzkABeGIPQ474oA3qK4i48Ys3jTTLW0uoH0eWKVrlyuCrLHvXBPYjnj0rXvPGeg2MdpJcX6ql1zG204Azjc3HyrnjJoA6CiuRn8a2NyusQW9z9jk06aOFp7iIlCWK9B3BzgH3zV658Y6HZ34sJ73/SfNWFwEbCswyMnGBmgDoKKx28TaSmuDR2ucXhO0DadpbGdu7puxzipNW1/TdEEZv7kRbwSPlJ4AyScdAPWgDUorBbxhoq6lb2P2rdJPtCMqkpllLKN3TJAJAqL/hONCKxslzI6ywtNGVhY7gpwQOOWyDx14oA6Oiuan8eeHLeztbl9QDJdRtLCqKWZlX73A5yPSrEnjDQo2tA1+h+1R+bGVBI2ZxuJHQZ9aAN2iuVXxlpdve62bnU4zBp6xs6CIgxZzwT/ABEnGMUi/ETw59ijunupIw84tvLeFg6yHopGODjmgDq6KzrPWtP1DSTqdnP51qFZiyKSRt6jHXIx0rlND8ZTXOnRa3fTu1teuYrawitv3oYE9O5GAM0Ad5RXOHxvoYhgcTys06b0iWJi+AcEYHcHqKyfF2valpXijQbSDU4LSw1AukjSRKdhVSQct60AdzRXHaX4pFrp0s+oX66kkl8ba0ktYfmkP93aOOCDz0xVN/GoPiiwaO9/4lF5ZXDhHhw0UkTAMW78c8e1AHe0VyEPjvR7LS9Pk1DUPOluLcT+bDA21lzjdgZ2ityPxBpct2trFdo8rRrKAuSNjfdOemDQBp0Vgaf4w0fU9euNGtp3N3CCfmTCSY+9sb+LHfFW7rxBp1ldvbTT7Xj2eYcfLHvOF3Htk0AalFYTeLdIS+a0M7bwZFVth2uyDLIp7sPSqFp8RvDl28wW6ljENsbovNCyK0Y6lSeuO9AHWUVyt34nguJtGNpftbC5uljaKS3JMoIztz0X1zS3fjvS7a0vZ0S4l+y5yAmBJhgp2nvgmgDqaKxk8S2MmtNpKiY3KbN52fKhYEqCexwppdX8SWGizxw3PmvK6NIVhTeURerNjoOaANiiuLuPEGoat4tOj6PcrbRw20VyZ5IQ6Tq56D04B59af478VSaHot8umyt/alvb/aMCIOqqDj589AfzoA7GiuFtvHtlaC7n1K/Zkgt7dpIY7Y/umdcnnuCT9BWk3j3RI4YJZXniSVgMyRbfLBfYGbPQE9DQB1FFc9N4w05JpYokuJzG7xh448o8iruZQ3rgH2q9oGrDXNBstTELQ/aYlk8tuq57UAadFFFAGPoUMaLfSo7SNLdOXdupI4x0HTpWxWRok0k0l+HR0C3DBQ/Uj19fzrXoA+IvHasnj7XVdzIwvZcsQBn5j6V31hLHd/C3w6jWxcx3E8QDKTnnO4Y7D9K4T4g/8lC8Qf8AX9L/AOhGur0KZovAuhsCRtu5/mx0H9BxQB0WgK7WeqSibZKLOU+W6rgHbjPr+VR6fpsVxsAI2xpuLSy/MzctyBnAzk8fhyCDb0G6LQ6m7RRuhsJso0nUdePzrmFvpOA84jAG0Kq4284H5Ak/UDvigDVt7PTp/MNzJHCUbYilk5UAYIzg4/T04xRWU+svK2BZQTBBty4Qkd8c/WigD6tooooAKKKKACiiigAooooAKKKKACvhnxZ/yN+sf9fkv/oRr7mr4Z8Wf8jfrH/X5L/6EaAPpv4Ef8kts/8ArvL/AOhV6XXmnwI/5JbZ/wDXeX/0KvS6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqjq730ek3T6aiSXqxloUfozDoD9avUUAeSah4IvtZuNSn0qyk0dL+xzeW8h+Sa4DBlwB7qQT3DV1Hh2xvL/xO/iK4trixUWKWf2aZcF2BJLY9BnArssjOM0tAHn17Za9InjCa00sLcXLRGy80qyylVAzj8M81iaB4Z1631Qz3mluA2sx3bFpFY7DHhjn2NdofG1mk+lQy2d5E+pXUlrCHjxgrnk57HHFdRnFAGPo2sPqV1qNs9r5P2Oby1YMGDrjg8dD7VxNnFqqzw2L6DeFINdmuWlZBsaNvMIYf99CvSY4YYS5jiRC53NtUDcfU+prI0zxTYavG0lmlw6peNZSfuiNkijJz6D396AOC03RdX0/Ubae60SW60+9juLWa1IB8rdM0iMw/ukNg+ldJ8QNNvLzwMun2Fi0s5mgAhgGQoVgT+AArr7qcWtrNOUZxEjOVQZY4GcAetNtbyK6ijdcq0kYk8tuGAPqKAPOr3QtVul1fQxYMPt15HdQ3uPkiUgZJP95cdKk06HxPa+H7vRV0OE3dkk/k3kxBSfcWK7fc55zXosk0UW3zJEQMdq7jjJ9KrWOoLevcqIJ4TbymM+ahUPxncvqPegDyGbw5r9xous2sOhXMU2oNZXQZ5ASWRhv3ejfKTj6V6J4rs72/tdJgtbNpSt9DLK2QPKVTkk109NZ1jRndgqqMknoBQB5na+HNajuNRf8As9sTeI1vky4GYcH5v/rViJ4c8QTalPqFxoUnmyw3lt5a7RHhj8mF7A+tezRyxyxLJG6sjDKsDkEVneINctfDmi3Gq3iytBAAWEa7jycUAedeK/Ces6zL4aays5bb7HYuspTGEk2gKrDuCRg+xq9LZare6zbX2p+GPPgvtOFlcWwYHyZFYnJPTYQT+lei2063VrDcJnZKgdc9cEZqagDzbVtJ1Vm8TWsGkO4uRaSQOhGxtgQFQT3Gw/pSatpGr31xrUkWkyYuTZiLcygnYQWP4Yr0qigDya31EQ+NtQ1B7e5l01dSVAIypVZtu0sQfm79BXVa9YarF4ustUsrJL+zlt3s7mAkDYGIIfntxyK3o9D0qO/e9SxhFy7bmcDq3rjpn3q/uXdtyN3pnmgDyjWvDniO48VQXSaWJbezv7WeIxSKiGNVw+F/vZ7nsK19O0bV7VPDEcmntm0vrmWchxhEbftPvncK9CyKaWUMFLAE9BmgDx7SdJufD8/hW3vtODaktzfbYgwJMbHcD9OakvvBviBdHh0z7AksAtJJCsMgUrOX3BSe6gdB613tm2ka34lu7oWsp1DSmFrvlUgLkbsqD65610OQSRkZHagDxbxZpl3b2fiW/vLT7OuoWtpBaCRgC06ngfUHHWptP0281u0sTDpc0Wox63bX2oPLKrblAI3ZXjgAce9etX2n2ep2xtr62iuISQSkihhkdKLSxs9Nt/KtLeG3iHO2NQo/GgDnPAuk3+iaJqEV5Btmkv7meNN33lZyV/OucsvDuvWll4Y1N7DN1pk04msxIMmOQnDA9MjjivTt67Q24YPQ5qvqF6mnafcXjxvIsMZkKRjLEAZOBQBx3hnQdS0jU7f7RZApNJPdzSKwxC0h4Qev1qfxdoWo6p4l0C+trCG6ttPkd5klkVd25SMAGup0+/i1LTbe+iBWKeMSLv4IB9asCRCpYOu0dTngUAeY6noviqDVrXX7HSrVE06fMGlxSA+aJAVkYsOAeRj6GtS60LW7zxPo2rT2duI7W1uVnSNwMNKMgAdyMYJ7mu73KVyCMdc5o3L/AHh69aAPIfDulahpD6bo91Zb7w6PPE0W4HbukbGfbmtQ+DtUsG0mOxEovLK3WAXyuCkqk/MkinsOxr0H7FZi9/tAwx/aQm3zu+30z6VZLqMZYDPTJ60Aef8AhHRNV0y7t7O60e2Q2Esu3UiQTLG5Jwg6gnPOfSrkWn67YeMdTjSzhu9K1RkmFw5H+jsq4II7jgEe9druXOCRn0zSb13FdwyOSM80Aecx+CtRS0tNKOGi0/Vn1KG5LcyrlmCHuCS2CfQVCfDGv3t1pd9PpdorWun3NvLbSSgq7u3A47ED9a9MDK33SD9DRvXB+YcdeelAHnOleGNchtbOEofsdvqcdxBBNIN8ESj5lz3GTx7VV1fwXrUqa29hEkcF3GzNZmTKyTBsqyf3cjr716f5ibCwZSB3BrF8MeJYfE1nd3EVvLbi2upLZllxklO/HagDBi0G9uPFuma6dNexufKUXZjuMo6bT8jjuQcYP1qTXtM1Sy8ZHXNP0/8AtCK6082UsXmAbGDZU4P8Jyc12hljHV1HGevanZBGc9aAOE8L6Hq2j+JLeOWzzYwaVHbG580HLhixAHXHzY/CqXjDQfEN3qWtW2m2UVzZ63aJEZWk2G3deOc9QRzxXo+5d23cM+maAykkBhkdeelAHnWoeE9auLbVYIraE+dp9tawv5wG9o8bifSp9Q0LV7bxXcXNlpsF5b6rbRxzPcMCLWROhweq89B3Fdxc3Bt4g6xPLllXEYyRk9foKm3ru27l3emeaAOD8O6R4l0s32hTwW8unI8ssN+7fNJ5m47QvYhm6+lWfDfhaSbTNIn1y2kt77ToRBFFHcEphejMBwSa7MOrMQGBI6gHpTqACiiigDG0KO7Rr83Me1WuGMR6ZXPp2/rWzWbpzSfa75HcNiQEEHsR6dulaVAHxL8Qf+SheIP+v6X/ANCNdTosIm8A6IJLlo4heT7kUjL9K5b4g/8AJQvEH/X9L/6Ea7DQGjT4d6RIXKut5P0IyoPGRxQB1Ok29vFZam0UcCr9hlVnjBLHCkkD1Nchao08DzljHGzbl3MMlSPQ9PT6kD0rovD0zbtQEYkwtnKQOfm+XgjH0PWsqHVYfLeBokJ53EKw6AZwSPce3buKAI4rSQJmLVrRA3LCVwST37dKKcs+7Pl6WzKGK5Em0Eg4OMjpkH+vOaKAPqWiiigAooooAKKKKACiiigAooooAK+GfFn/ACN+sf8AX5L/AOhGvuavh/xvGYvHGto0JhIvJP3ZOcfMaAPpX4Ef8kts/wDrvL/6FXpdeafAj/kltn/13l/9Cr0ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyvEhlHhnU2hm8mVbaQpJuI2kKcHI5rVpCARgjIoA8Pmhnt9Hu7hdV1D7Q3hmG+2m6bInXOG65/Dp61YtPEV7P4msbkalLvM1nFKJpCAQ8RLBEHylScEsec8V7I9vDJ9+GNvl28qDx6VWgh024LNBHayGNgrFAp2svQHHQigDy2Sd7nUvCwaZ52TxFdAF3LEKM4/Ct/4g3lxYalp93FI00cEbvNZrO0TMmQC6Y4Zl/umu+EaAghF45HFNlt4JyhmhjkKHcu9Qdp9RQB5UmoXtxLeXx1K8j1eLVYore3dtm+3bbx5fQghmOcZyPaqX9om0t5JNHvJY45fGQjfY3+sDBdyn1Gc16w0WmTauC0Vu+oxR7gxUGREJxnPUCnrpWnpjbY2y4fzBiJeH/vdOvvQB5xBqsd/oF3qa6xdJqlvDdpeWyOT5b4YqGA4QKRwcc5FTX+pWWn6TPqUmozx3NxoUb74pd0jYOCUVjjPqR9a9EWxtEMxW1hUzf60hAN/+960h06yYIDaQYRDGo8scKf4R7e1AHjI1OO4Sy/tGcSW1rq9pIgScyCNWXklmxxnGewPSt2DULuHUNUiu72ZtNk1wRTSu7AJC0eQA2flG7A49a9IOmWBjaM2VuUYKCpjGCF6ce1SyWtvNCYJYI3iPVGUEH8KAPKIZ5LnXrSwudWvVtBq91bQoZjHvgEJOM9WAbIDZrX8J3k+s/B+9N3cyXEiw3cO8uS2FLhQT16AV3psLMmEm1hJh/wBV+7HyfT0qFbjTLK6i0tJLaCeZWeO2XClh3IWgDzjT76KWPSbN7+WPSxohe2kimI/frndk5+ZgMYBq94oubqb4H3U1+zC5ezAJlwGc54Jx3IxXoItLYRpH9ni8uM5Rdgwp9h2pl8LP7I/24Qm2HLecBt/XigDy0ay0ngq6kuL6W21uy8iOWFJ2VY0bbtKjoQV7+uasXN3JY3d5p8l7dppR1xIriTzWZo4mhDAbycqpfAznvXpCWdhNGZEtoGSZVJPlj5wPu59fap5IIZY2SSJHRvvKygg/WgDyO7fWdNtrq/huLq50/R9ZZIo/OYtLA6hSpOedrNwTmrei3PiC60TVI9Wmntn0eymgcrIf3zkFkbPUkLjn3r0JtR0g6l/YbTQG6KeZ9mK/w9c9Me9aWxcEbRg9eOtAHnvgYPB4jnT7fcXC3OmW9w6zSl8SdCRnpVKa5uLXxnrRaTzoLlJo0uIpSJLdli3bHXsvGQR3r0V72xg1GGxaWJLuZC0cX8TKvUj2FRtdaZHrS2ZaEajNEXCbfnZAeTn05oA8qEaG1tMatfN9o8PNdzJ9sf8A18YXa2c5B5bI6HHNVItXu9Y0TUNRu3kXX1trSXS/nKghgoG0A4JLlw2fpXsV9f6bpawm9ngt1mkEMZkwAzHoo+tWxHHxhF46cUAeQw66sPju9+23rxWjXUMckltKApufJUbJfRcjHHfIqhYXM09vf6xPrtxFrayXEFzZQBi74B25G7CqBghgor1m4k0HT76G0nWzhur58xxlAGmYc56ckVatE0+cte2kduxl4aaNRl8ccnvQB5dEbmDwXoOrxajPPd3EayXFtNelPPCowYITwGGd2O+K6XxZq0J8AWNy5uY4btrdD5p2cORxKw+6p6MR612EthZzxrHLawuiHcqtGCAfUVJNbw3EJhniSSI9UdQQfwNAHilsG1Gz0iyudTZo7fUry1MVtO8amPy2KADO7AwME9jTNI8QR3WjQReItRnQSaLIlrJJKVEspLBhnu4AA+le2LaWyPvS3iVid2QgznGM/lTH0+zkMXmWkDeVny90YO3PXHpQBweqvEPgkjNNJGBZxhWRyjE5GBkc1g3L2OmDU7NpZE0kyWMt2qOzYVwd5POQpO3dz0r2Hy02BNg2joMcUjQxSIyPGjKwwylQQR70AeTa3ZXOkaVp2o6PLf6hYRXUlv5BkIWWKddqhMHlVZhgnkc0y3tdTXwTqMOqzzadd6XAdPF65ZlkLyA7uucEbAW7ZPpXrqxosaoqAIoACgcDHSh40kRkdFZGGGUjINAHkUUsWr3ul6brIudPiZLu2miW7by3ICspRgfmHJIP4Vz2t3GqyeFdItbg3T6jBazzW0mSMxq+FYY6vt/SvY77w4t1rmmahFOIYrBHQWwiUo4bGfp0HStloInZGaJGZM7CVGVz6elAHiN35l3feJL4ajeHULcWb6cY52b94y9AoOCC3BzxU2neXd6hf3eqajcwazDdXEF3bRFsvEy4Qk5+VFAByB1r07R/DMek69rGq/aWmfUnRihQARhRgAYra+zw+a0vlJ5jDazbRkj0JoA5Hwlp9tpfw9jukNys09gstw/mM77hHg43HgjHSvMrDWLe40nXj9suIobrTLeZYmkfIkD4J3d3wBux34r3/AAxgY9KjWCFF2rEgX0CjFAHjc89lpWrtayGb+wTewNdIGYou6IHcxznbu69q6b4eW6weGNfWRGjt21C4ZM5GYyBgg+mK6rWPEeh6HNFBql5FbyzAmNGQkuB6YBrQs7y11C1S4s5o5oHGQyHINAHiPhe1tb+w8Mee9zcPdLewzgzO29VJZA3PQfKfypT4nu08O6TbzT3dpqMelq+JGZQwWYDKjqX2qSc9BXr9pr2jXWsTaTa3Ub38AJkhVCCg9TxiptTvNM0uEX2pSQQRp8gmkH3c9s9s4oA8wvbmw1XxxOkmsxW8q3VrLDK908ZaIxrujUA4YE46+tZdjrqReOpru5N1Z6bJHdi5UysXlZG43dgf7oHavQdL8Oadcanc3VtrTXtjcSGd7Rtj/MTkHdjdtz0HtXYeVHjGxfyoA8R1TU2j8KXE7X1yNVvbu3u47dHcrbRbwqx9cZ28kVb1YG38ay32nyym7/4SC3tywkZsRtF8y4JwATXsflR/wDPNfyo8tM52LnOc470AebeAo7P7XbXKPef20BLBqsGeFk3E75ATxyMKR616ZWfFqmnPrEulx3Ef9oJGJnhA+YITw30p9vqtld6hc2EE6vc2wBmQA5TOcZ/I0AXaKKKAM+wZPtV7GpJ2uCTgY5+nHb6+taFZmnIyahqGSCpZSCD9eK06APiX4g/8lC8Qf8AX9L/AOhGuw8P4bwDoaIjmf7bcNGy7sAYGc4B7Vx/xB/5KF4g/wCv6X/0I13Hh2DzfhhozZYFdTm5DMABt9B/jQBseHN/23UJBZyRypYzbWZAFBCkdeP1rkoLphAkpljjaViZN5xuJGN2T78nj07ZA7DwqvnX1+mVnY2M+1N2edvufTjjn+dc7FYiRU8qIH5QvyfMPw689ffPvkEAT+2bRUT97HEGUEB92T7+/p+HfqSrjWm1Yw9rLI5XJwvC8nAGO2MY9unGKKAPp6iiigAooooAKKKKACiiigAooooAK+KviR/yUbX/AL//AB+Sff69a+1a+KfiRH5XxG19NzNi8k5Y5PWgD6L+BH/JLbP/AK7y/wDoVel15p8CP+SW2f8A13l/9Cr0ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKpavcy2Wj3lzC0SyxQu6GU4QEDI3e1Xaq6hYw6np1zY3AJguI2ikAODtIwaAPN9I8dazdyx2E7xia4mtUjuXjCriRHZio7r+7O0n+9VLRNUvvDw127il8yBPE7Q3ZMYP7tgBu/2cHH511a/DHQFtvJLXrYWII5uDujMROwqexAJH0rUXwdpC6NqOleXKYNRYvdFpCXkYgAkn1OBQBx93rvjG5ltbGwniW7lgkvV+RPmTcQiHPGMDJI9apar4j8UX9j4oVNTgtU0y0R2WCIMSWQ7gH+vcV3epeDNL1K7sLpmuYJ7GLyYnt5ShMfdT6im23gjRrU6qEilMepxiOeNnJUKBgBR2oA4+117UbO9eO1t4Jb0eGYLmFyvzOwxwx78ngVp23jG+1NdPtNNnie5vmnKSSRbGjESAlGQ9G3HH05rYi8BaNAS0X2lJPsQsRIJjuEYII59cgc0tx4Jsri02C7u4roXBuFvIn2yKxUKcH0KjBoA5/Udd8Wt9rjinsrS5tdLS+liCeYA4Lh03eh2fhVeHx5rC31zp0zQNcSyWnkShAqxrMuSCD1Iwa6qbwTpks1xKs15Ebi1+ySCOYgMmST+JJPPuaivPh9ol5HeKyzrJcxQxGQSfMnlfcZfQj1oAxbnWPF6z2VhJc2NpczSzxM4jEhKqpZHIz8pIHSobHWNYvNdsNU+1s6zaLPKLPACeajhcj610aeBtOW5s7lrm+e4tlYeY05zISMFm9Tjilh8DaXbxWUcc14BaQSQIfOOWRzlg3rzzQBJ4O1s65pTTSXBe4jYJNFJF5ckL7RlWH1yQfQ1neL7e5m8T+HPsM0dvdsbhVmaPdtGwdqtSeCrdRA1pe3UM63cVxLOZCXkCLt2k9wQP1Na2raHbavJayyyTxTWrM0UkL7WG4YP5igDg9J8aa14ku49LhdLK7is5pJptmVklRyoAz/Dxk/WstvEOo65eayLmZ/s8nh8TfZj9xJQ+0sPqR1r0O58G6RP9iKRy272askbwSFWKt95WPcHvUF/4D0a+uxclZ4H+y/ZCIZSoaPsCPagCl4Q1DV49Qj0nU54LhDpsV1C0UezYOFKn16jms7VvGuo2kGuavBxaaRex2ZtHQDzs7Qzbuo++Mf7vvXVab4Xs9N1NNQjuLuSZLVbRRLLuXyweOPXjrTLrwhpd5qE91KspFw6STwB/3crJ91mXuRgfkKAMrwZZs2reJLm4dZpP7TOxjGAyYjXv+NYWv+NNc0PWtTtJJ4Sbe7hkij8ofNaPwxz6rzk12+ieGrPQbm+ntp7qR72XzZfPlLjd6gduMfkKfqHhvS9TvZLy6tg88lq1oX7+W3UUAcTqt1qmoa1pF7Z3UEMrJeNBceWG/chMrgdzVaz8X6vNa6Vrs32dll0a4mKeUAxljOCd3ocA4rtrjwhptzJp7lriP7BA0EAjlKgKy7Tn1OKgsPAWiafFaxRpNJFbW0lqkcshZTG5ywI70AcT44i1s+F4Bfapb3Qlu7KaBvKCyRO0gzwONvTH412vhrUr/wCyaxDqE32yXTblollCBWkUIrjIHGfmxx6Uw/D7RH0pdOk+1PEs6TB2nJfKHKru/ug5wK29O0a10ue9mt/M3Xk3nS72yN2AOPTgCgDymS/v9d1HwPrlzdbnu9QnMVvsXbCNp2rkckjvVyw8ReJ3tvDtpb3NpbyahPcwSE24+QqSQQB/Kuwsvh9oOn3rXVvDMHErzQqZSVgdhhmQfwmi08A6RaTabKsl476dM80HmTk/M/3ifWgDm7Lxd4iaF9akML6ZC1xDcRyBYyrRjCle5LN29Kf4iuNal8JxX48QKq3MME4jhRQxJZQwB/uYYV1EHgvSYL66uMTyJcyNK9vJIWiDt1YL2NRWngLRbPRrvSlW4ktrgFf3kpZoh6If4QCBjHoKAF8W67caNFpNtbnbLqV4lp53GYgQSWAPBPFUZNZ1TR7630251CC8ka3u5TLtAYlACgIHcA81t6n4Y03V9Ej0q8SSSGLb5cm8iRWHRg3XPvUN34O0i++wmaOQtZlijByGfcMMGP8AFnvQBxun+MtYuU8PX+oTyW1lqFuu6aKENEJi5G1+6gjofWix1jU7a4g0c39w39oazcQNeuRvjVVBVR2yeldjJ4M0dxZxrFJHbWgCpao5ETAHI3L3wajl8D6LMt+DHMrXk4uGdZSGjkHRkP8ACeO1AHGxeKNf1XXtP0iK/e0ja7vrKaZYlLSeUuVcZHB57dxWdp/j7XIFstTuJ2ulurC8drbaAqtAQqsMeuCT9TXplt4T0i1nsLhIGaexDiGR2JOX++x9Se5qGPwP4fiFmEsAFtBKsI3HAEmd4985NAHK/wBp+MINNa7XVLSaG4igmhk8tXcFiAyhBj5OepqxNrmt6H4l03Tda1Mm2k27btIFEcjk8pJ/c46GtqDwDpFrpZ0+GS8WHcNp887kUHIQHsue1XL7wlpeo6lHe3Cysy7C8e87JCn3Sy98UAUPEEl1F4y8PNFdypBtuDJAuNsm2MkZ/L9aztJ8Raqb3w7NcTrPb64Zd0RAH2chSyhccnhSDmup1TQLLV7qxubnzRLZSGSJo3K9Rgg+oI7VDZ+F9MstVbUI0dpdxaJHbKQFvvbB/DnvQByfjrxTqWi61Gun3b7YjbebAIgUAklKkux55AwAPeqlj4j19tcvLiXU/MtrbXDpwtTEoUxsuQcgZyK7PWfB2ja7dm6vbdmmMflkq5GcHKn6qeh7ZNLF4Q0WE5S1wTdi8J3HmUDG4/hQByPxGk1GHxl4Wl0m1gub1ftBSKc4Vvl6ZFaXw0lsofCk1219CZZ7qSW7UgRrbyk/NHjtgj8a6240mwu7+3vri1jkurbPkysOUz1xVGbwnokyXKmwjVbmRZZgnAdwcgn3oA5rRJ7d/i14iuI5Ymh/s63PmKwK8M2eelXvigyS/DDXHQq6m3BVgcg/MORWpYeENF062vreC1/d3u4TBmzlWJJUei5J496s33h7TdR0P+xZ4P8AiX7AnkqxA2joPpQB5toWqXFtq+r63qcS2uo6XpKoNPg5WePG5ZM/xentWhaal40/sK41BdQtLhp7IXVrF8rPuByVAAHy49cnNdrN4Y0qe9tbuS3zNbQNbK2770bDBVvUfWsI+Dn8MaXMfB8ERv5JAF+2yllijJ+YL6AdcUAZEvi/Vb0aVPY3wjtb++jt1YQgkAR5kHP+17dqqaN4s1jxU2naY97JYzPaXU7XEIAMjRybFH9SBXbWXhDTobDSobqNZZtPYyxuPlHmNks2PxNI3gjQzaWlvHbNCtrI8kTROVZS5JYZ9Dk5FAHli+NrxdXbxObYLeP4ejUjbwGNzs349P4q6e7n1Cw1zXpdPuftN0bOzfDOFd0y24If7x5x712Z8JaH9okmOnxZktBZMvYwg524qO38F6DbW5ihsQDsVBIWJcBTlcN7dqAHeEdYi1vw7b3cVyZzko5ZSrqQeVYH+Id63qqafptppVr9ns4Vij3FiB/Ex6k+pNW6AM3TxCL2+MYO8uN5Pc8+vNaVZmnSO9/qAbaVV1CkDB78GtOgD4l+IP8AyULxB/1/S/8AoRr1j4XaTDrXgvQrS4yYf7SnZ0wfmAUfhXk/xB/5KF4g/wCv6X/0I17N8FxIfDehFFJQX9zvOOnyjFAHqdh4K8P6a8jWtgqGSNomJJOVPUVmQ/DPQ4U8tHugm4sAJiMcEY/I4/AV2lFAHMR+BtJRcHzX4HLNk8AD9cZ+pNFdPRQAUUUUAFFFFABRRRQAUUUUAFFFFABXxN8QrqO9+IOu3EWdj3kmMjnrX2zXwz4s/wCRv1j/AK/Jf/QjQB9N/Aj/AJJbZ/8AXeX/ANCr0uvNPgR/yS2z/wCu8v8A6FXpdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVU1KO6l0y5SymEN0Y28qQrkK2ODj61booA8ksviPeyX3heW5kZIJXlstVQx4WOdcKGJ7Asf1ro9P8Vx6damW8nubx76We4tIVAZxAh4I6cYwR9aq3vwus7m18UQR3BC6zIk0anOIJF53D6tzWhqvhG7S70bUtBnt4L3TITaqlwpMTRHGenIPA5oAyF8bzWXjC/kkN3c6M2mxXqxiP5oNxwTjrj1rr9Y8S2OjWNndziR0vJEihCLkszdPp+NYd94N1GbVrjUbfUYxPeWK2c7SLnYA2SyjvwSMGtfXtDbUvD0emLDb3MaBAyXBK7gvcMPut3BoAzb/AMXJb6jPsS8WSz02W8e0eLasgBA+8e49vWol+JGnQ6LY3t7bzrLPaR3c0UK7/JR2Cgn2yae/hC/nkhWe9RohpUthIzEtIS5BBzjnGAOetZ2geDNf0hrOV7nT2YWK2Fwm1iAkZPluuRy3PIPFAHoKuHjDryCMj3rlrT4gaTdz2cSpcI13JNEm9MYaL7wPpWno0esw3l/BqEsU1mjKLSULiRl287+xOe/Fcxq/wzj1TWr7URfywGaeOaBIyf3RAxJ9N/OcUAQXXjifTPEkt/ci6fRJNNWdYVjGYT5m0s317VvHxvZHWIrKK1uJrd5RAbtANiyldwQjr0xz05qh4l8E3muNqCQ3NvBBNp62cAIYlcMGy35VJp3hXWdOubqCHUoI9MuWSZ0RW81JAoDBSeNrbRQA+1+IulXZiRLa8SSdykKyxbPNK7t20nrjac/hWg3imCbwddeIbO1uJUhikcQMm1yUyCMH3FYaeBtQt9L0R7e9tV1XSbiaWJyjeUyysxZCOvRuvtXTJpV1Jod7ZXl6Zp7tJA0gXCx7gRhR6DPc0AcdceJ7uy8RadqUi3lzb3WkG5ktIiNkW05Lc+3vW9e+PdIs/vLcSKqxPK0cefLEn3c/nWfD4N1Z441u7+0YppklgBHGw+991uT6damsfCWp6fqEksV5avDc20UU++L543RdoZOvbsaAOh1HW7bTrqztWV5bm7J8qKMZYgDJb6AVj6f4ptdT12JY3v4R9ge4NvNblFIDhScnncCMY96j8U+GtUvrzSdV0K+ih1PTtyA3IJSSNhhgwHfiqtzo+r6bfS65d3EV8sOmywMqRsJXLMH4AGMAgAD0oAt2XxB0y8EgFteJIlot4qGPJeJjhSMevoajk+I+kRoMw3bSfbDYskce4rLjO3I4ORXK+GNLvb3w7Lp+mXenTNNYC3Go24lLIVwVRy3GDkggYIzV2x+GepW1whN5YrD/AGnHqTJFEygMFwyj29KAOlbxzY74Y47W5MszmFAUxtkAztb+79TxVbSfHDXkOlSX1qlql3bXFxM/mZWIRMQRnv8AWi18L61a6tqEK6nB/Yl3M1xsWMidWbqu7ptP51St/AN4mnWFjNcWhhtxcWzqithraUk7R6OMjnpxQBf/AOFj6MIZ5XS4VI4EuAxT5XR2Cgg9OpH0Fb0muWcGhzavO/l2sKM7secBSQcY69OPWuYtvCGujw82k3eq2c8EMQt4Ijb/ACSRhhjzO5O0bePXNaFr4Js4vA9z4YdittcLICFYsIt7EgLnnAOMfSgBR4yEdtcXNzo9/BDHAk8bsoIkDNgAYPB6ZB6VHH4+sZYLJorS5lmurl7VY4wG2yKMkFhx+NZ8/g/xJeeFX0m51+FpE8tImSEqrojA/vOckkDBxT7HwVqNncWxF3ZmKDUWvQqRFOGXBUDp1oA6HT9Vh8R+Hnu7KV4DIrxkjG+J1JBHpkEVyHhbx9FbaLa22tLemcW88y3cqDFz5Ttu247gYrpPB/hybw5oU9hcTxyvLczT7owcAO2cc+lYyfD+4nsre0vNQVBZw3MVs8A5zMT8zA9wD0BoA39B8Sprd3fWjWVzaXNmVEiSgYIYZBBHB4qh/wAJ5Yh4JjbziwuZjb21ztwJJRnKkHoDjgnrWvo1pqkEKtqt3FNOEEe2BSI+M/NzzuPfntXPQ+BJFjj0+W7STSra9N7bIwJkDHJCsemASTx7UAWY/Gq3VjavFp86zX3y2iuQBI/ORntjGSaxNA8W3el6ZPbXcF3qF8t3cM6b1LRQptLEnvjOBjrxV+58D6kuj6PFp+rxw6hpM7SQTNCdjhuqsufQ0xfA2rWV9BqdhrMC6gJpXlaSA7GSQLuUAN2K5GaAJ5fiJbCWVodOuWtIIIrq4nYbfLicEhsdT06Vbt/G0L21zNcafdQBBG0GVyLgSHCBSON2eCO1Mk8Gy3F3rctxqIdNUsVs32wBWGARvJzgn5j2HaqcvgzWrvwqmnXOtob+0Mf2O4jjIQGNsqzqc5YgYNAB4I1LUb7xR4riv3nAgu0WKGVg3lKUBwMcYro9asby8EL2+oTWkUIdpRFgNJxwMkHvWDpPhXXNN1C+1H+1bb7VqF1FNcKkJ2bVXayjJzzxzXWX0c81jPFbOiTuhVGkUlQSO4FAHlF9/b0Pgu08RN4k1KUM6h7UbPnYy7QAcZxgdK6l/iNbTRmGysJ5NT+0S262kmFO6NQz5boPlPHvTpfCOqP4DstAS+tRcxSK00xjbawD7iAM5Bqo/wAPr221f+2LDVIvtq6hJeIssJCbZECMhweeACDQB0f/AAk9q3hD/hIkil+zmDzhG6lWHsR256n8axLjxPDfar4dAN3C9xNMqRxkeVMyp0J7r6EV0kumztoUtj9qMs7owMsyhgSeSCvTb2x6Vy2m/D2SxudGnF7FGunXc1ytvHGSgEgxsUk5AA6UAFn48vpdGspP7Ke71GWOSeaCA4CRKxUkE9T6DvWt4r1e3h8FzahMb2C3eNWLw/JLGDj16e9Y1j4H1zTbrT7u11mCOa2MkUkflEo8DsWxnruBOc9K3fEHhh9b8JS6El86CUBXuJl8xjzknqOaAILHxak/iZ9FS3LxRBE87flyxTcCV67cfxevFVfFZu73xHpmlLcXlvaPbXFwxtHCvI6bdoH03H68VJH4Jc+J7PWrm9jkktCPK2wbXC+XsKFs8qT82CODWrfaNcXXiWx1VLtI0tIZYvKMeS+/HOc8YKjt60AcXpWtPM/g2WHV72aC+kuoX+0Y3scZAbHG5eR+FWNE8arpvh+GOYT6jdKZ5ZcMC6xo5BPufarml/Dx9Oj0BDqYkGkXU1yv7nHmGTPB54xmotO+Ht9os0N3pusqLpXn3+ZB8jLK248ZzkduaAGeLfFgv/DuoNo73Mf2NYpJ7iNwnl7sHaQeTx1xXT654kg0KHTppYJJYLy4jt/NQgCMv0Zs9qw7j4fGUapBHqskdpqiJ9qBjBkaRf4w2eM+mK6DW/D8GueG5dGuJpArxhRMPvqy4w31yAaAMu28ZwanYTNBZ3DSJNPbyxxupaMxjls5x6Y+orI/4SC9/s7TbO3EwtbrRJ7oXMsoMwZUBGfcZ61t2vg6LTpL6SwujG11bLAA6BlVgMM+BjJYBc/Sq8PgqdLPS4ZNTDPZWUtkzLBgSRuoHTPBGBQBH4S8VveXNnol5bTJdNYJcpM7A+avQk46c12lclpfg2TTfENlqhvxKLXTxY+X5WCwBzuzmutoAzrCExXl6d6MHcEbTnHXg1o1kaLE8U+oKT8pnJAxjGevTj/PNa9AHxL8Qf8AkoXiD/r+l/8AQjXsnwY2/wDCPeH8lgft11jA6/KOteN/EH/koXiD/r+l/wDQjXtvwNs/tXhrTZCDttbm4kBBHVsDB4/kaAPaJ54rWCSeeRY4o1LO7HAUDuaz7XxHo95BbTQ6jblLlDJDucKXUHBIB7VH4r0yXWfCupadCyCS4gZFMhwuff2rz230C/8AF+oW17qeh21hYaZYy2cULOshuXZdvy44CgjjnNAHrKuroHVgykZBByDRWH4N0uXR/Buk6fPvE0FsiyBzkhsZI/AnFFAG9RRRQAUUUUAFFFFABRRRQAUUUUAFfDXi8AeMdYCtuH2yXnH+0a+5a+JfiDbLZ/EHXYFOQt5J2x3oA+j/AIEf8kts/wDrvL/6FXpdeafAj/kltn/13l/9Cr0ugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKr3k32ezmm8yKPYhbdK21Bx3PYVYrO12MS6DfRtbNch4GXyVUEvkdMGgCCPxDp8Ntbfb7+yhuZUjJjSYMMtwMdyCehqs+vST+IZ9OspLULZbGu/OJB2sM5Uj0GOvrXn7aLqTaXOo0K689fDcNop2LuaZT90c9RxWzeaVqeor4qghsZopb2xg+zySqArsqDK5z1yMUAdk3iXREs2u31S1SBWCs7yAYJ6Dn17VDJ4v8OwwxzSa1ZrHIcIxlGGOccfjxXBa5ol7qVtd3a6BMC9hbWpgCLukkDBicZwAoyM1qaz4djutTvz/Yhkt/7FMUKiNcCQnO1fQ0AdtFrWlzrcvFqFs62zbJmEgxGfQn8ajl17TIrixhN3GzXrOsBVgQxUEtz7YrzebR7vTLC4lg0OU7tKs1cJECTKrje2M8svX8KtaNp2oWEekTXOnX0q2uqXTP5iAyOkqvtbAOP4hn0oA7WPxJZ2+lC+1S7tLdDM8asku9ThiBg9zgc+lXJdb0qAoJtStIy6h1DzKMg9CMnpXm/h7QNasNWsri906SSwS9vozA2D5aSNuRwM4wQMfjVaHwlf2cTW82nT3TrpU6RuUBETM5ZYwc9gQKAPW57qC2tmuZpUSFRuaQngD1ql/wkOkC1Fy2pWywmTyg7uFG/wDu896xta0+9u/AtrDBA73ECQSPbHgybMbkP1xXN6poVzdalcXy6JM1tdanZStAVBOE5dyM4xggfhQB6JBfQ6jpv2vTZ4bhHQmJw2UJ98e9YvhPxZb69pUJuLm1XUhD5txBE3+rGSM89uKoeCrK90ez8SSXNlMiPqc89vEAMvGQMbRnvg1xS+F9avrfRILfS57OZdOvIbiSRQoDv9wMQec4oA9Ut/E2i3SSvFqdvthUPIWbaFU9Dzjj3q1/amn73X7dbbo0DuPNXKqehPPANcBH4WvNf1HTbqez/s+OPR5LK6RlAJdhgYA4IHWsnRPCPiKe8tm1KF1hu1FpfhsDEUJ/dt9XAoA9L1nxDYaEbFLt28y+uFtoFUZLOx/lWT4c8Z2+s6nqmm3b20F3aXz2sUQk+aVVUHdg8+v5VU+I1ndy2eh3NpZy3QstUhnkjhGW2A84FcgfDGt/2mbxdMmikfxMbouMbhAYsbs56ZNAHqdjrGk3d7PYWN5bvcQcyRRkZXt+NF14g0izufs1xqNtHOHVDGXGQzdAR2zXHeC9LmgTSob3QZYNS04SRSXspyrKScspBySxOefesrxno+p3upeKBZaFczSXMFsILlFXDFGBYA5zQB6RLrmlwX/2GW+hS6wT5ZbngZ/lziobTxPot86JbajDI0kTTIAT8yKcFh6gVxOk6fqDalcaXqfh43Li7W8gv5+Y1BUcE5yGHIwKof8ACKeIbDV/JtbdjZ2961vbOrYb7LPzISf9k9KAPTLzW9L0+wjv7y/t4LSTbsmdwFbd0we+aozeMvD0Fol1Lq1usLzeQGJP+s/u46g1hfFG3htfhdfRqilbZYRHkA4w6gfpXN6zpGo6ljUoPD86pNq9pN5AVQ5SJcNK3OBnjj2oA9Kt/EekXMNtNFqEJjuQGiYnAYHp16Z96ytd8YQaZq1hYWstpPNLdpb3ETSEPGG6EYGCfauU1Tw/q4HirTY7CeT+0riGayuIwNkS5X5evylcE8VWtrLWLG2h0ubw/eXF1BrSXLXyKpSZA3Llic5xQB6emsabJNHCl7C0kjtGiq2dzL94D3FZOqeOvD+l2V3PJfxu1shZokyWbDbeOOfm4zXGLp+vPrFvZw6LcxpDq1xO12+3yzHIhUEc571Ja6fq994KutOufDBg1Cz0uWzE7EFpmI4EfqDtBJPcigD0i41O1stOF/eTLBb7VLO54XOMfqajfWtNjaVWvYQYnWNxu+6zfdB9zVKewPiHwbJYXMEtsbq28so5w6HHBOOhzg1xHh3wtrra1Z3mroxS9QSXynkRyQ/LGBz3BB+ooA7v/hKdFGoT2TXyLNCGL7lIX5fvANjBI7gHNYb+PbC+1vTLXRr+3ubeaUpckK2VG1mBB6Y+U1zraNrNzZ2un3Wm3Cy6RfSzrdoFJuI8HG31LZwc+lUpdA1dvBvhizj0S7trmO5kec25AeHO/aW55HzDIoA9Il8XaHFDaTfbQ8V3uMLojMGC/ebgcAep4rb3AruyMYzmvK9Sg17XtM0djot3pmq2yzRZiVDFnCja4/55P37jFdxour3l7qWqafdae0H2Bo1SYfcm3ICdv0OR+VAEEHi3TYLe4n1LWNNEQunhieFyV45Ck/3sdcVdHifRTYQXy6lA1tcMVikU53kdQAOeK8vtvDmrvqMcz6JcR2//AAk0l4UdV4hK4DYz0zV21ttc0yW0v4vDtzcQ2l9dK9mQoZllPyunOMDvQB1Ufi4y+OY9Pjntm0h9Na8WcHuGAzuzjFb82t6ZbxTyS3sQWCNZZDuzhG+63uD2xXE3PhzUp/E8l3DpqQWp0SS3REICrIzZCfWs2PT9fmsXvG8Pyg29hYxi3ldd0rQyZYAe4Bx+FAG5Y+L7rULvUkXUbSGOLVILa3MsTISrKrNHg87zzXSxeJ9FmvxZRahE1wZWg2DP+sXquema4e40/V75b7Ul0GaNrnVrS5jt2Zd4WNVDMew+6fzpkfhbVm1Ce5msTGo8Rf2hG29RiEqck/4UAd5B4m0a41JdPjv4jcvu2Jn7+04O09Dg+lULrxJbWniqSzl1a1SCCzaae3aM70wR8+7pjHauB8C38DeJrEzWl+0YkuIbK43I0PzMScY+b8T0ra8Z+HdW1TxVdTWdiZIZ9EntVlDADzG6A+lAHXQ+LtDuLGe8jvlMEARnbYwOG+6QMZOe2Ka/i/SE1S208zOJZ4JLgMyEKiIcNuJ6EHPHtXFzeHNTktGtrnRZZrdtGtbRhHMFbzUcbiPQjqD7VMdH8SW76V9qtm1ApbXlt5y4V1RwpQydix2kHHc0AdfbeMPD17ci3ttWtpZSMqqNndxu49ePSmXfjTw9ZWUN5NqcfkTZKMqs2QDgnAGQAepNcnPoGoQad4Mv4NJY3GkyBbm2UKHbKbM56YB5+lUtO8P67pF/ZXNxowvY5oprOa2EgKRbnLBzkcqQeaAOxvPFunzWuppbajHZNZGJWuriP92C/K49Qf61dufFei2eox2Fxfosz7ecEoC33QWAwCewJ5ride8P61eW3inS4dJVxfQQGCZGCx7lGNoB5GKmu/Cup3kOtaNJAqpqUdrJFc7crGyKquCezDbkUAdVaeNvD19rX9kW2oLJe73jCBGwWUZZd2MZH1q/pmt2GrmQWUxk8vkkoQCMkZBI5GQeR6V5nZ+FtZh1gSjTphHF4me737lBaEx7d30z1rqPBWjanpGpagJo5odOlAeKCWQMIXLEsseP4Oh5oA7aiiigDO08L9svigIUuATjgnnPt+laNZmnnN9f/OW+deT268Vp0AfEvxB/5KF4g/6/pf8A0I175+z/ALf+EH77vOk9cYz+X9a8D+IP/JQvEH/X9L/6Ea9+/Z/Df8IIGz8nnycY759aAOu+JNnqF/4GvoNO8wv8rSxxffkjB+ZV9yK831HWxqWk3GlaR4d1L+xUgRNNeCBkdb4Y5YjBAHckYyK9G+JGtX+heFGutOmEErzxwtOU3eUjNhnx7CuP16+vvB+jrrNl48OpyKU22U/lutxk8gBeQcd6APU9JW7j0eyTUHDXiwIJ2HQvtG79c0VPazG4tIZiu0yIrlT2yM4ooAmooooAKKKKACiiigAooooAKKKKACviv4lKE+JGvqCT/pknU5PWvtSvLtd+Bvh7X9cvNWuby9We7lMrqjDAJ9OKAJvgR/yS2z/67y/+hV6XWF4S8LWfg/QI9HsZJZII3Zw0py2WOTW7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNdd6MpJGRjI60AOrO1vWLTQNIuNUvjILa3XdIY13EDOM4p7aXbPYizfzGiBBOZDk49T17U2/0ez1LRZtJulaS0mj8p1LHJH1oAt288d1bRXERJjkUOpIxwRkVLWbaaLaWen/YYzMYcAfNKSQB0wfwqaXTbeZYFcORA25MSMMH355/GgCWG6jnkmSMktC2x8gjBxn8etT1ntpSMl0purr/SXDMfM5THZeOBU0FksFkbZZpmUggO75YZ9D7dqALVUdX1W20XS59RvN4t4F3OUUsQPoKrR6DDFbTQLeXxWULljPlht9D2z3qc6TA+jyaZLJNLBIhRmkfLkHrzQBbt50ubeKeM5jkQOpPoRkVLWZZ6LDY2k1tHc3TRyAKN8mSgAwAvHFOGkRCARG4uiqy+aCZTnOMYz6e1AGjUZljEoiLr5hG4LnnHriqdtpUVqgVZrh9splBklJOT2+ntQ2j2j62NXIf7WIfJDbzjbnOMfWgDQrHbxLpqaveaWZH+12kAuJUCHhD0x61etrKK1ZmjaQkjHzuWqjN4csptYuNWDTxXs9sLZpI3wQgOeOOD70AakMizQpKudrqGGRg4Iqlpms2mrS3sVqzl7Kc28wZSuHAB49Rgjmnzaak7wMbi5UwrtGyTG7kcn1PH86hfQrU3q3cTzwSeaJpPKfaJm2hfnHfgCgDQjmjlLiORXKNtbac4PofepKzNI0Kx0P7Z9iWRftc7XEu9y2XPUjP0qb+y7b7e16PME7DaW8xsYxjp0oAu0VlWug29pffa1uLt5fLMZEkxZSPXHr71ZsNOg05JFgMpDtubzJC3P40AZfic6RcR2+natYyXqTszpCkZcHYMknHpWbD8R9EmtrWa3hvmhuCiwt9nIUhn2Zz7NXWvbxSuHdAWClQe4B6j9Kzk8N6THo0Okx2arZQlWjjBPykNuBz1680Aa1NZgqlmIAAySe1Zp0K1OmtYLJcpCzbiVmbdn/ePNStpUMmitpcsk8kDRGJnZ/nKn/a9aALkcqTRrJG6ujDKspyDSu4jjZznCgk4rFj8K6ZFpljYKJxBY48kCZgRj1wRmtCTT4ZLjz2aXfuDcSEDj2oAj0bWLTXtLi1GyLm3kLBd6lTlWKnIPuDVi9u0sbKa6kV2SFC5VFyxAHQDuaoWfh2wsIZ4rbzkjmLll804BdizY9OSadBoFjbRzpF54E6LG5M7E7QMDGTx9RQBetblbu1huFV0EqBwrjDAEdxU9Z7aPat5X+tBij8tCJDkL/j71JJp0Mm7c0vzOr8SEcr0oAtb137Nw3YzjPOKC6KeWAJ9TVGPR7KLV5NUSNheSJ5bSbzyvpjpUd7oGn6heJdXMcjSoUKkSsACpJHAOOpoA1KKoQ6Ra25uSnm5uQRITKxz9OePwpsGi2ltC8UJmVHYMR5rHBHpk0AT3t4LKFZTFLKC6piNckZOM/SrOQKqz6dBc/60yEbxJgSEcjp07e1VpdBsZjMZBMTMX34mYfeABxzxwBQBp5BGc8VFPcQ26qZ5ERXYINxxknoKp2+iWVra2ttGsvlWrbolaVjg+5zz+NWLywtdQWJbqFZRFIJEDfwsOhoAwfDFv4fju9RGk6YtnNBcNFLlcEt1JA9PpXSrIjMyq6ll6gHkfWstPDWlR6z/AGsluVvNzMXEjAEt1JGcVLZ6Fp9jqE19bQlLmckyvvJ359QTigDQLqGClgGPQZ5pA6su4MCvrniq82m2k94l3JFuuI1Kq+4ggHrVD/hFtKEMsIhlWOWEQsizOBtznjng579aANkkDGSBnpVC11a3u9UvdPQOJrPZ5m4YHzDIx68UXOj2l3DBFMJCsAHl4kYEEdDkHk0smkWUrXDtEQ9yFEzqxBcL0yRQBd3ru27huxnGeaA6nOGBx156VUj0uzivmvUixcMmwvuJ+X064pLXSrOykneCMqZ8eZlyc9fXp1NAEtvf2t1bC5gnjeAsVEgb5cg4PP1FWayIfDWkW+jw6VHZqLGFiyQ7jgHJPr6nNawAAwO1AC0UUUAZOlbhqOpZIK+YuCPoc1rVnWGRf3wYrncvQY45/GtGgD4l+IP/ACULxB/1/S/+hGvoP9n3/knJ/wCvqSrOp/A3wxq+r3upXc16093M0z7ZAACxyQOK6/wl4S0/wbpB0zTWlMBkMn71snJ60AZ/xH1i60fwuHs1tzLcXMVtm4TcgDtgkjvXn1w2meFfE2ty2WiaPeDSLKK4JEZDbicNzyAe+K774j6haW2gQWV1pf8AaTajcpbRW5baNx757Y61wtjqWnabpd6U8KJ/wilzeCyurt7gtM7BghZh1KhvegD2W0n+02UE+3b5kavjPTIzRUiIkcaoigIoAUDsKKAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ2ns5vL7ehXEgAzxkY64/r3/CtGszTbdoLy/JYFZJQ4AGMcc8fh1rToAKKKKAMXxN4dt/EulfY5pZIXSRZoZoz80bqcgiuH034V6pHLHZ6t4iF5oaXZvDZpB5ZkkJzyQemecV6VdXlrYwGe8uIreEcF5XCr+ZqKy1bTtSz9hv7a5wASIZVfA98GgC7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAULJVF3eMGyS4B9uOlX6xdKkSTWtWCoxKuimTBxnHTn0/rW1QAUUUUAcB8TNIutSGjzDSpdW062ud93YxvtLrjhsZ+bB7GueawtL7xDoz+DvDN3pU1vdK13eGH7OixfxIw/jyK9C8Sadrd7HbyaHqwsZ4WLMjxh0mGPut6fWuF17xDqt/faH4e1a0k07V21SFxJDkwTRq2SVb6DoaAPWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDK0x5JNQ1DzFTCuFVh1I54NatZGkweVf6k3mSN5kob5h046DPOP09O9a9ABRRRQB57431PUH8Vabo9rrDaRb/ZpbyWfZxIU6Lk9u5rD8J+MdW1bX9Ch1TUNG1WHUPOeNbeLbJbmPOH5z1x+tavxAl/tjXrPw9a+HbTVr2KFrzfdzGNIlHHbk59OlZfw41XSZtciln8KWej6je+bDDcW8gZZGiOHUD+E/zoA9dooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKNk2bu7GWGGHysMAdeR9f6VerL02dZdQ1FAq5jdVYq2cnB49Af8a1KACiiigDmde8IR6xqkGq2uo3Wm6jHG0Jnt8EvGeqkMCKi0bwFpei6lZ3sMk8jWkDRxJI2VDscvJ/vt3NdXRQAUUUUAeQwfEbX761ZYPscM76++lo7oSqoFJBI9eK1W8danoHiRtK1hrPUYvscl001jw0JQcqy+/rXKWvg3UZdOsxdadcG2vvEzXhjKlXSBlI3OBytbmseDG0zxh9l0DS3jsdV0qa2uZ1ywWTnaWY5wfxoAt6b8QtZt76wk8QafBDYarbvNZ/ZySyFRna+e5FP0TxxrzTabfavbWg0nWQ/2Iwkh4mAJVXJ65APTvWHp1lrfi6PQ9Mn02exbQ4ZEupZ0IV5ChRQnqD1zUmk6bq2r2Ph3w7No17aHQpDJcXMybY3KhgoQ/wAWSRQBs6T4516KfT7vXbO0j0zV0drMQMd8TKpYK2eu4Co9H8d65FNpd/4it7aHSNZ3/ZPKB3wn7yCQ9OV/WsbSrfWPE66FosuiXVj/AGAZBc3E2AjOI2VAv94HIJxRbWOveKI/D3hrUdEu7SHRmJvZ3G2OXYhRPLbvnNAGvo/xF1hrjT7zWdPt4tJ1cy/Y2jJ3x7ASA+eDuAyKs6H451qS+0641qzt4NL1qRo7ARk+ZGwzgP8AUDrXO6Zpeva3Y+HPD9zpVxZtozzG4nljIQgKUjCt0bOe1XNKstX8RR+G9DvdMurP+xp/OvJ5YtiPtJCiNu+fagDqtI8ZXN/qHiJbvTp7KHS0VkjmXDvwxLfQ4GKwtF+IGvBraXWdNheDVbSS6077JknKKW8ts9yoyK2ZdP1G58W+J4ktmW2u9OiSKdhhWkAYbc/jXO6c3iCe20RG0m6hl8O2czziSLCzzLGY0WM98g5yKANDTvGHia1MR1+2so21CzkubSGAnfCUQvtkB9sDPrTfDfivX7yzk1S+1LRbq2isnuZLS1z5ykLkD07VR8JR3d5FLqOoeH9Vn164tJI5ru/i2Rg4J8tVzkKc7eKqW2m3/iLULVdO8KyaD9k0+e2upJIxGsrOuFjX+8oPO6gDX0zx1run3Fi/ii3s4rXU7eS4tvJJDxbV3bXzwcjvT/DvjjXNSBvbqCwks5oJJlhgf97bbVJUSeu4D9azZtD1Hxwuk6fdaVcWEek28iTyXCbd0pTaojP8Q756VnaV4f1Z7nQrTT/D0ljc6HHIt3PcfLFdEqQFBH3wxxz2oA6Pwh4y1XVrZNWv9V0h7H7I9zLaQA+fGAP6Vc8PeNtSvbrS5dVsYbfT9aDNYOjHcmASFkz3ZeRiubOk33izVNMgt/DM3h/7BDIt7N5axo+5CpjTH3hk5zUVlZa34si0HQzYXOlS6CrrdXUsWE3hDGnl/wB7PXigDsdM8bS6t8QbjRLa3H9nQRSA3DdXlRgGC+wzUEHja61H4mw6HZQsNKjjlWW4K/LLMoHyqfbvWPpHgXxDo2tafaNq6zWaafPAZ0ttpQtjvnliecn0p2meCdf0HxJ4bgj1cTWFoJixS1xwRzubJ5b1oA9SooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxtHj26lqzmRHDzj7uOML0OO/wCtbNZOlzLLqOpIgwElAY7MZOPXv2rWoAKKKKACiiigAooooA5PW/iHoeiR2ju092bqA3Ea2kRlPlDGXOOg5qa+8c6RZR2BT7TdyX8JuIIrWEyOYwMlsDoKKKAKV98StFttM0+8tI7vUHv93k29rFukwv3iVOMY710el6xZaxpMWp2cwe2kTdu/u+oPoR3oooAxdI+IOha1ciK2kmSN5HjhuJYikUzLyQjHgnAJ/Co9G+IOla3rC2EEN1Ek3mC2upUCxXJRsMI2zz6/SiigDW0/xLpeq6vdabY3KTzWsayStGQVXcSAM+vHSk07xPperapeWFjcpO9moaZ0IKrntn1oooAy9K+IOkatrT6fFHcxKS6wXUse2K4KfeCN3xzTdE+IWma3qDWy215bRNv+zXM8YWK52EhthzzjBP0FFFAC+HviFpXiPU/sdvDdweYC1rLcR7UulUkMYz3xiuuoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMnTreSLV9RkltCjSMpSfzNwdMcLg8gg546c9a1qKKACiiigAooooAKKKKAP/2Q=="
ffbm0221	1	{"lines_data": [{"Word": "Site Index", "Confidence": 0.902, "X1": 0.14451, "Y1": 0.0712, "X2": 0.24133, "Y2": 0.071, "X3": 0.24133, "Y3": 0.0858, "X4": 0.14451, "Y4": 0.0848, "page": 0}, {"Word": "\"I'm a very healthy", "Confidence": 0.75175, "X1": 0.34249, "Y1": 0.0962, "X2": 0.49711, "Y2": 0.096, "X3": 0.49711, "Y3": 0.1128, "X4": 0.34249, "Y4": 0.1118, "page": 0}, {"Word": "person,\" insists the trim,", "Confidence": 0.9395, "X1": 0.33815, "Y1": 0.1132, "X2": 0.5448, "Y2": 0.113, "X3": 0.54624, "Y3": 0.1288, "X4": 0.33815, "Y4": 0.1318, "page": 0}, {"Word": "neatly dressed, 47-year-old", "Confidence": 0.69933, "X1": 0.3396, "Y1": 0.1322, "X2": 0.56792, "Y2": 0.132, "X3": 0.56792, "Y3": 0.1478, "X4": 0.3396, "Y4": 0.1488, "page": 0}, {"Word": "Online extras", "Confidence": 0.989, "X1": 0.15029, "Y1": 0.1352, "X2": 0.28468, "Y2": 0.135, "X3": 0.28468, "Y3": 0.1488, "X4": 0.15029, "Y4": 0.1478, "page": 0}, {"Word": ". Specials area", "Confidence": 0.89033, "X1": 0.14884, "Y1": 0.1522, "X2": 0.29046, "Y2": 0.152, "X3": 0.29046, "Y3": 0.1668, "X4": 0.14884, "Y4": 0.1648, "page": 0}, {"Word": "owner of a Dallas", "Confidence": 0.9965, "X1": 0.3396, "Y1": 0.1502, "X2": 0.48844, "Y2": 0.15, "X3": 0.48844, "Y3": 0.1658, "X4": 0.3396, "Y4": 0.1668, "page": 0}, {"Word": "--", "Confidence": 0.823, "X1": 0.92919, "Y1": 0.1732, "X2": 0.92919, "Y2": 0.173, "X3": 0.92052, "Y3": 0.1728, "X4": 0.92052, "Y4": 0.1498, "page": 0}, {"Word": "\u00b7 Celebrating", "Confidence": 0.5085, "X1": 0.15029, "Y1": 0.1672, "X2": 0.27023, "Y2": 0.167, "X3": 0.27023, "Y3": 0.1818, "X4": 0.15029, "Y4": 0.1808, "page": 0}, {"Word": "construction company.", "Confidence": 0.9855, "X1": 0.3396, "Y1": 0.1702, "X2": 0.53179, "Y2": 0.17, "X3": 0.53179, "Y3": 0.1848, "X4": 0.3396, "Y4": 0.1838, "page": 0}, {"Word": "Hispanic", "Confidence": 0.994, "X1": 0.15029, "Y1": 0.1822, "X2": 0.23121, "Y2": 0.182, "X3": 0.23121, "Y3": 0.1978, "X4": 0.15029, "Y4": 0.1988, "page": 0}, {"Word": "\"But it's just a matter of", "Confidence": 0.9315, "X1": 0.34249, "Y1": 0.1862, "X2": 0.54335, "Y2": 0.186, "X3": 0.54335, "Y3": 0.2028, "X4": 0.34104, "Y4": 0.2008, "page": 0}, {"Word": "Heritage", "Confidence": 0.991, "X1": 0.15173, "Y1": 0.1992, "X2": 0.22832, "Y2": 0.199, "X3": 0.22832, "Y3": 0.2138, "X4": 0.15173, "Y4": 0.2128, "page": 0}, {"Word": "time if you smoke your", "Confidence": 0.9184, "X1": 0.3396, "Y1": 0.2052, "X2": 0.53757, "Y2": 0.205, "X3": 0.53757, "Y3": 0.2208, "X4": 0.3396, "Y4": 0.2198, "page": 0}, {"Word": "whole life. There's no", "Confidence": 0.9315, "X1": 0.33815, "Y1": 0.2222, "X2": 0.52312, "Y2": 0.222, "X3": 0.52312, "Y3": 0.2378, "X4": 0.33815, "Y4": 0.2378, "page": 0}, {"Word": "Forums", "Confidence": 0.997, "X1": 0.15029, "Y1": 0.2312, "X2": 0.22688, "Y2": 0.231, "X3": 0.22688, "Y3": 0.2448, "X4": 0.14884, "Y4": 0.2438, "page": 0}, {"Word": "doubt it's bad for you.\"", "Confidence": 0.9484, "X1": 0.3396, "Y1": 0.2402, "X2": 0.53035, "Y2": 0.24, "X3": 0.53035, "Y3": 0.2558, "X4": 0.3396, "Y4": 0.2568, "page": 0}, {"Word": "\u00b7 Recipe", "Confidence": 0.51, "X1": 0.15173, "Y1": 0.2462, "X2": 0.22832, "Y2": 0.246, "X3": 0.22832, "Y3": 0.2628, "X4": 0.15173, "Y4": 0.2618, "page": 0}, {"Word": "With the Eclipse cigarette, a carbon tip is IIt.", "Confidence": 0.82889, "X1": 0.57659, "Y1": 0.2542, "X2": 0.90462, "Y2": 0.254, "X3": 0.90462, "Y3": 0.2678, "X4": 0.57659, "Y4": 0.2668, "page": 0}, {"Word": "exchange", "Confidence": 0.994, "X1": 0.15029, "Y1": 0.2642, "X2": 0.23844, "Y2": 0.264, "X3": 0.23844, "Y3": 0.2778, "X4": 0.15029, "Y4": 0.2768, "page": 0}, {"Word": "Smoke from a regular cigarette has a", "Confidence": 0.71571, "X1": 0.57514, "Y1": 0.2672, "X2": 0.85694, "Y2": 0.267, "X3": 0.85694, "Y3": 0.2788, "X4": 0.57514, "Y4": 0.2778, "page": 0}, {"Word": "\u00b7 Movies", "Confidence": 0.4205, "X1": 0.15173, "Y1": 0.2792, "X2": 0.23121, "Y2": 0.279, "X3": 0.23121, "Y3": 0.2938, "X4": 0.15173, "Y4": 0.2928, "page": 0}, {"Word": "R.J. Reynolds Tobacco", "Confidence": 0.747, "X1": 0.33815, "Y1": 0.2772, "X2": 0.53468, "Y2": 0.277, "X3": 0.53468, "Y3": 0.2928, "X4": 0.33815, "Y4": 0.2928, "page": 0}, {"Word": "greater concentration of tar.", "Confidence": 0.92425, "X1": 0.57514, "Y1": 0.2792, "X2": 0.79191, "Y2": 0.279, "X3": 0.79191, "Y3": 0.2898, "X4": 0.57514, "Y4": 0.2918, "page": 0}, {"Word": "claims it has developed", "Confidence": 0.90125, "X1": 0.33815, "Y1": 0.2942, "X2": 0.53757, "Y2": 0.294, "X3": 0.53757, "Y3": 0.3118, "X4": 0.33815, "Y4": 0.3118, "page": 0}, {"Word": "what may be a \"lower-risk\" cigarette, called Eclipse. Since April,", "Confidence": 0.895, "X1": 0.34104, "Y1": 0.3122, "X2": 0.88295, "Y2": 0.312, "X3": 0.88295, "Y3": 0.3298, "X4": 0.34104, "Y4": 0.3308, "page": 0}, {"Word": "the company has been test-marketing the new brand in Dallas,", "Confidence": 0.9121, "X1": 0.3396, "Y1": 0.3312, "X2": 0.86272, "Y2": 0.331, "X3": 0.86272, "Y3": 0.3478, "X4": 0.3396, "Y4": 0.3488, "page": 0}, {"Word": "trying to entice established smokers to try it because it \"may present", "Confidence": 0.91708, "X1": 0.3396, "Y1": 0.3492, "X2": 0.90896, "Y2": 0.349, "X3": 0.90896, "Y3": 0.3668, "X4": 0.3396, "Y4": 0.3668, "page": 0}, {"Word": "smokers with less risk of cancer and certain other diseases, such as", "Confidence": 0.97075, "X1": 0.3396, "Y1": 0.3672, "X2": 0.89884, "Y2": 0.367, "X3": 0.89884, "Y3": 0.3848, "X4": 0.3396, "Y4": 0.3838, "page": 0}, {"Word": "chronic bronchitis, and possibly emphysema.\"", "Confidence": 0.9564, "X1": 0.33815, "Y1": 0.3852, "X2": 0.72543, "Y2": 0.385, "X3": 0.72543, "Y3": 0.4028, "X4": 0.33815, "Y4": 0.4028, "page": 0}, {"Word": "The marketing effort has arrived here after three years of testing in", "Confidence": 0.82867, "X1": 0.3396, "Y1": 0.4222, "X2": 0.89595, "Y2": 0.422, "X3": 0.89595, "Y3": 0.4408, "X4": 0.3396, "Y4": 0.4398, "page": 0}, {"Word": "smaller cities, including Chattanooga, Tenn ., and Lincoln, Ncb.", "Confidence": 0.977, "X1": 0.3396, "Y1": 0.4412, "X2": 0.86994, "Y2": 0.441, "X3": 0.86994, "Y3": 0.4578, "X4": 0.3396, "Y4": 0.4578, "page": 0}, {"Word": "Dallas was chosen, explains company spokesman Seth Moskowitz,", "Confidence": 0.91762, "X1": 0.33815, "Y1": 0.4592, "X2": 0.90173, "Y2": 0.459, "X3": 0.90173, "Y3": 0.4768, "X4": 0.33815, "Y4": 0.4768, "page": 0}, {"Word": "because smokers in a cosmopolitan market are more willing to try", "Confidence": 0.95964, "X1": 0.33815, "Y1": 0.4782, "X2": 0.89162, "Y2": 0.478, "X3": 0.89017, "Y3": 0.4948, "X4": 0.33815, "Y4": 0.4948, "page": 0}, {"Word": "new things.", "Confidence": 0.9875, "X1": 0.33815, "Y1": 0.4972, "X2": 0.43786, "Y2": 0.497, "X3": 0.43642, "Y3": 0.5148, "X4": 0.33815, "Y4": 0.5138, "page": 0}, {"Word": "Mr. Allen says he was convinced enough by the health claims to", "Confidence": 0.937, "X1": 0.33815, "Y1": 0.5322, "X2": 0.88006, "Y2": 0.532, "X3": 0.88006, "Y3": 0.5488, "X4": 0.33815, "Y4": 0.5498, "page": 0}, {"Word": "give Eclipse a try. In accepting a carton of the cigarettes at the", "Confidence": 0.95154, "X1": 0.3396, "Y1": 0.5502, "X2": 0.85983, "Y2": 0.55, "X3": 0.85983, "Y3": 0.5678, "X4": 0.3396, "Y4": 0.5678, "page": 0}, {"Word": "request of a reporter, he had to promise to set aside his usual brand,", "Confidence": 0.9885, "X1": 0.33815, "Y1": 0.5692, "X2": 0.90173, "Y2": 0.569, "X3": 0.90173, "Y3": 0.5858, "X4": 0.33815, "Y4": 0.5858, "page": 0}, {"Word": "Mcrit Ultra Light, and try to smoke Eclipse exclusively for one", "Confidence": 0.964, "X1": 0.3396, "Y1": 0.5862, "X2": 0.86705, "Y2": 0.586, "X3": 0.86705, "Y3": 0.6038, "X4": 0.3396, "Y4": 0.6038, "page": 0}, {"Word": "week. That's how long the manufacturer thinks it takes for a", "Confidence": 0.93682, "X1": 0.34104, "Y1": 0.6052, "X2": 0.84249, "Y2": 0.605, "X3": 0.84249, "Y3": 0.6208, "X4": 0.34104, "Y4": 0.6218, "page": 0}, {"Word": "motivated smoker to adjust to the new brand.", "Confidence": 0.95413, "X1": 0.33815, "Y1": 0.6232, "X2": 0.71821, "Y2": 0.623, "X3": 0.71821, "Y3": 0.6398, "X4": 0.33815, "Y4": 0.6408, "page": 0}, {"Word": "Perseverance is necessary because there is no getting around the", "Confidence": 0.9772, "X1": 0.3396, "Y1": 0.6602, "X2": 0.87717, "Y2": 0.66, "X3": 0.87717, "Y3": 0.6778, "X4": 0.3396, "Y4": 0.6778, "page": 0}, {"Word": "fact that Eclipse is a very different kind of cigarette. While it looks", "Confidence": 0.93354, "X1": 0.3396, "Y1": 0.6772, "X2": 0.89884, "Y2": 0.677, "X3": 0.89884, "Y3": 0.6948, "X4": 0.3396, "Y4": 0.6958, "page": 0}, {"Word": "the same as a filtered cigarette, it doesn't work the same. For one", "Confidence": 0.94892, "X1": 0.3396, "Y1": 0.6962, "X2": 0.8815, "Y2": 0.696, "X3": 0.8815, "Y3": 0.7138, "X4": 0.3396, "Y4": 0.7138, "page": 0}, {"Word": "thing, the tobacco doesn't burn.", "Confidence": 0.9274, "X1": 0.3396, "Y1": 0.7142, "X2": 0.60116, "Y2": 0.714, "X3": 0.60116, "Y3": 0.7318, "X4": 0.3396, "Y4": 0.7328, "page": 0}, {"Word": "Rather, a carbon tip is lit and its smoke is inhaled through the", "Confidence": 0.98992, "X1": 0.33815, "Y1": 0.7512, "X2": 0.85694, "Y2": 0.751, "X3": 0.85694, "Y3": 0.7678, "X4": 0.33815, "Y4": 0.7678, "page": 0}, {"Word": "cigarette, absorbing the tobacco's flavor. That means an Eclipse", "Confidence": 0.94389, "X1": 0.3396, "Y1": 0.7692, "X2": 0.87283, "Y2": 0.769, "X3": 0.87283, "Y3": 0.7868, "X4": 0.3396, "Y4": 0.7868, "page": 0}, {"Word": "cigarette doesn't produce ashes and looks almost the same when it's", "Confidence": 0.97109, "X1": 0.34104, "Y1": 0.7872, "X2": 0.90462, "Y2": 0.787, "X3": 0.90462, "Y3": 0.8038, "X4": 0.34104, "Y4": 0.8048, "page": 0}, {"Word": "finished as it does before it is smoked. Furthermore, the", "Confidence": 0.986, "X1": 0.3396, "Y1": 0.8052, "X2": 0.8078, "Y2": 0.805, "X3": 0.8078, "Y3": 0.8218, "X4": 0.3396, "Y4": 0.8228, "page": 0}, {"Word": "manufacturer claims that the smoke from the new brand contains", "Confidence": 0.9387, "X1": 0.3396, "Y1": 0.8232, "X2": 0.88439, "Y2": 0.823, "X3": 0.88439, "Y3": 0.8398, "X4": 0.3396, "Y4": 0.8408, "page": 0}, {"Word": "80percent fewer cancer-causing substances than found in a popular", "Confidence": 0.91844, "X1": 0.34249, "Y1": 0.8422, "X2": 0.90173, "Y2": 0.842, "X3": 0.90173, "Y3": 0.8588, "X4": 0.34249, "Y4": 0.8598, "page": 0}, {"Word": "ultra-light cigarette.", "Confidence": 0.951, "X1": 0.3396, "Y1": 0.8602, "X2": 0.50867, "Y2": 0.86, "X3": 0.50867, "Y3": 0.8778, "X4": 0.3396, "Y4": 0.8788, "page": 0}, {"Word": "53059 0783", "Confidence": 0.9735, "X1": 0.99422, "Y1": 0.9712, "X2": 0.99566, "Y2": 0.971, "X3": 0.97399, "Y3": 0.9718, "X4": 0.97399, "Y4": 0.8748, "page": 0}, {"Word": "R0000001025065044", "Confidence": 0.992, "X1": 0.00145, "Y1": 0.9752, "X2": 0.20809, "Y2": 0.975, "X3": 0.20809, "Y3": 0.9918, "X4": 0.00145, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "Site", "Confidence": 0.855, "X1": 0.1474, "Y1": 0.0712, "X2": 0.18208, "Y2": 0.071, "X3": 0.18064, "Y3": 0.0858, "X4": 0.14595, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "Index", "Confidence": 0.949, "X1": 0.18642, "Y1": 0.0722, "X2": 0.23844, "Y2": 0.072, "X3": 0.23699, "Y3": 0.0858, "X4": 0.18497, "Y4": 0.0858, "page": 0, "Index": 1}, {"Word": "\"I'm", "Confidence": 0.958, "X1": 0.34393, "Y1": 0.0952, "X2": 0.37139, "Y2": 0.095, "X3": 0.37139, "Y3": 0.1118, "X4": 0.34249, "Y4": 0.1118, "page": 0, "Index": 2}, {"Word": "a", "Confidence": 0.998, "X1": 0.37861, "Y1": 0.0962, "X2": 0.38873, "Y2": 0.096, "X3": 0.38728, "Y3": 0.1128, "X4": 0.37861, "Y4": 0.1128, "page": 0, "Index": 3}, {"Word": "very", "Confidence": 0.734, "X1": 0.39306, "Y1": 0.0962, "X2": 0.42919, "Y2": 0.096, "X3": 0.42919, "Y3": 0.1128, "X4": 0.39306, "Y4": 0.1128, "page": 0, "Index": 4}, {"Word": "healthy", "Confidence": 0.317, "X1": 0.43497, "Y1": 0.0962, "X2": 0.49855, "Y2": 0.096, "X3": 0.49711, "Y3": 0.1138, "X4": 0.43353, "Y4": 0.1128, "page": 0, "Index": 5}, {"Word": "person,\"", "Confidence": 0.798, "X1": 0.33815, "Y1": 0.1152, "X2": 0.40751, "Y2": 0.115, "X3": 0.40751, "Y3": 0.1308, "X4": 0.33815, "Y4": 0.1318, "page": 0, "Index": 6}, {"Word": "insists", "Confidence": 0.991, "X1": 0.41185, "Y1": 0.1142, "X2": 0.46676, "Y2": 0.114, "X3": 0.46532, "Y3": 0.1298, "X4": 0.41185, "Y4": 0.1308, "page": 0, "Index": 7}, {"Word": "the", "Confidence": 0.978, "X1": 0.4711, "Y1": 0.1142, "X2": 0.49566, "Y2": 0.114, "X3": 0.49566, "Y3": 0.1298, "X4": 0.4711, "Y4": 0.1298, "page": 0, "Index": 8}, {"Word": "trim,", "Confidence": 0.991, "X1": 0.5, "Y1": 0.1142, "X2": 0.54624, "Y2": 0.114, "X3": 0.5448, "Y3": 0.1298, "X4": 0.5, "Y4": 0.1298, "page": 0, "Index": 9}, {"Word": "47-year-old", "Confidence": 0.535, "X1": 0.46821, "Y1": 0.1322, "X2": 0.56792, "Y2": 0.132, "X3": 0.56647, "Y3": 0.1478, "X4": 0.46676, "Y4": 0.1488, "page": 0, "Index": 10}, {"Word": "Online", "Confidence": 0.981, "X1": 0.15173, "Y1": 0.1352, "X2": 0.21387, "Y2": 0.135, "X3": 0.21387, "Y3": 0.1488, "X4": 0.15029, "Y4": 0.1478, "page": 0, "Index": 11}, {"Word": "extras", "Confidence": 0.997, "X1": 0.21821, "Y1": 0.1352, "X2": 0.28324, "Y2": 0.135, "X3": 0.28324, "Y3": 0.1498, "X4": 0.21821, "Y4": 0.1488, "page": 0, "Index": 12}, {"Word": "neatly", "Confidence": 0.569, "X1": 0.34104, "Y1": 0.1332, "X2": 0.39017, "Y2": 0.133, "X3": 0.38873, "Y3": 0.1488, "X4": 0.3396, "Y4": 0.1488, "page": 0, "Index": 13}, {"Word": "dressed,", "Confidence": 0.994, "X1": 0.39451, "Y1": 0.1322, "X2": 0.46387, "Y2": 0.132, "X3": 0.46243, "Y3": 0.1488, "X4": 0.39306, "Y4": 0.1488, "page": 0, "Index": 14}, {"Word": ".", "Confidence": 0.688, "X1": 0.15173, "Y1": 0.1522, "X2": 0.16185, "Y2": 0.152, "X3": 0.1604, "Y3": 0.1658, "X4": 0.15029, "Y4": 0.1658, "page": 0, "Index": 15}, {"Word": "Specials", "Confidence": 0.994, "X1": 0.16474, "Y1": 0.1522, "X2": 0.24133, "Y2": 0.152, "X3": 0.24133, "Y3": 0.1658, "X4": 0.16474, "Y4": 0.1658, "page": 0, "Index": 16}, {"Word": "area", "Confidence": 0.989, "X1": 0.24566, "Y1": 0.1532, "X2": 0.28613, "Y2": 0.153, "X3": 0.28757, "Y3": 0.1668, "X4": 0.24566, "Y4": 0.1658, "page": 0, "Index": 17}, {"Word": "owner", "Confidence": 0.995, "X1": 0.34104, "Y1": 0.1512, "X2": 0.39162, "Y2": 0.151, "X3": 0.39017, "Y3": 0.1668, "X4": 0.3396, "Y4": 0.1668, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.996, "X1": 0.39595, "Y1": 0.1512, "X2": 0.41474, "Y2": 0.151, "X3": 0.41329, "Y3": 0.1668, "X4": 0.39451, "Y4": 0.1668, "page": 0, "Index": 19}, {"Word": "a", "Confidence": 0.998, "X1": 0.41908, "Y1": 0.1512, "X2": 0.42775, "Y2": 0.151, "X3": 0.4263, "Y3": 0.1668, "X4": 0.41763, "Y4": 0.1668, "page": 0, "Index": 20}, {"Word": "Dallas", "Confidence": 0.997, "X1": 0.43208, "Y1": 0.1512, "X2": 0.48844, "Y2": 0.151, "X3": 0.48699, "Y3": 0.1658, "X4": 0.43064, "Y4": 0.1668, "page": 0, "Index": 21}, {"Word": "--", "Confidence": 0.823, "X1": 0.92919, "Y1": 0.1622, "X2": 0.92919, "Y2": 0.162, "X3": 0.92052, "Y3": 0.1618, "X4": 0.92052, "Y4": 0.1508, "page": 0, "Index": 22}, {"Word": "\u00b7", "Confidence": 0.026, "X1": 0.15173, "Y1": 0.1682, "X2": 0.1604, "Y2": 0.168, "X3": 0.1604, "Y3": 0.1808, "X4": 0.15173, "Y4": 0.1808, "page": 0, "Index": 23}, {"Word": "Celebrating", "Confidence": 0.991, "X1": 0.16474, "Y1": 0.1682, "X2": 0.26879, "Y2": 0.168, "X3": 0.26879, "Y3": 0.1828, "X4": 0.16474, "Y4": 0.1808, "page": 0, "Index": 24}, {"Word": "construction", "Confidence": 0.976, "X1": 0.3396, "Y1": 0.1702, "X2": 0.44075, "Y2": 0.17, "X3": 0.44075, "Y3": 0.1848, "X4": 0.3396, "Y4": 0.1848, "page": 0, "Index": 25}, {"Word": "company.", "Confidence": 0.995, "X1": 0.44509, "Y1": 0.1712, "X2": 0.53179, "Y2": 0.171, "X3": 0.53179, "Y3": 0.1858, "X4": 0.44509, "Y4": 0.1848, "page": 0, "Index": 26}, {"Word": "Hispanic", "Confidence": 0.994, "X1": 0.15173, "Y1": 0.1832, "X2": 0.22977, "Y2": 0.183, "X3": 0.22977, "Y3": 0.1988, "X4": 0.15173, "Y4": 0.1988, "page": 0, "Index": 27}, {"Word": "\"But", "Confidence": 0.981, "X1": 0.34249, "Y1": 0.1862, "X2": 0.37717, "Y2": 0.186, "X3": 0.37572, "Y3": 0.2018, "X4": 0.34249, "Y4": 0.2018, "page": 0, "Index": 28}, {"Word": "it's", "Confidence": 0.993, "X1": 0.3815, "Y1": 0.1872, "X2": 0.40607, "Y2": 0.187, "X3": 0.40607, "Y3": 0.2028, "X4": 0.3815, "Y4": 0.2018, "page": 0, "Index": 29}, {"Word": "just", "Confidence": 0.99, "X1": 0.4104, "Y1": 0.1872, "X2": 0.4422, "Y2": 0.187, "X3": 0.4422, "Y3": 0.2028, "X4": 0.4104, "Y4": 0.2028, "page": 0, "Index": 30}, {"Word": "a", "Confidence": 0.998, "X1": 0.44653, "Y1": 0.1872, "X2": 0.45376, "Y2": 0.187, "X3": 0.45376, "Y3": 0.2028, "X4": 0.44653, "Y4": 0.2028, "page": 0, "Index": 31}, {"Word": "matter", "Confidence": 0.629, "X1": 0.45809, "Y1": 0.1872, "X2": 0.51301, "Y2": 0.187, "X3": 0.51301, "Y3": 0.2028, "X4": 0.45954, "Y4": 0.2028, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.51734, "Y1": 0.1872, "X2": 0.54191, "Y2": 0.187, "X3": 0.54335, "Y3": 0.2028, "X4": 0.51879, "Y4": 0.2028, "page": 0, "Index": 33}, {"Word": "Heritage", "Confidence": 0.991, "X1": 0.15173, "Y1": 0.2002, "X2": 0.22688, "Y2": 0.2, "X3": 0.22832, "Y3": 0.2148, "X4": 0.15173, "Y4": 0.2138, "page": 0, "Index": 34}, {"Word": "time", "Confidence": 0.621, "X1": 0.34104, "Y1": 0.2052, "X2": 0.37572, "Y2": 0.205, "X3": 0.37428, "Y3": 0.2208, "X4": 0.3396, "Y4": 0.2208, "page": 0, "Index": 35}, {"Word": "if", "Confidence": 0.993, "X1": 0.38006, "Y1": 0.2062, "X2": 0.39451, "Y2": 0.206, "X3": 0.39306, "Y3": 0.2208, "X4": 0.37861, "Y4": 0.2208, "page": 0, "Index": 36}, {"Word": "you", "Confidence": 0.998, "X1": 0.39884, "Y1": 0.2062, "X2": 0.42919, "Y2": 0.206, "X3": 0.42919, "Y3": 0.2208, "X4": 0.3974, "Y4": 0.2208, "page": 0, "Index": 37}, {"Word": "smoke", "Confidence": 0.991, "X1": 0.43353, "Y1": 0.2062, "X2": 0.48988, "Y2": 0.206, "X3": 0.48844, "Y3": 0.2208, "X4": 0.43353, "Y4": 0.2208, "page": 0, "Index": 38}, {"Word": "your", "Confidence": 0.989, "X1": 0.49422, "Y1": 0.2062, "X2": 0.53757, "Y2": 0.206, "X3": 0.53613, "Y3": 0.2208, "X4": 0.49277, "Y4": 0.2208, "page": 0, "Index": 39}, {"Word": "no", "Confidence": 0.996, "X1": 0.49711, "Y1": 0.2242, "X2": 0.52312, "Y2": 0.224, "X3": 0.52168, "Y3": 0.2378, "X4": 0.49711, "Y4": 0.2388, "page": 0, "Index": 40}, {"Word": "Forums", "Confidence": 0.997, "X1": 0.15173, "Y1": 0.2312, "X2": 0.22688, "Y2": 0.231, "X3": 0.22543, "Y3": 0.2448, "X4": 0.15029, "Y4": 0.2448, "page": 0, "Index": 41}, {"Word": "whole", "Confidence": 0.969, "X1": 0.3396, "Y1": 0.2232, "X2": 0.38873, "Y2": 0.223, "X3": 0.38873, "Y3": 0.2388, "X4": 0.33815, "Y4": 0.2388, "page": 0, "Index": 42}, {"Word": "life.", "Confidence": 0.77, "X1": 0.39306, "Y1": 0.2232, "X2": 0.42919, "Y2": 0.223, "X3": 0.42919, "Y3": 0.2388, "X4": 0.39306, "Y4": 0.2388, "page": 0, "Index": 43}, {"Word": "There's", "Confidence": 0.991, "X1": 0.43353, "Y1": 0.2242, "X2": 0.49277, "Y2": 0.224, "X3": 0.49277, "Y3": 0.2388, "X4": 0.43353, "Y4": 0.2388, "page": 0, "Index": 44}, {"Word": "doubt", "Confidence": 0.924, "X1": 0.3396, "Y1": 0.2422, "X2": 0.38584, "Y2": 0.242, "X3": 0.38584, "Y3": 0.2578, "X4": 0.3396, "Y4": 0.2568, "page": 0, "Index": 45}, {"Word": "it's", "Confidence": 0.991, "X1": 0.39017, "Y1": 0.2422, "X2": 0.41474, "Y2": 0.242, "X3": 0.41474, "Y3": 0.2578, "X4": 0.39017, "Y4": 0.2578, "page": 0, "Index": 46}, {"Word": "bad", "Confidence": 0.998, "X1": 0.41908, "Y1": 0.2422, "X2": 0.44942, "Y2": 0.242, "X3": 0.44942, "Y3": 0.2568, "X4": 0.41908, "Y4": 0.2578, "page": 0, "Index": 47}, {"Word": "for", "Confidence": 0.997, "X1": 0.45376, "Y1": 0.2412, "X2": 0.47977, "Y2": 0.241, "X3": 0.47977, "Y3": 0.2568, "X4": 0.45376, "Y4": 0.2568, "page": 0, "Index": 48}, {"Word": "you.\"", "Confidence": 0.832, "X1": 0.48555, "Y1": 0.2402, "X2": 0.53179, "Y2": 0.24, "X3": 0.53035, "Y3": 0.2568, "X4": 0.4841, "Y4": 0.2568, "page": 0, "Index": 49}, {"Word": "\u00b7", "Confidence": 0.027, "X1": 0.15173, "Y1": 0.2462, "X2": 0.1604, "Y2": 0.246, "X3": 0.1604, "Y3": 0.2628, "X4": 0.15173, "Y4": 0.2628, "page": 0, "Index": 50}, {"Word": "Recipe", "Confidence": 0.993, "X1": 0.16474, "Y1": 0.2482, "X2": 0.22688, "Y2": 0.248, "X3": 0.22688, "Y3": 0.2618, "X4": 0.16474, "Y4": 0.2628, "page": 0, "Index": 51}, {"Word": "With", "Confidence": 0.984, "X1": 0.57803, "Y1": 0.2542, "X2": 0.61127, "Y2": 0.254, "X3": 0.61127, "Y3": 0.2678, "X4": 0.57803, "Y4": 0.2678, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.993, "X1": 0.61416, "Y1": 0.2542, "X2": 0.64017, "Y2": 0.254, "X3": 0.64017, "Y3": 0.2678, "X4": 0.61416, "Y4": 0.2678, "page": 0, "Index": 53}, {"Word": "Eclipse", "Confidence": 0.672, "X1": 0.64306, "Y1": 0.2552, "X2": 0.69509, "Y2": 0.255, "X3": 0.69509, "Y3": 0.2678, "X4": 0.64306, "Y4": 0.2678, "page": 0, "Index": 54}, {"Word": "cigarette,", "Confidence": 0.62, "X1": 0.69942, "Y1": 0.2552, "X2": 0.77023, "Y2": 0.255, "X3": 0.77023, "Y3": 0.2678, "X4": 0.69942, "Y4": 0.2678, "page": 0, "Index": 55}, {"Word": "a", "Confidence": 0.618, "X1": 0.77457, "Y1": 0.2552, "X2": 0.78324, "Y2": 0.255, "X3": 0.78324, "Y3": 0.2678, "X4": 0.77312, "Y4": 0.2678, "page": 0, "Index": 56}, {"Word": "carbon", "Confidence": 0.974, "X1": 0.78757, "Y1": 0.2552, "X2": 0.83671, "Y2": 0.255, "X3": 0.83671, "Y3": 0.2678, "X4": 0.78613, "Y4": 0.2678, "page": 0, "Index": 57}, {"Word": "tip", "Confidence": 0.997, "X1": 0.84104, "Y1": 0.2562, "X2": 0.86127, "Y2": 0.256, "X3": 0.85983, "Y3": 0.2678, "X4": 0.8396, "Y4": 0.2678, "page": 0, "Index": 58}, {"Word": "is", "Confidence": 0.941, "X1": 0.86416, "Y1": 0.2562, "X2": 0.87717, "Y2": 0.256, "X3": 0.87572, "Y3": 0.2668, "X4": 0.86416, "Y4": 0.2668, "page": 0, "Index": 59}, {"Word": "IIt.", "Confidence": 0.661, "X1": 0.88006, "Y1": 0.2562, "X2": 0.90462, "Y2": 0.256, "X3": 0.90318, "Y3": 0.2668, "X4": 0.88006, "Y4": 0.2668, "page": 0, "Index": 60}, {"Word": "exchange", "Confidence": 0.994, "X1": 0.15029, "Y1": 0.2652, "X2": 0.23555, "Y2": 0.265, "X3": 0.23555, "Y3": 0.2778, "X4": 0.15029, "Y4": 0.2768, "page": 0, "Index": 61}, {"Word": "Smoke", "Confidence": 0.997, "X1": 0.57659, "Y1": 0.2682, "X2": 0.62717, "Y2": 0.268, "X3": 0.62717, "Y3": 0.2788, "X4": 0.57659, "Y4": 0.2788, "page": 0, "Index": 62}, {"Word": "from", "Confidence": 0.988, "X1": 0.63006, "Y1": 0.2682, "X2": 0.66185, "Y2": 0.268, "X3": 0.66185, "Y3": 0.2788, "X4": 0.63006, "Y4": 0.2788, "page": 0, "Index": 63}, {"Word": "a", "Confidence": 0.35, "X1": 0.66908, "Y1": 0.2682, "X2": 0.67919, "Y2": 0.268, "X3": 0.67919, "Y3": 0.2788, "X4": 0.66908, "Y4": 0.2788, "page": 0, "Index": 64}, {"Word": "regular", "Confidence": 0.9, "X1": 0.68208, "Y1": 0.2682, "X2": 0.73844, "Y2": 0.268, "X3": 0.73844, "Y3": 0.2788, "X4": 0.68208, "Y4": 0.2788, "page": 0, "Index": 65}, {"Word": "cigarette", "Confidence": 0.908, "X1": 0.74133, "Y1": 0.2682, "X2": 0.80925, "Y2": 0.268, "X3": 0.80925, "Y3": 0.2788, "X4": 0.74133, "Y4": 0.2788, "page": 0, "Index": 66}, {"Word": "has", "Confidence": 0.805, "X1": 0.81214, "Y1": 0.2682, "X2": 0.8396, "Y2": 0.268, "X3": 0.8396, "Y3": 0.2788, "X4": 0.81214, "Y4": 0.2788, "page": 0, "Index": 67}, {"Word": "a", "Confidence": 0.062, "X1": 0.84249, "Y1": 0.2682, "X2": 0.8526, "Y2": 0.268, "X3": 0.8526, "Y3": 0.2788, "X4": 0.84249, "Y4": 0.2788, "page": 0, "Index": 68}, {"Word": "\u00b7", "Confidence": 0.035, "X1": 0.15318, "Y1": 0.2792, "X2": 0.1604, "Y2": 0.279, "X3": 0.1604, "Y3": 0.2928, "X4": 0.15173, "Y4": 0.2928, "page": 0, "Index": 69}, {"Word": "Movies", "Confidence": 0.806, "X1": 0.16474, "Y1": 0.2802, "X2": 0.22977, "Y2": 0.28, "X3": 0.22977, "Y3": 0.2948, "X4": 0.16474, "Y4": 0.2928, "page": 0, "Index": 70}, {"Word": "R.J.", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.2772, "X2": 0.37139, "Y2": 0.277, "X3": 0.37139, "Y3": 0.2928, "X4": 0.3396, "Y4": 0.2928, "page": 0, "Index": 71}, {"Word": "Reynolds", "Confidence": 0.252, "X1": 0.37572, "Y1": 0.2772, "X2": 0.4552, "Y2": 0.277, "X3": 0.4552, "Y3": 0.2928, "X4": 0.37572, "Y4": 0.2928, "page": 0, "Index": 72}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.45954, "Y1": 0.2782, "X2": 0.53468, "Y2": 0.278, "X3": 0.53468, "Y3": 0.2938, "X4": 0.45954, "Y4": 0.2928, "page": 0, "Index": 73}, {"Word": "greater", "Confidence": 0.956, "X1": 0.57803, "Y1": 0.2802, "X2": 0.6315, "Y2": 0.28, "X3": 0.63006, "Y3": 0.2918, "X4": 0.57659, "Y4": 0.2928, "page": 0, "Index": 74}, {"Word": "concentration", "Confidence": 0.761, "X1": 0.63439, "Y1": 0.2792, "X2": 0.73844, "Y2": 0.279, "X3": 0.73699, "Y3": 0.2908, "X4": 0.63439, "Y4": 0.2918, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.998, "X1": 0.74133, "Y1": 0.2792, "X2": 0.75723, "Y2": 0.279, "X3": 0.75723, "Y3": 0.2908, "X4": 0.74133, "Y4": 0.2908, "page": 0, "Index": 76}, {"Word": "tar.", "Confidence": 0.982, "X1": 0.76012, "Y1": 0.2792, "X2": 0.79191, "Y2": 0.279, "X3": 0.79191, "Y3": 0.2908, "X4": 0.76012, "Y4": 0.2908, "page": 0, "Index": 77}, {"Word": "claims", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.2952, "X2": 0.39162, "Y2": 0.295, "X3": 0.39162, "Y3": 0.3118, "X4": 0.3396, "Y4": 0.3118, "page": 0, "Index": 78}, {"Word": "it", "Confidence": 0.998, "X1": 0.39595, "Y1": 0.2952, "X2": 0.40896, "Y2": 0.295, "X3": 0.40896, "Y3": 0.3118, "X4": 0.3974, "Y4": 0.3118, "page": 0, "Index": 79}, {"Word": "has", "Confidence": 0.998, "X1": 0.41474, "Y1": 0.2952, "X2": 0.44364, "Y2": 0.295, "X3": 0.44364, "Y3": 0.3118, "X4": 0.41474, "Y4": 0.3118, "page": 0, "Index": 80}, {"Word": "developed", "Confidence": 0.615, "X1": 0.44798, "Y1": 0.2952, "X2": 0.53757, "Y2": 0.295, "X3": 0.53902, "Y3": 0.3118, "X4": 0.44798, "Y4": 0.3118, "page": 0, "Index": 81}, {"Word": "what", "Confidence": 0.979, "X1": 0.34104, "Y1": 0.3142, "X2": 0.37717, "Y2": 0.314, "X3": 0.37717, "Y3": 0.3298, "X4": 0.34104, "Y4": 0.3298, "page": 0, "Index": 82}, {"Word": "may", "Confidence": 0.998, "X1": 0.38295, "Y1": 0.3142, "X2": 0.41763, "Y2": 0.314, "X3": 0.41763, "Y3": 0.3298, "X4": 0.38295, "Y4": 0.3298, "page": 0, "Index": 83}, {"Word": "be", "Confidence": 0.991, "X1": 0.42341, "Y1": 0.3142, "X2": 0.44509, "Y2": 0.314, "X3": 0.44364, "Y3": 0.3308, "X4": 0.42197, "Y4": 0.3298, "page": 0, "Index": 84}, {"Word": "a", "Confidence": 0.996, "X1": 0.44942, "Y1": 0.3132, "X2": 0.45954, "Y2": 0.313, "X3": 0.45954, "Y3": 0.3308, "X4": 0.44942, "Y4": 0.3308, "page": 0, "Index": 85}, {"Word": "\"lower-risk\"", "Confidence": 0.594, "X1": 0.46387, "Y1": 0.3132, "X2": 0.56647, "Y2": 0.313, "X3": 0.56647, "Y3": 0.3308, "X4": 0.46387, "Y4": 0.3308, "page": 0, "Index": 86}, {"Word": "cigarette,", "Confidence": 0.631, "X1": 0.57081, "Y1": 0.3132, "X2": 0.6474, "Y2": 0.313, "X3": 0.6474, "Y3": 0.3308, "X4": 0.57081, "Y4": 0.3308, "page": 0, "Index": 87}, {"Word": "called", "Confidence": 0.993, "X1": 0.65318, "Y1": 0.3132, "X2": 0.70231, "Y2": 0.313, "X3": 0.70376, "Y3": 0.3308, "X4": 0.65318, "Y4": 0.3308, "page": 0, "Index": 88}, {"Word": "Eclipse.", "Confidence": 0.931, "X1": 0.70809, "Y1": 0.3132, "X2": 0.77457, "Y2": 0.313, "X3": 0.77457, "Y3": 0.3308, "X4": 0.70809, "Y4": 0.3308, "page": 0, "Index": 89}, {"Word": "Since", "Confidence": 0.854, "X1": 0.78035, "Y1": 0.3132, "X2": 0.82659, "Y2": 0.313, "X3": 0.82659, "Y3": 0.3308, "X4": 0.78035, "Y4": 0.3308, "page": 0, "Index": 90}, {"Word": "April,", "Confidence": 0.983, "X1": 0.83092, "Y1": 0.3132, "X2": 0.88295, "Y2": 0.313, "X3": 0.88439, "Y3": 0.3308, "X4": 0.83237, "Y4": 0.3308, "page": 0, "Index": 91}, {"Word": "Dallas,", "Confidence": 0.991, "X1": 0.79624, "Y1": 0.3322, "X2": 0.86127, "Y2": 0.332, "X3": 0.86272, "Y3": 0.3478, "X4": 0.79769, "Y4": 0.3488, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.615, "X1": 0.3396, "Y1": 0.3332, "X2": 0.36416, "Y2": 0.333, "X3": 0.36272, "Y3": 0.3488, "X4": 0.3396, "Y4": 0.3488, "page": 0, "Index": 93}, {"Word": "company", "Confidence": 0.997, "X1": 0.3685, "Y1": 0.3322, "X2": 0.44364, "Y2": 0.332, "X3": 0.44364, "Y3": 0.3488, "X4": 0.3685, "Y4": 0.3488, "page": 0, "Index": 94}, {"Word": "has", "Confidence": 0.998, "X1": 0.44942, "Y1": 0.3322, "X2": 0.47832, "Y2": 0.332, "X3": 0.47832, "Y3": 0.3488, "X4": 0.44942, "Y4": 0.3488, "page": 0, "Index": 95}, {"Word": "been", "Confidence": 0.795, "X1": 0.48266, "Y1": 0.3322, "X2": 0.52168, "Y2": 0.332, "X3": 0.52168, "Y3": 0.3488, "X4": 0.48266, "Y4": 0.3488, "page": 0, "Index": 96}, {"Word": "test-marketing", "Confidence": 0.852, "X1": 0.52601, "Y1": 0.3322, "X2": 0.6474, "Y2": 0.332, "X3": 0.6474, "Y3": 0.3488, "X4": 0.52601, "Y4": 0.3488, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.991, "X1": 0.65173, "Y1": 0.3312, "X2": 0.67775, "Y2": 0.331, "X3": 0.67775, "Y3": 0.3488, "X4": 0.65173, "Y4": 0.3488, "page": 0, "Index": 98}, {"Word": "new", "Confidence": 0.887, "X1": 0.68208, "Y1": 0.3312, "X2": 0.71676, "Y2": 0.331, "X3": 0.71821, "Y3": 0.3488, "X4": 0.68353, "Y4": 0.3488, "page": 0, "Index": 99}, {"Word": "brand", "Confidence": 0.997, "X1": 0.72254, "Y1": 0.3322, "X2": 0.77168, "Y2": 0.332, "X3": 0.77168, "Y3": 0.3488, "X4": 0.72254, "Y4": 0.3488, "page": 0, "Index": 100}, {"Word": "in", "Confidence": 0.998, "X1": 0.77601, "Y1": 0.3322, "X2": 0.79191, "Y2": 0.332, "X3": 0.79191, "Y3": 0.3488, "X4": 0.77601, "Y4": 0.3488, "page": 0, "Index": 101}, {"Word": "trying", "Confidence": 0.893, "X1": 0.3396, "Y1": 0.3512, "X2": 0.38584, "Y2": 0.351, "X3": 0.38584, "Y3": 0.3668, "X4": 0.34104, "Y4": 0.3678, "page": 0, "Index": 102}, {"Word": "to", "Confidence": 0.998, "X1": 0.39162, "Y1": 0.3512, "X2": 0.40751, "Y2": 0.351, "X3": 0.40751, "Y3": 0.3668, "X4": 0.39162, "Y4": 0.3668, "page": 0, "Index": 103}, {"Word": "entice", "Confidence": 0.718, "X1": 0.41185, "Y1": 0.3502, "X2": 0.46387, "Y2": 0.35, "X3": 0.46387, "Y3": 0.3668, "X4": 0.41185, "Y4": 0.3668, "page": 0, "Index": 104}, {"Word": "established", "Confidence": 0.61, "X1": 0.46821, "Y1": 0.3502, "X2": 0.56069, "Y2": 0.35, "X3": 0.56069, "Y3": 0.3668, "X4": 0.46821, "Y4": 0.3668, "page": 0, "Index": 105}, {"Word": "smokers", "Confidence": 0.994, "X1": 0.56647, "Y1": 0.3502, "X2": 0.63728, "Y2": 0.35, "X3": 0.63728, "Y3": 0.3668, "X4": 0.56647, "Y4": 0.3668, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.994, "X1": 0.64162, "Y1": 0.3502, "X2": 0.65751, "Y2": 0.35, "X3": 0.65751, "Y3": 0.3668, "X4": 0.64162, "Y4": 0.3668, "page": 0, "Index": 107}, {"Word": "try", "Confidence": 0.998, "X1": 0.66185, "Y1": 0.3502, "X2": 0.68497, "Y2": 0.35, "X3": 0.68497, "Y3": 0.3668, "X4": 0.66185, "Y4": 0.3668, "page": 0, "Index": 108}, {"Word": "it", "Confidence": 0.993, "X1": 0.68931, "Y1": 0.3502, "X2": 0.70087, "Y2": 0.35, "X3": 0.70087, "Y3": 0.3668, "X4": 0.68931, "Y4": 0.3668, "page": 0, "Index": 109}, {"Word": "because", "Confidence": 0.994, "X1": 0.7052, "Y1": 0.3502, "X2": 0.77312, "Y2": 0.35, "X3": 0.77312, "Y3": 0.3668, "X4": 0.7052, "Y4": 0.3668, "page": 0, "Index": 110}, {"Word": "it", "Confidence": 0.997, "X1": 0.77746, "Y1": 0.3502, "X2": 0.79046, "Y2": 0.35, "X3": 0.79046, "Y3": 0.3668, "X4": 0.77746, "Y4": 0.3668, "page": 0, "Index": 111}, {"Word": "\"may", "Confidence": 0.968, "X1": 0.79624, "Y1": 0.3502, "X2": 0.8396, "Y2": 0.35, "X3": 0.83815, "Y3": 0.3668, "X4": 0.79624, "Y4": 0.3668, "page": 0, "Index": 112}, {"Word": "present", "Confidence": 0.848, "X1": 0.84393, "Y1": 0.3512, "X2": 0.90896, "Y2": 0.351, "X3": 0.90896, "Y3": 0.3678, "X4": 0.84393, "Y4": 0.3668, "page": 0, "Index": 113}, {"Word": "smokers", "Confidence": 0.981, "X1": 0.34104, "Y1": 0.3682, "X2": 0.40751, "Y2": 0.368, "X3": 0.40751, "Y3": 0.3848, "X4": 0.34104, "Y4": 0.3848, "page": 0, "Index": 114}, {"Word": "with", "Confidence": 0.991, "X1": 0.41329, "Y1": 0.3682, "X2": 0.44798, "Y2": 0.368, "X3": 0.44798, "Y3": 0.3848, "X4": 0.41329, "Y4": 0.3848, "page": 0, "Index": 115}, {"Word": "less", "Confidence": 0.985, "X1": 0.45231, "Y1": 0.3682, "X2": 0.48555, "Y2": 0.368, "X3": 0.48555, "Y3": 0.3848, "X4": 0.45231, "Y4": 0.3848, "page": 0, "Index": 116}, {"Word": "risk", "Confidence": 0.991, "X1": 0.48988, "Y1": 0.3682, "X2": 0.52457, "Y2": 0.368, "X3": 0.52312, "Y3": 0.3848, "X4": 0.48988, "Y4": 0.3848, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.5289, "Y1": 0.3672, "X2": 0.5448, "Y2": 0.367, "X3": 0.5448, "Y3": 0.3848, "X4": 0.5289, "Y4": 0.3848, "page": 0, "Index": 118}, {"Word": "cancer", "Confidence": 0.981, "X1": 0.54913, "Y1": 0.3672, "X2": 0.60549, "Y2": 0.367, "X3": 0.60549, "Y3": 0.3848, "X4": 0.54913, "Y4": 0.3848, "page": 0, "Index": 119}, {"Word": "and", "Confidence": 0.998, "X1": 0.61127, "Y1": 0.3672, "X2": 0.64162, "Y2": 0.367, "X3": 0.64162, "Y3": 0.3848, "X4": 0.61127, "Y4": 0.3848, "page": 0, "Index": 120}, {"Word": "certain", "Confidence": 0.904, "X1": 0.64595, "Y1": 0.3672, "X2": 0.70231, "Y2": 0.367, "X3": 0.70231, "Y3": 0.3848, "X4": 0.64595, "Y4": 0.3848, "page": 0, "Index": 121}, {"Word": "other", "Confidence": 0.997, "X1": 0.70809, "Y1": 0.3682, "X2": 0.75145, "Y2": 0.368, "X3": 0.75145, "Y3": 0.3848, "X4": 0.70809, "Y4": 0.3848, "page": 0, "Index": 122}, {"Word": "diseases,", "Confidence": 0.891, "X1": 0.75578, "Y1": 0.3682, "X2": 0.82803, "Y2": 0.368, "X3": 0.82803, "Y3": 0.3848, "X4": 0.75578, "Y4": 0.3848, "page": 0, "Index": 123}, {"Word": "such", "Confidence": 0.991, "X1": 0.83382, "Y1": 0.3692, "X2": 0.87283, "Y2": 0.369, "X3": 0.87139, "Y3": 0.3848, "X4": 0.83382, "Y4": 0.3848, "page": 0, "Index": 124}, {"Word": "as", "Confidence": 0.941, "X1": 0.87717, "Y1": 0.3692, "X2": 0.90029, "Y2": 0.369, "X3": 0.89884, "Y3": 0.3848, "X4": 0.87717, "Y4": 0.3848, "page": 0, "Index": 125}, {"Word": "chronic", "Confidence": 0.993, "X1": 0.33815, "Y1": 0.3852, "X2": 0.40029, "Y2": 0.385, "X3": 0.40029, "Y3": 0.4028, "X4": 0.33815, "Y4": 0.4028, "page": 0, "Index": 126}, {"Word": "bronchitis,", "Confidence": 0.994, "X1": 0.40607, "Y1": 0.3852, "X2": 0.49422, "Y2": 0.385, "X3": 0.49422, "Y3": 0.4038, "X4": 0.40462, "Y4": 0.4028, "page": 0, "Index": 127}, {"Word": "and", "Confidence": 0.998, "X1": 0.49855, "Y1": 0.3852, "X2": 0.5289, "Y2": 0.385, "X3": 0.52746, "Y3": 0.4038, "X4": 0.49855, "Y4": 0.4038, "page": 0, "Index": 128}, {"Word": "possibly", "Confidence": 0.996, "X1": 0.53324, "Y1": 0.3852, "X2": 0.60405, "Y2": 0.385, "X3": 0.60405, "Y3": 0.4038, "X4": 0.53324, "Y4": 0.4038, "page": 0, "Index": 129}, {"Word": "emphysema.\"", "Confidence": 0.801, "X1": 0.60983, "Y1": 0.3852, "X2": 0.72399, "Y2": 0.385, "X3": 0.72399, "Y3": 0.4028, "X4": 0.60983, "Y4": 0.4038, "page": 0, "Index": 130}, {"Word": "The", "Confidence": 0.978, "X1": 0.34249, "Y1": 0.4222, "X2": 0.3685, "Y2": 0.422, "X3": 0.3685, "Y3": 0.4408, "X4": 0.34249, "Y4": 0.4408, "page": 0, "Index": 131}, {"Word": "marketing", "Confidence": 0.272, "X1": 0.37428, "Y1": 0.4222, "X2": 0.45954, "Y2": 0.422, "X3": 0.45954, "Y3": 0.4408, "X4": 0.37428, "Y4": 0.4408, "page": 0, "Index": 132}, {"Word": "effort", "Confidence": 0.846, "X1": 0.46532, "Y1": 0.4222, "X2": 0.51156, "Y2": 0.422, "X3": 0.51012, "Y3": 0.4408, "X4": 0.46387, "Y4": 0.4408, "page": 0, "Index": 133}, {"Word": "has", "Confidence": 0.998, "X1": 0.5159, "Y1": 0.4222, "X2": 0.5448, "Y2": 0.422, "X3": 0.5448, "Y3": 0.4408, "X4": 0.5159, "Y4": 0.4408, "page": 0, "Index": 134}, {"Word": "arrived", "Confidence": 0.981, "X1": 0.55058, "Y1": 0.4232, "X2": 0.60838, "Y2": 0.423, "X3": 0.60838, "Y3": 0.4408, "X4": 0.55058, "Y4": 0.4408, "page": 0, "Index": 135}, {"Word": "here", "Confidence": 0.625, "X1": 0.61272, "Y1": 0.4232, "X2": 0.64884, "Y2": 0.423, "X3": 0.64884, "Y3": 0.4408, "X4": 0.61272, "Y4": 0.4408, "page": 0, "Index": 136}, {"Word": "after", "Confidence": 0.854, "X1": 0.65462, "Y1": 0.4232, "X2": 0.6922, "Y2": 0.423, "X3": 0.69075, "Y3": 0.4408, "X4": 0.65318, "Y4": 0.4408, "page": 0, "Index": 137}, {"Word": "three", "Confidence": 0.677, "X1": 0.69653, "Y1": 0.4232, "X2": 0.73988, "Y2": 0.423, "X3": 0.73844, "Y3": 0.4408, "X4": 0.69653, "Y4": 0.4408, "page": 0, "Index": 138}, {"Word": "years", "Confidence": 0.723, "X1": 0.74422, "Y1": 0.4232, "X2": 0.78757, "Y2": 0.423, "X3": 0.78757, "Y3": 0.4408, "X4": 0.74422, "Y4": 0.4408, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.79335, "Y1": 0.4232, "X2": 0.80925, "Y2": 0.423, "X3": 0.80925, "Y3": 0.4408, "X4": 0.79191, "Y4": 0.4408, "page": 0, "Index": 140}, {"Word": "testing", "Confidence": 0.994, "X1": 0.81503, "Y1": 0.4232, "X2": 0.87139, "Y2": 0.423, "X3": 0.86994, "Y3": 0.4408, "X4": 0.81358, "Y4": 0.4408, "page": 0, "Index": 141}, {"Word": "in", "Confidence": 0.998, "X1": 0.87572, "Y1": 0.4232, "X2": 0.8974, "Y2": 0.423, "X3": 0.89595, "Y3": 0.4408, "X4": 0.87572, "Y4": 0.4408, "page": 0, "Index": 142}, {"Word": "smaller", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.4422, "X2": 0.40029, "Y2": 0.442, "X3": 0.40029, "Y3": 0.4578, "X4": 0.34104, "Y4": 0.4568, "page": 0, "Index": 143}, {"Word": "cities,", "Confidence": 0.995, "X1": 0.40462, "Y1": 0.4422, "X2": 0.4552, "Y2": 0.442, "X3": 0.45376, "Y3": 0.4578, "X4": 0.40462, "Y4": 0.4578, "page": 0, "Index": 144}, {"Word": "including", "Confidence": 0.994, "X1": 0.45954, "Y1": 0.4412, "X2": 0.53757, "Y2": 0.441, "X3": 0.53757, "Y3": 0.4588, "X4": 0.45954, "Y4": 0.4578, "page": 0, "Index": 145}, {"Word": "Chattanooga,", "Confidence": 0.991, "X1": 0.54335, "Y1": 0.4412, "X2": 0.65607, "Y2": 0.441, "X3": 0.65462, "Y3": 0.4588, "X4": 0.54335, "Y4": 0.4588, "page": 0, "Index": 146}, {"Word": "Tenn", "Confidence": 0.986, "X1": 0.6604, "Y1": 0.4412, "X2": 0.69942, "Y2": 0.441, "X3": 0.69798, "Y3": 0.4588, "X4": 0.6604, "Y4": 0.4588, "page": 0, "Index": 147}, {"Word": ".,", "Confidence": 0.991, "X1": 0.70376, "Y1": 0.4412, "X2": 0.71387, "Y2": 0.441, "X3": 0.71243, "Y3": 0.4588, "X4": 0.70376, "Y4": 0.4588, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.71821, "Y1": 0.4412, "X2": 0.74711, "Y2": 0.441, "X3": 0.74711, "Y3": 0.4588, "X4": 0.71821, "Y4": 0.4588, "page": 0, "Index": 149}, {"Word": "Lincoln,", "Confidence": 0.994, "X1": 0.75289, "Y1": 0.4412, "X2": 0.8237, "Y2": 0.441, "X3": 0.82225, "Y3": 0.4588, "X4": 0.75145, "Y4": 0.4588, "page": 0, "Index": 150}, {"Word": "Ncb.", "Confidence": 0.853, "X1": 0.82803, "Y1": 0.4412, "X2": 0.86994, "Y2": 0.441, "X3": 0.8685, "Y3": 0.4588, "X4": 0.82659, "Y4": 0.4588, "page": 0, "Index": 151}, {"Word": "Dallas", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.4602, "X2": 0.39162, "Y2": 0.46, "X3": 0.39162, "Y3": 0.4758, "X4": 0.3396, "Y4": 0.4758, "page": 0, "Index": 152}, {"Word": "was", "Confidence": 0.998, "X1": 0.39595, "Y1": 0.4602, "X2": 0.42775, "Y2": 0.46, "X3": 0.42775, "Y3": 0.4768, "X4": 0.39595, "Y4": 0.4768, "page": 0, "Index": 153}, {"Word": "chosen,", "Confidence": 0.75, "X1": 0.43353, "Y1": 0.4602, "X2": 0.49711, "Y2": 0.46, "X3": 0.49711, "Y3": 0.4768, "X4": 0.43208, "Y4": 0.4768, "page": 0, "Index": 154}, {"Word": "explains", "Confidence": 0.995, "X1": 0.50145, "Y1": 0.4602, "X2": 0.57081, "Y2": 0.46, "X3": 0.57081, "Y3": 0.4768, "X4": 0.50145, "Y4": 0.4768, "page": 0, "Index": 155}, {"Word": "company", "Confidence": 0.997, "X1": 0.57659, "Y1": 0.4602, "X2": 0.65318, "Y2": 0.46, "X3": 0.65318, "Y3": 0.4778, "X4": 0.57659, "Y4": 0.4768, "page": 0, "Index": 156}, {"Word": "spokesman", "Confidence": 0.991, "X1": 0.65896, "Y1": 0.4602, "X2": 0.75, "Y2": 0.46, "X3": 0.75145, "Y3": 0.4778, "X4": 0.65896, "Y4": 0.4778, "page": 0, "Index": 157}, {"Word": "Seth", "Confidence": 0.625, "X1": 0.75578, "Y1": 0.4602, "X2": 0.79191, "Y2": 0.46, "X3": 0.79191, "Y3": 0.4768, "X4": 0.75578, "Y4": 0.4778, "page": 0, "Index": 158}, {"Word": "Moskowitz,", "Confidence": 0.991, "X1": 0.79624, "Y1": 0.4592, "X2": 0.90029, "Y2": 0.459, "X3": 0.90173, "Y3": 0.4768, "X4": 0.79769, "Y4": 0.4768, "page": 0, "Index": 159}, {"Word": "because", "Confidence": 0.994, "X1": 0.3396, "Y1": 0.4782, "X2": 0.40462, "Y2": 0.478, "X3": 0.40318, "Y3": 0.4938, "X4": 0.3396, "Y4": 0.4938, "page": 0, "Index": 160}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.40896, "Y1": 0.4782, "X2": 0.47832, "Y2": 0.478, "X3": 0.47832, "Y3": 0.4938, "X4": 0.40896, "Y4": 0.4938, "page": 0, "Index": 161}, {"Word": "in", "Confidence": 0.998, "X1": 0.48266, "Y1": 0.4782, "X2": 0.5, "Y2": 0.478, "X3": 0.5, "Y3": 0.4938, "X4": 0.48266, "Y4": 0.4938, "page": 0, "Index": 162}, {"Word": "a", "Confidence": 0.995, "X1": 0.50578, "Y1": 0.4782, "X2": 0.51445, "Y2": 0.478, "X3": 0.51445, "Y3": 0.4938, "X4": 0.50434, "Y4": 0.4938, "page": 0, "Index": 163}, {"Word": "cosmopolitan", "Confidence": 0.991, "X1": 0.52023, "Y1": 0.4782, "X2": 0.63295, "Y2": 0.478, "X3": 0.63295, "Y3": 0.4948, "X4": 0.51879, "Y4": 0.4938, "page": 0, "Index": 164}, {"Word": "market", "Confidence": 0.657, "X1": 0.63873, "Y1": 0.4782, "X2": 0.69653, "Y2": 0.478, "X3": 0.69509, "Y3": 0.4948, "X4": 0.63728, "Y4": 0.4948, "page": 0, "Index": 165}, {"Word": "are", "Confidence": 0.991, "X1": 0.70087, "Y1": 0.4782, "X2": 0.72688, "Y2": 0.478, "X3": 0.72543, "Y3": 0.4948, "X4": 0.70087, "Y4": 0.4948, "page": 0, "Index": 166}, {"Word": "more", "Confidence": 0.943, "X1": 0.73121, "Y1": 0.4782, "X2": 0.77601, "Y2": 0.478, "X3": 0.77457, "Y3": 0.4948, "X4": 0.72977, "Y4": 0.4948, "page": 0, "Index": 167}, {"Word": "willing", "Confidence": 0.996, "X1": 0.78035, "Y1": 0.4782, "X2": 0.8396, "Y2": 0.478, "X3": 0.83815, "Y3": 0.4958, "X4": 0.7789, "Y4": 0.4948, "page": 0, "Index": 168}, {"Word": "to", "Confidence": 0.998, "X1": 0.84393, "Y1": 0.4782, "X2": 0.85983, "Y2": 0.478, "X3": 0.85838, "Y3": 0.4958, "X4": 0.84249, "Y4": 0.4958, "page": 0, "Index": 169}, {"Word": "try", "Confidence": 0.998, "X1": 0.86416, "Y1": 0.4782, "X2": 0.89162, "Y2": 0.478, "X3": 0.89017, "Y3": 0.4958, "X4": 0.86272, "Y4": 0.4958, "page": 0, "Index": 170}, {"Word": "new", "Confidence": 0.981, "X1": 0.3396, "Y1": 0.4972, "X2": 0.37283, "Y2": 0.497, "X3": 0.37139, "Y3": 0.5138, "X4": 0.33815, "Y4": 0.5138, "page": 0, "Index": 171}, {"Word": "things.", "Confidence": 0.994, "X1": 0.37717, "Y1": 0.4982, "X2": 0.43786, "Y2": 0.498, "X3": 0.43642, "Y3": 0.5148, "X4": 0.37717, "Y4": 0.5138, "page": 0, "Index": 172}, {"Word": "Mr.", "Confidence": 0.993, "X1": 0.3396, "Y1": 0.5332, "X2": 0.36994, "Y2": 0.533, "X3": 0.36994, "Y3": 0.5488, "X4": 0.3396, "Y4": 0.5488, "page": 0, "Index": 173}, {"Word": "Allen", "Confidence": 0.836, "X1": 0.37428, "Y1": 0.5332, "X2": 0.42052, "Y2": 0.533, "X3": 0.42052, "Y3": 0.5498, "X4": 0.37428, "Y4": 0.5488, "page": 0, "Index": 174}, {"Word": "says", "Confidence": 0.989, "X1": 0.42486, "Y1": 0.5332, "X2": 0.45954, "Y2": 0.533, "X3": 0.45954, "Y3": 0.5498, "X4": 0.42486, "Y4": 0.5498, "page": 0, "Index": 175}, {"Word": "he", "Confidence": 0.797, "X1": 0.46532, "Y1": 0.5332, "X2": 0.48555, "Y2": 0.533, "X3": 0.48555, "Y3": 0.5498, "X4": 0.46532, "Y4": 0.5498, "page": 0, "Index": 176}, {"Word": "was", "Confidence": 0.998, "X1": 0.49133, "Y1": 0.5332, "X2": 0.52168, "Y2": 0.533, "X3": 0.52168, "Y3": 0.5498, "X4": 0.49133, "Y4": 0.5498, "page": 0, "Index": 177}, {"Word": "convinced", "Confidence": 0.882, "X1": 0.52746, "Y1": 0.5332, "X2": 0.61416, "Y2": 0.533, "X3": 0.61416, "Y3": 0.5498, "X4": 0.52746, "Y4": 0.5498, "page": 0, "Index": 178}, {"Word": "enough", "Confidence": 0.77, "X1": 0.6185, "Y1": 0.5322, "X2": 0.67919, "Y2": 0.532, "X3": 0.67919, "Y3": 0.5498, "X4": 0.6185, "Y4": 0.5498, "page": 0, "Index": 179}, {"Word": "by", "Confidence": 0.998, "X1": 0.68353, "Y1": 0.5322, "X2": 0.7052, "Y2": 0.532, "X3": 0.7052, "Y3": 0.5498, "X4": 0.68497, "Y4": 0.5498, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.994, "X1": 0.71098, "Y1": 0.5322, "X2": 0.73555, "Y2": 0.532, "X3": 0.73555, "Y3": 0.5498, "X4": 0.71098, "Y4": 0.5498, "page": 0, "Index": 181}, {"Word": "health", "Confidence": 0.994, "X1": 0.73988, "Y1": 0.5322, "X2": 0.79191, "Y2": 0.532, "X3": 0.79191, "Y3": 0.5498, "X4": 0.73988, "Y4": 0.5498, "page": 0, "Index": 182}, {"Word": "claims", "Confidence": 0.995, "X1": 0.79769, "Y1": 0.5322, "X2": 0.85116, "Y2": 0.532, "X3": 0.85116, "Y3": 0.5498, "X4": 0.79769, "Y4": 0.5498, "page": 0, "Index": 183}, {"Word": "to", "Confidence": 0.998, "X1": 0.85549, "Y1": 0.5322, "X2": 0.87861, "Y2": 0.532, "X3": 0.87861, "Y3": 0.5488, "X4": 0.85694, "Y4": 0.5498, "page": 0, "Index": 184}, {"Word": "at", "Confidence": 0.998, "X1": 0.80925, "Y1": 0.5512, "X2": 0.8237, "Y2": 0.551, "X3": 0.8237, "Y3": 0.5678, "X4": 0.80925, "Y4": 0.5688, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.817, "X1": 0.82948, "Y1": 0.5512, "X2": 0.85983, "Y2": 0.551, "X3": 0.85983, "Y3": 0.5678, "X4": 0.82948, "Y4": 0.5678, "page": 0, "Index": 186}, {"Word": "give", "Confidence": 0.996, "X1": 0.34104, "Y1": 0.5512, "X2": 0.37283, "Y2": 0.551, "X3": 0.37139, "Y3": 0.5688, "X4": 0.34104, "Y4": 0.5688, "page": 0, "Index": 187}, {"Word": "Eclipse", "Confidence": 0.994, "X1": 0.37717, "Y1": 0.5512, "X2": 0.44075, "Y2": 0.551, "X3": 0.44075, "Y3": 0.5688, "X4": 0.37717, "Y4": 0.5688, "page": 0, "Index": 188}, {"Word": "a", "Confidence": 0.995, "X1": 0.44653, "Y1": 0.5512, "X2": 0.4552, "Y2": 0.551, "X3": 0.45376, "Y3": 0.5688, "X4": 0.44509, "Y4": 0.5688, "page": 0, "Index": 189}, {"Word": "try.", "Confidence": 0.987, "X1": 0.45954, "Y1": 0.5512, "X2": 0.48699, "Y2": 0.551, "X3": 0.48555, "Y3": 0.5688, "X4": 0.45954, "Y4": 0.5688, "page": 0, "Index": 190}, {"Word": "In", "Confidence": 0.997, "X1": 0.49133, "Y1": 0.5512, "X2": 0.51012, "Y2": 0.551, "X3": 0.51012, "Y3": 0.5688, "X4": 0.49133, "Y4": 0.5688, "page": 0, "Index": 191}, {"Word": "accepting", "Confidence": 0.97, "X1": 0.51445, "Y1": 0.5512, "X2": 0.59538, "Y2": 0.551, "X3": 0.59538, "Y3": 0.5688, "X4": 0.51445, "Y4": 0.5688, "page": 0, "Index": 192}, {"Word": "a", "Confidence": 0.998, "X1": 0.60116, "Y1": 0.5512, "X2": 0.60838, "Y2": 0.551, "X3": 0.60838, "Y3": 0.5688, "X4": 0.59971, "Y4": 0.5688, "page": 0, "Index": 193}, {"Word": "carton", "Confidence": 0.853, "X1": 0.61416, "Y1": 0.5512, "X2": 0.66618, "Y2": 0.551, "X3": 0.66618, "Y3": 0.5688, "X4": 0.61416, "Y4": 0.5688, "page": 0, "Index": 194}, {"Word": "of", "Confidence": 0.998, "X1": 0.67052, "Y1": 0.5512, "X2": 0.68786, "Y2": 0.551, "X3": 0.68786, "Y3": 0.5688, "X4": 0.67052, "Y4": 0.5688, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.6922, "Y1": 0.5512, "X2": 0.71965, "Y2": 0.551, "X3": 0.71965, "Y3": 0.5688, "X4": 0.6922, "Y4": 0.5688, "page": 0, "Index": 196}, {"Word": "cigarettes", "Confidence": 0.769, "X1": 0.72543, "Y1": 0.5512, "X2": 0.80347, "Y2": 0.551, "X3": 0.80347, "Y3": 0.5688, "X4": 0.72399, "Y4": 0.5688, "page": 0, "Index": 197}, {"Word": "request", "Confidence": 0.992, "X1": 0.3396, "Y1": 0.5702, "X2": 0.3974, "Y2": 0.57, "X3": 0.3974, "Y3": 0.5858, "X4": 0.33815, "Y4": 0.5858, "page": 0, "Index": 198}, {"Word": "of", "Confidence": 0.998, "X1": 0.40318, "Y1": 0.5702, "X2": 0.42052, "Y2": 0.57, "X3": 0.42052, "Y3": 0.5858, "X4": 0.40173, "Y4": 0.5858, "page": 0, "Index": 199}, {"Word": "a", "Confidence": 0.994, "X1": 0.42486, "Y1": 0.5702, "X2": 0.43497, "Y2": 0.57, "X3": 0.43497, "Y3": 0.5858, "X4": 0.42486, "Y4": 0.5858, "page": 0, "Index": 200}, {"Word": "reporter,", "Confidence": 0.945, "X1": 0.43931, "Y1": 0.5702, "X2": 0.51156, "Y2": 0.57, "X3": 0.51156, "Y3": 0.5868, "X4": 0.43931, "Y4": 0.5858, "page": 0, "Index": 201}, {"Word": "he", "Confidence": 0.991, "X1": 0.5159, "Y1": 0.5702, "X2": 0.53613, "Y2": 0.57, "X3": 0.53613, "Y3": 0.5868, "X4": 0.5159, "Y4": 0.5868, "page": 0, "Index": 202}, {"Word": "had", "Confidence": 0.998, "X1": 0.54046, "Y1": 0.5702, "X2": 0.57225, "Y2": 0.57, "X3": 0.57225, "Y3": 0.5868, "X4": 0.54046, "Y4": 0.5868, "page": 0, "Index": 203}, {"Word": "to", "Confidence": 0.996, "X1": 0.57803, "Y1": 0.5692, "X2": 0.59393, "Y2": 0.569, "X3": 0.59393, "Y3": 0.5868, "X4": 0.57659, "Y4": 0.5868, "page": 0, "Index": 204}, {"Word": "promise", "Confidence": 0.994, "X1": 0.59827, "Y1": 0.5692, "X2": 0.66618, "Y2": 0.569, "X3": 0.66474, "Y3": 0.5868, "X4": 0.59827, "Y4": 0.5868, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.998, "X1": 0.67052, "Y1": 0.5692, "X2": 0.68786, "Y2": 0.569, "X3": 0.68786, "Y3": 0.5868, "X4": 0.67052, "Y4": 0.5868, "page": 0, "Index": 206}, {"Word": "set", "Confidence": 0.998, "X1": 0.6922, "Y1": 0.5692, "X2": 0.71532, "Y2": 0.569, "X3": 0.71532, "Y3": 0.5868, "X4": 0.6922, "Y4": 0.5868, "page": 0, "Index": 207}, {"Word": "aside", "Confidence": 0.997, "X1": 0.71965, "Y1": 0.5692, "X2": 0.76301, "Y2": 0.569, "X3": 0.76301, "Y3": 0.5868, "X4": 0.71965, "Y4": 0.5868, "page": 0, "Index": 208}, {"Word": "his", "Confidence": 0.998, "X1": 0.76879, "Y1": 0.5692, "X2": 0.79335, "Y2": 0.569, "X3": 0.79335, "Y3": 0.5868, "X4": 0.76879, "Y4": 0.5868, "page": 0, "Index": 209}, {"Word": "usual", "Confidence": 0.997, "X1": 0.79913, "Y1": 0.5692, "X2": 0.84249, "Y2": 0.569, "X3": 0.84249, "Y3": 0.5858, "X4": 0.79913, "Y4": 0.5868, "page": 0, "Index": 210}, {"Word": "brand,", "Confidence": 0.943, "X1": 0.84682, "Y1": 0.5692, "X2": 0.90318, "Y2": 0.569, "X3": 0.90318, "Y3": 0.5858, "X4": 0.84682, "Y4": 0.5858, "page": 0, "Index": 211}, {"Word": "Mcrit", "Confidence": 0.953, "X1": 0.34104, "Y1": 0.5872, "X2": 0.38439, "Y2": 0.587, "X3": 0.38439, "Y3": 0.6038, "X4": 0.3396, "Y4": 0.6038, "page": 0, "Index": 212}, {"Word": "Ultra", "Confidence": 0.994, "X1": 0.39017, "Y1": 0.5872, "X2": 0.43208, "Y2": 0.587, "X3": 0.43064, "Y3": 0.6038, "X4": 0.39017, "Y4": 0.6038, "page": 0, "Index": 213}, {"Word": "Light,", "Confidence": 0.993, "X1": 0.43642, "Y1": 0.5872, "X2": 0.48844, "Y2": 0.587, "X3": 0.48844, "Y3": 0.6048, "X4": 0.43642, "Y4": 0.6038, "page": 0, "Index": 214}, {"Word": "and", "Confidence": 0.998, "X1": 0.49277, "Y1": 0.5872, "X2": 0.52168, "Y2": 0.587, "X3": 0.52168, "Y3": 0.6048, "X4": 0.49277, "Y4": 0.6048, "page": 0, "Index": 215}, {"Word": "try", "Confidence": 0.998, "X1": 0.52601, "Y1": 0.5872, "X2": 0.55058, "Y2": 0.587, "X3": 0.54913, "Y3": 0.6048, "X4": 0.52601, "Y4": 0.6048, "page": 0, "Index": 216}, {"Word": "to", "Confidence": 0.998, "X1": 0.55491, "Y1": 0.5872, "X2": 0.57225, "Y2": 0.587, "X3": 0.57081, "Y3": 0.6048, "X4": 0.55491, "Y4": 0.6048, "page": 0, "Index": 217}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.57659, "Y1": 0.5872, "X2": 0.6315, "Y2": 0.587, "X3": 0.6315, "Y3": 0.6048, "X4": 0.57659, "Y4": 0.6048, "page": 0, "Index": 218}, {"Word": "Eclipse", "Confidence": 0.684, "X1": 0.63584, "Y1": 0.5872, "X2": 0.69798, "Y2": 0.587, "X3": 0.69798, "Y3": 0.6048, "X4": 0.63584, "Y4": 0.6048, "page": 0, "Index": 219}, {"Word": "exclusively", "Confidence": 0.993, "X1": 0.70376, "Y1": 0.5872, "X2": 0.79769, "Y2": 0.587, "X3": 0.79769, "Y3": 0.6048, "X4": 0.70231, "Y4": 0.6048, "page": 0, "Index": 220}, {"Word": "for", "Confidence": 0.998, "X1": 0.80347, "Y1": 0.5872, "X2": 0.82659, "Y2": 0.587, "X3": 0.82659, "Y3": 0.6048, "X4": 0.80202, "Y4": 0.6048, "page": 0, "Index": 221}, {"Word": "one", "Confidence": 0.998, "X1": 0.83092, "Y1": 0.5872, "X2": 0.86705, "Y2": 0.587, "X3": 0.86705, "Y3": 0.6048, "X4": 0.83092, "Y4": 0.6048, "page": 0, "Index": 222}, {"Word": "week.", "Confidence": 0.746, "X1": 0.34104, "Y1": 0.6062, "X2": 0.39017, "Y2": 0.606, "X3": 0.39017, "Y3": 0.6218, "X4": 0.34104, "Y4": 0.6218, "page": 0, "Index": 223}, {"Word": "That's", "Confidence": 0.937, "X1": 0.39451, "Y1": 0.6062, "X2": 0.4422, "Y2": 0.606, "X3": 0.44075, "Y3": 0.6218, "X4": 0.39451, "Y4": 0.6218, "page": 0, "Index": 224}, {"Word": "how", "Confidence": 0.998, "X1": 0.44653, "Y1": 0.6062, "X2": 0.48266, "Y2": 0.606, "X3": 0.48266, "Y3": 0.6218, "X4": 0.44653, "Y4": 0.6218, "page": 0, "Index": 225}, {"Word": "long", "Confidence": 0.71, "X1": 0.48699, "Y1": 0.6062, "X2": 0.52457, "Y2": 0.606, "X3": 0.52457, "Y3": 0.6218, "X4": 0.48699, "Y4": 0.6218, "page": 0, "Index": 226}, {"Word": "the", "Confidence": 0.938, "X1": 0.53035, "Y1": 0.6062, "X2": 0.55636, "Y2": 0.606, "X3": 0.55636, "Y3": 0.6228, "X4": 0.5289, "Y4": 0.6218, "page": 0, "Index": 227}, {"Word": "manufacturer", "Confidence": 0.991, "X1": 0.56069, "Y1": 0.6052, "X2": 0.67341, "Y2": 0.605, "X3": 0.67341, "Y3": 0.6218, "X4": 0.56069, "Y4": 0.6218, "page": 0, "Index": 228}, {"Word": "thinks", "Confidence": 0.996, "X1": 0.67775, "Y1": 0.6052, "X2": 0.72832, "Y2": 0.605, "X3": 0.72832, "Y3": 0.6218, "X4": 0.67775, "Y4": 0.6218, "page": 0, "Index": 229}, {"Word": "it", "Confidence": 0.998, "X1": 0.73266, "Y1": 0.6052, "X2": 0.74566, "Y2": 0.605, "X3": 0.74566, "Y3": 0.6218, "X4": 0.73266, "Y4": 0.6218, "page": 0, "Index": 230}, {"Word": "takes", "Confidence": 0.997, "X1": 0.75, "Y1": 0.6052, "X2": 0.7948, "Y2": 0.605, "X3": 0.79335, "Y3": 0.6218, "X4": 0.75, "Y4": 0.6218, "page": 0, "Index": 231}, {"Word": "for", "Confidence": 0.998, "X1": 0.79913, "Y1": 0.6052, "X2": 0.82514, "Y2": 0.605, "X3": 0.8237, "Y3": 0.6218, "X4": 0.79913, "Y4": 0.6218, "page": 0, "Index": 232}, {"Word": "a", "Confidence": 0.996, "X1": 0.82948, "Y1": 0.6052, "X2": 0.84249, "Y2": 0.605, "X3": 0.84104, "Y3": 0.6218, "X4": 0.82803, "Y4": 0.6218, "page": 0, "Index": 233}, {"Word": "motivated", "Confidence": 0.977, "X1": 0.33815, "Y1": 0.6242, "X2": 0.42197, "Y2": 0.624, "X3": 0.42197, "Y3": 0.6408, "X4": 0.3396, "Y4": 0.6408, "page": 0, "Index": 234}, {"Word": "smoker", "Confidence": 0.997, "X1": 0.4263, "Y1": 0.6242, "X2": 0.48844, "Y2": 0.624, "X3": 0.48844, "Y3": 0.6408, "X4": 0.4263, "Y4": 0.6408, "page": 0, "Index": 235}, {"Word": "to", "Confidence": 0.997, "X1": 0.49422, "Y1": 0.6242, "X2": 0.51156, "Y2": 0.624, "X3": 0.51012, "Y3": 0.6408, "X4": 0.49277, "Y4": 0.6408, "page": 0, "Index": 236}, {"Word": "adjust", "Confidence": 0.996, "X1": 0.5159, "Y1": 0.6242, "X2": 0.56503, "Y2": 0.624, "X3": 0.56503, "Y3": 0.6408, "X4": 0.5159, "Y4": 0.6408, "page": 0, "Index": 237}, {"Word": "to", "Confidence": 0.998, "X1": 0.57081, "Y1": 0.6242, "X2": 0.58671, "Y2": 0.624, "X3": 0.58526, "Y3": 0.6408, "X4": 0.56936, "Y4": 0.6408, "page": 0, "Index": 238}, {"Word": "the", "Confidence": 0.998, "X1": 0.59104, "Y1": 0.6242, "X2": 0.6185, "Y2": 0.624, "X3": 0.61705, "Y3": 0.6408, "X4": 0.59104, "Y4": 0.6408, "page": 0, "Index": 239}, {"Word": "new", "Confidence": 0.679, "X1": 0.62283, "Y1": 0.6242, "X2": 0.65751, "Y2": 0.624, "X3": 0.65751, "Y3": 0.6408, "X4": 0.62283, "Y4": 0.6408, "page": 0, "Index": 240}, {"Word": "brand.", "Confidence": 0.991, "X1": 0.66329, "Y1": 0.6242, "X2": 0.71821, "Y2": 0.624, "X3": 0.71676, "Y3": 0.6408, "X4": 0.66185, "Y4": 0.6408, "page": 0, "Index": 241}, {"Word": "Perseverance", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.6612, "X2": 0.44653, "Y2": 0.661, "X3": 0.44653, "Y3": 0.6778, "X4": 0.34104, "Y4": 0.6768, "page": 0, "Index": 242}, {"Word": "is", "Confidence": 0.998, "X1": 0.45231, "Y1": 0.6622, "X2": 0.46676, "Y2": 0.662, "X3": 0.46532, "Y3": 0.6778, "X4": 0.45087, "Y4": 0.6778, "page": 0, "Index": 243}, {"Word": "getting", "Confidence": 0.991, "X1": 0.7211, "Y1": 0.6612, "X2": 0.7789, "Y2": 0.661, "X3": 0.77746, "Y3": 0.6778, "X4": 0.7211, "Y4": 0.6788, "page": 0, "Index": 244}, {"Word": "around", "Confidence": 0.992, "X1": 0.78324, "Y1": 0.6612, "X2": 0.84249, "Y2": 0.661, "X3": 0.84104, "Y3": 0.6778, "X4": 0.78324, "Y4": 0.6778, "page": 0, "Index": 245}, {"Word": "the", "Confidence": 0.998, "X1": 0.84682, "Y1": 0.6612, "X2": 0.87717, "Y2": 0.661, "X3": 0.87717, "Y3": 0.6768, "X4": 0.84682, "Y4": 0.6768, "page": 0, "Index": 246}, {"Word": "necessary", "Confidence": 0.816, "X1": 0.4711, "Y1": 0.6622, "X2": 0.55202, "Y2": 0.662, "X3": 0.55202, "Y3": 0.6788, "X4": 0.4711, "Y4": 0.6778, "page": 0, "Index": 247}, {"Word": "because", "Confidence": 0.995, "X1": 0.55636, "Y1": 0.6622, "X2": 0.62428, "Y2": 0.662, "X3": 0.62283, "Y3": 0.6788, "X4": 0.55636, "Y4": 0.6788, "page": 0, "Index": 248}, {"Word": "there", "Confidence": 0.996, "X1": 0.62861, "Y1": 0.6612, "X2": 0.67052, "Y2": 0.661, "X3": 0.66908, "Y3": 0.6788, "X4": 0.62861, "Y4": 0.6788, "page": 0, "Index": 249}, {"Word": "is", "Confidence": 0.998, "X1": 0.67486, "Y1": 0.6612, "X2": 0.68931, "Y2": 0.661, "X3": 0.68931, "Y3": 0.6788, "X4": 0.67486, "Y4": 0.6788, "page": 0, "Index": 250}, {"Word": "no", "Confidence": 0.997, "X1": 0.69364, "Y1": 0.6612, "X2": 0.71676, "Y2": 0.661, "X3": 0.71532, "Y3": 0.6788, "X4": 0.69364, "Y4": 0.6788, "page": 0, "Index": 251}, {"Word": "fact", "Confidence": 0.981, "X1": 0.3396, "Y1": 0.6782, "X2": 0.36994, "Y2": 0.678, "X3": 0.36994, "Y3": 0.6958, "X4": 0.34104, "Y4": 0.6958, "page": 0, "Index": 252}, {"Word": "that", "Confidence": 0.982, "X1": 0.37428, "Y1": 0.6782, "X2": 0.40462, "Y2": 0.678, "X3": 0.40462, "Y3": 0.6958, "X4": 0.37428, "Y4": 0.6958, "page": 0, "Index": 253}, {"Word": "Eclipse", "Confidence": 0.641, "X1": 0.40896, "Y1": 0.6792, "X2": 0.4711, "Y2": 0.679, "X3": 0.4711, "Y3": 0.6958, "X4": 0.4104, "Y4": 0.6958, "page": 0, "Index": 254}, {"Word": "is", "Confidence": 0.997, "X1": 0.47543, "Y1": 0.6792, "X2": 0.49133, "Y2": 0.679, "X3": 0.49133, "Y3": 0.6958, "X4": 0.47543, "Y4": 0.6958, "page": 0, "Index": 255}, {"Word": "a", "Confidence": 0.995, "X1": 0.49566, "Y1": 0.6792, "X2": 0.50578, "Y2": 0.679, "X3": 0.50578, "Y3": 0.6958, "X4": 0.49566, "Y4": 0.6958, "page": 0, "Index": 256}, {"Word": "very", "Confidence": 0.988, "X1": 0.51012, "Y1": 0.6782, "X2": 0.54769, "Y2": 0.678, "X3": 0.54769, "Y3": 0.6958, "X4": 0.51156, "Y4": 0.6958, "page": 0, "Index": 257}, {"Word": "different", "Confidence": 0.65, "X1": 0.55202, "Y1": 0.6782, "X2": 0.62428, "Y2": 0.678, "X3": 0.62428, "Y3": 0.6958, "X4": 0.55202, "Y4": 0.6958, "page": 0, "Index": 258}, {"Word": "kind", "Confidence": 0.987, "X1": 0.62861, "Y1": 0.6782, "X2": 0.66763, "Y2": 0.678, "X3": 0.66763, "Y3": 0.6958, "X4": 0.62861, "Y4": 0.6958, "page": 0, "Index": 259}, {"Word": "of", "Confidence": 0.998, "X1": 0.67197, "Y1": 0.6782, "X2": 0.68931, "Y2": 0.678, "X3": 0.68931, "Y3": 0.6958, "X4": 0.67197, "Y4": 0.6958, "page": 0, "Index": 260}, {"Word": "cigarette.", "Confidence": 0.991, "X1": 0.69364, "Y1": 0.6782, "X2": 0.77168, "Y2": 0.678, "X3": 0.77168, "Y3": 0.6958, "X4": 0.69364, "Y4": 0.6958, "page": 0, "Index": 261}, {"Word": "While", "Confidence": 0.935, "X1": 0.77746, "Y1": 0.6782, "X2": 0.82659, "Y2": 0.678, "X3": 0.82659, "Y3": 0.6948, "X4": 0.77601, "Y4": 0.6958, "page": 0, "Index": 262}, {"Word": "it", "Confidence": 0.997, "X1": 0.83237, "Y1": 0.6782, "X2": 0.84393, "Y2": 0.678, "X3": 0.84249, "Y3": 0.6948, "X4": 0.83092, "Y4": 0.6948, "page": 0, "Index": 263}, {"Word": "looks", "Confidence": 0.994, "X1": 0.84827, "Y1": 0.6772, "X2": 0.89884, "Y2": 0.677, "X3": 0.89884, "Y3": 0.6948, "X4": 0.84827, "Y4": 0.6948, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.996, "X1": 0.34104, "Y1": 0.6972, "X2": 0.36416, "Y2": 0.697, "X3": 0.36416, "Y3": 0.7138, "X4": 0.34104, "Y4": 0.7138, "page": 0, "Index": 265}, {"Word": "same", "Confidence": 0.987, "X1": 0.3685, "Y1": 0.6972, "X2": 0.41185, "Y2": 0.697, "X3": 0.41185, "Y3": 0.7148, "X4": 0.3685, "Y4": 0.7138, "page": 0, "Index": 266}, {"Word": "as", "Confidence": 0.998, "X1": 0.41618, "Y1": 0.6972, "X2": 0.43497, "Y2": 0.697, "X3": 0.43497, "Y3": 0.7148, "X4": 0.41618, "Y4": 0.7148, "page": 0, "Index": 267}, {"Word": "a", "Confidence": 0.995, "X1": 0.43931, "Y1": 0.6972, "X2": 0.44798, "Y2": 0.697, "X3": 0.44798, "Y3": 0.7148, "X4": 0.43931, "Y4": 0.7148, "page": 0, "Index": 268}, {"Word": "filtered", "Confidence": 0.734, "X1": 0.45231, "Y1": 0.6972, "X2": 0.51445, "Y2": 0.697, "X3": 0.51301, "Y3": 0.7148, "X4": 0.45231, "Y4": 0.7148, "page": 0, "Index": 269}, {"Word": "cigarette,", "Confidence": 0.788, "X1": 0.51879, "Y1": 0.6972, "X2": 0.59682, "Y2": 0.697, "X3": 0.59538, "Y3": 0.7148, "X4": 0.51879, "Y4": 0.7148, "page": 0, "Index": 270}, {"Word": "it", "Confidence": 0.996, "X1": 0.60116, "Y1": 0.6972, "X2": 0.61272, "Y2": 0.697, "X3": 0.61272, "Y3": 0.7148, "X4": 0.60116, "Y4": 0.7148, "page": 0, "Index": 271}, {"Word": "doesn't", "Confidence": 0.885, "X1": 0.6185, "Y1": 0.6972, "X2": 0.67775, "Y2": 0.697, "X3": 0.6763, "Y3": 0.7148, "X4": 0.61705, "Y4": 0.7148, "page": 0, "Index": 272}, {"Word": "work", "Confidence": 0.988, "X1": 0.68208, "Y1": 0.6972, "X2": 0.72399, "Y2": 0.697, "X3": 0.72254, "Y3": 0.7138, "X4": 0.68208, "Y4": 0.7148, "page": 0, "Index": 273}, {"Word": "the", "Confidence": 0.998, "X1": 0.72832, "Y1": 0.6972, "X2": 0.75434, "Y2": 0.697, "X3": 0.75434, "Y3": 0.7138, "X4": 0.72832, "Y4": 0.7138, "page": 0, "Index": 274}, {"Word": "same.", "Confidence": 0.993, "X1": 0.76012, "Y1": 0.6972, "X2": 0.8078, "Y2": 0.697, "X3": 0.80636, "Y3": 0.7138, "X4": 0.75867, "Y4": 0.7138, "page": 0, "Index": 275}, {"Word": "For", "Confidence": 0.998, "X1": 0.81214, "Y1": 0.6972, "X2": 0.84249, "Y2": 0.697, "X3": 0.84104, "Y3": 0.7138, "X4": 0.81214, "Y4": 0.7138, "page": 0, "Index": 276}, {"Word": "one", "Confidence": 0.98, "X1": 0.84682, "Y1": 0.6972, "X2": 0.88006, "Y2": 0.697, "X3": 0.88006, "Y3": 0.7138, "X4": 0.84682, "Y4": 0.7138, "page": 0, "Index": 277}, {"Word": "thing,", "Confidence": 0.994, "X1": 0.34104, "Y1": 0.7152, "X2": 0.38728, "Y2": 0.715, "X3": 0.38584, "Y3": 0.7328, "X4": 0.3396, "Y4": 0.7328, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.39162, "Y1": 0.7152, "X2": 0.41618, "Y2": 0.715, "X3": 0.41618, "Y3": 0.7328, "X4": 0.39162, "Y4": 0.7328, "page": 0, "Index": 279}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.42052, "Y1": 0.7152, "X2": 0.48699, "Y2": 0.715, "X3": 0.48699, "Y3": 0.7318, "X4": 0.42052, "Y4": 0.7328, "page": 0, "Index": 280}, {"Word": "doesn't", "Confidence": 0.66, "X1": 0.49133, "Y1": 0.7152, "X2": 0.55058, "Y2": 0.715, "X3": 0.55058, "Y3": 0.7318, "X4": 0.49133, "Y4": 0.7318, "page": 0, "Index": 281}, {"Word": "burn.", "Confidence": 0.991, "X1": 0.55491, "Y1": 0.7162, "X2": 0.60116, "Y2": 0.716, "X3": 0.60116, "Y3": 0.7318, "X4": 0.55491, "Y4": 0.7318, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.998, "X1": 0.82514, "Y1": 0.7522, "X2": 0.85838, "Y2": 0.752, "X3": 0.85838, "Y3": 0.7678, "X4": 0.82514, "Y4": 0.7688, "page": 0, "Index": 283}, {"Word": "Rather,", "Confidence": 0.953, "X1": 0.3396, "Y1": 0.7522, "X2": 0.40029, "Y2": 0.752, "X3": 0.40029, "Y3": 0.7688, "X4": 0.33815, "Y4": 0.7688, "page": 0, "Index": 284}, {"Word": "a", "Confidence": 0.995, "X1": 0.40462, "Y1": 0.7522, "X2": 0.41329, "Y2": 0.752, "X3": 0.41329, "Y3": 0.7688, "X4": 0.40462, "Y4": 0.7688, "page": 0, "Index": 285}, {"Word": "carbon", "Confidence": 0.996, "X1": 0.41763, "Y1": 0.7522, "X2": 0.47543, "Y2": 0.752, "X3": 0.47543, "Y3": 0.7688, "X4": 0.41763, "Y4": 0.7688, "page": 0, "Index": 286}, {"Word": "tip", "Confidence": 0.993, "X1": 0.47977, "Y1": 0.7522, "X2": 0.50289, "Y2": 0.752, "X3": 0.50289, "Y3": 0.7688, "X4": 0.47977, "Y4": 0.7688, "page": 0, "Index": 287}, {"Word": "is", "Confidence": 0.998, "X1": 0.50723, "Y1": 0.7522, "X2": 0.52168, "Y2": 0.752, "X3": 0.52168, "Y3": 0.7688, "X4": 0.50723, "Y4": 0.7688, "page": 0, "Index": 288}, {"Word": "lit", "Confidence": 0.997, "X1": 0.52746, "Y1": 0.7522, "X2": 0.5448, "Y2": 0.752, "X3": 0.5448, "Y3": 0.7688, "X4": 0.52746, "Y4": 0.7688, "page": 0, "Index": 289}, {"Word": "and", "Confidence": 0.96, "X1": 0.54913, "Y1": 0.7522, "X2": 0.58092, "Y2": 0.752, "X3": 0.58092, "Y3": 0.7688, "X4": 0.54913, "Y4": 0.7688, "page": 0, "Index": 290}, {"Word": "its", "Confidence": 0.998, "X1": 0.58526, "Y1": 0.7522, "X2": 0.60694, "Y2": 0.752, "X3": 0.60694, "Y3": 0.7688, "X4": 0.58526, "Y4": 0.7688, "page": 0, "Index": 291}, {"Word": "smoke", "Confidence": 0.993, "X1": 0.61127, "Y1": 0.7522, "X2": 0.66474, "Y2": 0.752, "X3": 0.66474, "Y3": 0.7688, "X4": 0.61127, "Y4": 0.7688, "page": 0, "Index": 292}, {"Word": "is", "Confidence": 0.998, "X1": 0.67052, "Y1": 0.7522, "X2": 0.68497, "Y2": 0.752, "X3": 0.68497, "Y3": 0.7688, "X4": 0.66908, "Y4": 0.7688, "page": 0, "Index": 293}, {"Word": "inhaled", "Confidence": 0.996, "X1": 0.68931, "Y1": 0.7522, "X2": 0.75145, "Y2": 0.752, "X3": 0.75145, "Y3": 0.7688, "X4": 0.68931, "Y4": 0.7688, "page": 0, "Index": 294}, {"Word": "through", "Confidence": 0.994, "X1": 0.75578, "Y1": 0.7522, "X2": 0.82081, "Y2": 0.752, "X3": 0.82081, "Y3": 0.7688, "X4": 0.75578, "Y4": 0.7688, "page": 0, "Index": 295}, {"Word": "cigarette,", "Confidence": 0.656, "X1": 0.34104, "Y1": 0.7702, "X2": 0.41474, "Y2": 0.77, "X3": 0.41474, "Y3": 0.7868, "X4": 0.34104, "Y4": 0.7878, "page": 0, "Index": 296}, {"Word": "absorbing", "Confidence": 0.991, "X1": 0.42052, "Y1": 0.7702, "X2": 0.50145, "Y2": 0.77, "X3": 0.50145, "Y3": 0.7868, "X4": 0.42052, "Y4": 0.7868, "page": 0, "Index": 297}, {"Word": "the", "Confidence": 0.958, "X1": 0.50723, "Y1": 0.7702, "X2": 0.53324, "Y2": 0.77, "X3": 0.53324, "Y3": 0.7868, "X4": 0.50723, "Y4": 0.7868, "page": 0, "Index": 298}, {"Word": "tobacco's", "Confidence": 0.955, "X1": 0.53757, "Y1": 0.7702, "X2": 0.61561, "Y2": 0.77, "X3": 0.61561, "Y3": 0.7868, "X4": 0.53757, "Y4": 0.7868, "page": 0, "Index": 299}, {"Word": "flavor.", "Confidence": 0.991, "X1": 0.62139, "Y1": 0.7702, "X2": 0.6763, "Y2": 0.77, "X3": 0.6763, "Y3": 0.7868, "X4": 0.62139, "Y4": 0.7868, "page": 0, "Index": 300}, {"Word": "That", "Confidence": 0.987, "X1": 0.68064, "Y1": 0.7702, "X2": 0.71821, "Y2": 0.77, "X3": 0.71821, "Y3": 0.7868, "X4": 0.68208, "Y4": 0.7868, "page": 0, "Index": 301}, {"Word": "means", "Confidence": 0.997, "X1": 0.72399, "Y1": 0.7702, "X2": 0.77746, "Y2": 0.77, "X3": 0.77746, "Y3": 0.7868, "X4": 0.72399, "Y4": 0.7868, "page": 0, "Index": 302}, {"Word": "an", "Confidence": 0.997, "X1": 0.78179, "Y1": 0.7702, "X2": 0.80202, "Y2": 0.77, "X3": 0.80202, "Y3": 0.7868, "X4": 0.78324, "Y4": 0.7868, "page": 0, "Index": 303}, {"Word": "Eclipse", "Confidence": 0.963, "X1": 0.80636, "Y1": 0.7702, "X2": 0.87283, "Y2": 0.77, "X3": 0.87283, "Y3": 0.7878, "X4": 0.80636, "Y4": 0.7868, "page": 0, "Index": 304}, {"Word": "cigarette", "Confidence": 0.991, "X1": 0.34104, "Y1": 0.7882, "X2": 0.40896, "Y2": 0.788, "X3": 0.40896, "Y3": 0.8048, "X4": 0.34104, "Y4": 0.8058, "page": 0, "Index": 305}, {"Word": "doesn't", "Confidence": 0.939, "X1": 0.41329, "Y1": 0.7882, "X2": 0.47399, "Y2": 0.788, "X3": 0.47399, "Y3": 0.8048, "X4": 0.41329, "Y4": 0.8048, "page": 0, "Index": 306}, {"Word": "produce", "Confidence": 0.995, "X1": 0.47832, "Y1": 0.7882, "X2": 0.54624, "Y2": 0.788, "X3": 0.54624, "Y3": 0.8048, "X4": 0.47832, "Y4": 0.8048, "page": 0, "Index": 307}, {"Word": "ashes", "Confidence": 0.997, "X1": 0.55058, "Y1": 0.7882, "X2": 0.59682, "Y2": 0.788, "X3": 0.59682, "Y3": 0.8048, "X4": 0.55058, "Y4": 0.8048, "page": 0, "Index": 308}, {"Word": "and", "Confidence": 0.998, "X1": 0.60116, "Y1": 0.7882, "X2": 0.63295, "Y2": 0.788, "X3": 0.63295, "Y3": 0.8048, "X4": 0.60116, "Y4": 0.8048, "page": 0, "Index": 309}, {"Word": "looks", "Confidence": 0.917, "X1": 0.63728, "Y1": 0.7882, "X2": 0.68208, "Y2": 0.788, "X3": 0.68208, "Y3": 0.8048, "X4": 0.63728, "Y4": 0.8048, "page": 0, "Index": 310}, {"Word": "almost", "Confidence": 0.991, "X1": 0.68642, "Y1": 0.7882, "X2": 0.74277, "Y2": 0.788, "X3": 0.74277, "Y3": 0.8048, "X4": 0.68642, "Y4": 0.8048, "page": 0, "Index": 311}, {"Word": "the", "Confidence": 0.993, "X1": 0.74855, "Y1": 0.7882, "X2": 0.77312, "Y2": 0.788, "X3": 0.77312, "Y3": 0.8038, "X4": 0.74855, "Y4": 0.8038, "page": 0, "Index": 312}, {"Word": "same", "Confidence": 0.989, "X1": 0.77746, "Y1": 0.7882, "X2": 0.82225, "Y2": 0.788, "X3": 0.82225, "Y3": 0.8038, "X4": 0.77746, "Y4": 0.8038, "page": 0, "Index": 313}, {"Word": "when", "Confidence": 0.991, "X1": 0.82659, "Y1": 0.7882, "X2": 0.87139, "Y2": 0.788, "X3": 0.87139, "Y3": 0.8038, "X4": 0.82659, "Y4": 0.8038, "page": 0, "Index": 314}, {"Word": "it's", "Confidence": 0.881, "X1": 0.87572, "Y1": 0.7882, "X2": 0.90462, "Y2": 0.788, "X3": 0.90462, "Y3": 0.8038, "X4": 0.87572, "Y4": 0.8038, "page": 0, "Index": 315}, {"Word": "finished", "Confidence": 0.911, "X1": 0.34104, "Y1": 0.8062, "X2": 0.40751, "Y2": 0.806, "X3": 0.40607, "Y3": 0.8228, "X4": 0.34104, "Y4": 0.8238, "page": 0, "Index": 316}, {"Word": "as", "Confidence": 0.998, "X1": 0.41185, "Y1": 0.8062, "X2": 0.42919, "Y2": 0.806, "X3": 0.42919, "Y3": 0.8228, "X4": 0.41185, "Y4": 0.8228, "page": 0, "Index": 317}, {"Word": "it", "Confidence": 0.996, "X1": 0.43353, "Y1": 0.8062, "X2": 0.44509, "Y2": 0.806, "X3": 0.44509, "Y3": 0.8228, "X4": 0.43353, "Y4": 0.8228, "page": 0, "Index": 318}, {"Word": "does", "Confidence": 0.981, "X1": 0.44942, "Y1": 0.8062, "X2": 0.48844, "Y2": 0.806, "X3": 0.48844, "Y3": 0.8228, "X4": 0.44942, "Y4": 0.8228, "page": 0, "Index": 319}, {"Word": "before", "Confidence": 0.995, "X1": 0.49422, "Y1": 0.8062, "X2": 0.54769, "Y2": 0.806, "X3": 0.54624, "Y3": 0.8228, "X4": 0.49277, "Y4": 0.8228, "page": 0, "Index": 320}, {"Word": "it", "Confidence": 0.998, "X1": 0.55202, "Y1": 0.8062, "X2": 0.56503, "Y2": 0.806, "X3": 0.56358, "Y3": 0.8228, "X4": 0.55202, "Y4": 0.8228, "page": 0, "Index": 321}, {"Word": "is", "Confidence": 0.998, "X1": 0.56936, "Y1": 0.8062, "X2": 0.58526, "Y2": 0.806, "X3": 0.58526, "Y3": 0.8228, "X4": 0.56936, "Y4": 0.8228, "page": 0, "Index": 322}, {"Word": "smoked.", "Confidence": 0.994, "X1": 0.5896, "Y1": 0.8062, "X2": 0.65896, "Y2": 0.806, "X3": 0.65896, "Y3": 0.8228, "X4": 0.5896, "Y4": 0.8228, "page": 0, "Index": 323}, {"Word": "Furthermore,", "Confidence": 0.991, "X1": 0.66329, "Y1": 0.8072, "X2": 0.77601, "Y2": 0.807, "X3": 0.77457, "Y3": 0.8218, "X4": 0.66329, "Y4": 0.8228, "page": 0, "Index": 324}, {"Word": "the", "Confidence": 0.998, "X1": 0.78035, "Y1": 0.8072, "X2": 0.80925, "Y2": 0.807, "X3": 0.80925, "Y3": 0.8218, "X4": 0.78035, "Y4": 0.8218, "page": 0, "Index": 325}, {"Word": "manufacturer", "Confidence": 0.948, "X1": 0.34104, "Y1": 0.8252, "X2": 0.44942, "Y2": 0.825, "X3": 0.44942, "Y3": 0.8418, "X4": 0.34104, "Y4": 0.8418, "page": 0, "Index": 326}, {"Word": "claims", "Confidence": 0.995, "X1": 0.4552, "Y1": 0.8242, "X2": 0.50867, "Y2": 0.824, "X3": 0.50867, "Y3": 0.8408, "X4": 0.45376, "Y4": 0.8418, "page": 0, "Index": 327}, {"Word": "that", "Confidence": 0.988, "X1": 0.51445, "Y1": 0.8242, "X2": 0.54624, "Y2": 0.824, "X3": 0.54624, "Y3": 0.8408, "X4": 0.51445, "Y4": 0.8408, "page": 0, "Index": 328}, {"Word": "the", "Confidence": 0.621, "X1": 0.55058, "Y1": 0.8242, "X2": 0.57659, "Y2": 0.824, "X3": 0.57659, "Y3": 0.8408, "X4": 0.55058, "Y4": 0.8408, "page": 0, "Index": 329}, {"Word": "smoke", "Confidence": 0.955, "X1": 0.58237, "Y1": 0.8242, "X2": 0.63728, "Y2": 0.824, "X3": 0.63584, "Y3": 0.8408, "X4": 0.58092, "Y4": 0.8408, "page": 0, "Index": 330}, {"Word": "from", "Confidence": 0.988, "X1": 0.64162, "Y1": 0.8242, "X2": 0.68064, "Y2": 0.824, "X3": 0.68064, "Y3": 0.8408, "X4": 0.64017, "Y4": 0.8408, "page": 0, "Index": 331}, {"Word": "the", "Confidence": 0.998, "X1": 0.68786, "Y1": 0.8242, "X2": 0.71243, "Y2": 0.824, "X3": 0.71098, "Y3": 0.8408, "X4": 0.68786, "Y4": 0.8408, "page": 0, "Index": 332}, {"Word": "new", "Confidence": 0.902, "X1": 0.71676, "Y1": 0.8242, "X2": 0.75434, "Y2": 0.824, "X3": 0.75289, "Y3": 0.8408, "X4": 0.71676, "Y4": 0.8408, "page": 0, "Index": 333}, {"Word": "brand", "Confidence": 0.997, "X1": 0.75867, "Y1": 0.8242, "X2": 0.80636, "Y2": 0.824, "X3": 0.80491, "Y3": 0.8408, "X4": 0.75867, "Y4": 0.8408, "page": 0, "Index": 334}, {"Word": "contains", "Confidence": 0.995, "X1": 0.81069, "Y1": 0.8242, "X2": 0.88439, "Y2": 0.824, "X3": 0.88295, "Y3": 0.8408, "X4": 0.80925, "Y4": 0.8408, "page": 0, "Index": 335}, {"Word": "80percent", "Confidence": 0.737, "X1": 0.34249, "Y1": 0.8432, "X2": 0.42052, "Y2": 0.843, "X3": 0.41908, "Y3": 0.8598, "X4": 0.34249, "Y4": 0.8598, "page": 0, "Index": 336}, {"Word": "fewer", "Confidence": 0.996, "X1": 0.42486, "Y1": 0.8432, "X2": 0.47254, "Y2": 0.843, "X3": 0.4711, "Y3": 0.8598, "X4": 0.42486, "Y4": 0.8598, "page": 0, "Index": 337}, {"Word": "cancer-causing", "Confidence": 0.758, "X1": 0.47688, "Y1": 0.8432, "X2": 0.6026, "Y2": 0.843, "X3": 0.6026, "Y3": 0.8598, "X4": 0.47688, "Y4": 0.8598, "page": 0, "Index": 338}, {"Word": "substances", "Confidence": 0.801, "X1": 0.60838, "Y1": 0.8422, "X2": 0.69653, "Y2": 0.842, "X3": 0.69653, "Y3": 0.8598, "X4": 0.60694, "Y4": 0.8598, "page": 0, "Index": 339}, {"Word": "than", "Confidence": 0.987, "X1": 0.70231, "Y1": 0.8422, "X2": 0.73844, "Y2": 0.842, "X3": 0.73844, "Y3": 0.8598, "X4": 0.70087, "Y4": 0.8598, "page": 0, "Index": 340}, {"Word": "found", "Confidence": 0.997, "X1": 0.74422, "Y1": 0.8422, "X2": 0.79335, "Y2": 0.842, "X3": 0.79191, "Y3": 0.8598, "X4": 0.74277, "Y4": 0.8598, "page": 0, "Index": 341}, {"Word": "in", "Confidence": 0.997, "X1": 0.79769, "Y1": 0.8422, "X2": 0.81503, "Y2": 0.842, "X3": 0.81358, "Y3": 0.8598, "X4": 0.79769, "Y4": 0.8598, "page": 0, "Index": 342}, {"Word": "a", "Confidence": 0.998, "X1": 0.81936, "Y1": 0.8422, "X2": 0.82803, "Y2": 0.842, "X3": 0.82803, "Y3": 0.8598, "X4": 0.81936, "Y4": 0.8598, "page": 0, "Index": 343}, {"Word": "popular", "Confidence": 0.995, "X1": 0.83382, "Y1": 0.8422, "X2": 0.90318, "Y2": 0.842, "X3": 0.90173, "Y3": 0.8598, "X4": 0.83237, "Y4": 0.8598, "page": 0, "Index": 344}, {"Word": "cigarette.", "Confidence": 0.911, "X1": 0.4263, "Y1": 0.8612, "X2": 0.50867, "Y2": 0.861, "X3": 0.50867, "Y3": 0.8778, "X4": 0.42775, "Y4": 0.8788, "page": 0, "Index": 345}, {"Word": "ultra-light", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.8612, "X2": 0.42197, "Y2": 0.861, "X3": 0.42197, "Y3": 0.8788, "X4": 0.34104, "Y4": 0.8788, "page": 0, "Index": 346}, {"Word": "53059", "Confidence": 0.956, "X1": 0.99277, "Y1": 0.9192, "X2": 0.99422, "Y2": 0.919, "X3": 0.97543, "Y3": 0.9198, "X4": 0.97543, "Y4": 0.8748, "page": 0, "Index": 347}, {"Word": "0783", "Confidence": 0.991, "X1": 0.99422, "Y1": 0.9682, "X2": 0.99566, "Y2": 0.968, "X3": 0.97399, "Y3": 0.9678, "X4": 0.97543, "Y4": 0.9308, "page": 0, "Index": 348}, {"Word": "R0000001025065044", "Confidence": 0.992, "X1": 0.00289, "Y1": 0.9762, "X2": 0.2052, "Y2": 0.976, "X3": 0.2052, "Y3": 0.9928, "X4": 0.00289, "Y4": 0.9918, "page": 0, "Index": 349}]}	"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"
ffbm0221	2	{"lines_data": [{"Word": "Because Eclipse does not burn tobacco, an Eclipse smoker is", "Confidence": 0.8982, "X1": 0.33671, "Y1": 0.0792, "X2": 0.84827, "Y2": 0.079, "X3": 0.84827, "Y3": 0.0968, "X4": 0.33671, "Y4": 0.0948, "page": 0}, {"Word": "breathing in mostly water and glycerin cach time its smoke is", "Confidence": 0.95109, "X1": 0.33671, "Y1": 0.0962, "X2": 0.85116, "Y2": 0.096, "X3": 0.85116, "Y3": 0.1148, "X4": 0.33671, "Y4": 0.1138, "page": 0}, {"Word": "inhaled, the company literature says. Smoke from a regular cigarette", "Confidence": 0.9533, "X1": 0.33382, "Y1": 0.1152, "X2": 0.91185, "Y2": 0.115, "X3": 0.91185, "Y3": 0.1338, "X4": 0.33382, "Y4": 0.1318, "page": 0}, {"Word": "has a greater concentration of tar and other potentially dangerous", "Confidence": 0.965, "X1": 0.33671, "Y1": 0.1342, "X2": 0.8815, "Y2": 0.134, "X3": 0.8815, "Y3": 0.1508, "X4": 0.33671, "Y4": 0.1498, "page": 0}, {"Word": "components.", "Confidence": 0.617, "X1": 0.33526, "Y1": 0.1522, "X2": 0.44653, "Y2": 0.152, "X3": 0.44653, "Y3": 0.1678, "X4": 0.33526, "Y4": 0.1688, "page": 0}, {"Word": "But does it really add up to a safer cigarette?", "Confidence": 0.9226, "X1": 0.33526, "Y1": 0.1872, "X2": 0.71387, "Y2": 0.187, "X3": 0.71387, "Y3": 0.2048, "X4": 0.33526, "Y4": 0.2048, "page": 0}, {"Word": "As evidence, R.J. Reynolds offers a lot of scientific information that", "Confidence": 0.89155, "X1": 0.33671, "Y1": 0.2242, "X2": 0.90751, "Y2": 0.224, "X3": 0.90751, "Y3": 0.2418, "X4": 0.33671, "Y4": 0.2408, "page": 0}, {"Word": "might sound like mumbo jumbo to the average smoker. Consumers", "Confidence": 0.9313, "X1": 0.33671, "Y1": 0.2432, "X2": 0.90173, "Y2": 0.243, "X3": 0.90173, "Y3": 0.2608, "X4": 0.33671, "Y4": 0.2588, "page": 0}, {"Word": "are asked to consider such laboratory experiments as the painting of", "Confidence": 0.973, "X1": 0.33526, "Y1": 0.2612, "X2": 0.90751, "Y2": 0.261, "X3": 0.90751, "Y3": 0.2788, "X4": 0.33526, "Y4": 0.2778, "page": 0}, {"Word": "rodents with smoke residue to see how many tumors would grow", "Confidence": 0.97709, "X1": 0.33526, "Y1": 0.2792, "X2": 0.88295, "Y2": 0.279, "X3": 0.88295, "Y3": 0.2968, "X4": 0.33526, "Y4": 0.2958, "page": 0}, {"Word": "compared to what grew from the smoke of another brand. They also", "Confidence": 0.97275, "X1": 0.33526, "Y1": 0.2972, "X2": 0.90607, "Y2": 0.297, "X3": 0.90607, "Y3": 0.3148, "X4": 0.33526, "Y4": 0.3148, "page": 0}, {"Word": "could weigh the testing of urine from smokers who used Eclipse vs.", "Confidence": 0.98792, "X1": 0.33526, "Y1": 0.3162, "X2": 0.90462, "Y2": 0.316, "X3": 0.90462, "Y3": 0.3328, "X4": 0.33526, "Y4": 0.3328, "page": 0}, {"Word": "when they smoked their usual cigarettes. Not surprisingly, the", "Confidence": 0.94578, "X1": 0.33671, "Y1": 0.3342, "X2": 0.85549, "Y2": 0.334, "X3": 0.85549, "Y3": 0.3518, "X4": 0.33671, "Y4": 0.3518, "page": 0}, {"Word": "conclusions of the various studies point in the direction of Eclipse", "Confidence": 0.99018, "X1": 0.33671, "Y1": 0.3522, "X2": 0.89162, "Y2": 0.352, "X3": 0.89162, "Y3": 0.3698, "X4": 0.33671, "Y4": 0.3698, "page": 0}, {"Word": "being less dangerous than one or more other brands.", "Confidence": 0.95356, "X1": 0.33671, "Y1": 0.3702, "X2": 0.77457, "Y2": 0.37, "X3": 0.77457, "Y3": 0.3878, "X4": 0.33671, "Y4": 0.3878, "page": 0}, {"Word": "But even R.J. Reynolds' top researchers aren't guarantecing", "Confidence": 0.84975, "X1": 0.33526, "Y1": 0.4072, "X2": 0.83237, "Y2": 0.407, "X3": 0.83237, "Y3": 0.4268, "X4": 0.33526, "Y4": 0.4248, "page": 0}, {"Word": "anything.", "Confidence": 0.992, "X1": 0.33671, "Y1": 0.4272, "X2": 0.41618, "Y2": 0.427, "X3": 0.41618, "Y3": 0.4438, "X4": 0.33671, "Y4": 0.4428, "page": 0}, {"Word": "\"No cigarette is safe, including Eclipse,\" says David E. Townsend,", "Confidence": 0.9032, "X1": 0.33815, "Y1": 0.4612, "X2": 0.89451, "Y2": 0.461, "X3": 0.89451, "Y3": 0.4798, "X4": 0.33815, "Y4": 0.4788, "page": 0}, {"Word": "R.J. Reynolds' vice president of product development. \"It would", "Confidence": 0.954, "X1": 0.33815, "Y1": 0.4802, "X2": 0.87428, "Y2": 0.48, "X3": 0.87428, "Y3": 0.4978, "X4": 0.33815, "Y4": 0.4968, "page": 0}, {"Word": "take a 30-year study of smokers using only Eclipse to see if they", "Confidence": 0.93546, "X1": 0.33671, "Y1": 0.4992, "X2": 0.87283, "Y2": 0.499, "X3": 0.87283, "Y3": 0.5158, "X4": 0.33671, "Y4": 0.5148, "page": 0}, {"Word": "have less incidence of chronic diseases, including cancer. I don't", "Confidence": 0.9203, "X1": 0.33671, "Y1": 0.5162, "X2": 0.87717, "Y2": 0.516, "X3": 0.87717, "Y3": 0.5338, "X4": 0.33671, "Y4": 0.5328, "page": 0}, {"Word": "think that's terribly viable. But we have solid science that suggests it", "Confidence": 0.9845, "X1": 0.33526, "Y1": 0.5352, "X2": 0.91185, "Y2": 0.535, "X3": 0.91185, "Y3": 0.5528, "X4": 0.33526, "Y4": 0.5508, "page": 0}, {"Word": "is safer.\"", "Confidence": 0.9195, "X1": 0.33671, "Y1": 0.5532, "X2": 0.4104, "Y2": 0.553, "X3": 0.4104, "Y3": 0.5688, "X4": 0.33671, "Y4": 0.5688, "page": 0}, {"Word": "Smokers can't look to the U.S. Food and Drug Administration for", "Confidence": 0.97882, "X1": 0.33526, "Y1": 0.5902, "X2": 0.88728, "Y2": 0.59, "X3": 0.88728, "Y3": 0.6068, "X4": 0.33526, "Y4": 0.6058, "page": 0}, {"Word": "help because the agency has no control over tobacco products.", "Confidence": 0.9419, "X1": 0.33671, "Y1": 0.6082, "X2": 0.85838, "Y2": 0.608, "X3": 0.85838, "Y3": 0.6258, "X4": 0.33671, "Y4": 0.6258, "page": 0}, {"Word": "Ironically, they might want to tune in to the very organizations that", "Confidence": 0.9225, "X1": 0.33671, "Y1": 0.6452, "X2": 0.90029, "Y2": 0.645, "X3": 0.90029, "Y3": 0.6618, "X4": 0.33671, "Y4": 0.6608, "page": 0}, {"Word": "are trying to get them to quit smoking. A dozen longtime smoking", "Confidence": 0.9295, "X1": 0.33815, "Y1": 0.6622, "X2": 0.89017, "Y2": 0.662, "X3": 0.89017, "Y3": 0.6808, "X4": 0.33815, "Y4": 0.6818, "page": 0}, {"Word": "opponents have criticized R.J. Reynolds for marketing the new", "Confidence": 0.90333, "X1": 0.33526, "Y1": 0.6802, "X2": 0.86272, "Y2": 0.68, "X3": 0.86272, "Y3": 0.6978, "X4": 0.33526, "Y4": 0.6978, "page": 0}, {"Word": "brand before publishing conclusive proof that it deserves to be", "Confidence": 0.9955, "X1": 0.33526, "Y1": 0.6992, "X2": 0.85983, "Y2": 0.699, "X3": 0.85983, "Y3": 0.7168, "X4": 0.33526, "Y4": 0.7158, "page": 0}, {"Word": "called a lower-risk cigarette. Last week, the American Heart", "Confidence": 0.90033, "X1": 0.33526, "Y1": 0.7172, "X2": 0.84249, "Y2": 0.717, "X3": 0.84249, "Y3": 0.7338, "X4": 0.33526, "Y4": 0.7338, "page": 0}, {"Word": "Association and other health groups released a study of Eclipse that", "Confidence": 0.88973, "X1": 0.33671, "Y1": 0.7362, "X2": 0.90318, "Y2": 0.736, "X3": 0.90318, "Y3": 0.7528, "X4": 0.33671, "Y4": 0.7518, "page": 0}, {"Word": "challenges its claim that smoke from the new brand contains fewer", "Confidence": 0.98609, "X1": 0.33671, "Y1": 0.7532, "X2": 0.8974, "Y2": 0.753, "X3": 0.8974, "Y3": 0.7708, "X4": 0.33671, "Y4": 0.7708, "page": 0}, {"Word": "cancer-causing chemicals than other ultra-light brands.", "Confidence": 0.98333, "X1": 0.33526, "Y1": 0.7712, "X2": 0.79624, "Y2": 0.771, "X3": 0.79624, "Y3": 0.7888, "X4": 0.33526, "Y4": 0.7898, "page": 0}, {"Word": "In response, the company said it stands by its own tests that indicate", "Confidence": 0.98385, "X1": 0.33671, "Y1": 0.8082, "X2": 0.90751, "Y2": 0.808, "X3": 0.90751, "Y3": 0.8248, "X4": 0.33671, "Y4": 0.8248, "page": 0}, {"Word": "cigarettes may be safer when the tobacco is heated rather than", "Confidence": 0.93327, "X1": 0.33671, "Y1": 0.8262, "X2": 0.85405, "Y2": 0.826, "X3": 0.85405, "Y3": 0.8428, "X4": 0.33671, "Y4": 0.8428, "page": 0}, {"Word": "burned.", "Confidence": 0.935, "X1": 0.33671, "Y1": 0.8452, "X2": 0.40462, "Y2": 0.845, "X3": 0.40462, "Y3": 0.8608, "X4": 0.33671, "Y4": 0.8608, "page": 0}, {"Word": "\"Under cvery testing regimen we have used, the smoke from", "Confidence": 0.9346, "X1": 0.33815, "Y1": 0.8802, "X2": 0.84393, "Y2": 0.88, "X3": 0.84393, "Y3": 0.8988, "X4": 0.33815, "Y4": 0.8978, "page": 0}, {"Word": "53059 0784", "Confidence": 0.9935, "X1": 0.99711, "Y1": 0.9682, "X2": 0.99566, "Y2": 0.968, "X3": 0.97688, "Y3": 0.9678, "X4": 0.97832, "Y4": 0.8698, "page": 0}, {"Word": "R0000001025065044", "Confidence": 0.991, "X1": 0.0, "Y1": 0.9772, "X2": 0.20376, "Y2": 0.977, "X3": 0.20376, "Y3": 0.9928, "X4": 0.0, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "Because", "Confidence": 0.639, "X1": 0.33671, "Y1": 0.0782, "X2": 0.40318, "Y2": 0.078, "X3": 0.40318, "Y3": 0.0958, "X4": 0.33671, "Y4": 0.0948, "page": 0, "Index": 0}, {"Word": "Eclipse", "Confidence": 0.991, "X1": 0.40896, "Y1": 0.0782, "X2": 0.4711, "Y2": 0.078, "X3": 0.4711, "Y3": 0.0958, "X4": 0.40896, "Y4": 0.0958, "page": 0, "Index": 1}, {"Word": "does", "Confidence": 0.673, "X1": 0.47688, "Y1": 0.0782, "X2": 0.51301, "Y2": 0.078, "X3": 0.51445, "Y3": 0.0968, "X4": 0.47688, "Y4": 0.0958, "page": 0, "Index": 2}, {"Word": "not", "Confidence": 0.998, "X1": 0.51879, "Y1": 0.0782, "X2": 0.54624, "Y2": 0.078, "X3": 0.54769, "Y3": 0.0968, "X4": 0.51879, "Y4": 0.0968, "page": 0, "Index": 3}, {"Word": "burn", "Confidence": 0.978, "X1": 0.55202, "Y1": 0.0782, "X2": 0.5896, "Y2": 0.078, "X3": 0.5896, "Y3": 0.0968, "X4": 0.55202, "Y4": 0.0968, "page": 0, "Index": 4}, {"Word": "tobacco,", "Confidence": 0.958, "X1": 0.59393, "Y1": 0.0782, "X2": 0.66474, "Y2": 0.078, "X3": 0.66474, "Y3": 0.0968, "X4": 0.59393, "Y4": 0.0968, "page": 0, "Index": 5}, {"Word": "an", "Confidence": 0.998, "X1": 0.66908, "Y1": 0.0782, "X2": 0.68931, "Y2": 0.078, "X3": 0.68931, "Y3": 0.0968, "X4": 0.67052, "Y4": 0.0968, "page": 0, "Index": 6}, {"Word": "Eclipse", "Confidence": 0.789, "X1": 0.69364, "Y1": 0.0792, "X2": 0.75723, "Y2": 0.079, "X3": 0.75723, "Y3": 0.0978, "X4": 0.69364, "Y4": 0.0968, "page": 0, "Index": 7}, {"Word": "smoker", "Confidence": 0.96, "X1": 0.76301, "Y1": 0.0792, "X2": 0.8237, "Y2": 0.079, "X3": 0.8237, "Y3": 0.0978, "X4": 0.76301, "Y4": 0.0978, "page": 0, "Index": 8}, {"Word": "is", "Confidence": 0.998, "X1": 0.82948, "Y1": 0.0792, "X2": 0.84971, "Y2": 0.079, "X3": 0.84971, "Y3": 0.0978, "X4": 0.82948, "Y4": 0.0978, "page": 0, "Index": 9}, {"Word": "breathing", "Confidence": 0.995, "X1": 0.33815, "Y1": 0.0962, "X2": 0.41329, "Y2": 0.096, "X3": 0.41329, "Y3": 0.1148, "X4": 0.33815, "Y4": 0.1138, "page": 0, "Index": 10}, {"Word": "in", "Confidence": 0.998, "X1": 0.41908, "Y1": 0.0962, "X2": 0.43497, "Y2": 0.096, "X3": 0.43353, "Y3": 0.1148, "X4": 0.41908, "Y4": 0.1148, "page": 0, "Index": 11}, {"Word": "mostly", "Confidence": 0.997, "X1": 0.43931, "Y1": 0.0962, "X2": 0.49855, "Y2": 0.096, "X3": 0.49855, "Y3": 0.1148, "X4": 0.43931, "Y4": 0.1148, "page": 0, "Index": 12}, {"Word": "water", "Confidence": 0.636, "X1": 0.50289, "Y1": 0.0972, "X2": 0.54769, "Y2": 0.097, "X3": 0.54769, "Y3": 0.1148, "X4": 0.50289, "Y4": 0.1148, "page": 0, "Index": 13}, {"Word": "and", "Confidence": 0.998, "X1": 0.55347, "Y1": 0.0972, "X2": 0.58237, "Y2": 0.097, "X3": 0.58237, "Y3": 0.1148, "X4": 0.55347, "Y4": 0.1148, "page": 0, "Index": 14}, {"Word": "glycerin", "Confidence": 0.996, "X1": 0.58815, "Y1": 0.0972, "X2": 0.65607, "Y2": 0.097, "X3": 0.65462, "Y3": 0.1158, "X4": 0.58815, "Y4": 0.1158, "page": 0, "Index": 15}, {"Word": "cach", "Confidence": 0.941, "X1": 0.6604, "Y1": 0.0972, "X2": 0.69798, "Y2": 0.097, "X3": 0.69798, "Y3": 0.1148, "X4": 0.6604, "Y4": 0.1158, "page": 0, "Index": 16}, {"Word": "time", "Confidence": 0.91, "X1": 0.70376, "Y1": 0.0972, "X2": 0.74133, "Y2": 0.097, "X3": 0.74133, "Y3": 0.1148, "X4": 0.70376, "Y4": 0.1148, "page": 0, "Index": 17}, {"Word": "its", "Confidence": 0.998, "X1": 0.74711, "Y1": 0.0972, "X2": 0.76734, "Y2": 0.097, "X3": 0.76734, "Y3": 0.1148, "X4": 0.74566, "Y4": 0.1148, "page": 0, "Index": 18}, {"Word": "smoke", "Confidence": 0.995, "X1": 0.77312, "Y1": 0.0972, "X2": 0.82659, "Y2": 0.097, "X3": 0.82514, "Y3": 0.1148, "X4": 0.77168, "Y4": 0.1148, "page": 0, "Index": 19}, {"Word": "is", "Confidence": 0.998, "X1": 0.83092, "Y1": 0.0972, "X2": 0.85116, "Y2": 0.097, "X3": 0.84971, "Y3": 0.1148, "X4": 0.83092, "Y4": 0.1148, "page": 0, "Index": 20}, {"Word": "inhaled,", "Confidence": 0.988, "X1": 0.33671, "Y1": 0.1142, "X2": 0.40173, "Y2": 0.114, "X3": 0.40029, "Y3": 0.1328, "X4": 0.33526, "Y4": 0.1318, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.964, "X1": 0.40751, "Y1": 0.1142, "X2": 0.43208, "Y2": 0.114, "X3": 0.43064, "Y3": 0.1328, "X4": 0.40607, "Y4": 0.1328, "page": 0, "Index": 22}, {"Word": "company", "Confidence": 0.996, "X1": 0.43786, "Y1": 0.1142, "X2": 0.51301, "Y2": 0.114, "X3": 0.51156, "Y3": 0.1328, "X4": 0.43642, "Y4": 0.1328, "page": 0, "Index": 23}, {"Word": "literature", "Confidence": 0.934, "X1": 0.51734, "Y1": 0.1152, "X2": 0.59393, "Y2": 0.115, "X3": 0.59393, "Y3": 0.1338, "X4": 0.5159, "Y4": 0.1328, "page": 0, "Index": 24}, {"Word": "says.", "Confidence": 0.995, "X1": 0.59971, "Y1": 0.1152, "X2": 0.64017, "Y2": 0.115, "X3": 0.63873, "Y3": 0.1338, "X4": 0.59827, "Y4": 0.1338, "page": 0, "Index": 25}, {"Word": "Smoke", "Confidence": 0.881, "X1": 0.64451, "Y1": 0.1152, "X2": 0.70231, "Y2": 0.115, "X3": 0.70087, "Y3": 0.1338, "X4": 0.64451, "Y4": 0.1338, "page": 0, "Index": 26}, {"Word": "from", "Confidence": 0.991, "X1": 0.70809, "Y1": 0.1162, "X2": 0.74711, "Y2": 0.116, "X3": 0.74711, "Y3": 0.1338, "X4": 0.70665, "Y4": 0.1338, "page": 0, "Index": 27}, {"Word": "a", "Confidence": 0.995, "X1": 0.75289, "Y1": 0.1162, "X2": 0.76156, "Y2": 0.116, "X3": 0.76156, "Y3": 0.1338, "X4": 0.75289, "Y4": 0.1338, "page": 0, "Index": 28}, {"Word": "regular", "Confidence": 0.993, "X1": 0.76734, "Y1": 0.1162, "X2": 0.82659, "Y2": 0.116, "X3": 0.82514, "Y3": 0.1338, "X4": 0.7659, "Y4": 0.1338, "page": 0, "Index": 29}, {"Word": "cigarette", "Confidence": 0.796, "X1": 0.83237, "Y1": 0.1172, "X2": 0.9104, "Y2": 0.117, "X3": 0.9104, "Y3": 0.1338, "X4": 0.83092, "Y4": 0.1338, "page": 0, "Index": 30}, {"Word": "has", "Confidence": 0.995, "X1": 0.33815, "Y1": 0.1342, "X2": 0.36561, "Y2": 0.134, "X3": 0.36416, "Y3": 0.1508, "X4": 0.33671, "Y4": 0.1508, "page": 0, "Index": 31}, {"Word": "a", "Confidence": 0.995, "X1": 0.36994, "Y1": 0.1342, "X2": 0.37861, "Y2": 0.134, "X3": 0.37717, "Y3": 0.1508, "X4": 0.3685, "Y4": 0.1508, "page": 0, "Index": 32}, {"Word": "greater", "Confidence": 0.814, "X1": 0.38295, "Y1": 0.1342, "X2": 0.43931, "Y2": 0.134, "X3": 0.43931, "Y3": 0.1508, "X4": 0.3815, "Y4": 0.1508, "page": 0, "Index": 33}, {"Word": "concentration", "Confidence": 0.991, "X1": 0.44509, "Y1": 0.1342, "X2": 0.55925, "Y2": 0.134, "X3": 0.55925, "Y3": 0.1508, "X4": 0.44364, "Y4": 0.1508, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.56503, "Y1": 0.1342, "X2": 0.58237, "Y2": 0.134, "X3": 0.58092, "Y3": 0.1508, "X4": 0.56358, "Y4": 0.1508, "page": 0, "Index": 35}, {"Word": "tar", "Confidence": 0.998, "X1": 0.58671, "Y1": 0.1342, "X2": 0.60983, "Y2": 0.134, "X3": 0.60838, "Y3": 0.1508, "X4": 0.58671, "Y4": 0.1508, "page": 0, "Index": 36}, {"Word": "and", "Confidence": 0.998, "X1": 0.61416, "Y1": 0.1342, "X2": 0.64451, "Y2": 0.134, "X3": 0.64306, "Y3": 0.1508, "X4": 0.61416, "Y4": 0.1508, "page": 0, "Index": 37}, {"Word": "other", "Confidence": 0.997, "X1": 0.64884, "Y1": 0.1342, "X2": 0.6922, "Y2": 0.134, "X3": 0.6922, "Y3": 0.1508, "X4": 0.6474, "Y4": 0.1508, "page": 0, "Index": 38}, {"Word": "potentially", "Confidence": 0.991, "X1": 0.69798, "Y1": 0.1342, "X2": 0.78613, "Y2": 0.134, "X3": 0.78613, "Y3": 0.1518, "X4": 0.69653, "Y4": 0.1508, "page": 0, "Index": 39}, {"Word": "dangerous", "Confidence": 0.873, "X1": 0.79191, "Y1": 0.1352, "X2": 0.8815, "Y2": 0.135, "X3": 0.88006, "Y3": 0.1518, "X4": 0.79046, "Y4": 0.1518, "page": 0, "Index": 40}, {"Word": "components.", "Confidence": 0.617, "X1": 0.33671, "Y1": 0.1532, "X2": 0.44653, "Y2": 0.153, "X3": 0.44509, "Y3": 0.1688, "X4": 0.33671, "Y4": 0.1688, "page": 0, "Index": 41}, {"Word": "But", "Confidence": 0.885, "X1": 0.33526, "Y1": 0.1872, "X2": 0.36416, "Y2": 0.187, "X3": 0.36416, "Y3": 0.2048, "X4": 0.33671, "Y4": 0.2048, "page": 0, "Index": 42}, {"Word": "does", "Confidence": 0.887, "X1": 0.36994, "Y1": 0.1882, "X2": 0.40751, "Y2": 0.188, "X3": 0.40896, "Y3": 0.2048, "X4": 0.36994, "Y4": 0.2048, "page": 0, "Index": 43}, {"Word": "it", "Confidence": 0.997, "X1": 0.41329, "Y1": 0.1882, "X2": 0.42486, "Y2": 0.188, "X3": 0.42486, "Y3": 0.2048, "X4": 0.41329, "Y4": 0.2048, "page": 0, "Index": 44}, {"Word": "really", "Confidence": 0.997, "X1": 0.43064, "Y1": 0.1882, "X2": 0.47688, "Y2": 0.188, "X3": 0.47688, "Y3": 0.2058, "X4": 0.43064, "Y4": 0.2048, "page": 0, "Index": 45}, {"Word": "add", "Confidence": 0.998, "X1": 0.48266, "Y1": 0.1882, "X2": 0.51301, "Y2": 0.188, "X3": 0.51301, "Y3": 0.2058, "X4": 0.48266, "Y4": 0.2058, "page": 0, "Index": 46}, {"Word": "up", "Confidence": 0.998, "X1": 0.51734, "Y1": 0.1882, "X2": 0.53757, "Y2": 0.188, "X3": 0.53757, "Y3": 0.2058, "X4": 0.51734, "Y4": 0.2058, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.994, "X1": 0.54335, "Y1": 0.1882, "X2": 0.55925, "Y2": 0.188, "X3": 0.56069, "Y3": 0.2058, "X4": 0.54335, "Y4": 0.2058, "page": 0, "Index": 48}, {"Word": "a", "Confidence": 0.995, "X1": 0.56503, "Y1": 0.1882, "X2": 0.57514, "Y2": 0.188, "X3": 0.57514, "Y3": 0.2058, "X4": 0.56503, "Y4": 0.2058, "page": 0, "Index": 49}, {"Word": "safer", "Confidence": 0.995, "X1": 0.57948, "Y1": 0.1882, "X2": 0.62139, "Y2": 0.188, "X3": 0.62139, "Y3": 0.2058, "X4": 0.58092, "Y4": 0.2058, "page": 0, "Index": 50}, {"Word": "cigarette?", "Confidence": 0.48, "X1": 0.62572, "Y1": 0.1872, "X2": 0.71387, "Y2": 0.187, "X3": 0.71387, "Y3": 0.2048, "X4": 0.62572, "Y4": 0.2058, "page": 0, "Index": 51}, {"Word": "As", "Confidence": 0.998, "X1": 0.33815, "Y1": 0.2242, "X2": 0.35838, "Y2": 0.224, "X3": 0.35694, "Y3": 0.2418, "X4": 0.33815, "Y4": 0.2418, "page": 0, "Index": 52}, {"Word": "evidence,", "Confidence": 0.613, "X1": 0.36272, "Y1": 0.2242, "X2": 0.4422, "Y2": 0.224, "X3": 0.4422, "Y3": 0.2418, "X4": 0.36272, "Y4": 0.2418, "page": 0, "Index": 53}, {"Word": "R.J.", "Confidence": 0.983, "X1": 0.44798, "Y1": 0.2242, "X2": 0.47977, "Y2": 0.224, "X3": 0.47977, "Y3": 0.2418, "X4": 0.44653, "Y4": 0.2418, "page": 0, "Index": 54}, {"Word": "Reynolds", "Confidence": 0.655, "X1": 0.4841, "Y1": 0.2242, "X2": 0.56358, "Y2": 0.224, "X3": 0.56358, "Y3": 0.2418, "X4": 0.4841, "Y4": 0.2418, "page": 0, "Index": 55}, {"Word": "offers", "Confidence": 0.994, "X1": 0.56936, "Y1": 0.2242, "X2": 0.6185, "Y2": 0.224, "X3": 0.6185, "Y3": 0.2418, "X4": 0.56936, "Y4": 0.2418, "page": 0, "Index": 56}, {"Word": "a", "Confidence": 0.991, "X1": 0.62283, "Y1": 0.2242, "X2": 0.6315, "Y2": 0.224, "X3": 0.6315, "Y3": 0.2418, "X4": 0.62283, "Y4": 0.2418, "page": 0, "Index": 57}, {"Word": "lot", "Confidence": 0.958, "X1": 0.63728, "Y1": 0.2242, "X2": 0.65896, "Y2": 0.224, "X3": 0.65896, "Y3": 0.2418, "X4": 0.63728, "Y4": 0.2418, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.996, "X1": 0.66329, "Y1": 0.2242, "X2": 0.68064, "Y2": 0.224, "X3": 0.68064, "Y3": 0.2418, "X4": 0.66329, "Y4": 0.2418, "page": 0, "Index": 59}, {"Word": "scientific", "Confidence": 0.641, "X1": 0.68642, "Y1": 0.2252, "X2": 0.76156, "Y2": 0.225, "X3": 0.76156, "Y3": 0.2418, "X4": 0.68642, "Y4": 0.2418, "page": 0, "Index": 60}, {"Word": "information", "Confidence": 0.993, "X1": 0.76734, "Y1": 0.2252, "X2": 0.86705, "Y2": 0.225, "X3": 0.86705, "Y3": 0.2418, "X4": 0.76734, "Y4": 0.2418, "page": 0, "Index": 61}, {"Word": "that", "Confidence": 0.985, "X1": 0.87139, "Y1": 0.2262, "X2": 0.90751, "Y2": 0.226, "X3": 0.90751, "Y3": 0.2418, "X4": 0.87139, "Y4": 0.2418, "page": 0, "Index": 62}, {"Word": "might", "Confidence": 0.996, "X1": 0.33815, "Y1": 0.2422, "X2": 0.38295, "Y2": 0.242, "X3": 0.38295, "Y3": 0.2598, "X4": 0.33671, "Y4": 0.2598, "page": 0, "Index": 63}, {"Word": "sound", "Confidence": 0.997, "X1": 0.38873, "Y1": 0.2422, "X2": 0.43786, "Y2": 0.242, "X3": 0.43786, "Y3": 0.2598, "X4": 0.38873, "Y4": 0.2598, "page": 0, "Index": 64}, {"Word": "like", "Confidence": 0.982, "X1": 0.44364, "Y1": 0.2422, "X2": 0.47399, "Y2": 0.242, "X3": 0.47399, "Y3": 0.2608, "X4": 0.4422, "Y4": 0.2598, "page": 0, "Index": 65}, {"Word": "mumbo", "Confidence": 0.972, "X1": 0.47832, "Y1": 0.2432, "X2": 0.54191, "Y2": 0.243, "X3": 0.54191, "Y3": 0.2608, "X4": 0.47832, "Y4": 0.2608, "page": 0, "Index": 66}, {"Word": "jumbo", "Confidence": 0.991, "X1": 0.54769, "Y1": 0.2432, "X2": 0.60116, "Y2": 0.243, "X3": 0.60116, "Y3": 0.2608, "X4": 0.54769, "Y4": 0.2608, "page": 0, "Index": 67}, {"Word": "to", "Confidence": 0.843, "X1": 0.60694, "Y1": 0.2432, "X2": 0.62428, "Y2": 0.243, "X3": 0.62428, "Y3": 0.2608, "X4": 0.60694, "Y4": 0.2608, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.955, "X1": 0.62861, "Y1": 0.2432, "X2": 0.65462, "Y2": 0.243, "X3": 0.65462, "Y3": 0.2608, "X4": 0.62861, "Y4": 0.2608, "page": 0, "Index": 69}, {"Word": "average", "Confidence": 0.621, "X1": 0.65896, "Y1": 0.2432, "X2": 0.72399, "Y2": 0.243, "X3": 0.72399, "Y3": 0.2608, "X4": 0.6604, "Y4": 0.2608, "page": 0, "Index": 70}, {"Word": "smoker.", "Confidence": 0.964, "X1": 0.72977, "Y1": 0.2432, "X2": 0.79624, "Y2": 0.243, "X3": 0.79624, "Y3": 0.2608, "X4": 0.72977, "Y4": 0.2608, "page": 0, "Index": 71}, {"Word": "Consumers", "Confidence": 0.992, "X1": 0.80058, "Y1": 0.2442, "X2": 0.90173, "Y2": 0.244, "X3": 0.90318, "Y3": 0.2608, "X4": 0.80202, "Y4": 0.2608, "page": 0, "Index": 72}, {"Word": "are", "Confidence": 0.998, "X1": 0.33671, "Y1": 0.2612, "X2": 0.36127, "Y2": 0.261, "X3": 0.36127, "Y3": 0.2788, "X4": 0.33671, "Y4": 0.2788, "page": 0, "Index": 73}, {"Word": "asked", "Confidence": 0.997, "X1": 0.36561, "Y1": 0.2612, "X2": 0.4104, "Y2": 0.261, "X3": 0.41185, "Y3": 0.2788, "X4": 0.36561, "Y4": 0.2788, "page": 0, "Index": 74}, {"Word": "to", "Confidence": 0.998, "X1": 0.41618, "Y1": 0.2612, "X2": 0.43208, "Y2": 0.261, "X3": 0.43208, "Y3": 0.2788, "X4": 0.41618, "Y4": 0.2788, "page": 0, "Index": 75}, {"Word": "consider", "Confidence": 0.958, "X1": 0.43786, "Y1": 0.2612, "X2": 0.50867, "Y2": 0.261, "X3": 0.50867, "Y3": 0.2788, "X4": 0.43786, "Y4": 0.2788, "page": 0, "Index": 76}, {"Word": "such", "Confidence": 0.984, "X1": 0.51445, "Y1": 0.2612, "X2": 0.55202, "Y2": 0.261, "X3": 0.55202, "Y3": 0.2788, "X4": 0.51445, "Y4": 0.2788, "page": 0, "Index": 77}, {"Word": "laboratory", "Confidence": 0.991, "X1": 0.5578, "Y1": 0.2612, "X2": 0.64306, "Y2": 0.261, "X3": 0.64306, "Y3": 0.2788, "X4": 0.5578, "Y4": 0.2788, "page": 0, "Index": 78}, {"Word": "experiments", "Confidence": 0.9, "X1": 0.6474, "Y1": 0.2612, "X2": 0.75145, "Y2": 0.261, "X3": 0.75, "Y3": 0.2788, "X4": 0.6474, "Y4": 0.2788, "page": 0, "Index": 79}, {"Word": "as", "Confidence": 0.998, "X1": 0.75578, "Y1": 0.2612, "X2": 0.77312, "Y2": 0.261, "X3": 0.77168, "Y3": 0.2788, "X4": 0.75578, "Y4": 0.2788, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.885, "X1": 0.77746, "Y1": 0.2612, "X2": 0.80491, "Y2": 0.261, "X3": 0.80347, "Y3": 0.2788, "X4": 0.77746, "Y4": 0.2788, "page": 0, "Index": 81}, {"Word": "painting", "Confidence": 0.996, "X1": 0.80925, "Y1": 0.2612, "X2": 0.87717, "Y2": 0.261, "X3": 0.87717, "Y3": 0.2798, "X4": 0.80925, "Y4": 0.2788, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.998, "X1": 0.88295, "Y1": 0.2612, "X2": 0.90751, "Y2": 0.261, "X3": 0.90751, "Y3": 0.2798, "X4": 0.8815, "Y4": 0.2798, "page": 0, "Index": 83}, {"Word": "rodents", "Confidence": 0.993, "X1": 0.33526, "Y1": 0.2802, "X2": 0.39595, "Y2": 0.28, "X3": 0.39595, "Y3": 0.2968, "X4": 0.33526, "Y4": 0.2958, "page": 0, "Index": 84}, {"Word": "with", "Confidence": 0.989, "X1": 0.40173, "Y1": 0.2802, "X2": 0.43931, "Y2": 0.28, "X3": 0.43931, "Y3": 0.2968, "X4": 0.40173, "Y4": 0.2968, "page": 0, "Index": 85}, {"Word": "smoke", "Confidence": 0.994, "X1": 0.44364, "Y1": 0.2802, "X2": 0.49855, "Y2": 0.28, "X3": 0.49855, "Y3": 0.2968, "X4": 0.44364, "Y4": 0.2968, "page": 0, "Index": 86}, {"Word": "residue", "Confidence": 0.994, "X1": 0.50289, "Y1": 0.2802, "X2": 0.56503, "Y2": 0.28, "X3": 0.56503, "Y3": 0.2968, "X4": 0.50289, "Y4": 0.2968, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.997, "X1": 0.56936, "Y1": 0.2802, "X2": 0.58671, "Y2": 0.28, "X3": 0.58526, "Y3": 0.2968, "X4": 0.56936, "Y4": 0.2968, "page": 0, "Index": 88}, {"Word": "see", "Confidence": 0.817, "X1": 0.59104, "Y1": 0.2802, "X2": 0.61561, "Y2": 0.28, "X3": 0.61561, "Y3": 0.2968, "X4": 0.59104, "Y4": 0.2968, "page": 0, "Index": 89}, {"Word": "how", "Confidence": 0.998, "X1": 0.61994, "Y1": 0.2802, "X2": 0.65751, "Y2": 0.28, "X3": 0.65607, "Y3": 0.2968, "X4": 0.61994, "Y4": 0.2968, "page": 0, "Index": 90}, {"Word": "many", "Confidence": 0.987, "X1": 0.66185, "Y1": 0.2802, "X2": 0.70809, "Y2": 0.28, "X3": 0.70809, "Y3": 0.2968, "X4": 0.66185, "Y4": 0.2968, "page": 0, "Index": 91}, {"Word": "tumors", "Confidence": 0.994, "X1": 0.71243, "Y1": 0.2802, "X2": 0.77312, "Y2": 0.28, "X3": 0.77168, "Y3": 0.2978, "X4": 0.71243, "Y4": 0.2968, "page": 0, "Index": 92}, {"Word": "would", "Confidence": 0.997, "X1": 0.77746, "Y1": 0.2802, "X2": 0.83092, "Y2": 0.28, "X3": 0.82948, "Y3": 0.2978, "X4": 0.77746, "Y4": 0.2978, "page": 0, "Index": 93}, {"Word": "grow", "Confidence": 0.988, "X1": 0.83526, "Y1": 0.2802, "X2": 0.87717, "Y2": 0.28, "X3": 0.87717, "Y3": 0.2978, "X4": 0.83526, "Y4": 0.2978, "page": 0, "Index": 94}, {"Word": "compared", "Confidence": 0.993, "X1": 0.33671, "Y1": 0.2982, "X2": 0.41618, "Y2": 0.298, "X3": 0.41618, "Y3": 0.3148, "X4": 0.33671, "Y4": 0.3148, "page": 0, "Index": 95}, {"Word": "to", "Confidence": 0.997, "X1": 0.42197, "Y1": 0.2982, "X2": 0.43786, "Y2": 0.298, "X3": 0.43786, "Y3": 0.3148, "X4": 0.42197, "Y4": 0.3148, "page": 0, "Index": 96}, {"Word": "what", "Confidence": 0.989, "X1": 0.44364, "Y1": 0.2982, "X2": 0.4841, "Y2": 0.298, "X3": 0.4841, "Y3": 0.3148, "X4": 0.44364, "Y4": 0.3148, "page": 0, "Index": 97}, {"Word": "grew", "Confidence": 0.989, "X1": 0.48988, "Y1": 0.2982, "X2": 0.53035, "Y2": 0.298, "X3": 0.53035, "Y3": 0.3148, "X4": 0.48988, "Y4": 0.3148, "page": 0, "Index": 98}, {"Word": "from", "Confidence": 0.988, "X1": 0.53613, "Y1": 0.2982, "X2": 0.57514, "Y2": 0.298, "X3": 0.57514, "Y3": 0.3148, "X4": 0.53613, "Y4": 0.3148, "page": 0, "Index": 99}, {"Word": "the", "Confidence": 0.955, "X1": 0.58237, "Y1": 0.2982, "X2": 0.60694, "Y2": 0.298, "X3": 0.60694, "Y3": 0.3148, "X4": 0.58237, "Y4": 0.3148, "page": 0, "Index": 100}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.61127, "Y1": 0.2982, "X2": 0.66618, "Y2": 0.298, "X3": 0.66618, "Y3": 0.3148, "X4": 0.61127, "Y4": 0.3148, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.67052, "Y1": 0.2982, "X2": 0.68931, "Y2": 0.298, "X3": 0.68931, "Y3": 0.3148, "X4": 0.67052, "Y4": 0.3148, "page": 0, "Index": 102}, {"Word": "another", "Confidence": 0.904, "X1": 0.69364, "Y1": 0.2982, "X2": 0.75723, "Y2": 0.298, "X3": 0.75723, "Y3": 0.3148, "X4": 0.69364, "Y4": 0.3148, "page": 0, "Index": 103}, {"Word": "brand.", "Confidence": 0.981, "X1": 0.76156, "Y1": 0.2982, "X2": 0.81936, "Y2": 0.298, "X3": 0.81936, "Y3": 0.3158, "X4": 0.76156, "Y4": 0.3148, "page": 0, "Index": 104}, {"Word": "They", "Confidence": 0.9, "X1": 0.82514, "Y1": 0.2982, "X2": 0.86272, "Y2": 0.298, "X3": 0.86272, "Y3": 0.3158, "X4": 0.8237, "Y4": 0.3158, "page": 0, "Index": 105}, {"Word": "also", "Confidence": 0.982, "X1": 0.86705, "Y1": 0.2982, "X2": 0.90607, "Y2": 0.298, "X3": 0.90607, "Y3": 0.3158, "X4": 0.86705, "Y4": 0.3158, "page": 0, "Index": 106}, {"Word": "could", "Confidence": 0.995, "X1": 0.33526, "Y1": 0.3162, "X2": 0.3815, "Y2": 0.316, "X3": 0.38295, "Y3": 0.3328, "X4": 0.33671, "Y4": 0.3328, "page": 0, "Index": 107}, {"Word": "weigh", "Confidence": 0.998, "X1": 0.38728, "Y1": 0.3162, "X2": 0.43642, "Y2": 0.316, "X3": 0.43786, "Y3": 0.3328, "X4": 0.38728, "Y4": 0.3328, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.96, "X1": 0.4422, "Y1": 0.3162, "X2": 0.46821, "Y2": 0.316, "X3": 0.46821, "Y3": 0.3328, "X4": 0.4422, "Y4": 0.3328, "page": 0, "Index": 109}, {"Word": "testing", "Confidence": 0.996, "X1": 0.47254, "Y1": 0.3162, "X2": 0.5289, "Y2": 0.316, "X3": 0.53035, "Y3": 0.3328, "X4": 0.47254, "Y4": 0.3328, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.998, "X1": 0.53468, "Y1": 0.3162, "X2": 0.55202, "Y2": 0.316, "X3": 0.55202, "Y3": 0.3328, "X4": 0.53468, "Y4": 0.3328, "page": 0, "Index": 111}, {"Word": "urine", "Confidence": 0.955, "X1": 0.55636, "Y1": 0.3162, "X2": 0.59827, "Y2": 0.316, "X3": 0.59971, "Y3": 0.3328, "X4": 0.5578, "Y4": 0.3328, "page": 0, "Index": 112}, {"Word": "from", "Confidence": 0.988, "X1": 0.60405, "Y1": 0.3162, "X2": 0.64306, "Y2": 0.316, "X3": 0.64451, "Y3": 0.3328, "X4": 0.60405, "Y4": 0.3328, "page": 0, "Index": 113}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.64884, "Y1": 0.3162, "X2": 0.71965, "Y2": 0.316, "X3": 0.71965, "Y3": 0.3328, "X4": 0.64884, "Y4": 0.3328, "page": 0, "Index": 114}, {"Word": "who", "Confidence": 0.998, "X1": 0.72543, "Y1": 0.3162, "X2": 0.76012, "Y2": 0.316, "X3": 0.76012, "Y3": 0.3338, "X4": 0.72543, "Y4": 0.3328, "page": 0, "Index": 115}, {"Word": "used", "Confidence": 0.982, "X1": 0.7659, "Y1": 0.3172, "X2": 0.80491, "Y2": 0.317, "X3": 0.80347, "Y3": 0.3338, "X4": 0.7659, "Y4": 0.3338, "page": 0, "Index": 116}, {"Word": "Eclipse", "Confidence": 0.992, "X1": 0.80925, "Y1": 0.3172, "X2": 0.87283, "Y2": 0.317, "X3": 0.87139, "Y3": 0.3338, "X4": 0.80925, "Y4": 0.3338, "page": 0, "Index": 117}, {"Word": "vs.", "Confidence": 0.998, "X1": 0.87717, "Y1": 0.3172, "X2": 0.90462, "Y2": 0.317, "X3": 0.90462, "Y3": 0.3338, "X4": 0.87717, "Y4": 0.3338, "page": 0, "Index": 118}, {"Word": "when", "Confidence": 0.994, "X1": 0.33671, "Y1": 0.3352, "X2": 0.37861, "Y2": 0.335, "X3": 0.38006, "Y3": 0.3518, "X4": 0.33671, "Y4": 0.3518, "page": 0, "Index": 119}, {"Word": "they", "Confidence": 0.987, "X1": 0.38439, "Y1": 0.3352, "X2": 0.42052, "Y2": 0.335, "X3": 0.42052, "Y3": 0.3518, "X4": 0.38439, "Y4": 0.3518, "page": 0, "Index": 120}, {"Word": "smoked", "Confidence": 0.996, "X1": 0.42486, "Y1": 0.3342, "X2": 0.49133, "Y2": 0.334, "X3": 0.49133, "Y3": 0.3518, "X4": 0.42486, "Y4": 0.3518, "page": 0, "Index": 121}, {"Word": "their", "Confidence": 0.921, "X1": 0.49566, "Y1": 0.3342, "X2": 0.53324, "Y2": 0.334, "X3": 0.53324, "Y3": 0.3518, "X4": 0.49566, "Y4": 0.3518, "page": 0, "Index": 122}, {"Word": "usual", "Confidence": 0.997, "X1": 0.53902, "Y1": 0.3342, "X2": 0.58382, "Y2": 0.334, "X3": 0.58237, "Y3": 0.3518, "X4": 0.53902, "Y4": 0.3518, "page": 0, "Index": 123}, {"Word": "cigarettes.", "Confidence": 0.63, "X1": 0.58815, "Y1": 0.3342, "X2": 0.67197, "Y2": 0.334, "X3": 0.67197, "Y3": 0.3518, "X4": 0.58815, "Y4": 0.3518, "page": 0, "Index": 124}, {"Word": "Not", "Confidence": 0.998, "X1": 0.67775, "Y1": 0.3342, "X2": 0.70954, "Y2": 0.334, "X3": 0.70954, "Y3": 0.3518, "X4": 0.6763, "Y4": 0.3518, "page": 0, "Index": 125}, {"Word": "surprisingly,", "Confidence": 0.991, "X1": 0.71532, "Y1": 0.3352, "X2": 0.82081, "Y2": 0.335, "X3": 0.81936, "Y3": 0.3528, "X4": 0.71387, "Y4": 0.3518, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.82514, "Y1": 0.3352, "X2": 0.85549, "Y2": 0.335, "X3": 0.85405, "Y3": 0.3528, "X4": 0.8237, "Y4": 0.3528, "page": 0, "Index": 127}, {"Word": "conclusions", "Confidence": 0.991, "X1": 0.33671, "Y1": 0.3532, "X2": 0.43353, "Y2": 0.353, "X3": 0.43353, "Y3": 0.3698, "X4": 0.33671, "Y4": 0.3688, "page": 0, "Index": 128}, {"Word": "of", "Confidence": 0.998, "X1": 0.43931, "Y1": 0.3532, "X2": 0.4552, "Y2": 0.353, "X3": 0.4552, "Y3": 0.3698, "X4": 0.43931, "Y4": 0.3698, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.46098, "Y1": 0.3522, "X2": 0.48699, "Y2": 0.352, "X3": 0.48699, "Y3": 0.3698, "X4": 0.46098, "Y4": 0.3698, "page": 0, "Index": 130}, {"Word": "various", "Confidence": 0.995, "X1": 0.49277, "Y1": 0.3522, "X2": 0.55347, "Y2": 0.352, "X3": 0.55347, "Y3": 0.3698, "X4": 0.49133, "Y4": 0.3698, "page": 0, "Index": 131}, {"Word": "studies", "Confidence": 0.986, "X1": 0.5578, "Y1": 0.3522, "X2": 0.61705, "Y2": 0.352, "X3": 0.61561, "Y3": 0.3698, "X4": 0.5578, "Y4": 0.3698, "page": 0, "Index": 132}, {"Word": "point", "Confidence": 0.997, "X1": 0.62139, "Y1": 0.3522, "X2": 0.66474, "Y2": 0.352, "X3": 0.66329, "Y3": 0.3698, "X4": 0.62139, "Y4": 0.3698, "page": 0, "Index": 133}, {"Word": "in", "Confidence": 0.998, "X1": 0.66908, "Y1": 0.3522, "X2": 0.68786, "Y2": 0.352, "X3": 0.68642, "Y3": 0.3698, "X4": 0.66908, "Y4": 0.3698, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.6922, "Y1": 0.3522, "X2": 0.71676, "Y2": 0.352, "X3": 0.71676, "Y3": 0.3698, "X4": 0.6922, "Y4": 0.3698, "page": 0, "Index": 135}, {"Word": "direction", "Confidence": 0.991, "X1": 0.72254, "Y1": 0.3532, "X2": 0.79913, "Y2": 0.353, "X3": 0.79769, "Y3": 0.3708, "X4": 0.7211, "Y4": 0.3698, "page": 0, "Index": 136}, {"Word": "of", "Confidence": 0.998, "X1": 0.80347, "Y1": 0.3532, "X2": 0.82081, "Y2": 0.353, "X3": 0.81936, "Y3": 0.3708, "X4": 0.80347, "Y4": 0.3708, "page": 0, "Index": 137}, {"Word": "Eclipse", "Confidence": 0.942, "X1": 0.82514, "Y1": 0.3532, "X2": 0.89162, "Y2": 0.353, "X3": 0.89017, "Y3": 0.3708, "X4": 0.8237, "Y4": 0.3708, "page": 0, "Index": 138}, {"Word": "being", "Confidence": 0.751, "X1": 0.33671, "Y1": 0.3712, "X2": 0.38006, "Y2": 0.371, "X3": 0.38006, "Y3": 0.3888, "X4": 0.33671, "Y4": 0.3888, "page": 0, "Index": 139}, {"Word": "less", "Confidence": 0.981, "X1": 0.38584, "Y1": 0.3712, "X2": 0.41618, "Y2": 0.371, "X3": 0.41618, "Y3": 0.3888, "X4": 0.38584, "Y4": 0.3888, "page": 0, "Index": 140}, {"Word": "dangerous", "Confidence": 0.892, "X1": 0.42197, "Y1": 0.3712, "X2": 0.50867, "Y2": 0.371, "X3": 0.50867, "Y3": 0.3888, "X4": 0.42197, "Y4": 0.3888, "page": 0, "Index": 141}, {"Word": "than", "Confidence": 0.987, "X1": 0.51301, "Y1": 0.3712, "X2": 0.54913, "Y2": 0.371, "X3": 0.54913, "Y3": 0.3888, "X4": 0.51301, "Y4": 0.3888, "page": 0, "Index": 142}, {"Word": "one", "Confidence": 0.998, "X1": 0.55491, "Y1": 0.3712, "X2": 0.58526, "Y2": 0.371, "X3": 0.58526, "Y3": 0.3888, "X4": 0.55491, "Y4": 0.3888, "page": 0, "Index": 143}, {"Word": "or", "Confidence": 0.997, "X1": 0.5896, "Y1": 0.3712, "X2": 0.60694, "Y2": 0.371, "X3": 0.60694, "Y3": 0.3888, "X4": 0.5896, "Y4": 0.3888, "page": 0, "Index": 144}, {"Word": "more", "Confidence": 0.988, "X1": 0.61272, "Y1": 0.3712, "X2": 0.65462, "Y2": 0.371, "X3": 0.65462, "Y3": 0.3888, "X4": 0.61272, "Y4": 0.3888, "page": 0, "Index": 145}, {"Word": "other", "Confidence": 0.997, "X1": 0.65896, "Y1": 0.3712, "X2": 0.70231, "Y2": 0.371, "X3": 0.70231, "Y3": 0.3888, "X4": 0.65896, "Y4": 0.3888, "page": 0, "Index": 146}, {"Word": "brands.", "Confidence": 0.991, "X1": 0.70665, "Y1": 0.3712, "X2": 0.77457, "Y2": 0.371, "X3": 0.77457, "Y3": 0.3888, "X4": 0.70665, "Y4": 0.3888, "page": 0, "Index": 147}, {"Word": "But", "Confidence": 0.994, "X1": 0.33526, "Y1": 0.4072, "X2": 0.36416, "Y2": 0.407, "X3": 0.36416, "Y3": 0.4248, "X4": 0.33526, "Y4": 0.4248, "page": 0, "Index": 148}, {"Word": "even", "Confidence": 0.823, "X1": 0.36994, "Y1": 0.4072, "X2": 0.40751, "Y2": 0.407, "X3": 0.40751, "Y3": 0.4258, "X4": 0.36994, "Y4": 0.4248, "page": 0, "Index": 149}, {"Word": "R.J.", "Confidence": 0.981, "X1": 0.41329, "Y1": 0.4072, "X2": 0.44509, "Y2": 0.407, "X3": 0.44509, "Y3": 0.4258, "X4": 0.41329, "Y4": 0.4258, "page": 0, "Index": 150}, {"Word": "Reynolds'", "Confidence": 0.965, "X1": 0.45087, "Y1": 0.4072, "X2": 0.53468, "Y2": 0.407, "X3": 0.53468, "Y3": 0.4268, "X4": 0.45087, "Y4": 0.4258, "page": 0, "Index": 151}, {"Word": "top", "Confidence": 0.998, "X1": 0.54046, "Y1": 0.4072, "X2": 0.56503, "Y2": 0.407, "X3": 0.56503, "Y3": 0.4268, "X4": 0.54046, "Y4": 0.4268, "page": 0, "Index": 152}, {"Word": "researchers", "Confidence": 0.634, "X1": 0.57081, "Y1": 0.4072, "X2": 0.66474, "Y2": 0.407, "X3": 0.66474, "Y3": 0.4268, "X4": 0.57081, "Y4": 0.4268, "page": 0, "Index": 153}, {"Word": "aren't", "Confidence": 0.886, "X1": 0.67052, "Y1": 0.4082, "X2": 0.71532, "Y2": 0.408, "X3": 0.71532, "Y3": 0.4268, "X4": 0.67052, "Y4": 0.4268, "page": 0, "Index": 154}, {"Word": "guarantecing", "Confidence": 0.517, "X1": 0.7211, "Y1": 0.4082, "X2": 0.83382, "Y2": 0.408, "X3": 0.83382, "Y3": 0.4268, "X4": 0.7211, "Y4": 0.4268, "page": 0, "Index": 155}, {"Word": "anything.", "Confidence": 0.992, "X1": 0.33671, "Y1": 0.4282, "X2": 0.41618, "Y2": 0.428, "X3": 0.41618, "Y3": 0.4438, "X4": 0.33671, "Y4": 0.4428, "page": 0, "Index": 156}, {"Word": "\"No", "Confidence": 0.991, "X1": 0.3396, "Y1": 0.4622, "X2": 0.36705, "Y2": 0.462, "X3": 0.36705, "Y3": 0.4798, "X4": 0.3396, "Y4": 0.4788, "page": 0, "Index": 157}, {"Word": "cigarette", "Confidence": 0.715, "X1": 0.37139, "Y1": 0.4622, "X2": 0.44364, "Y2": 0.462, "X3": 0.44364, "Y3": 0.4798, "X4": 0.37139, "Y4": 0.4798, "page": 0, "Index": 158}, {"Word": "is", "Confidence": 0.997, "X1": 0.44942, "Y1": 0.4622, "X2": 0.46387, "Y2": 0.462, "X3": 0.46387, "Y3": 0.4798, "X4": 0.44942, "Y4": 0.4798, "page": 0, "Index": 159}, {"Word": "safe,", "Confidence": 0.996, "X1": 0.46965, "Y1": 0.4622, "X2": 0.50867, "Y2": 0.462, "X3": 0.50723, "Y3": 0.4798, "X4": 0.46965, "Y4": 0.4798, "page": 0, "Index": 160}, {"Word": "including", "Confidence": 0.969, "X1": 0.51301, "Y1": 0.4632, "X2": 0.59249, "Y2": 0.463, "X3": 0.59104, "Y3": 0.4798, "X4": 0.51301, "Y4": 0.4798, "page": 0, "Index": 161}, {"Word": "Eclipse,\"", "Confidence": 0.638, "X1": 0.59682, "Y1": 0.4632, "X2": 0.67052, "Y2": 0.463, "X3": 0.67052, "Y3": 0.4798, "X4": 0.59682, "Y4": 0.4798, "page": 0, "Index": 162}, {"Word": "says", "Confidence": 0.987, "X1": 0.6763, "Y1": 0.4632, "X2": 0.71098, "Y2": 0.463, "X3": 0.71098, "Y3": 0.4798, "X4": 0.67486, "Y4": 0.4798, "page": 0, "Index": 163}, {"Word": "David", "Confidence": 0.997, "X1": 0.71676, "Y1": 0.4632, "X2": 0.76879, "Y2": 0.463, "X3": 0.76734, "Y3": 0.4798, "X4": 0.71532, "Y4": 0.4798, "page": 0, "Index": 164}, {"Word": "E.", "Confidence": 0.796, "X1": 0.77312, "Y1": 0.4632, "X2": 0.79335, "Y2": 0.463, "X3": 0.79335, "Y3": 0.4798, "X4": 0.77312, "Y4": 0.4798, "page": 0, "Index": 165}, {"Word": "Townsend,", "Confidence": 0.946, "X1": 0.79769, "Y1": 0.4622, "X2": 0.89451, "Y2": 0.462, "X3": 0.89451, "Y3": 0.4788, "X4": 0.79769, "Y4": 0.4798, "page": 0, "Index": 166}, {"Word": "R.J.", "Confidence": 0.991, "X1": 0.33815, "Y1": 0.4802, "X2": 0.36561, "Y2": 0.48, "X3": 0.36561, "Y3": 0.4968, "X4": 0.3396, "Y4": 0.4968, "page": 0, "Index": 167}, {"Word": "Reynolds'", "Confidence": 0.937, "X1": 0.36994, "Y1": 0.4802, "X2": 0.4552, "Y2": 0.48, "X3": 0.4552, "Y3": 0.4978, "X4": 0.37139, "Y4": 0.4968, "page": 0, "Index": 168}, {"Word": "vice", "Confidence": 0.979, "X1": 0.45954, "Y1": 0.4802, "X2": 0.49422, "Y2": 0.48, "X3": 0.49422, "Y3": 0.4978, "X4": 0.46098, "Y4": 0.4978, "page": 0, "Index": 169}, {"Word": "development.", "Confidence": 0.868, "X1": 0.67197, "Y1": 0.4802, "X2": 0.78613, "Y2": 0.48, "X3": 0.78613, "Y3": 0.4978, "X4": 0.67197, "Y4": 0.4988, "page": 0, "Index": 170}, {"Word": "\"It", "Confidence": 0.922, "X1": 0.79046, "Y1": 0.4802, "X2": 0.81214, "Y2": 0.48, "X3": 0.81358, "Y3": 0.4978, "X4": 0.79046, "Y4": 0.4978, "page": 0, "Index": 171}, {"Word": "would", "Confidence": 0.997, "X1": 0.81792, "Y1": 0.4802, "X2": 0.87428, "Y2": 0.48, "X3": 0.87428, "Y3": 0.4978, "X4": 0.81792, "Y4": 0.4978, "page": 0, "Index": 172}, {"Word": "president", "Confidence": 0.991, "X1": 0.49855, "Y1": 0.4802, "X2": 0.57514, "Y2": 0.48, "X3": 0.57659, "Y3": 0.4988, "X4": 0.5, "Y4": 0.4978, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.998, "X1": 0.58092, "Y1": 0.4802, "X2": 0.59682, "Y2": 0.48, "X3": 0.59827, "Y3": 0.4988, "X4": 0.58092, "Y4": 0.4988, "page": 0, "Index": 174}, {"Word": "product", "Confidence": 0.903, "X1": 0.6026, "Y1": 0.4802, "X2": 0.66618, "Y2": 0.48, "X3": 0.66763, "Y3": 0.4988, "X4": 0.6026, "Y4": 0.4988, "page": 0, "Index": 175}, {"Word": "take", "Confidence": 0.649, "X1": 0.33815, "Y1": 0.4982, "X2": 0.36994, "Y2": 0.498, "X3": 0.36994, "Y3": 0.5148, "X4": 0.33815, "Y4": 0.5148, "page": 0, "Index": 176}, {"Word": "a", "Confidence": 0.995, "X1": 0.37572, "Y1": 0.4982, "X2": 0.38584, "Y2": 0.498, "X3": 0.38439, "Y3": 0.5148, "X4": 0.37428, "Y4": 0.5148, "page": 0, "Index": 177}, {"Word": "30-year", "Confidence": 0.971, "X1": 0.39017, "Y1": 0.4982, "X2": 0.45231, "Y2": 0.498, "X3": 0.45231, "Y3": 0.5158, "X4": 0.39017, "Y4": 0.5148, "page": 0, "Index": 178}, {"Word": "study", "Confidence": 0.995, "X1": 0.45665, "Y1": 0.4992, "X2": 0.50289, "Y2": 0.499, "X3": 0.50289, "Y3": 0.5158, "X4": 0.45665, "Y4": 0.5158, "page": 0, "Index": 179}, {"Word": "of", "Confidence": 0.998, "X1": 0.50723, "Y1": 0.4992, "X2": 0.52457, "Y2": 0.499, "X3": 0.52312, "Y3": 0.5158, "X4": 0.50723, "Y4": 0.5158, "page": 0, "Index": 180}, {"Word": "smokers", "Confidence": 0.996, "X1": 0.5289, "Y1": 0.4992, "X2": 0.59971, "Y2": 0.499, "X3": 0.59827, "Y3": 0.5168, "X4": 0.5289, "Y4": 0.5158, "page": 0, "Index": 181}, {"Word": "using", "Confidence": 0.998, "X1": 0.60405, "Y1": 0.4992, "X2": 0.65029, "Y2": 0.499, "X3": 0.64884, "Y3": 0.5168, "X4": 0.60405, "Y4": 0.5168, "page": 0, "Index": 182}, {"Word": "only", "Confidence": 0.988, "X1": 0.65462, "Y1": 0.4992, "X2": 0.69075, "Y2": 0.499, "X3": 0.69075, "Y3": 0.5168, "X4": 0.65462, "Y4": 0.5168, "page": 0, "Index": 183}, {"Word": "Eclipse", "Confidence": 0.982, "X1": 0.69509, "Y1": 0.4992, "X2": 0.75723, "Y2": 0.499, "X3": 0.75723, "Y3": 0.5158, "X4": 0.69509, "Y4": 0.5168, "page": 0, "Index": 184}, {"Word": "to", "Confidence": 0.998, "X1": 0.76301, "Y1": 0.4992, "X2": 0.7789, "Y2": 0.499, "X3": 0.7789, "Y3": 0.5158, "X4": 0.76301, "Y4": 0.5158, "page": 0, "Index": 185}, {"Word": "see", "Confidence": 0.605, "X1": 0.78468, "Y1": 0.4992, "X2": 0.81214, "Y2": 0.499, "X3": 0.81069, "Y3": 0.5158, "X4": 0.78324, "Y4": 0.5158, "page": 0, "Index": 186}, {"Word": "if", "Confidence": 0.998, "X1": 0.81647, "Y1": 0.4992, "X2": 0.82948, "Y2": 0.499, "X3": 0.82948, "Y3": 0.5158, "X4": 0.81647, "Y4": 0.5158, "page": 0, "Index": 187}, {"Word": "they", "Confidence": 0.988, "X1": 0.83526, "Y1": 0.4992, "X2": 0.87428, "Y2": 0.499, "X3": 0.87428, "Y3": 0.5158, "X4": 0.83382, "Y4": 0.5158, "page": 0, "Index": 188}, {"Word": "have", "Confidence": 0.991, "X1": 0.33671, "Y1": 0.5162, "X2": 0.37283, "Y2": 0.516, "X3": 0.37283, "Y3": 0.5328, "X4": 0.33671, "Y4": 0.5318, "page": 0, "Index": 189}, {"Word": "less", "Confidence": 0.984, "X1": 0.37717, "Y1": 0.5162, "X2": 0.40896, "Y2": 0.516, "X3": 0.40896, "Y3": 0.5328, "X4": 0.37717, "Y4": 0.5328, "page": 0, "Index": 190}, {"Word": "incidence", "Confidence": 0.562, "X1": 0.41329, "Y1": 0.5162, "X2": 0.49566, "Y2": 0.516, "X3": 0.49566, "Y3": 0.5338, "X4": 0.41329, "Y4": 0.5328, "page": 0, "Index": 191}, {"Word": "of", "Confidence": 0.998, "X1": 0.50145, "Y1": 0.5162, "X2": 0.51879, "Y2": 0.516, "X3": 0.51879, "Y3": 0.5338, "X4": 0.5, "Y4": 0.5338, "page": 0, "Index": 192}, {"Word": "chronic", "Confidence": 0.788, "X1": 0.52312, "Y1": 0.5172, "X2": 0.58671, "Y2": 0.517, "X3": 0.58526, "Y3": 0.5338, "X4": 0.52312, "Y4": 0.5338, "page": 0, "Index": 193}, {"Word": "diseases,", "Confidence": 0.989, "X1": 0.59104, "Y1": 0.5172, "X2": 0.66329, "Y2": 0.517, "X3": 0.66329, "Y3": 0.5338, "X4": 0.59104, "Y4": 0.5338, "page": 0, "Index": 194}, {"Word": "including", "Confidence": 0.991, "X1": 0.66763, "Y1": 0.5172, "X2": 0.74855, "Y2": 0.517, "X3": 0.74855, "Y3": 0.5338, "X4": 0.66763, "Y4": 0.5338, "page": 0, "Index": 195}, {"Word": "cancer.", "Confidence": 0.941, "X1": 0.75289, "Y1": 0.5172, "X2": 0.81214, "Y2": 0.517, "X3": 0.81214, "Y3": 0.5338, "X4": 0.75289, "Y4": 0.5338, "page": 0, "Index": 196}, {"Word": "I", "Confidence": 0.962, "X1": 0.81792, "Y1": 0.5172, "X2": 0.8237, "Y2": 0.517, "X3": 0.8237, "Y3": 0.5338, "X4": 0.81792, "Y4": 0.5338, "page": 0, "Index": 197}, {"Word": "don't", "Confidence": 0.997, "X1": 0.82948, "Y1": 0.5172, "X2": 0.87717, "Y2": 0.517, "X3": 0.87717, "Y3": 0.5338, "X4": 0.82948, "Y4": 0.5338, "page": 0, "Index": 198}, {"Word": "think", "Confidence": 0.991, "X1": 0.33671, "Y1": 0.5342, "X2": 0.37717, "Y2": 0.534, "X3": 0.37717, "Y3": 0.5518, "X4": 0.33526, "Y4": 0.5518, "page": 0, "Index": 199}, {"Word": "that's", "Confidence": 0.994, "X1": 0.3815, "Y1": 0.5342, "X2": 0.4263, "Y2": 0.534, "X3": 0.4263, "Y3": 0.5518, "X4": 0.3815, "Y4": 0.5518, "page": 0, "Index": 200}, {"Word": "terribly", "Confidence": 0.991, "X1": 0.43208, "Y1": 0.5342, "X2": 0.49277, "Y2": 0.534, "X3": 0.49277, "Y3": 0.5518, "X4": 0.43064, "Y4": 0.5518, "page": 0, "Index": 201}, {"Word": "viable.", "Confidence": 0.991, "X1": 0.49711, "Y1": 0.5352, "X2": 0.55347, "Y2": 0.535, "X3": 0.55347, "Y3": 0.5518, "X4": 0.49711, "Y4": 0.5518, "page": 0, "Index": 202}, {"Word": "But", "Confidence": 0.995, "X1": 0.55925, "Y1": 0.5352, "X2": 0.5896, "Y2": 0.535, "X3": 0.5896, "Y3": 0.5518, "X4": 0.5578, "Y4": 0.5518, "page": 0, "Index": 203}, {"Word": "we", "Confidence": 0.998, "X1": 0.59538, "Y1": 0.5352, "X2": 0.6185, "Y2": 0.535, "X3": 0.6185, "Y3": 0.5518, "X4": 0.59538, "Y4": 0.5518, "page": 0, "Index": 204}, {"Word": "have", "Confidence": 0.957, "X1": 0.62283, "Y1": 0.5352, "X2": 0.66329, "Y2": 0.535, "X3": 0.66185, "Y3": 0.5518, "X4": 0.62283, "Y4": 0.5518, "page": 0, "Index": 205}, {"Word": "solid", "Confidence": 0.995, "X1": 0.66763, "Y1": 0.5352, "X2": 0.70954, "Y2": 0.535, "X3": 0.70809, "Y3": 0.5518, "X4": 0.66763, "Y4": 0.5518, "page": 0, "Index": 206}, {"Word": "science", "Confidence": 0.991, "X1": 0.71387, "Y1": 0.5352, "X2": 0.77457, "Y2": 0.535, "X3": 0.77457, "Y3": 0.5528, "X4": 0.71387, "Y4": 0.5518, "page": 0, "Index": 207}, {"Word": "that", "Confidence": 0.955, "X1": 0.78035, "Y1": 0.5352, "X2": 0.81358, "Y2": 0.535, "X3": 0.81214, "Y3": 0.5528, "X4": 0.78035, "Y4": 0.5528, "page": 0, "Index": 208}, {"Word": "suggests", "Confidence": 0.958, "X1": 0.81792, "Y1": 0.5362, "X2": 0.88873, "Y2": 0.536, "X3": 0.88873, "Y3": 0.5528, "X4": 0.81792, "Y4": 0.5528, "page": 0, "Index": 209}, {"Word": "it", "Confidence": 0.998, "X1": 0.89306, "Y1": 0.5362, "X2": 0.91185, "Y2": 0.536, "X3": 0.91185, "Y3": 0.5528, "X4": 0.89306, "Y4": 0.5528, "page": 0, "Index": 210}, {"Word": "is", "Confidence": 0.993, "X1": 0.33671, "Y1": 0.5532, "X2": 0.34971, "Y2": 0.553, "X3": 0.34971, "Y3": 0.5698, "X4": 0.33671, "Y4": 0.5698, "page": 0, "Index": 211}, {"Word": "safer.\"", "Confidence": 0.846, "X1": 0.35405, "Y1": 0.5532, "X2": 0.4104, "Y2": 0.553, "X3": 0.4104, "Y3": 0.5698, "X4": 0.35405, "Y4": 0.5698, "page": 0, "Index": 212}, {"Word": "Smokers", "Confidence": 0.881, "X1": 0.33671, "Y1": 0.5892, "X2": 0.40751, "Y2": 0.589, "X3": 0.40751, "Y3": 0.6068, "X4": 0.33671, "Y4": 0.6058, "page": 0, "Index": 213}, {"Word": "can't", "Confidence": 0.994, "X1": 0.41185, "Y1": 0.5892, "X2": 0.45231, "Y2": 0.589, "X3": 0.45087, "Y3": 0.6068, "X4": 0.41185, "Y4": 0.6068, "page": 0, "Index": 214}, {"Word": "look", "Confidence": 0.989, "X1": 0.45665, "Y1": 0.5892, "X2": 0.49566, "Y2": 0.589, "X3": 0.49422, "Y3": 0.6068, "X4": 0.45665, "Y4": 0.6068, "page": 0, "Index": 215}, {"Word": "to", "Confidence": 0.997, "X1": 0.5, "Y1": 0.5892, "X2": 0.51445, "Y2": 0.589, "X3": 0.51445, "Y3": 0.6068, "X4": 0.5, "Y4": 0.6068, "page": 0, "Index": 216}, {"Word": "the", "Confidence": 0.955, "X1": 0.52023, "Y1": 0.5892, "X2": 0.54624, "Y2": 0.589, "X3": 0.54624, "Y3": 0.6068, "X4": 0.51879, "Y4": 0.6068, "page": 0, "Index": 217}, {"Word": "U.S.", "Confidence": 0.986, "X1": 0.55202, "Y1": 0.5892, "X2": 0.5896, "Y2": 0.589, "X3": 0.58815, "Y3": 0.6068, "X4": 0.55058, "Y4": 0.6068, "page": 0, "Index": 218}, {"Word": "Food", "Confidence": 0.985, "X1": 0.59393, "Y1": 0.5902, "X2": 0.63728, "Y2": 0.59, "X3": 0.63584, "Y3": 0.6078, "X4": 0.59393, "Y4": 0.6068, "page": 0, "Index": 219}, {"Word": "and", "Confidence": 0.998, "X1": 0.64306, "Y1": 0.5902, "X2": 0.67052, "Y2": 0.59, "X3": 0.66908, "Y3": 0.6078, "X4": 0.64162, "Y4": 0.6078, "page": 0, "Index": 220}, {"Word": "Drug", "Confidence": 0.991, "X1": 0.67486, "Y1": 0.5902, "X2": 0.72254, "Y2": 0.59, "X3": 0.7211, "Y3": 0.6078, "X4": 0.67486, "Y4": 0.6078, "page": 0, "Index": 221}, {"Word": "Administration", "Confidence": 0.993, "X1": 0.72688, "Y1": 0.5912, "X2": 0.8526, "Y2": 0.591, "X3": 0.85116, "Y3": 0.6078, "X4": 0.72543, "Y4": 0.6078, "page": 0, "Index": 222}, {"Word": "for", "Confidence": 0.998, "X1": 0.85694, "Y1": 0.5912, "X2": 0.88728, "Y2": 0.591, "X3": 0.88584, "Y3": 0.6078, "X4": 0.85694, "Y4": 0.6078, "page": 0, "Index": 223}, {"Word": "help", "Confidence": 0.994, "X1": 0.33815, "Y1": 0.6082, "X2": 0.36994, "Y2": 0.608, "X3": 0.36994, "Y3": 0.6258, "X4": 0.33815, "Y4": 0.6258, "page": 0, "Index": 224}, {"Word": "because", "Confidence": 0.665, "X1": 0.37428, "Y1": 0.6082, "X2": 0.44075, "Y2": 0.608, "X3": 0.44075, "Y3": 0.6268, "X4": 0.37428, "Y4": 0.6258, "page": 0, "Index": 225}, {"Word": "the", "Confidence": 0.955, "X1": 0.44509, "Y1": 0.6092, "X2": 0.47254, "Y2": 0.609, "X3": 0.47254, "Y3": 0.6268, "X4": 0.44509, "Y4": 0.6268, "page": 0, "Index": 226}, {"Word": "agency", "Confidence": 0.929, "X1": 0.47832, "Y1": 0.6092, "X2": 0.53468, "Y2": 0.609, "X3": 0.53468, "Y3": 0.6268, "X4": 0.47688, "Y4": 0.6268, "page": 0, "Index": 227}, {"Word": "has", "Confidence": 0.998, "X1": 0.54046, "Y1": 0.6092, "X2": 0.56936, "Y2": 0.609, "X3": 0.56792, "Y3": 0.6268, "X4": 0.54046, "Y4": 0.6268, "page": 0, "Index": 228}, {"Word": "no", "Confidence": 0.998, "X1": 0.5737, "Y1": 0.6092, "X2": 0.59393, "Y2": 0.609, "X3": 0.59393, "Y3": 0.6268, "X4": 0.5737, "Y4": 0.6268, "page": 0, "Index": 229}, {"Word": "control", "Confidence": 0.995, "X1": 0.59971, "Y1": 0.6092, "X2": 0.65751, "Y2": 0.609, "X3": 0.65751, "Y3": 0.6268, "X4": 0.59827, "Y4": 0.6268, "page": 0, "Index": 230}, {"Word": "over", "Confidence": 0.988, "X1": 0.66329, "Y1": 0.6092, "X2": 0.70087, "Y2": 0.609, "X3": 0.70087, "Y3": 0.6268, "X4": 0.66329, "Y4": 0.6268, "page": 0, "Index": 231}, {"Word": "tobacco", "Confidence": 0.934, "X1": 0.7052, "Y1": 0.6092, "X2": 0.77168, "Y2": 0.609, "X3": 0.77168, "Y3": 0.6268, "X4": 0.7052, "Y4": 0.6268, "page": 0, "Index": 232}, {"Word": "products.", "Confidence": 0.963, "X1": 0.77601, "Y1": 0.6092, "X2": 0.85983, "Y2": 0.609, "X3": 0.85983, "Y3": 0.6258, "X4": 0.77601, "Y4": 0.6268, "page": 0, "Index": 233}, {"Word": "Ironically,", "Confidence": 0.612, "X1": 0.33671, "Y1": 0.6452, "X2": 0.42052, "Y2": 0.645, "X3": 0.42052, "Y3": 0.6618, "X4": 0.33815, "Y4": 0.6618, "page": 0, "Index": 234}, {"Word": "they", "Confidence": 0.991, "X1": 0.42486, "Y1": 0.6452, "X2": 0.45954, "Y2": 0.645, "X3": 0.45954, "Y3": 0.6618, "X4": 0.42486, "Y4": 0.6618, "page": 0, "Index": 235}, {"Word": "might", "Confidence": 0.993, "X1": 0.46532, "Y1": 0.6452, "X2": 0.51445, "Y2": 0.645, "X3": 0.51445, "Y3": 0.6618, "X4": 0.46532, "Y4": 0.6618, "page": 0, "Index": 236}, {"Word": "want", "Confidence": 0.987, "X1": 0.52023, "Y1": 0.6452, "X2": 0.55925, "Y2": 0.645, "X3": 0.55925, "Y3": 0.6618, "X4": 0.51879, "Y4": 0.6618, "page": 0, "Index": 237}, {"Word": "to", "Confidence": 0.997, "X1": 0.56503, "Y1": 0.6462, "X2": 0.58237, "Y2": 0.646, "X3": 0.58237, "Y3": 0.6618, "X4": 0.56358, "Y4": 0.6618, "page": 0, "Index": 238}, {"Word": "tune", "Confidence": 0.622, "X1": 0.58671, "Y1": 0.6462, "X2": 0.62283, "Y2": 0.646, "X3": 0.62139, "Y3": 0.6618, "X4": 0.58671, "Y4": 0.6618, "page": 0, "Index": 239}, {"Word": "in", "Confidence": 0.998, "X1": 0.62717, "Y1": 0.6462, "X2": 0.64451, "Y2": 0.646, "X3": 0.64451, "Y3": 0.6618, "X4": 0.62717, "Y4": 0.6618, "page": 0, "Index": 240}, {"Word": "to", "Confidence": 0.997, "X1": 0.64884, "Y1": 0.6462, "X2": 0.66618, "Y2": 0.646, "X3": 0.66474, "Y3": 0.6618, "X4": 0.64884, "Y4": 0.6618, "page": 0, "Index": 241}, {"Word": "the", "Confidence": 0.998, "X1": 0.67052, "Y1": 0.6462, "X2": 0.69798, "Y2": 0.646, "X3": 0.69653, "Y3": 0.6618, "X4": 0.66908, "Y4": 0.6618, "page": 0, "Index": 242}, {"Word": "very", "Confidence": 0.991, "X1": 0.70231, "Y1": 0.6462, "X2": 0.73988, "Y2": 0.646, "X3": 0.73844, "Y3": 0.6618, "X4": 0.70231, "Y4": 0.6618, "page": 0, "Index": 243}, {"Word": "organizations", "Confidence": 0.904, "X1": 0.74422, "Y1": 0.6462, "X2": 0.85694, "Y2": 0.646, "X3": 0.85549, "Y3": 0.6628, "X4": 0.74277, "Y4": 0.6618, "page": 0, "Index": 244}, {"Word": "that", "Confidence": 0.98, "X1": 0.86127, "Y1": 0.6462, "X2": 0.90029, "Y2": 0.646, "X3": 0.89884, "Y3": 0.6628, "X4": 0.85983, "Y4": 0.6628, "page": 0, "Index": 245}, {"Word": "are", "Confidence": 0.997, "X1": 0.33815, "Y1": 0.6652, "X2": 0.35838, "Y2": 0.665, "X3": 0.35838, "Y3": 0.6818, "X4": 0.3396, "Y4": 0.6818, "page": 0, "Index": 246}, {"Word": "trying", "Confidence": 0.997, "X1": 0.36416, "Y1": 0.6642, "X2": 0.41329, "Y2": 0.664, "X3": 0.41329, "Y3": 0.6808, "X4": 0.36416, "Y4": 0.6818, "page": 0, "Index": 247}, {"Word": "to", "Confidence": 0.804, "X1": 0.41763, "Y1": 0.6642, "X2": 0.43497, "Y2": 0.664, "X3": 0.43497, "Y3": 0.6808, "X4": 0.41763, "Y4": 0.6808, "page": 0, "Index": 248}, {"Word": "get", "Confidence": 0.66, "X1": 0.43931, "Y1": 0.6642, "X2": 0.46676, "Y2": 0.664, "X3": 0.46676, "Y3": 0.6808, "X4": 0.43931, "Y4": 0.6808, "page": 0, "Index": 249}, {"Word": "them", "Confidence": 0.987, "X1": 0.47254, "Y1": 0.6632, "X2": 0.51156, "Y2": 0.663, "X3": 0.51156, "Y3": 0.6808, "X4": 0.4711, "Y4": 0.6808, "page": 0, "Index": 250}, {"Word": "to", "Confidence": 0.998, "X1": 0.51734, "Y1": 0.6632, "X2": 0.53468, "Y2": 0.663, "X3": 0.53468, "Y3": 0.6808, "X4": 0.51734, "Y4": 0.6808, "page": 0, "Index": 251}, {"Word": "quit", "Confidence": 0.922, "X1": 0.53902, "Y1": 0.6632, "X2": 0.57225, "Y2": 0.663, "X3": 0.57081, "Y3": 0.6808, "X4": 0.53902, "Y4": 0.6808, "page": 0, "Index": 252}, {"Word": "smoking.", "Confidence": 0.995, "X1": 0.57659, "Y1": 0.6632, "X2": 0.65462, "Y2": 0.663, "X3": 0.65318, "Y3": 0.6808, "X4": 0.57659, "Y4": 0.6808, "page": 0, "Index": 253}, {"Word": "A", "Confidence": 0.997, "X1": 0.6604, "Y1": 0.6632, "X2": 0.67341, "Y2": 0.663, "X3": 0.67197, "Y3": 0.6808, "X4": 0.65896, "Y4": 0.6808, "page": 0, "Index": 254}, {"Word": "dozen", "Confidence": 0.955, "X1": 0.67775, "Y1": 0.6632, "X2": 0.72977, "Y2": 0.663, "X3": 0.72832, "Y3": 0.6808, "X4": 0.67775, "Y4": 0.6808, "page": 0, "Index": 255}, {"Word": "longtime", "Confidence": 0.845, "X1": 0.7341, "Y1": 0.6632, "X2": 0.81069, "Y2": 0.663, "X3": 0.8078, "Y3": 0.6808, "X4": 0.73266, "Y4": 0.6808, "page": 0, "Index": 256}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.81503, "Y1": 0.6642, "X2": 0.89017, "Y2": 0.664, "X3": 0.88873, "Y3": 0.6818, "X4": 0.81358, "Y4": 0.6808, "page": 0, "Index": 257}, {"Word": "opponents", "Confidence": 0.666, "X1": 0.33526, "Y1": 0.6822, "X2": 0.41908, "Y2": 0.682, "X3": 0.41908, "Y3": 0.6988, "X4": 0.33526, "Y4": 0.6988, "page": 0, "Index": 258}, {"Word": "have", "Confidence": 0.991, "X1": 0.42341, "Y1": 0.6812, "X2": 0.46532, "Y2": 0.681, "X3": 0.46532, "Y3": 0.6988, "X4": 0.42341, "Y4": 0.6988, "page": 0, "Index": 259}, {"Word": "criticized", "Confidence": 0.991, "X1": 0.46965, "Y1": 0.6802, "X2": 0.54913, "Y2": 0.68, "X3": 0.54769, "Y3": 0.6988, "X4": 0.46965, "Y4": 0.6988, "page": 0, "Index": 260}, {"Word": "R.J.", "Confidence": 0.991, "X1": 0.55347, "Y1": 0.6802, "X2": 0.58671, "Y2": 0.68, "X3": 0.58526, "Y3": 0.6988, "X4": 0.55347, "Y4": 0.6988, "page": 0, "Index": 261}, {"Word": "Reynolds", "Confidence": 0.935, "X1": 0.59104, "Y1": 0.6812, "X2": 0.67052, "Y2": 0.681, "X3": 0.66908, "Y3": 0.6988, "X4": 0.59104, "Y4": 0.6988, "page": 0, "Index": 262}, {"Word": "for", "Confidence": 0.998, "X1": 0.67486, "Y1": 0.6812, "X2": 0.69942, "Y2": 0.681, "X3": 0.69942, "Y3": 0.6988, "X4": 0.67486, "Y4": 0.6988, "page": 0, "Index": 263}, {"Word": "marketing", "Confidence": 0.617, "X1": 0.70376, "Y1": 0.6822, "X2": 0.78902, "Y2": 0.682, "X3": 0.78902, "Y3": 0.6988, "X4": 0.70376, "Y4": 0.6988, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.984, "X1": 0.7948, "Y1": 0.6832, "X2": 0.82081, "Y2": 0.683, "X3": 0.81936, "Y3": 0.6988, "X4": 0.79335, "Y4": 0.6988, "page": 0, "Index": 265}, {"Word": "new", "Confidence": 0.957, "X1": 0.82514, "Y1": 0.6832, "X2": 0.85983, "Y2": 0.683, "X3": 0.85838, "Y3": 0.6988, "X4": 0.82514, "Y4": 0.6988, "page": 0, "Index": 266}, {"Word": "brand", "Confidence": 0.997, "X1": 0.33526, "Y1": 0.6992, "X2": 0.3815, "Y2": 0.699, "X3": 0.3815, "Y3": 0.7168, "X4": 0.33526, "Y4": 0.7158, "page": 0, "Index": 267}, {"Word": "before", "Confidence": 0.995, "X1": 0.38728, "Y1": 0.6992, "X2": 0.43931, "Y2": 0.699, "X3": 0.44075, "Y3": 0.7168, "X4": 0.38728, "Y4": 0.7168, "page": 0, "Index": 268}, {"Word": "publishing", "Confidence": 0.995, "X1": 0.44509, "Y1": 0.6992, "X2": 0.53324, "Y2": 0.699, "X3": 0.53324, "Y3": 0.7168, "X4": 0.44509, "Y4": 0.7168, "page": 0, "Index": 269}, {"Word": "conclusive", "Confidence": 0.994, "X1": 0.53902, "Y1": 0.6992, "X2": 0.62861, "Y2": 0.699, "X3": 0.62861, "Y3": 0.7178, "X4": 0.53757, "Y4": 0.7168, "page": 0, "Index": 270}, {"Word": "proof", "Confidence": 0.997, "X1": 0.63295, "Y1": 0.6992, "X2": 0.67919, "Y2": 0.699, "X3": 0.67775, "Y3": 0.7168, "X4": 0.63295, "Y4": 0.7178, "page": 0, "Index": 271}, {"Word": "that", "Confidence": 0.989, "X1": 0.68353, "Y1": 0.7002, "X2": 0.71532, "Y2": 0.7, "X3": 0.71387, "Y3": 0.7168, "X4": 0.68353, "Y4": 0.7168, "page": 0, "Index": 272}, {"Word": "it", "Confidence": 0.997, "X1": 0.71965, "Y1": 0.7002, "X2": 0.73266, "Y2": 0.7, "X3": 0.73121, "Y3": 0.7168, "X4": 0.71965, "Y4": 0.7168, "page": 0, "Index": 273}, {"Word": "deserves", "Confidence": 0.995, "X1": 0.73699, "Y1": 0.7002, "X2": 0.81069, "Y2": 0.7, "X3": 0.80925, "Y3": 0.7168, "X4": 0.73555, "Y4": 0.7168, "page": 0, "Index": 274}, {"Word": "to", "Confidence": 0.998, "X1": 0.81503, "Y1": 0.7002, "X2": 0.83092, "Y2": 0.7, "X3": 0.82948, "Y3": 0.7168, "X4": 0.81358, "Y4": 0.7168, "page": 0, "Index": 275}, {"Word": "be", "Confidence": 0.998, "X1": 0.83526, "Y1": 0.7002, "X2": 0.86127, "Y2": 0.7, "X3": 0.85983, "Y3": 0.7168, "X4": 0.83382, "Y4": 0.7168, "page": 0, "Index": 276}, {"Word": "called", "Confidence": 0.995, "X1": 0.33526, "Y1": 0.7172, "X2": 0.38439, "Y2": 0.717, "X3": 0.38439, "Y3": 0.7338, "X4": 0.33671, "Y4": 0.7338, "page": 0, "Index": 277}, {"Word": "a", "Confidence": 0.994, "X1": 0.38873, "Y1": 0.7172, "X2": 0.39884, "Y2": 0.717, "X3": 0.39884, "Y3": 0.7348, "X4": 0.38873, "Y4": 0.7338, "page": 0, "Index": 278}, {"Word": "lower-risk", "Confidence": 0.945, "X1": 0.40318, "Y1": 0.7172, "X2": 0.48988, "Y2": 0.717, "X3": 0.49133, "Y3": 0.7348, "X4": 0.40318, "Y4": 0.7348, "page": 0, "Index": 279}, {"Word": "cigarette.", "Confidence": 0.799, "X1": 0.49566, "Y1": 0.7172, "X2": 0.57081, "Y2": 0.717, "X3": 0.57081, "Y3": 0.7348, "X4": 0.49566, "Y4": 0.7348, "page": 0, "Index": 280}, {"Word": "Last", "Confidence": 0.988, "X1": 0.57659, "Y1": 0.7172, "X2": 0.61272, "Y2": 0.717, "X3": 0.61272, "Y3": 0.7348, "X4": 0.57659, "Y4": 0.7348, "page": 0, "Index": 281}, {"Word": "week,", "Confidence": 0.406, "X1": 0.6185, "Y1": 0.7172, "X2": 0.66618, "Y2": 0.717, "X3": 0.66618, "Y3": 0.7348, "X4": 0.6185, "Y4": 0.7348, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.998, "X1": 0.67197, "Y1": 0.7172, "X2": 0.69798, "Y2": 0.717, "X3": 0.69653, "Y3": 0.7348, "X4": 0.67052, "Y4": 0.7348, "page": 0, "Index": 283}, {"Word": "American", "Confidence": 0.995, "X1": 0.70231, "Y1": 0.7182, "X2": 0.78468, "Y2": 0.718, "X3": 0.78324, "Y3": 0.7338, "X4": 0.70231, "Y4": 0.7348, "page": 0, "Index": 284}, {"Word": "Heart", "Confidence": 0.983, "X1": 0.78902, "Y1": 0.7182, "X2": 0.84104, "Y2": 0.718, "X3": 0.84104, "Y3": 0.7338, "X4": 0.78902, "Y4": 0.7338, "page": 0, "Index": 285}, {"Word": "Association", "Confidence": 0.992, "X1": 0.33671, "Y1": 0.7352, "X2": 0.43353, "Y2": 0.735, "X3": 0.43353, "Y3": 0.7528, "X4": 0.33671, "Y4": 0.7528, "page": 0, "Index": 286}, {"Word": "and", "Confidence": 0.998, "X1": 0.43786, "Y1": 0.7352, "X2": 0.46821, "Y2": 0.735, "X3": 0.46821, "Y3": 0.7528, "X4": 0.43786, "Y4": 0.7528, "page": 0, "Index": 287}, {"Word": "other", "Confidence": 0.998, "X1": 0.47254, "Y1": 0.7352, "X2": 0.51734, "Y2": 0.735, "X3": 0.5159, "Y3": 0.7528, "X4": 0.47254, "Y4": 0.7528, "page": 0, "Index": 288}, {"Word": "health", "Confidence": 0.994, "X1": 0.52168, "Y1": 0.7352, "X2": 0.5737, "Y2": 0.735, "X3": 0.5737, "Y3": 0.7528, "X4": 0.52168, "Y4": 0.7528, "page": 0, "Index": 289}, {"Word": "groups", "Confidence": 0.997, "X1": 0.57803, "Y1": 0.7362, "X2": 0.63295, "Y2": 0.736, "X3": 0.63295, "Y3": 0.7538, "X4": 0.57803, "Y4": 0.7528, "page": 0, "Index": 290}, {"Word": "released", "Confidence": 0.171, "X1": 0.63873, "Y1": 0.7362, "X2": 0.70809, "Y2": 0.736, "X3": 0.70809, "Y3": 0.7538, "X4": 0.63873, "Y4": 0.7538, "page": 0, "Index": 291}, {"Word": "a", "Confidence": 0.998, "X1": 0.71387, "Y1": 0.7362, "X2": 0.72254, "Y2": 0.736, "X3": 0.7211, "Y3": 0.7538, "X4": 0.71387, "Y4": 0.7538, "page": 0, "Index": 292}, {"Word": "study", "Confidence": 0.994, "X1": 0.72688, "Y1": 0.7362, "X2": 0.77168, "Y2": 0.736, "X3": 0.77168, "Y3": 0.7538, "X4": 0.72688, "Y4": 0.7538, "page": 0, "Index": 293}, {"Word": "of", "Confidence": 0.998, "X1": 0.77746, "Y1": 0.7362, "X2": 0.7948, "Y2": 0.736, "X3": 0.7948, "Y3": 0.7538, "X4": 0.77601, "Y4": 0.7538, "page": 0, "Index": 294}, {"Word": "Eclipse", "Confidence": 0.656, "X1": 0.80058, "Y1": 0.7372, "X2": 0.86272, "Y2": 0.737, "X3": 0.86127, "Y3": 0.7538, "X4": 0.80058, "Y4": 0.7538, "page": 0, "Index": 295}, {"Word": "that", "Confidence": 0.991, "X1": 0.86705, "Y1": 0.7372, "X2": 0.90318, "Y2": 0.737, "X3": 0.90173, "Y3": 0.7538, "X4": 0.86705, "Y4": 0.7538, "page": 0, "Index": 296}, {"Word": "challenges", "Confidence": 0.992, "X1": 0.33671, "Y1": 0.7532, "X2": 0.42052, "Y2": 0.753, "X3": 0.42197, "Y3": 0.7718, "X4": 0.33671, "Y4": 0.7718, "page": 0, "Index": 297}, {"Word": "its", "Confidence": 0.998, "X1": 0.4263, "Y1": 0.7532, "X2": 0.44798, "Y2": 0.753, "X3": 0.44798, "Y3": 0.7718, "X4": 0.4263, "Y4": 0.7718, "page": 0, "Index": 298}, {"Word": "claim", "Confidence": 0.996, "X1": 0.45231, "Y1": 0.7532, "X2": 0.49855, "Y2": 0.753, "X3": 0.49855, "Y3": 0.7718, "X4": 0.45376, "Y4": 0.7718, "page": 0, "Index": 299}, {"Word": "that", "Confidence": 0.988, "X1": 0.50434, "Y1": 0.7542, "X2": 0.53613, "Y2": 0.754, "X3": 0.53613, "Y3": 0.7708, "X4": 0.50434, "Y4": 0.7718, "page": 0, "Index": 300}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.54046, "Y1": 0.7542, "X2": 0.59538, "Y2": 0.754, "X3": 0.59538, "Y3": 0.7708, "X4": 0.54046, "Y4": 0.7708, "page": 0, "Index": 301}, {"Word": "from", "Confidence": 0.989, "X1": 0.60116, "Y1": 0.7542, "X2": 0.64017, "Y2": 0.754, "X3": 0.64017, "Y3": 0.7708, "X4": 0.60116, "Y4": 0.7708, "page": 0, "Index": 302}, {"Word": "the", "Confidence": 0.998, "X1": 0.64595, "Y1": 0.7542, "X2": 0.67052, "Y2": 0.754, "X3": 0.67052, "Y3": 0.7708, "X4": 0.64595, "Y4": 0.7708, "page": 0, "Index": 303}, {"Word": "new", "Confidence": 0.9, "X1": 0.67486, "Y1": 0.7542, "X2": 0.71098, "Y2": 0.754, "X3": 0.71098, "Y3": 0.7708, "X4": 0.6763, "Y4": 0.7708, "page": 0, "Index": 304}, {"Word": "brand", "Confidence": 0.997, "X1": 0.71532, "Y1": 0.7542, "X2": 0.76301, "Y2": 0.754, "X3": 0.76301, "Y3": 0.7708, "X4": 0.71532, "Y4": 0.7708, "page": 0, "Index": 305}, {"Word": "contains", "Confidence": 0.994, "X1": 0.76879, "Y1": 0.7542, "X2": 0.83815, "Y2": 0.754, "X3": 0.83815, "Y3": 0.7708, "X4": 0.76879, "Y4": 0.7708, "page": 0, "Index": 306}, {"Word": "fewer", "Confidence": 0.998, "X1": 0.84393, "Y1": 0.7552, "X2": 0.8974, "Y2": 0.755, "X3": 0.8974, "Y3": 0.7708, "X4": 0.84393, "Y4": 0.7708, "page": 0, "Index": 307}, {"Word": "cancer-causing", "Confidence": 0.937, "X1": 0.33526, "Y1": 0.7732, "X2": 0.46098, "Y2": 0.773, "X3": 0.46098, "Y3": 0.7898, "X4": 0.33526, "Y4": 0.7898, "page": 0, "Index": 308}, {"Word": "chemicals", "Confidence": 0.994, "X1": 0.46532, "Y1": 0.7722, "X2": 0.54769, "Y2": 0.772, "X3": 0.54769, "Y3": 0.7898, "X4": 0.46532, "Y4": 0.7898, "page": 0, "Index": 309}, {"Word": "than", "Confidence": 0.988, "X1": 0.55347, "Y1": 0.7722, "X2": 0.5896, "Y2": 0.772, "X3": 0.5896, "Y3": 0.7898, "X4": 0.55347, "Y4": 0.7898, "page": 0, "Index": 310}, {"Word": "other", "Confidence": 0.997, "X1": 0.59393, "Y1": 0.7722, "X2": 0.63728, "Y2": 0.772, "X3": 0.63728, "Y3": 0.7898, "X4": 0.59393, "Y4": 0.7898, "page": 0, "Index": 311}, {"Word": "ultra-light", "Confidence": 0.993, "X1": 0.64162, "Y1": 0.7722, "X2": 0.72688, "Y2": 0.772, "X3": 0.72688, "Y3": 0.7898, "X4": 0.64162, "Y4": 0.7898, "page": 0, "Index": 312}, {"Word": "brands.", "Confidence": 0.991, "X1": 0.73121, "Y1": 0.7732, "X2": 0.79624, "Y2": 0.773, "X3": 0.79624, "Y3": 0.7898, "X4": 0.73121, "Y4": 0.7898, "page": 0, "Index": 313}, {"Word": "In", "Confidence": 0.961, "X1": 0.33671, "Y1": 0.8092, "X2": 0.35116, "Y2": 0.809, "X3": 0.35116, "Y3": 0.8258, "X4": 0.33671, "Y4": 0.8258, "page": 0, "Index": 314}, {"Word": "response,", "Confidence": 0.991, "X1": 0.35549, "Y1": 0.8092, "X2": 0.43497, "Y2": 0.809, "X3": 0.43497, "Y3": 0.8258, "X4": 0.35549, "Y4": 0.8258, "page": 0, "Index": 315}, {"Word": "the", "Confidence": 0.998, "X1": 0.43931, "Y1": 0.8092, "X2": 0.46532, "Y2": 0.809, "X3": 0.46532, "Y3": 0.8258, "X4": 0.43931, "Y4": 0.8258, "page": 0, "Index": 316}, {"Word": "company", "Confidence": 0.996, "X1": 0.46965, "Y1": 0.8092, "X2": 0.54769, "Y2": 0.809, "X3": 0.54769, "Y3": 0.8258, "X4": 0.46965, "Y4": 0.8258, "page": 0, "Index": 317}, {"Word": "said", "Confidence": 0.988, "X1": 0.55202, "Y1": 0.8092, "X2": 0.58671, "Y2": 0.809, "X3": 0.58671, "Y3": 0.8258, "X4": 0.55202, "Y4": 0.8258, "page": 0, "Index": 318}, {"Word": "it", "Confidence": 0.997, "X1": 0.59104, "Y1": 0.8092, "X2": 0.6026, "Y2": 0.809, "X3": 0.6026, "Y3": 0.8258, "X4": 0.59104, "Y4": 0.8258, "page": 0, "Index": 319}, {"Word": "stands", "Confidence": 0.996, "X1": 0.60694, "Y1": 0.8092, "X2": 0.6604, "Y2": 0.809, "X3": 0.6604, "Y3": 0.8258, "X4": 0.60694, "Y4": 0.8258, "page": 0, "Index": 320}, {"Word": "by", "Confidence": 0.998, "X1": 0.66618, "Y1": 0.8092, "X2": 0.68497, "Y2": 0.809, "X3": 0.68497, "Y3": 0.8258, "X4": 0.66618, "Y4": 0.8258, "page": 0, "Index": 321}, {"Word": "its", "Confidence": 0.998, "X1": 0.68931, "Y1": 0.8092, "X2": 0.71098, "Y2": 0.809, "X3": 0.71098, "Y3": 0.8258, "X4": 0.68931, "Y4": 0.8258, "page": 0, "Index": 322}, {"Word": "own", "Confidence": 0.998, "X1": 0.71532, "Y1": 0.8092, "X2": 0.75289, "Y2": 0.809, "X3": 0.75289, "Y3": 0.8258, "X4": 0.71532, "Y4": 0.8258, "page": 0, "Index": 323}, {"Word": "tests", "Confidence": 0.994, "X1": 0.75723, "Y1": 0.8092, "X2": 0.7948, "Y2": 0.809, "X3": 0.7948, "Y3": 0.8258, "X4": 0.75723, "Y4": 0.8258, "page": 0, "Index": 324}, {"Word": "that", "Confidence": 0.992, "X1": 0.79913, "Y1": 0.8092, "X2": 0.83237, "Y2": 0.809, "X3": 0.83237, "Y3": 0.8258, "X4": 0.79913, "Y4": 0.8258, "page": 0, "Index": 325}, {"Word": "indicate", "Confidence": 0.883, "X1": 0.83671, "Y1": 0.8092, "X2": 0.90751, "Y2": 0.809, "X3": 0.90751, "Y3": 0.8258, "X4": 0.83671, "Y4": 0.8258, "page": 0, "Index": 326}, {"Word": "cigarettes", "Confidence": 0.401, "X1": 0.33671, "Y1": 0.8272, "X2": 0.41474, "Y2": 0.827, "X3": 0.41474, "Y3": 0.8438, "X4": 0.33671, "Y4": 0.8438, "page": 0, "Index": 327}, {"Word": "may", "Confidence": 0.998, "X1": 0.41908, "Y1": 0.8272, "X2": 0.4552, "Y2": 0.827, "X3": 0.45665, "Y3": 0.8438, "X4": 0.42052, "Y4": 0.8438, "page": 0, "Index": 328}, {"Word": "be", "Confidence": 0.941, "X1": 0.46098, "Y1": 0.8272, "X2": 0.48121, "Y2": 0.827, "X3": 0.48121, "Y3": 0.8438, "X4": 0.46098, "Y4": 0.8438, "page": 0, "Index": 329}, {"Word": "safer", "Confidence": 0.998, "X1": 0.48555, "Y1": 0.8272, "X2": 0.52601, "Y2": 0.827, "X3": 0.52601, "Y3": 0.8438, "X4": 0.48555, "Y4": 0.8438, "page": 0, "Index": 330}, {"Word": "when", "Confidence": 0.991, "X1": 0.53179, "Y1": 0.8272, "X2": 0.57514, "Y2": 0.827, "X3": 0.57514, "Y3": 0.8438, "X4": 0.53179, "Y4": 0.8438, "page": 0, "Index": 331}, {"Word": "the", "Confidence": 0.998, "X1": 0.57948, "Y1": 0.8272, "X2": 0.60694, "Y2": 0.827, "X3": 0.60694, "Y3": 0.8438, "X4": 0.57948, "Y4": 0.8438, "page": 0, "Index": 332}, {"Word": "tobacco", "Confidence": 0.962, "X1": 0.61127, "Y1": 0.8272, "X2": 0.6763, "Y2": 0.827, "X3": 0.67486, "Y3": 0.8428, "X4": 0.61127, "Y4": 0.8438, "page": 0, "Index": 333}, {"Word": "is", "Confidence": 0.998, "X1": 0.68064, "Y1": 0.8272, "X2": 0.69509, "Y2": 0.827, "X3": 0.69364, "Y3": 0.8428, "X4": 0.68064, "Y4": 0.8428, "page": 0, "Index": 334}, {"Word": "heated", "Confidence": 0.991, "X1": 0.69942, "Y1": 0.8272, "X2": 0.75578, "Y2": 0.827, "X3": 0.75578, "Y3": 0.8428, "X4": 0.69942, "Y4": 0.8428, "page": 0, "Index": 335}, {"Word": "rather", "Confidence": 0.997, "X1": 0.76012, "Y1": 0.8272, "X2": 0.81069, "Y2": 0.827, "X3": 0.81069, "Y3": 0.8428, "X4": 0.76012, "Y4": 0.8428, "page": 0, "Index": 336}, {"Word": "than", "Confidence": 0.991, "X1": 0.81647, "Y1": 0.8272, "X2": 0.85405, "Y2": 0.827, "X3": 0.85405, "Y3": 0.8428, "X4": 0.81503, "Y4": 0.8428, "page": 0, "Index": 337}, {"Word": "burned.", "Confidence": 0.935, "X1": 0.33671, "Y1": 0.8452, "X2": 0.40462, "Y2": 0.845, "X3": 0.40462, "Y3": 0.8608, "X4": 0.33671, "Y4": 0.8608, "page": 0, "Index": 338}, {"Word": "\"Under", "Confidence": 0.952, "X1": 0.3396, "Y1": 0.8812, "X2": 0.39451, "Y2": 0.881, "X3": 0.39451, "Y3": 0.8978, "X4": 0.33815, "Y4": 0.8978, "page": 0, "Index": 339}, {"Word": "smoke", "Confidence": 0.772, "X1": 0.73844, "Y1": 0.8822, "X2": 0.79335, "Y2": 0.882, "X3": 0.79191, "Y3": 0.8978, "X4": 0.73699, "Y4": 0.8988, "page": 0, "Index": 340}, {"Word": "from", "Confidence": 0.989, "X1": 0.79769, "Y1": 0.8822, "X2": 0.83815, "Y2": 0.882, "X3": 0.83671, "Y3": 0.8978, "X4": 0.79769, "Y4": 0.8978, "page": 0, "Index": 341}, {"Word": "cvery", "Confidence": 0.854, "X1": 0.40029, "Y1": 0.8812, "X2": 0.44653, "Y2": 0.881, "X3": 0.44653, "Y3": 0.8988, "X4": 0.39884, "Y4": 0.8978, "page": 0, "Index": 342}, {"Word": "testing", "Confidence": 0.996, "X1": 0.45087, "Y1": 0.8822, "X2": 0.50578, "Y2": 0.882, "X3": 0.50578, "Y3": 0.8988, "X4": 0.45087, "Y4": 0.8988, "page": 0, "Index": 343}, {"Word": "regimen", "Confidence": 0.848, "X1": 0.51156, "Y1": 0.8822, "X2": 0.58092, "Y2": 0.882, "X3": 0.57948, "Y3": 0.8988, "X4": 0.51012, "Y4": 0.8988, "page": 0, "Index": 344}, {"Word": "we", "Confidence": 0.998, "X1": 0.58526, "Y1": 0.8822, "X2": 0.60983, "Y2": 0.882, "X3": 0.60838, "Y3": 0.8988, "X4": 0.58526, "Y4": 0.8988, "page": 0, "Index": 345}, {"Word": "have", "Confidence": 0.942, "X1": 0.61416, "Y1": 0.8822, "X2": 0.65318, "Y2": 0.882, "X3": 0.65173, "Y3": 0.8988, "X4": 0.61416, "Y4": 0.8988, "page": 0, "Index": 346}, {"Word": "used,", "Confidence": 0.997, "X1": 0.65751, "Y1": 0.8822, "X2": 0.70231, "Y2": 0.882, "X3": 0.70231, "Y3": 0.8988, "X4": 0.65751, "Y4": 0.8988, "page": 0, "Index": 347}, {"Word": "the", "Confidence": 0.998, "X1": 0.70809, "Y1": 0.8822, "X2": 0.73266, "Y2": 0.882, "X3": 0.73266, "Y3": 0.8988, "X4": 0.70665, "Y4": 0.8988, "page": 0, "Index": 348}, {"Word": "53059", "Confidence": 0.998, "X1": 0.99566, "Y1": 0.9152, "X2": 0.99711, "Y2": 0.915, "X3": 0.97832, "Y3": 0.9148, "X4": 0.97977, "Y4": 0.8708, "page": 0, "Index": 349}, {"Word": "0784", "Confidence": 0.989, "X1": 0.99711, "Y1": 0.9632, "X2": 0.99566, "Y2": 0.963, "X3": 0.97688, "Y3": 0.9628, "X4": 0.97832, "Y4": 0.9268, "page": 0, "Index": 350}, {"Word": "R0000001025065044", "Confidence": 0.991, "X1": 0.00145, "Y1": 0.9772, "X2": 0.20231, "Y2": 0.977, "X3": 0.20231, "Y3": 0.9938, "X4": 0.00145, "Y4": 0.9928, "page": 0, "Index": 351}]}	"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"
ffbm0221	5	{"lines_data": [{"Word": "as basic as how to light one. The technique requires the smoker to", "Confidence": 0.98823, "X1": 0.33671, "Y1": 0.0782, "X2": 0.89306, "Y2": 0.078, "X3": 0.89306, "Y3": 0.0958, "X4": 0.33671, "Y4": 0.0958, "page": 0}, {"Word": "inhale several times, similar to lighting a cigar.", "Confidence": 0.93075, "X1": 0.33671, "Y1": 0.0962, "X2": 0.7341, "Y2": 0.096, "X3": 0.7341, "Y3": 0.1158, "X4": 0.33671, "Y4": 0.1138, "page": 0}, {"Word": "So who would bother?", "Confidence": 0.94225, "X1": 0.33671, "Y1": 0.1322, "X2": 0.53324, "Y2": 0.132, "X3": 0.53324, "Y3": 0.1498, "X4": 0.33671, "Y4": 0.1488, "page": 0}, {"Word": "On a sunny afternoon, there are no takers among the dozens of", "Confidence": 0.91892, "X1": 0.33671, "Y1": 0.1692, "X2": 0.86416, "Y2": 0.169, "X3": 0.86416, "Y3": 0.1858, "X4": 0.33671, "Y4": 0.1858, "page": 0}, {"Word": "smokers standing outside the Southland Corp. headquarters. A", "Confidence": 0.98262, "X1": 0.33671, "Y1": 0.1872, "X2": 0.86705, "Y2": 0.187, "X3": 0.86705, "Y3": 0.2048, "X4": 0.33671, "Y4": 0.2048, "page": 0}, {"Word": "reporter asks whether they will consider smoking the new brand for", "Confidence": 0.96082, "X1": 0.33671, "Y1": 0.2062, "X2": 0.90607, "Y2": 0.206, "X3": 0.90607, "Y3": 0.2218, "X4": 0.33671, "Y4": 0.2228, "page": 0}, {"Word": "a weck and promise not to smoke anything else.", "Confidence": 0.87922, "X1": 0.33671, "Y1": 0.2242, "X2": 0.73988, "Y2": 0.224, "X3": 0.73988, "Y3": 0.2418, "X4": 0.33671, "Y4": 0.2408, "page": 0}, {"Word": "One smoker declines because he says he is worried that the new", "Confidence": 0.914, "X1": 0.33671, "Y1": 0.2612, "X2": 0.87428, "Y2": 0.261, "X3": 0.87428, "Y3": 0.2778, "X4": 0.33671, "Y4": 0.2778, "page": 0}, {"Word": "cigarette might discourage him from quitting smoking.", "Confidence": 0.91786, "X1": 0.33526, "Y1": 0.2802, "X2": 0.79624, "Y2": 0.28, "X3": 0.79624, "Y3": 0.2968, "X4": 0.33526, "Y4": 0.2968, "page": 0}, {"Word": "Hc quit four weeks earlier and has just started up again this day, he", "Confidence": 0.9135, "X1": 0.33671, "Y1": 0.3152, "X2": 0.90173, "Y2": 0.315, "X3": 0.90173, "Y3": 0.3328, "X4": 0.33671, "Y4": 0.3328, "page": 0}, {"Word": "says.", "Confidence": 0.859, "X1": 0.33815, "Y1": 0.3392, "X2": 0.38006, "Y2": 0.339, "X3": 0.37861, "Y3": 0.3508, "X4": 0.33671, "Y4": 0.3498, "page": 0}, {"Word": "Another says she has managed to cut back to five cigarettes a day", "Confidence": 0.96246, "X1": 0.3396, "Y1": 0.3702, "X2": 0.88728, "Y2": 0.37, "X3": 0.88728, "Y3": 0.3888, "X4": 0.3396, "Y4": 0.3878, "page": 0}, {"Word": "and doesn't want to tamper with success.", "Confidence": 0.92443, "X1": 0.33815, "Y1": 0.3902, "X2": 0.68064, "Y2": 0.39, "X3": 0.68064, "Y3": 0.4058, "X4": 0.33815, "Y4": 0.4048, "page": 0}, {"Word": "\"\"This is just for stress,\" she says, holding her cigarette aloft. \"That's", "Confidence": 0.89008, "X1": 0.33671, "Y1": 0.4242, "X2": 0.90462, "Y2": 0.424, "X3": 0.90462, "Y3": 0.4428, "X4": 0.33671, "Y4": 0.4438, "page": 0}, {"Word": "my justification.\"", "Confidence": 0.987, "X1": 0.33671, "Y1": 0.4422, "X2": 0.48699, "Y2": 0.442, "X3": 0.48699, "Y3": 0.4598, "X4": 0.33815, "Y4": 0.4618, "page": 0}, {"Word": "Another refuses because he says he has to take a test the following", "Confidence": 0.98062, "X1": 0.3396, "Y1": 0.4792, "X2": 0.8974, "Y2": 0.479, "X3": 0.8974, "Y3": 0.4978, "X4": 0.3396, "Y4": 0.4968, "page": 0}, {"Word": "week and can't do it without \"a heavy dose of nicotine.\"", "Confidence": 0.92809, "X1": 0.33815, "Y1": 0.4982, "X2": 0.80491, "Y2": 0.498, "X3": 0.80491, "Y3": 0.5148, "X4": 0.33815, "Y4": 0.5158, "page": 0}, {"Word": "Finally, one smoker rebukes the very idea of trying a new brand.", "Confidence": 0.95242, "X1": 0.33671, "Y1": 0.5342, "X2": 0.87717, "Y2": 0.534, "X3": 0.87717, "Y3": 0.5528, "X4": 0.33671, "Y4": 0.5528, "page": 0}, {"Word": "\"This cigarette is my pal, my buddy,\" he says, taking a long drag", "Confidence": 0.97069, "X1": 0.33815, "Y1": 0.5722, "X2": 0.87861, "Y2": 0.572, "X3": 0.87861, "Y3": 0.5908, "X4": 0.33815, "Y4": 0.5898, "page": 0}, {"Word": "and then pausing. \"It's always here when I need it.\"", "Confidence": 0.9388, "X1": 0.33671, "Y1": 0.5902, "X2": 0.7659, "Y2": 0.59, "X3": 0.7659, "Y3": 0.6068, "X4": 0.33671, "Y4": 0.6088, "page": 0}, {"Word": "(c) 2000 The Dallas Morning News", "Confidence": 0.81917, "X1": 0.50434, "Y1": 0.7512, "X2": 0.74133, "Y2": 0.751, "X3": 0.74133, "Y3": 0.7658, "X4": 0.50434, "Y4": 0.7658, "page": 0}, {"Word": "Privacy policy", "Confidence": 0.778, "X1": 0.57225, "Y1": 0.7652, "X2": 0.67341, "Y2": 0.765, "X3": 0.67341, "Y3": 0.7758, "X4": 0.57225, "Y4": 0.7768, "page": 0}, {"Word": "1999 Katie winner for best news-related Web elte", "Confidence": 0.88512, "X1": 0.45665, "Y1": 0.7762, "X2": 0.79191, "Y2": 0.776, "X3": 0.79191, "Y3": 0.7878, "X4": 0.45665, "Y4": 0.7878, "page": 0}, {"Word": "1998, 1999 best online newspaper in the state Texas Associated Press Managing Editors Award", "Confidence": 0.85429, "X1": 0.30202, "Y1": 0.7872, "X2": 0.94364, "Y2": 0.787, "X3": 0.94364, "Y3": 0.7998, "X4": 0.30202, "Y4": 0.8008, "page": 0}, {"Word": "53059 0787", "Confidence": 0.9915, "X1": 0.99855, "Y1": 0.9792, "X2": 0.99711, "Y2": 0.979, "X3": 0.97832, "Y3": 0.9788, "X4": 0.97977, "Y4": 0.8798, "page": 0}, {"Word": "R0000001025065044", "Confidence": 0.981, "X1": 0.00145, "Y1": 0.9772, "X2": 0.20809, "Y2": 0.977, "X3": 0.20809, "Y3": 0.9938, "X4": 0.00145, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "as", "Confidence": 0.995, "X1": 0.33671, "Y1": 0.0792, "X2": 0.35405, "Y2": 0.079, "X3": 0.35405, "Y3": 0.0958, "X4": 0.33671, "Y4": 0.0958, "page": 0, "Index": 0}, {"Word": "basic", "Confidence": 0.994, "X1": 0.35838, "Y1": 0.0792, "X2": 0.40318, "Y2": 0.079, "X3": 0.40318, "Y3": 0.0958, "X4": 0.35838, "Y4": 0.0958, "page": 0, "Index": 1}, {"Word": "as", "Confidence": 0.998, "X1": 0.40751, "Y1": 0.0792, "X2": 0.42486, "Y2": 0.079, "X3": 0.42486, "Y3": 0.0958, "X4": 0.40751, "Y4": 0.0958, "page": 0, "Index": 2}, {"Word": "how", "Confidence": 0.998, "X1": 0.42919, "Y1": 0.0782, "X2": 0.46532, "Y2": 0.078, "X3": 0.46532, "Y3": 0.0958, "X4": 0.42919, "Y4": 0.0958, "page": 0, "Index": 3}, {"Word": "to", "Confidence": 0.997, "X1": 0.4711, "Y1": 0.0782, "X2": 0.48555, "Y2": 0.078, "X3": 0.48555, "Y3": 0.0968, "X4": 0.4711, "Y4": 0.0958, "page": 0, "Index": 4}, {"Word": "light", "Confidence": 0.983, "X1": 0.49133, "Y1": 0.0782, "X2": 0.53179, "Y2": 0.078, "X3": 0.53179, "Y3": 0.0968, "X4": 0.49133, "Y4": 0.0968, "page": 0, "Index": 5}, {"Word": "one.", "Confidence": 0.983, "X1": 0.53613, "Y1": 0.0782, "X2": 0.5737, "Y2": 0.078, "X3": 0.5737, "Y3": 0.0968, "X4": 0.53613, "Y4": 0.0968, "page": 0, "Index": 6}, {"Word": "The", "Confidence": 0.998, "X1": 0.57948, "Y1": 0.0782, "X2": 0.60983, "Y2": 0.078, "X3": 0.60983, "Y3": 0.0968, "X4": 0.57948, "Y4": 0.0968, "page": 0, "Index": 7}, {"Word": "technique", "Confidence": 0.991, "X1": 0.61561, "Y1": 0.0782, "X2": 0.69653, "Y2": 0.078, "X3": 0.69653, "Y3": 0.0968, "X4": 0.61416, "Y4": 0.0968, "page": 0, "Index": 8}, {"Word": "requires", "Confidence": 0.991, "X1": 0.70087, "Y1": 0.0782, "X2": 0.76734, "Y2": 0.078, "X3": 0.76734, "Y3": 0.0968, "X4": 0.70087, "Y4": 0.0968, "page": 0, "Index": 9}, {"Word": "the", "Confidence": 0.959, "X1": 0.77312, "Y1": 0.0782, "X2": 0.80058, "Y2": 0.078, "X3": 0.79913, "Y3": 0.0958, "X4": 0.77312, "Y4": 0.0968, "page": 0, "Index": 10}, {"Word": "smoker", "Confidence": 0.962, "X1": 0.80491, "Y1": 0.0792, "X2": 0.86705, "Y2": 0.079, "X3": 0.86561, "Y3": 0.0958, "X4": 0.80491, "Y4": 0.0958, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.87139, "Y1": 0.0792, "X2": 0.89306, "Y2": 0.079, "X3": 0.89306, "Y3": 0.0958, "X4": 0.87139, "Y4": 0.0958, "page": 0, "Index": 12}, {"Word": "inhale", "Confidence": 0.847, "X1": 0.33815, "Y1": 0.0972, "X2": 0.38728, "Y2": 0.097, "X3": 0.38728, "Y3": 0.1138, "X4": 0.33671, "Y4": 0.1138, "page": 0, "Index": 13}, {"Word": "several", "Confidence": 0.632, "X1": 0.39306, "Y1": 0.0972, "X2": 0.45231, "Y2": 0.097, "X3": 0.45231, "Y3": 0.1148, "X4": 0.39306, "Y4": 0.1138, "page": 0, "Index": 14}, {"Word": "times,", "Confidence": 0.989, "X1": 0.45665, "Y1": 0.0972, "X2": 0.51012, "Y2": 0.097, "X3": 0.51012, "Y3": 0.1148, "X4": 0.45665, "Y4": 0.1148, "page": 0, "Index": 15}, {"Word": "similar", "Confidence": 0.996, "X1": 0.51445, "Y1": 0.0972, "X2": 0.57081, "Y2": 0.097, "X3": 0.57081, "Y3": 0.1158, "X4": 0.51445, "Y4": 0.1148, "page": 0, "Index": 16}, {"Word": "to", "Confidence": 0.998, "X1": 0.57514, "Y1": 0.0972, "X2": 0.59249, "Y2": 0.097, "X3": 0.59249, "Y3": 0.1158, "X4": 0.57514, "Y4": 0.1158, "page": 0, "Index": 17}, {"Word": "lighting", "Confidence": 0.995, "X1": 0.59827, "Y1": 0.0972, "X2": 0.66474, "Y2": 0.097, "X3": 0.66474, "Y3": 0.1158, "X4": 0.59827, "Y4": 0.1158, "page": 0, "Index": 18}, {"Word": "a", "Confidence": 0.994, "X1": 0.66908, "Y1": 0.0972, "X2": 0.67775, "Y2": 0.097, "X3": 0.67919, "Y3": 0.1158, "X4": 0.67052, "Y4": 0.1158, "page": 0, "Index": 19}, {"Word": "cigar.", "Confidence": 0.995, "X1": 0.68353, "Y1": 0.0972, "X2": 0.7341, "Y2": 0.097, "X3": 0.7341, "Y3": 0.1158, "X4": 0.68353, "Y4": 0.1158, "page": 0, "Index": 20}, {"Word": "So", "Confidence": 0.998, "X1": 0.33815, "Y1": 0.1332, "X2": 0.35838, "Y2": 0.133, "X3": 0.35838, "Y3": 0.1498, "X4": 0.33671, "Y4": 0.1498, "page": 0, "Index": 21}, {"Word": "who", "Confidence": 0.998, "X1": 0.36416, "Y1": 0.1332, "X2": 0.40173, "Y2": 0.133, "X3": 0.40029, "Y3": 0.1498, "X4": 0.36272, "Y4": 0.1498, "page": 0, "Index": 22}, {"Word": "would", "Confidence": 0.997, "X1": 0.40607, "Y1": 0.1332, "X2": 0.45809, "Y2": 0.133, "X3": 0.45809, "Y3": 0.1498, "X4": 0.40607, "Y4": 0.1498, "page": 0, "Index": 23}, {"Word": "bother?", "Confidence": 0.776, "X1": 0.46243, "Y1": 0.1332, "X2": 0.53324, "Y2": 0.133, "X3": 0.53324, "Y3": 0.1498, "X4": 0.46243, "Y4": 0.1498, "page": 0, "Index": 24}, {"Word": "On", "Confidence": 0.997, "X1": 0.3396, "Y1": 0.1702, "X2": 0.36272, "Y2": 0.17, "X3": 0.36127, "Y3": 0.1868, "X4": 0.33815, "Y4": 0.1868, "page": 0, "Index": 25}, {"Word": "a", "Confidence": 0.995, "X1": 0.36705, "Y1": 0.1702, "X2": 0.37717, "Y2": 0.17, "X3": 0.37572, "Y3": 0.1868, "X4": 0.36561, "Y4": 0.1868, "page": 0, "Index": 26}, {"Word": "sunny", "Confidence": 0.997, "X1": 0.3815, "Y1": 0.1702, "X2": 0.43353, "Y2": 0.17, "X3": 0.43208, "Y3": 0.1868, "X4": 0.38006, "Y4": 0.1868, "page": 0, "Index": 27}, {"Word": "afternoon,", "Confidence": 0.13, "X1": 0.43786, "Y1": 0.1712, "X2": 0.52312, "Y2": 0.171, "X3": 0.52168, "Y3": 0.1868, "X4": 0.43642, "Y4": 0.1868, "page": 0, "Index": 28}, {"Word": "there", "Confidence": 0.994, "X1": 0.52746, "Y1": 0.1712, "X2": 0.56936, "Y2": 0.171, "X3": 0.56792, "Y3": 0.1868, "X4": 0.52746, "Y4": 0.1868, "page": 0, "Index": 29}, {"Word": "are", "Confidence": 0.957, "X1": 0.5737, "Y1": 0.1712, "X2": 0.59971, "Y2": 0.171, "X3": 0.59971, "Y3": 0.1868, "X4": 0.57225, "Y4": 0.1868, "page": 0, "Index": 30}, {"Word": "no", "Confidence": 0.997, "X1": 0.60549, "Y1": 0.1712, "X2": 0.62717, "Y2": 0.171, "X3": 0.62572, "Y3": 0.1868, "X4": 0.60405, "Y4": 0.1868, "page": 0, "Index": 31}, {"Word": "takers", "Confidence": 0.991, "X1": 0.6315, "Y1": 0.1712, "X2": 0.68064, "Y2": 0.171, "X3": 0.68064, "Y3": 0.1868, "X4": 0.6315, "Y4": 0.1868, "page": 0, "Index": 32}, {"Word": "among", "Confidence": 0.997, "X1": 0.68497, "Y1": 0.1702, "X2": 0.74422, "Y2": 0.17, "X3": 0.74277, "Y3": 0.1868, "X4": 0.68497, "Y4": 0.1868, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.74855, "Y1": 0.1702, "X2": 0.77312, "Y2": 0.17, "X3": 0.77312, "Y3": 0.1868, "X4": 0.74855, "Y4": 0.1868, "page": 0, "Index": 34}, {"Word": "dozens", "Confidence": 0.996, "X1": 0.7789, "Y1": 0.1702, "X2": 0.83671, "Y2": 0.17, "X3": 0.83671, "Y3": 0.1868, "X4": 0.77746, "Y4": 0.1868, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.978, "X1": 0.84104, "Y1": 0.1702, "X2": 0.86416, "Y2": 0.17, "X3": 0.86416, "Y3": 0.1868, "X4": 0.84104, "Y4": 0.1868, "page": 0, "Index": 36}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.33671, "Y1": 0.1892, "X2": 0.40751, "Y2": 0.189, "X3": 0.40751, "Y3": 0.2048, "X4": 0.33671, "Y4": 0.2038, "page": 0, "Index": 37}, {"Word": "standing", "Confidence": 0.995, "X1": 0.41185, "Y1": 0.1892, "X2": 0.4841, "Y2": 0.189, "X3": 0.4841, "Y3": 0.2048, "X4": 0.41185, "Y4": 0.2048, "page": 0, "Index": 38}, {"Word": "outside", "Confidence": 0.983, "X1": 0.48844, "Y1": 0.1882, "X2": 0.54913, "Y2": 0.188, "X3": 0.54913, "Y3": 0.2048, "X4": 0.48844, "Y4": 0.2048, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.55347, "Y1": 0.1882, "X2": 0.57948, "Y2": 0.188, "X3": 0.57948, "Y3": 0.2048, "X4": 0.55347, "Y4": 0.2048, "page": 0, "Index": 40}, {"Word": "Southland", "Confidence": 0.995, "X1": 0.58382, "Y1": 0.1882, "X2": 0.66908, "Y2": 0.188, "X3": 0.66908, "Y3": 0.2058, "X4": 0.58382, "Y4": 0.2048, "page": 0, "Index": 41}, {"Word": "Corp.", "Confidence": 0.959, "X1": 0.67486, "Y1": 0.1882, "X2": 0.7211, "Y2": 0.188, "X3": 0.7211, "Y3": 0.2058, "X4": 0.67486, "Y4": 0.2058, "page": 0, "Index": 42}, {"Word": "headquarters.", "Confidence": 0.941, "X1": 0.72543, "Y1": 0.1882, "X2": 0.83815, "Y2": 0.188, "X3": 0.83815, "Y3": 0.2058, "X4": 0.72543, "Y4": 0.2058, "page": 0, "Index": 43}, {"Word": "A", "Confidence": 0.995, "X1": 0.84393, "Y1": 0.1882, "X2": 0.85694, "Y2": 0.188, "X3": 0.85694, "Y3": 0.2048, "X4": 0.84393, "Y4": 0.2058, "page": 0, "Index": 44}, {"Word": "reporter", "Confidence": 0.673, "X1": 0.33815, "Y1": 0.2072, "X2": 0.40318, "Y2": 0.207, "X3": 0.40173, "Y3": 0.2238, "X4": 0.33815, "Y4": 0.2228, "page": 0, "Index": 45}, {"Word": "asks", "Confidence": 0.987, "X1": 0.40751, "Y1": 0.2072, "X2": 0.44509, "Y2": 0.207, "X3": 0.44509, "Y3": 0.2238, "X4": 0.40751, "Y4": 0.2238, "page": 0, "Index": 46}, {"Word": "whether", "Confidence": 0.997, "X1": 0.45087, "Y1": 0.2072, "X2": 0.51734, "Y2": 0.207, "X3": 0.51734, "Y3": 0.2238, "X4": 0.44942, "Y4": 0.2238, "page": 0, "Index": 47}, {"Word": "they", "Confidence": 0.988, "X1": 0.52168, "Y1": 0.2072, "X2": 0.55925, "Y2": 0.207, "X3": 0.5578, "Y3": 0.2238, "X4": 0.52168, "Y4": 0.2238, "page": 0, "Index": 48}, {"Word": "will", "Confidence": 0.988, "X1": 0.56358, "Y1": 0.2062, "X2": 0.59538, "Y2": 0.206, "X3": 0.59393, "Y3": 0.2238, "X4": 0.56214, "Y4": 0.2238, "page": 0, "Index": 49}, {"Word": "consider", "Confidence": 0.955, "X1": 0.59971, "Y1": 0.2062, "X2": 0.67197, "Y2": 0.206, "X3": 0.67052, "Y3": 0.2238, "X4": 0.59971, "Y4": 0.2238, "page": 0, "Index": 50}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.6763, "Y1": 0.2062, "X2": 0.74855, "Y2": 0.206, "X3": 0.74711, "Y3": 0.2228, "X4": 0.6763, "Y4": 0.2238, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.75289, "Y1": 0.2062, "X2": 0.7789, "Y2": 0.206, "X3": 0.77746, "Y3": 0.2228, "X4": 0.75145, "Y4": 0.2228, "page": 0, "Index": 52}, {"Word": "new", "Confidence": 0.994, "X1": 0.78324, "Y1": 0.2062, "X2": 0.81792, "Y2": 0.206, "X3": 0.81647, "Y3": 0.2228, "X4": 0.78179, "Y4": 0.2228, "page": 0, "Index": 53}, {"Word": "brand", "Confidence": 0.995, "X1": 0.82225, "Y1": 0.2062, "X2": 0.86994, "Y2": 0.206, "X3": 0.86994, "Y3": 0.2228, "X4": 0.82225, "Y4": 0.2228, "page": 0, "Index": 54}, {"Word": "for", "Confidence": 0.998, "X1": 0.87572, "Y1": 0.2062, "X2": 0.90607, "Y2": 0.206, "X3": 0.90462, "Y3": 0.2228, "X4": 0.87428, "Y4": 0.2228, "page": 0, "Index": 55}, {"Word": "a", "Confidence": 0.994, "X1": 0.33815, "Y1": 0.2252, "X2": 0.34538, "Y2": 0.225, "X3": 0.34538, "Y3": 0.2408, "X4": 0.33671, "Y4": 0.2408, "page": 0, "Index": 56}, {"Word": "weck", "Confidence": 0.97, "X1": 0.34971, "Y1": 0.2252, "X2": 0.39595, "Y2": 0.225, "X3": 0.39595, "Y3": 0.2418, "X4": 0.34971, "Y4": 0.2408, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.998, "X1": 0.40173, "Y1": 0.2252, "X2": 0.43208, "Y2": 0.225, "X3": 0.43208, "Y3": 0.2418, "X4": 0.40029, "Y4": 0.2418, "page": 0, "Index": 58}, {"Word": "promise", "Confidence": 0.766, "X1": 0.43642, "Y1": 0.2252, "X2": 0.50434, "Y2": 0.225, "X3": 0.50289, "Y3": 0.2418, "X4": 0.43642, "Y4": 0.2418, "page": 0, "Index": 59}, {"Word": "not", "Confidence": 0.998, "X1": 0.50867, "Y1": 0.2252, "X2": 0.53468, "Y2": 0.225, "X3": 0.53468, "Y3": 0.2418, "X4": 0.50867, "Y4": 0.2418, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.998, "X1": 0.54046, "Y1": 0.2252, "X2": 0.55636, "Y2": 0.225, "X3": 0.55636, "Y3": 0.2418, "X4": 0.53902, "Y4": 0.2418, "page": 0, "Index": 61}, {"Word": "smoke", "Confidence": 0.822, "X1": 0.56069, "Y1": 0.2252, "X2": 0.6185, "Y2": 0.225, "X3": 0.6185, "Y3": 0.2418, "X4": 0.56069, "Y4": 0.2418, "page": 0, "Index": 62}, {"Word": "anything", "Confidence": 0.996, "X1": 0.62283, "Y1": 0.2252, "X2": 0.69509, "Y2": 0.225, "X3": 0.69509, "Y3": 0.2418, "X4": 0.62283, "Y4": 0.2418, "page": 0, "Index": 63}, {"Word": "else.", "Confidence": 0.371, "X1": 0.70087, "Y1": 0.2252, "X2": 0.73988, "Y2": 0.225, "X3": 0.73844, "Y3": 0.2418, "X4": 0.69942, "Y4": 0.2418, "page": 0, "Index": 64}, {"Word": "One", "Confidence": 0.643, "X1": 0.33815, "Y1": 0.2622, "X2": 0.36994, "Y2": 0.262, "X3": 0.36994, "Y3": 0.2778, "X4": 0.33815, "Y4": 0.2778, "page": 0, "Index": 65}, {"Word": "new", "Confidence": 0.998, "X1": 0.83382, "Y1": 0.2622, "X2": 0.86994, "Y2": 0.262, "X3": 0.86994, "Y3": 0.2778, "X4": 0.83382, "Y4": 0.2788, "page": 0, "Index": 66}, {"Word": "smoker", "Confidence": 0.994, "X1": 0.37428, "Y1": 0.2622, "X2": 0.43931, "Y2": 0.262, "X3": 0.43786, "Y3": 0.2788, "X4": 0.37428, "Y4": 0.2778, "page": 0, "Index": 67}, {"Word": "declines", "Confidence": 0.851, "X1": 0.44364, "Y1": 0.2622, "X2": 0.51156, "Y2": 0.262, "X3": 0.51156, "Y3": 0.2788, "X4": 0.44364, "Y4": 0.2788, "page": 0, "Index": 68}, {"Word": "because", "Confidence": 0.633, "X1": 0.51734, "Y1": 0.2622, "X2": 0.58382, "Y2": 0.262, "X3": 0.58382, "Y3": 0.2788, "X4": 0.51734, "Y4": 0.2788, "page": 0, "Index": 69}, {"Word": "he", "Confidence": 0.998, "X1": 0.58815, "Y1": 0.2622, "X2": 0.60983, "Y2": 0.262, "X3": 0.60983, "Y3": 0.2788, "X4": 0.58815, "Y4": 0.2788, "page": 0, "Index": 70}, {"Word": "says", "Confidence": 0.989, "X1": 0.61416, "Y1": 0.2622, "X2": 0.64884, "Y2": 0.262, "X3": 0.64884, "Y3": 0.2788, "X4": 0.61416, "Y4": 0.2788, "page": 0, "Index": 71}, {"Word": "he", "Confidence": 0.998, "X1": 0.65462, "Y1": 0.2622, "X2": 0.67341, "Y2": 0.262, "X3": 0.67341, "Y3": 0.2788, "X4": 0.65462, "Y4": 0.2788, "page": 0, "Index": 72}, {"Word": "is", "Confidence": 0.998, "X1": 0.67775, "Y1": 0.2622, "X2": 0.69364, "Y2": 0.262, "X3": 0.69364, "Y3": 0.2788, "X4": 0.67775, "Y4": 0.2788, "page": 0, "Index": 73}, {"Word": "worried", "Confidence": 0.887, "X1": 0.69942, "Y1": 0.2622, "X2": 0.76301, "Y2": 0.262, "X3": 0.76301, "Y3": 0.2788, "X4": 0.69942, "Y4": 0.2788, "page": 0, "Index": 74}, {"Word": "that", "Confidence": 0.981, "X1": 0.76734, "Y1": 0.2622, "X2": 0.79913, "Y2": 0.262, "X3": 0.79913, "Y3": 0.2788, "X4": 0.76734, "Y4": 0.2788, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.80491, "Y1": 0.2622, "X2": 0.82948, "Y2": 0.262, "X3": 0.82948, "Y3": 0.2788, "X4": 0.80347, "Y4": 0.2788, "page": 0, "Index": 76}, {"Word": "cigarette", "Confidence": 0.637, "X1": 0.33815, "Y1": 0.2802, "X2": 0.40896, "Y2": 0.28, "X3": 0.40751, "Y3": 0.2978, "X4": 0.33671, "Y4": 0.2978, "page": 0, "Index": 77}, {"Word": "might", "Confidence": 0.997, "X1": 0.41329, "Y1": 0.2802, "X2": 0.46387, "Y2": 0.28, "X3": 0.46243, "Y3": 0.2978, "X4": 0.41185, "Y4": 0.2978, "page": 0, "Index": 78}, {"Word": "discourage", "Confidence": 0.817, "X1": 0.46821, "Y1": 0.2802, "X2": 0.55925, "Y2": 0.28, "X3": 0.5578, "Y3": 0.2978, "X4": 0.46676, "Y4": 0.2978, "page": 0, "Index": 79}, {"Word": "him", "Confidence": 0.998, "X1": 0.56358, "Y1": 0.2802, "X2": 0.59538, "Y2": 0.28, "X3": 0.59538, "Y3": 0.2978, "X4": 0.56214, "Y4": 0.2978, "page": 0, "Index": 80}, {"Word": "from", "Confidence": 0.988, "X1": 0.60116, "Y1": 0.2812, "X2": 0.64017, "Y2": 0.281, "X3": 0.64017, "Y3": 0.2978, "X4": 0.59971, "Y4": 0.2978, "page": 0, "Index": 81}, {"Word": "quitting", "Confidence": 0.995, "X1": 0.6474, "Y1": 0.2812, "X2": 0.71387, "Y2": 0.281, "X3": 0.71387, "Y3": 0.2978, "X4": 0.6474, "Y4": 0.2978, "page": 0, "Index": 82}, {"Word": "smoking.", "Confidence": 0.993, "X1": 0.71821, "Y1": 0.2812, "X2": 0.79624, "Y2": 0.281, "X3": 0.79624, "Y3": 0.2978, "X4": 0.71821, "Y4": 0.2978, "page": 0, "Index": 83}, {"Word": "Hc", "Confidence": 0.678, "X1": 0.33815, "Y1": 0.3162, "X2": 0.36127, "Y2": 0.316, "X3": 0.36127, "Y3": 0.3328, "X4": 0.33815, "Y4": 0.3328, "page": 0, "Index": 84}, {"Word": "quit", "Confidence": 0.99, "X1": 0.36561, "Y1": 0.3162, "X2": 0.3974, "Y2": 0.316, "X3": 0.3974, "Y3": 0.3328, "X4": 0.36561, "Y4": 0.3328, "page": 0, "Index": 85}, {"Word": "four", "Confidence": 0.989, "X1": 0.40318, "Y1": 0.3162, "X2": 0.43931, "Y2": 0.316, "X3": 0.43931, "Y3": 0.3328, "X4": 0.40173, "Y4": 0.3328, "page": 0, "Index": 86}, {"Word": "weeks", "Confidence": 0.619, "X1": 0.44364, "Y1": 0.3162, "X2": 0.49566, "Y2": 0.316, "X3": 0.49566, "Y3": 0.3338, "X4": 0.44364, "Y4": 0.3328, "page": 0, "Index": 87}, {"Word": "earlier", "Confidence": 0.641, "X1": 0.50145, "Y1": 0.3172, "X2": 0.55636, "Y2": 0.317, "X3": 0.55491, "Y3": 0.3338, "X4": 0.5, "Y4": 0.3338, "page": 0, "Index": 88}, {"Word": "and", "Confidence": 0.998, "X1": 0.56069, "Y1": 0.3172, "X2": 0.5896, "Y2": 0.317, "X3": 0.58815, "Y3": 0.3338, "X4": 0.56069, "Y4": 0.3338, "page": 0, "Index": 89}, {"Word": "has", "Confidence": 0.998, "X1": 0.59393, "Y1": 0.3172, "X2": 0.62428, "Y2": 0.317, "X3": 0.62428, "Y3": 0.3338, "X4": 0.59393, "Y4": 0.3338, "page": 0, "Index": 90}, {"Word": "just", "Confidence": 0.988, "X1": 0.62861, "Y1": 0.3162, "X2": 0.65896, "Y2": 0.316, "X3": 0.65896, "Y3": 0.3338, "X4": 0.62861, "Y4": 0.3338, "page": 0, "Index": 91}, {"Word": "started", "Confidence": 0.993, "X1": 0.66474, "Y1": 0.3162, "X2": 0.7211, "Y2": 0.316, "X3": 0.71965, "Y3": 0.3338, "X4": 0.66329, "Y4": 0.3338, "page": 0, "Index": 92}, {"Word": "up", "Confidence": 0.998, "X1": 0.72543, "Y1": 0.3162, "X2": 0.74566, "Y2": 0.316, "X3": 0.74566, "Y3": 0.3338, "X4": 0.72543, "Y4": 0.3338, "page": 0, "Index": 93}, {"Word": "again", "Confidence": 0.997, "X1": 0.75, "Y1": 0.3162, "X2": 0.79624, "Y2": 0.316, "X3": 0.7948, "Y3": 0.3338, "X4": 0.75, "Y4": 0.3338, "page": 0, "Index": 94}, {"Word": "this", "Confidence": 0.988, "X1": 0.80058, "Y1": 0.3162, "X2": 0.83092, "Y2": 0.316, "X3": 0.82948, "Y3": 0.3338, "X4": 0.80058, "Y4": 0.3338, "page": 0, "Index": 95}, {"Word": "day,", "Confidence": 0.971, "X1": 0.83526, "Y1": 0.3162, "X2": 0.86994, "Y2": 0.316, "X3": 0.86994, "Y3": 0.3338, "X4": 0.83526, "Y4": 0.3338, "page": 0, "Index": 96}, {"Word": "he", "Confidence": 0.941, "X1": 0.87572, "Y1": 0.3162, "X2": 0.90173, "Y2": 0.316, "X3": 0.90173, "Y3": 0.3338, "X4": 0.87572, "Y4": 0.3338, "page": 0, "Index": 97}, {"Word": "says.", "Confidence": 0.859, "X1": 0.33815, "Y1": 0.3392, "X2": 0.38006, "Y2": 0.339, "X3": 0.37861, "Y3": 0.3508, "X4": 0.33671, "Y4": 0.3498, "page": 0, "Index": 98}, {"Word": "Another", "Confidence": 0.961, "X1": 0.34104, "Y1": 0.3712, "X2": 0.40462, "Y2": 0.371, "X3": 0.40462, "Y3": 0.3878, "X4": 0.34104, "Y4": 0.3878, "page": 0, "Index": 99}, {"Word": "says", "Confidence": 0.989, "X1": 0.4104, "Y1": 0.3712, "X2": 0.44509, "Y2": 0.371, "X3": 0.44509, "Y3": 0.3878, "X4": 0.40896, "Y4": 0.3878, "page": 0, "Index": 100}, {"Word": "she", "Confidence": 0.998, "X1": 0.45087, "Y1": 0.3712, "X2": 0.47832, "Y2": 0.371, "X3": 0.47688, "Y3": 0.3878, "X4": 0.44942, "Y4": 0.3878, "page": 0, "Index": 101}, {"Word": "has", "Confidence": 0.998, "X1": 0.48266, "Y1": 0.3712, "X2": 0.51301, "Y2": 0.371, "X3": 0.51156, "Y3": 0.3878, "X4": 0.48121, "Y4": 0.3878, "page": 0, "Index": 102}, {"Word": "managed", "Confidence": 0.941, "X1": 0.51879, "Y1": 0.3712, "X2": 0.59249, "Y2": 0.371, "X3": 0.59104, "Y3": 0.3888, "X4": 0.51734, "Y4": 0.3878, "page": 0, "Index": 103}, {"Word": "to", "Confidence": 0.997, "X1": 0.59682, "Y1": 0.3712, "X2": 0.61416, "Y2": 0.371, "X3": 0.61272, "Y3": 0.3888, "X4": 0.59682, "Y4": 0.3888, "page": 0, "Index": 104}, {"Word": "cut", "Confidence": 0.995, "X1": 0.61994, "Y1": 0.3712, "X2": 0.64451, "Y2": 0.371, "X3": 0.64306, "Y3": 0.3888, "X4": 0.6185, "Y4": 0.3888, "page": 0, "Index": 105}, {"Word": "back", "Confidence": 0.986, "X1": 0.65029, "Y1": 0.3712, "X2": 0.69075, "Y2": 0.371, "X3": 0.68931, "Y3": 0.3888, "X4": 0.64884, "Y4": 0.3888, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.998, "X1": 0.69509, "Y1": 0.3712, "X2": 0.71098, "Y2": 0.371, "X3": 0.70954, "Y3": 0.3888, "X4": 0.69364, "Y4": 0.3888, "page": 0, "Index": 107}, {"Word": "five", "Confidence": 0.931, "X1": 0.71532, "Y1": 0.3712, "X2": 0.74711, "Y2": 0.371, "X3": 0.74711, "Y3": 0.3888, "X4": 0.71387, "Y4": 0.3888, "page": 0, "Index": 108}, {"Word": "cigarettes", "Confidence": 0.725, "X1": 0.75289, "Y1": 0.3712, "X2": 0.83237, "Y2": 0.371, "X3": 0.83092, "Y3": 0.3888, "X4": 0.75145, "Y4": 0.3888, "page": 0, "Index": 109}, {"Word": "a", "Confidence": 0.995, "X1": 0.83671, "Y1": 0.3702, "X2": 0.84538, "Y2": 0.37, "X3": 0.84393, "Y3": 0.3888, "X4": 0.83526, "Y4": 0.3888, "page": 0, "Index": 110}, {"Word": "day", "Confidence": 0.998, "X1": 0.85116, "Y1": 0.3702, "X2": 0.88728, "Y2": 0.37, "X3": 0.88584, "Y3": 0.3898, "X4": 0.84971, "Y4": 0.3888, "page": 0, "Index": 111}, {"Word": "and", "Confidence": 0.997, "X1": 0.33815, "Y1": 0.3892, "X2": 0.36705, "Y2": 0.389, "X3": 0.36705, "Y3": 0.4058, "X4": 0.33815, "Y4": 0.4058, "page": 0, "Index": 112}, {"Word": "doesn't", "Confidence": 0.66, "X1": 0.37139, "Y1": 0.3892, "X2": 0.43208, "Y2": 0.389, "X3": 0.43208, "Y3": 0.4058, "X4": 0.37139, "Y4": 0.4058, "page": 0, "Index": 113}, {"Word": "want", "Confidence": 0.988, "X1": 0.43642, "Y1": 0.3902, "X2": 0.47688, "Y2": 0.39, "X3": 0.47688, "Y3": 0.4058, "X4": 0.43642, "Y4": 0.4058, "page": 0, "Index": 114}, {"Word": "to", "Confidence": 0.996, "X1": 0.48266, "Y1": 0.3902, "X2": 0.49855, "Y2": 0.39, "X3": 0.49855, "Y3": 0.4058, "X4": 0.48266, "Y4": 0.4058, "page": 0, "Index": 115}, {"Word": "tamper", "Confidence": 0.898, "X1": 0.50289, "Y1": 0.3902, "X2": 0.56358, "Y2": 0.39, "X3": 0.56358, "Y3": 0.4058, "X4": 0.50289, "Y4": 0.4058, "page": 0, "Index": 116}, {"Word": "with", "Confidence": 0.991, "X1": 0.56792, "Y1": 0.3902, "X2": 0.60405, "Y2": 0.39, "X3": 0.60405, "Y3": 0.4058, "X4": 0.56792, "Y4": 0.4058, "page": 0, "Index": 117}, {"Word": "success.", "Confidence": 0.941, "X1": 0.60983, "Y1": 0.3912, "X2": 0.68208, "Y2": 0.391, "X3": 0.68208, "Y3": 0.4058, "X4": 0.60983, "Y4": 0.4058, "page": 0, "Index": 118}, {"Word": "\"\"This", "Confidence": 0.229, "X1": 0.33671, "Y1": 0.4252, "X2": 0.38006, "Y2": 0.425, "X3": 0.3815, "Y3": 0.4428, "X4": 0.33671, "Y4": 0.4418, "page": 0, "Index": 119}, {"Word": "is", "Confidence": 0.998, "X1": 0.38584, "Y1": 0.4262, "X2": 0.40173, "Y2": 0.426, "X3": 0.40173, "Y3": 0.4428, "X4": 0.38584, "Y4": 0.4428, "page": 0, "Index": 120}, {"Word": "just", "Confidence": 0.981, "X1": 0.40607, "Y1": 0.4262, "X2": 0.43642, "Y2": 0.426, "X3": 0.43786, "Y3": 0.4438, "X4": 0.40607, "Y4": 0.4428, "page": 0, "Index": 121}, {"Word": "for", "Confidence": 0.998, "X1": 0.4422, "Y1": 0.4262, "X2": 0.46532, "Y2": 0.426, "X3": 0.46676, "Y3": 0.4438, "X4": 0.4422, "Y4": 0.4438, "page": 0, "Index": 122}, {"Word": "stress,\"", "Confidence": 0.99, "X1": 0.4711, "Y1": 0.4262, "X2": 0.53179, "Y2": 0.426, "X3": 0.53324, "Y3": 0.4438, "X4": 0.4711, "Y4": 0.4438, "page": 0, "Index": 123}, {"Word": "she", "Confidence": 0.998, "X1": 0.53757, "Y1": 0.4262, "X2": 0.56503, "Y2": 0.426, "X3": 0.56503, "Y3": 0.4438, "X4": 0.53757, "Y4": 0.4438, "page": 0, "Index": 124}, {"Word": "says,", "Confidence": 0.997, "X1": 0.56936, "Y1": 0.4262, "X2": 0.61127, "Y2": 0.426, "X3": 0.61127, "Y3": 0.4438, "X4": 0.56936, "Y4": 0.4438, "page": 0, "Index": 125}, {"Word": "holding", "Confidence": 0.996, "X1": 0.61561, "Y1": 0.4262, "X2": 0.68064, "Y2": 0.426, "X3": 0.68064, "Y3": 0.4438, "X4": 0.61561, "Y4": 0.4438, "page": 0, "Index": 126}, {"Word": "her", "Confidence": 0.996, "X1": 0.68497, "Y1": 0.4252, "X2": 0.71243, "Y2": 0.425, "X3": 0.71243, "Y3": 0.4438, "X4": 0.68642, "Y4": 0.4438, "page": 0, "Index": 127}, {"Word": "cigarette", "Confidence": 0.656, "X1": 0.71821, "Y1": 0.4252, "X2": 0.78902, "Y2": 0.425, "X3": 0.78902, "Y3": 0.4428, "X4": 0.71821, "Y4": 0.4438, "page": 0, "Index": 128}, {"Word": "aloft.", "Confidence": 0.995, "X1": 0.7948, "Y1": 0.4252, "X2": 0.83671, "Y2": 0.425, "X3": 0.83671, "Y3": 0.4428, "X4": 0.7948, "Y4": 0.4428, "page": 0, "Index": 129}, {"Word": "\"That's", "Confidence": 0.847, "X1": 0.84249, "Y1": 0.4242, "X2": 0.90607, "Y2": 0.424, "X3": 0.90607, "Y3": 0.4418, "X4": 0.84249, "Y4": 0.4428, "page": 0, "Index": 130}, {"Word": "my", "Confidence": 0.998, "X1": 0.33815, "Y1": 0.4452, "X2": 0.36272, "Y2": 0.445, "X3": 0.36272, "Y3": 0.4618, "X4": 0.33815, "Y4": 0.4618, "page": 0, "Index": 131}, {"Word": "justification.\"", "Confidence": 0.976, "X1": 0.36705, "Y1": 0.4422, "X2": 0.48699, "Y2": 0.442, "X3": 0.48699, "Y3": 0.4608, "X4": 0.36705, "Y4": 0.4618, "page": 0, "Index": 132}, {"Word": "Another", "Confidence": 0.995, "X1": 0.3396, "Y1": 0.4802, "X2": 0.40462, "Y2": 0.48, "X3": 0.40462, "Y3": 0.4978, "X4": 0.3396, "Y4": 0.4978, "page": 0, "Index": 133}, {"Word": "refuses", "Confidence": 0.992, "X1": 0.40896, "Y1": 0.4802, "X2": 0.46965, "Y2": 0.48, "X3": 0.46965, "Y3": 0.4978, "X4": 0.40896, "Y4": 0.4978, "page": 0, "Index": 134}, {"Word": "because", "Confidence": 0.995, "X1": 0.47399, "Y1": 0.4812, "X2": 0.54046, "Y2": 0.481, "X3": 0.54046, "Y3": 0.4978, "X4": 0.47399, "Y4": 0.4978, "page": 0, "Index": 135}, {"Word": "he", "Confidence": 0.997, "X1": 0.54624, "Y1": 0.4812, "X2": 0.56503, "Y2": 0.481, "X3": 0.56503, "Y3": 0.4978, "X4": 0.54624, "Y4": 0.4978, "page": 0, "Index": 136}, {"Word": "says", "Confidence": 0.988, "X1": 0.57081, "Y1": 0.4812, "X2": 0.60549, "Y2": 0.481, "X3": 0.60549, "Y3": 0.4978, "X4": 0.57081, "Y4": 0.4978, "page": 0, "Index": 137}, {"Word": "he", "Confidence": 0.903, "X1": 0.60983, "Y1": 0.4812, "X2": 0.6315, "Y2": 0.481, "X3": 0.63295, "Y3": 0.4978, "X4": 0.61127, "Y4": 0.4978, "page": 0, "Index": 138}, {"Word": "has", "Confidence": 0.998, "X1": 0.63728, "Y1": 0.4812, "X2": 0.66474, "Y2": 0.481, "X3": 0.66618, "Y3": 0.4978, "X4": 0.63728, "Y4": 0.4978, "page": 0, "Index": 139}, {"Word": "to", "Confidence": 0.97, "X1": 0.67052, "Y1": 0.4812, "X2": 0.68497, "Y2": 0.481, "X3": 0.68497, "Y3": 0.4978, "X4": 0.67052, "Y4": 0.4978, "page": 0, "Index": 140}, {"Word": "take", "Confidence": 0.934, "X1": 0.69075, "Y1": 0.4812, "X2": 0.72688, "Y2": 0.481, "X3": 0.72688, "Y3": 0.4978, "X4": 0.69075, "Y4": 0.4978, "page": 0, "Index": 141}, {"Word": "a", "Confidence": 0.996, "X1": 0.73121, "Y1": 0.4812, "X2": 0.73988, "Y2": 0.481, "X3": 0.73988, "Y3": 0.4978, "X4": 0.73266, "Y4": 0.4978, "page": 0, "Index": 142}, {"Word": "test", "Confidence": 0.988, "X1": 0.74566, "Y1": 0.4812, "X2": 0.77457, "Y2": 0.481, "X3": 0.77601, "Y3": 0.4978, "X4": 0.74566, "Y4": 0.4978, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.998, "X1": 0.78035, "Y1": 0.4812, "X2": 0.80491, "Y2": 0.481, "X3": 0.80491, "Y3": 0.4978, "X4": 0.78035, "Y4": 0.4978, "page": 0, "Index": 144}, {"Word": "following", "Confidence": 0.994, "X1": 0.81069, "Y1": 0.4802, "X2": 0.89595, "Y2": 0.48, "X3": 0.89595, "Y3": 0.4978, "X4": 0.81069, "Y4": 0.4978, "page": 0, "Index": 145}, {"Word": "week", "Confidence": 0.641, "X1": 0.3396, "Y1": 0.4992, "X2": 0.3815, "Y2": 0.499, "X3": 0.3815, "Y3": 0.5158, "X4": 0.3396, "Y4": 0.5158, "page": 0, "Index": 146}, {"Word": "and", "Confidence": 0.998, "X1": 0.38584, "Y1": 0.4992, "X2": 0.41618, "Y2": 0.499, "X3": 0.41618, "Y3": 0.5158, "X4": 0.38584, "Y4": 0.5158, "page": 0, "Index": 147}, {"Word": "can't", "Confidence": 0.994, "X1": 0.42197, "Y1": 0.4992, "X2": 0.46098, "Y2": 0.499, "X3": 0.46098, "Y3": 0.5158, "X4": 0.42197, "Y4": 0.5158, "page": 0, "Index": 148}, {"Word": "do", "Confidence": 0.997, "X1": 0.46532, "Y1": 0.4992, "X2": 0.48699, "Y2": 0.499, "X3": 0.48555, "Y3": 0.5158, "X4": 0.46532, "Y4": 0.5158, "page": 0, "Index": 149}, {"Word": "it", "Confidence": 0.997, "X1": 0.49133, "Y1": 0.4992, "X2": 0.50434, "Y2": 0.499, "X3": 0.50434, "Y3": 0.5158, "X4": 0.49133, "Y4": 0.5158, "page": 0, "Index": 150}, {"Word": "without", "Confidence": 0.993, "X1": 0.50867, "Y1": 0.4992, "X2": 0.5737, "Y2": 0.499, "X3": 0.5737, "Y3": 0.5158, "X4": 0.50867, "Y4": 0.5158, "page": 0, "Index": 151}, {"Word": "\"a", "Confidence": 0.991, "X1": 0.57803, "Y1": 0.4992, "X2": 0.59538, "Y2": 0.499, "X3": 0.59538, "Y3": 0.5158, "X4": 0.57803, "Y4": 0.5158, "page": 0, "Index": 152}, {"Word": "heavy", "Confidence": 0.621, "X1": 0.59971, "Y1": 0.4992, "X2": 0.65029, "Y2": 0.499, "X3": 0.65029, "Y3": 0.5158, "X4": 0.59971, "Y4": 0.5158, "page": 0, "Index": 153}, {"Word": "dose", "Confidence": 0.988, "X1": 0.65462, "Y1": 0.4982, "X2": 0.69364, "Y2": 0.498, "X3": 0.69364, "Y3": 0.5158, "X4": 0.65462, "Y4": 0.5158, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.998, "X1": 0.69798, "Y1": 0.4982, "X2": 0.71676, "Y2": 0.498, "X3": 0.71676, "Y3": 0.5158, "X4": 0.69798, "Y4": 0.5158, "page": 0, "Index": 155}, {"Word": "nicotine.\"", "Confidence": 0.991, "X1": 0.7211, "Y1": 0.4982, "X2": 0.80491, "Y2": 0.498, "X3": 0.80347, "Y3": 0.5148, "X4": 0.7211, "Y4": 0.5158, "page": 0, "Index": 156}, {"Word": "Finally,", "Confidence": 0.993, "X1": 0.33815, "Y1": 0.5352, "X2": 0.40029, "Y2": 0.535, "X3": 0.40029, "Y3": 0.5538, "X4": 0.33815, "Y4": 0.5528, "page": 0, "Index": 157}, {"Word": "one", "Confidence": 0.856, "X1": 0.40462, "Y1": 0.5352, "X2": 0.43642, "Y2": 0.535, "X3": 0.43497, "Y3": 0.5538, "X4": 0.40462, "Y4": 0.5538, "page": 0, "Index": 158}, {"Word": "smoker", "Confidence": 0.996, "X1": 0.44075, "Y1": 0.5342, "X2": 0.50145, "Y2": 0.534, "X3": 0.50145, "Y3": 0.5538, "X4": 0.44075, "Y4": 0.5538, "page": 0, "Index": 159}, {"Word": "rebukes", "Confidence": 0.995, "X1": 0.50723, "Y1": 0.5342, "X2": 0.5737, "Y2": 0.534, "X3": 0.5737, "Y3": 0.5538, "X4": 0.50723, "Y4": 0.5538, "page": 0, "Index": 160}, {"Word": "the", "Confidence": 0.998, "X1": 0.57948, "Y1": 0.5342, "X2": 0.60405, "Y2": 0.534, "X3": 0.60405, "Y3": 0.5538, "X4": 0.57803, "Y4": 0.5538, "page": 0, "Index": 161}, {"Word": "very", "Confidence": 0.988, "X1": 0.60983, "Y1": 0.5342, "X2": 0.64451, "Y2": 0.534, "X3": 0.64451, "Y3": 0.5538, "X4": 0.60838, "Y4": 0.5538, "page": 0, "Index": 162}, {"Word": "idea", "Confidence": 0.621, "X1": 0.65029, "Y1": 0.5352, "X2": 0.68642, "Y2": 0.535, "X3": 0.68642, "Y3": 0.5538, "X4": 0.65029, "Y4": 0.5538, "page": 0, "Index": 163}, {"Word": "of", "Confidence": 0.998, "X1": 0.6922, "Y1": 0.5352, "X2": 0.70809, "Y2": 0.535, "X3": 0.70665, "Y3": 0.5538, "X4": 0.69075, "Y4": 0.5538, "page": 0, "Index": 164}, {"Word": "trying", "Confidence": 0.997, "X1": 0.71243, "Y1": 0.5352, "X2": 0.76301, "Y2": 0.535, "X3": 0.76301, "Y3": 0.5528, "X4": 0.71243, "Y4": 0.5538, "page": 0, "Index": 165}, {"Word": "a", "Confidence": 0.995, "X1": 0.76879, "Y1": 0.5352, "X2": 0.77601, "Y2": 0.535, "X3": 0.77457, "Y3": 0.5528, "X4": 0.76879, "Y4": 0.5528, "page": 0, "Index": 166}, {"Word": "new", "Confidence": 0.998, "X1": 0.78035, "Y1": 0.5352, "X2": 0.81647, "Y2": 0.535, "X3": 0.81647, "Y3": 0.5528, "X4": 0.78035, "Y4": 0.5528, "page": 0, "Index": 167}, {"Word": "brand.", "Confidence": 0.994, "X1": 0.82225, "Y1": 0.5352, "X2": 0.87861, "Y2": 0.535, "X3": 0.87717, "Y3": 0.5528, "X4": 0.82225, "Y4": 0.5528, "page": 0, "Index": 168}, {"Word": "\"This", "Confidence": 0.831, "X1": 0.3396, "Y1": 0.5722, "X2": 0.3815, "Y2": 0.572, "X3": 0.38006, "Y3": 0.5898, "X4": 0.3396, "Y4": 0.5898, "page": 0, "Index": 169}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.38584, "Y1": 0.5732, "X2": 0.45954, "Y2": 0.573, "X3": 0.45809, "Y3": 0.5908, "X4": 0.38584, "Y4": 0.5898, "page": 0, "Index": 170}, {"Word": "is", "Confidence": 0.998, "X1": 0.46387, "Y1": 0.5732, "X2": 0.47832, "Y2": 0.573, "X3": 0.47688, "Y3": 0.5908, "X4": 0.46387, "Y4": 0.5908, "page": 0, "Index": 171}, {"Word": "my", "Confidence": 0.998, "X1": 0.48266, "Y1": 0.5732, "X2": 0.51156, "Y2": 0.573, "X3": 0.51012, "Y3": 0.5908, "X4": 0.48266, "Y4": 0.5908, "page": 0, "Index": 172}, {"Word": "pal,", "Confidence": 0.987, "X1": 0.5159, "Y1": 0.5732, "X2": 0.54769, "Y2": 0.573, "X3": 0.54624, "Y3": 0.5908, "X4": 0.5159, "Y4": 0.5908, "page": 0, "Index": 173}, {"Word": "my", "Confidence": 0.998, "X1": 0.55202, "Y1": 0.5732, "X2": 0.57659, "Y2": 0.573, "X3": 0.57659, "Y3": 0.5908, "X4": 0.55202, "Y4": 0.5908, "page": 0, "Index": 174}, {"Word": "buddy,\"", "Confidence": 0.849, "X1": 0.58237, "Y1": 0.5732, "X2": 0.6474, "Y2": 0.573, "X3": 0.6474, "Y3": 0.5908, "X4": 0.58092, "Y4": 0.5908, "page": 0, "Index": 175}, {"Word": "he", "Confidence": 0.998, "X1": 0.65318, "Y1": 0.5732, "X2": 0.67341, "Y2": 0.573, "X3": 0.67341, "Y3": 0.5908, "X4": 0.65318, "Y4": 0.5908, "page": 0, "Index": 176}, {"Word": "says,", "Confidence": 0.997, "X1": 0.67919, "Y1": 0.5732, "X2": 0.71821, "Y2": 0.573, "X3": 0.71821, "Y3": 0.5908, "X4": 0.67919, "Y4": 0.5908, "page": 0, "Index": 177}, {"Word": "taking", "Confidence": 0.997, "X1": 0.72399, "Y1": 0.5732, "X2": 0.77601, "Y2": 0.573, "X3": 0.77601, "Y3": 0.5908, "X4": 0.72399, "Y4": 0.5908, "page": 0, "Index": 178}, {"Word": "a", "Confidence": 0.995, "X1": 0.78035, "Y1": 0.5732, "X2": 0.78902, "Y2": 0.573, "X3": 0.78902, "Y3": 0.5908, "X4": 0.78035, "Y4": 0.5908, "page": 0, "Index": 179}, {"Word": "long", "Confidence": 0.988, "X1": 0.7948, "Y1": 0.5732, "X2": 0.83092, "Y2": 0.573, "X3": 0.83092, "Y3": 0.5908, "X4": 0.7948, "Y4": 0.5908, "page": 0, "Index": 180}, {"Word": "drag", "Confidence": 0.989, "X1": 0.83671, "Y1": 0.5722, "X2": 0.87861, "Y2": 0.572, "X3": 0.87861, "Y3": 0.5918, "X4": 0.83671, "Y4": 0.5908, "page": 0, "Index": 181}, {"Word": "here", "Confidence": 0.988, "X1": 0.5896, "Y1": 0.5912, "X2": 0.62717, "Y2": 0.591, "X3": 0.62717, "Y3": 0.6078, "X4": 0.5896, "Y4": 0.6088, "page": 0, "Index": 182}, {"Word": "when", "Confidence": 0.987, "X1": 0.63295, "Y1": 0.5912, "X2": 0.67486, "Y2": 0.591, "X3": 0.67486, "Y3": 0.6078, "X4": 0.6315, "Y4": 0.6078, "page": 0, "Index": 183}, {"Word": "I", "Confidence": 0.995, "X1": 0.68064, "Y1": 0.5912, "X2": 0.68786, "Y2": 0.591, "X3": 0.68786, "Y3": 0.6078, "X4": 0.67919, "Y4": 0.6078, "page": 0, "Index": 184}, {"Word": "need", "Confidence": 0.626, "X1": 0.69364, "Y1": 0.5902, "X2": 0.73266, "Y2": 0.59, "X3": 0.73266, "Y3": 0.6078, "X4": 0.6922, "Y4": 0.6078, "page": 0, "Index": 185}, {"Word": "it.\"", "Confidence": 0.965, "X1": 0.73699, "Y1": 0.5902, "X2": 0.7659, "Y2": 0.59, "X3": 0.7659, "Y3": 0.6078, "X4": 0.73699, "Y4": 0.6078, "page": 0, "Index": 186}, {"Word": "and", "Confidence": 0.998, "X1": 0.33815, "Y1": 0.5922, "X2": 0.36561, "Y2": 0.592, "X3": 0.36561, "Y3": 0.6088, "X4": 0.33815, "Y4": 0.6098, "page": 0, "Index": 187}, {"Word": "then", "Confidence": 0.994, "X1": 0.37139, "Y1": 0.5922, "X2": 0.40896, "Y2": 0.592, "X3": 0.40896, "Y3": 0.6088, "X4": 0.37139, "Y4": 0.6088, "page": 0, "Index": 188}, {"Word": "pausing.", "Confidence": 0.995, "X1": 0.41329, "Y1": 0.5922, "X2": 0.4841, "Y2": 0.592, "X3": 0.4841, "Y3": 0.6088, "X4": 0.41329, "Y4": 0.6088, "page": 0, "Index": 189}, {"Word": "\"It's", "Confidence": 0.941, "X1": 0.48988, "Y1": 0.5922, "X2": 0.52168, "Y2": 0.592, "X3": 0.52168, "Y3": 0.6088, "X4": 0.48988, "Y4": 0.6088, "page": 0, "Index": 190}, {"Word": "always", "Confidence": 0.899, "X1": 0.52746, "Y1": 0.5922, "X2": 0.58526, "Y2": 0.592, "X3": 0.58382, "Y3": 0.6088, "X4": 0.52746, "Y4": 0.6088, "page": 0, "Index": 191}, {"Word": "(c)", "Confidence": 0.781, "X1": 0.50578, "Y1": 0.7522, "X2": 0.52746, "Y2": 0.752, "X3": 0.52746, "Y3": 0.7658, "X4": 0.50578, "Y4": 0.7658, "page": 0, "Index": 192}, {"Word": "2000", "Confidence": 0.927, "X1": 0.53035, "Y1": 0.7522, "X2": 0.56503, "Y2": 0.752, "X3": 0.56503, "Y3": 0.7648, "X4": 0.53035, "Y4": 0.7658, "page": 0, "Index": 193}, {"Word": "The", "Confidence": 0.958, "X1": 0.56936, "Y1": 0.7532, "X2": 0.59393, "Y2": 0.753, "X3": 0.59249, "Y3": 0.7648, "X4": 0.56792, "Y4": 0.7648, "page": 0, "Index": 194}, {"Word": "Dallas", "Confidence": 0.616, "X1": 0.59682, "Y1": 0.7532, "X2": 0.63873, "Y2": 0.753, "X3": 0.63873, "Y3": 0.7648, "X4": 0.59682, "Y4": 0.7648, "page": 0, "Index": 195}, {"Word": "Morning", "Confidence": 0.651, "X1": 0.64162, "Y1": 0.7532, "X2": 0.69653, "Y2": 0.753, "X3": 0.69509, "Y3": 0.7648, "X4": 0.64162, "Y4": 0.7648, "page": 0, "Index": 196}, {"Word": "News", "Confidence": 0.982, "X1": 0.69942, "Y1": 0.7532, "X2": 0.74133, "Y2": 0.753, "X3": 0.73988, "Y3": 0.7658, "X4": 0.69942, "Y4": 0.7648, "page": 0, "Index": 197}, {"Word": "Privacy", "Confidence": 0.652, "X1": 0.57514, "Y1": 0.7662, "X2": 0.62572, "Y2": 0.766, "X3": 0.62428, "Y3": 0.7768, "X4": 0.5737, "Y4": 0.7778, "page": 0, "Index": 198}, {"Word": "policy", "Confidence": 0.904, "X1": 0.62861, "Y1": 0.7662, "X2": 0.66908, "Y2": 0.766, "X3": 0.66763, "Y3": 0.7768, "X4": 0.62861, "Y4": 0.7768, "page": 0, "Index": 199}, {"Word": "1999", "Confidence": 0.993, "X1": 0.45809, "Y1": 0.7762, "X2": 0.48988, "Y2": 0.776, "X3": 0.48844, "Y3": 0.7878, "X4": 0.45665, "Y4": 0.7878, "page": 0, "Index": 200}, {"Word": "news-related", "Confidence": 0.667, "X1": 0.63728, "Y1": 0.7772, "X2": 0.72543, "Y2": 0.777, "X3": 0.72543, "Y3": 0.7878, "X4": 0.63728, "Y4": 0.7888, "page": 0, "Index": 201}, {"Word": "Web", "Confidence": 0.996, "X1": 0.72832, "Y1": 0.7772, "X2": 0.75867, "Y2": 0.777, "X3": 0.75723, "Y3": 0.7878, "X4": 0.72832, "Y4": 0.7878, "page": 0, "Index": 202}, {"Word": "elte", "Confidence": 0.573, "X1": 0.76156, "Y1": 0.7762, "X2": 0.78902, "Y2": 0.776, "X3": 0.78902, "Y3": 0.7868, "X4": 0.76156, "Y4": 0.7878, "page": 0, "Index": 203}, {"Word": "Katie", "Confidence": 0.951, "X1": 0.49277, "Y1": 0.7772, "X2": 0.5289, "Y2": 0.777, "X3": 0.5289, "Y3": 0.7888, "X4": 0.49133, "Y4": 0.7878, "page": 0, "Index": 204}, {"Word": "winner", "Confidence": 0.932, "X1": 0.53179, "Y1": 0.7772, "X2": 0.57803, "Y2": 0.777, "X3": 0.57803, "Y3": 0.7888, "X4": 0.53179, "Y4": 0.7888, "page": 0, "Index": 205}, {"Word": "for", "Confidence": 0.998, "X1": 0.58237, "Y1": 0.7772, "X2": 0.60116, "Y2": 0.777, "X3": 0.60116, "Y3": 0.7888, "X4": 0.58092, "Y4": 0.7888, "page": 0, "Index": 206}, {"Word": "best", "Confidence": 0.971, "X1": 0.60405, "Y1": 0.7772, "X2": 0.63439, "Y2": 0.777, "X3": 0.63295, "Y3": 0.7888, "X4": 0.60405, "Y4": 0.7888, "page": 0, "Index": 207}, {"Word": "1998,", "Confidence": 0.923, "X1": 0.30347, "Y1": 0.7882, "X2": 0.34249, "Y2": 0.788, "X3": 0.34104, "Y3": 0.8018, "X4": 0.30202, "Y4": 0.8018, "page": 0, "Index": 208}, {"Word": "1999", "Confidence": 0.986, "X1": 0.34538, "Y1": 0.7882, "X2": 0.37861, "Y2": 0.788, "X3": 0.37861, "Y3": 0.8018, "X4": 0.34538, "Y4": 0.8018, "page": 0, "Index": 209}, {"Word": "best", "Confidence": 0.955, "X1": 0.38295, "Y1": 0.7892, "X2": 0.41329, "Y2": 0.789, "X3": 0.41329, "Y3": 0.8018, "X4": 0.38295, "Y4": 0.8018, "page": 0, "Index": 210}, {"Word": "online", "Confidence": 0.649, "X1": 0.41763, "Y1": 0.7892, "X2": 0.45809, "Y2": 0.789, "X3": 0.45665, "Y3": 0.8018, "X4": 0.41618, "Y4": 0.8018, "page": 0, "Index": 211}, {"Word": "newspaper", "Confidence": 0.993, "X1": 0.46098, "Y1": 0.7892, "X2": 0.53468, "Y2": 0.789, "X3": 0.53468, "Y3": 0.8018, "X4": 0.46098, "Y4": 0.8018, "page": 0, "Index": 212}, {"Word": "in", "Confidence": 0.997, "X1": 0.53902, "Y1": 0.7892, "X2": 0.55202, "Y2": 0.789, "X3": 0.55202, "Y3": 0.8018, "X4": 0.53757, "Y4": 0.8018, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.305, "X1": 0.55636, "Y1": 0.7892, "X2": 0.57803, "Y2": 0.789, "X3": 0.57803, "Y3": 0.8018, "X4": 0.55491, "Y4": 0.8018, "page": 0, "Index": 214}, {"Word": "state", "Confidence": 0.993, "X1": 0.58092, "Y1": 0.7892, "X2": 0.61705, "Y2": 0.789, "X3": 0.61705, "Y3": 0.8008, "X4": 0.58092, "Y4": 0.8018, "page": 0, "Index": 215}, {"Word": "Texas", "Confidence": 0.976, "X1": 0.62139, "Y1": 0.7892, "X2": 0.65896, "Y2": 0.789, "X3": 0.65896, "Y3": 0.8008, "X4": 0.61994, "Y4": 0.8008, "page": 0, "Index": 216}, {"Word": "Associated", "Confidence": 0.921, "X1": 0.66329, "Y1": 0.7892, "X2": 0.73555, "Y2": 0.789, "X3": 0.7341, "Y3": 0.8008, "X4": 0.66185, "Y4": 0.8008, "page": 0, "Index": 217}, {"Word": "Press", "Confidence": 0.519, "X1": 0.73844, "Y1": 0.7892, "X2": 0.77457, "Y2": 0.789, "X3": 0.77457, "Y3": 0.8008, "X4": 0.73844, "Y4": 0.8008, "page": 0, "Index": 218}, {"Word": "Managing", "Confidence": 0.818, "X1": 0.77746, "Y1": 0.7882, "X2": 0.84249, "Y2": 0.788, "X3": 0.84104, "Y3": 0.8008, "X4": 0.77746, "Y4": 0.8008, "page": 0, "Index": 219}, {"Word": "Editors", "Confidence": 0.934, "X1": 0.84538, "Y1": 0.7882, "X2": 0.89162, "Y2": 0.788, "X3": 0.89162, "Y3": 0.8008, "X4": 0.84538, "Y4": 0.8008, "page": 0, "Index": 220}, {"Word": "Award", "Confidence": 0.991, "X1": 0.89595, "Y1": 0.7882, "X2": 0.94075, "Y2": 0.788, "X3": 0.94075, "Y3": 0.8008, "X4": 0.89595, "Y4": 0.8008, "page": 0, "Index": 221}, {"Word": "53059", "Confidence": 0.994, "X1": 0.99711, "Y1": 0.9272, "X2": 0.99855, "Y2": 0.927, "X3": 0.97977, "Y3": 0.9268, "X4": 0.98121, "Y4": 0.8818, "page": 0, "Index": 222}, {"Word": "0787", "Confidence": 0.989, "X1": 0.99855, "Y1": 0.9752, "X2": 0.99711, "Y2": 0.975, "X3": 0.97977, "Y3": 0.9738, "X4": 0.97977, "Y4": 0.9378, "page": 0, "Index": 223}, {"Word": "R0000001025065044", "Confidence": 0.981, "X1": 0.00289, "Y1": 0.9782, "X2": 0.20665, "Y2": 0.978, "X3": 0.2052, "Y3": 0.9938, "X4": 0.00289, "Y4": 0.9928, "page": 0, "Index": 224}]}	"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"
ffxg0139	0	{"lines_data": [{"Word": "OCI JFA DRB BCC PRC RDC MDK PHL JEM RSS-BPP WRT-ROW", "Confidence": 0.72991, "X1": 0.94667, "Y1": 0.2422, "X2": 0.43733, "Y2": 0.242, "X3": 0.43733, "Y3": 0.2248, "X4": 0.94667, "Y4": 0.2258, "page": 0}, {"Word": "0.03", "Confidence": 0.9, "X1": 0.46267, "Y1": 0.3152, "X2": 0.41867, "Y2": 0.315, "X3": 0.41867, "Y3": 0.2978, "X4": 0.464, "Y4": 0.2958, "page": 0}, {"Word": "MG/FUFF", "Confidence": 0.614, "X1": 0.888, "Y1": 0.3142, "X2": 0.812, "Y2": 0.314, "X3": 0.812, "Y3": 0.2998, "X4": 0.88933, "Y4": 0.3008, "page": 0}, {"Word": "0.25", "Confidence": 0.941, "X1": 0.46133, "Y1": 0.3302, "X2": 0.42133, "Y2": 0.33, "X3": 0.42, "Y3": 0.3108, "X4": 0.46267, "Y4": 0.3098, "page": 0}, {"Word": "MG/CIGT", "Confidence": 0.974, "X1": 0.88667, "Y1": 0.3282, "X2": 0.812, "Y2": 0.328, "X3": 0.812, "Y3": 0.3148, "X4": 0.88667, "Y4": 0.3148, "page": 0}, {"Word": "NICOTINE", "Confidence": 0.955, "X1": 0.92667, "Y1": 0.3422, "X2": 0.84133, "Y2": 0.342, "X3": 0.84267, "Y3": 0.3288, "X4": 0.92667, "Y4": 0.3288, "page": 0}, {"Word": "0.28", "Confidence": 0.938, "X1": 0.46133, "Y1": 0.3572, "X2": 0.42133, "Y2": 0.357, "X3": 0.42, "Y3": 0.3408, "X4": 0.46267, "Y4": 0.3388, "page": 0}, {"Word": "MG/PUFF", "Confidence": 0.606, "X1": 0.88933, "Y1": 0.3582, "X2": 0.80933, "Y2": 0.358, "X3": 0.80933, "Y3": 0.3428, "X4": 0.88933, "Y4": 0.3428, "page": 0}, {"Word": "2.26", "Confidence": 0.994, "X1": 0.464, "Y1": 0.3732, "X2": 0.42, "Y2": 0.373, "X3": 0.41733, "Y3": 0.3538, "X4": 0.46533, "Y4": 0.3518, "page": 0}, {"Word": "MG/CIGT", "Confidence": 0.995, "X1": 0.88533, "Y1": 0.3722, "X2": 0.812, "Y2": 0.372, "X3": 0.812, "Y3": 0.3578, "X4": 0.88667, "Y4": 0.3578, "page": 0}, {"Word": "TAR", "Confidence": 0.865, "X1": 0.924, "Y1": 0.3862, "X2": 0.888, "Y2": 0.386, "X3": 0.888, "Y3": 0.3738, "X4": 0.924, "Y4": 0.3728, "page": 0}, {"Word": "7.9", "Confidence": 0.721, "X1": 0.47067, "Y1": 0.4102, "X2": 0.42933, "Y2": 0.41, "X3": 0.428, "Y3": 0.3868, "X4": 0.46667, "Y4": 0.3858, "page": 0}, {"Word": "PUFFS/CIGT", "Confidence": 0.506, "X1": 0.924, "Y1": 0.4002, "X2": 0.82, "Y2": 0.4, "X3": 0.82, "Y3": 0.3858, "X4": 0.924, "Y4": 0.3868, "page": 0}, {"Word": "LENGTH SMOKED, MM", "Confidence": 0.86333, "X1": 0.924, "Y1": 0.4152, "X2": 0.74933, "Y2": 0.415, "X3": 0.74933, "Y3": 0.3998, "X4": 0.924, "Y4": 0.4008, "page": 0}, {"Word": "(8 PORTS TAR , 8 FORTS NICOTINE)", "Confidence": 0.93657, "X1": 0.94133, "Y1": 0.4452, "X2": 0.61467, "Y2": 0.445, "X3": 0.61467, "Y3": 0.4278, "X4": 0.94133, "Y4": 0.4288, "page": 0}, {"Word": "SMOKE ANALYSIS(S88-1532)", "Confidence": 0.792, "X1": 0.94533, "Y1": 0.4752, "X2": 0.70533, "Y2": 0.475, "X3": 0.70533, "Y3": 0.4578, "X4": 0.94533, "Y4": 0.4568, "page": 0}, {"Word": "24.46", "Confidence": 0.824, "X1": 0.47067, "Y1": 0.5162, "X2": 0.41733, "Y2": 0.516, "X3": 0.41733, "Y3": 0.5008, "X4": 0.47067, "Y4": 0.4988, "page": 0}, {"Word": "CIRCUMFERENCE, MM", "Confidence": 0.412, "X1": 0.924, "Y1": 0.5182, "X2": 0.748, "Y2": 0.518, "X3": 0.748, "Y3": 0.5018, "X4": 0.924, "Y4": 0.5008, "page": 0}, {"Word": "7.3", "Confidence": 0.989, "X1": 0.46667, "Y1": 0.5342, "X2": 0.424, "Y2": 0.534, "X3": 0.42133, "Y3": 0.5128, "X4": 0.46667, "Y4": 0.5118, "page": 0}, {"Word": "TOBACCO COLUMN", "Confidence": 0.5845, "X1": 0.88267, "Y1": 0.5312, "X2": 0.73867, "Y2": 0.531, "X3": 0.73867, "Y3": 0.5168, "X4": 0.88267, "Y4": 0.5168, "page": 0}, {"Word": "10.9", "Confidence": 0.941, "X1": 0.472, "Y1": 0.5442, "X2": 0.42267, "Y2": 0.544, "X3": 0.42133, "Y3": 0.5238, "X4": 0.472, "Y4": 0.5278, "page": 0}, {"Word": "TIP CLOSED", "Confidence": 0.982, "X1": 0.884, "Y1": 0.5462, "X2": 0.78133, "Y2": 0.546, "X3": 0.78133, "Y3": 0.5308, "X4": 0.88533, "Y4": 0.5308, "page": 0}, {"Word": "8.0", "Confidence": 0.959, "X1": 0.464, "Y1": 0.5602, "X2": 0.42533, "Y2": 0.56, "X3": 0.42533, "Y3": 0.5438, "X4": 0.46533, "Y4": 0.5438, "page": 0}, {"Word": "TIP OPEN", "Confidence": 0.9645, "X1": 0.884, "Y1": 0.5602, "X2": 0.79867, "Y2": 0.56, "X3": 0.79867, "Y3": 0.5458, "X4": 0.88533, "Y4": 0.5458, "page": 0}, {"Word": "8.9", "Confidence": 0.952, "X1": 0.46267, "Y1": 0.5732, "X2": 0.42533, "Y2": 0.573, "X3": 0.42533, "Y3": 0.5588, "X4": 0.46267, "Y4": 0.5568, "page": 0}, {"Word": "CIGT OPEN", "Confidence": 0.884, "X1": 0.88267, "Y1": 0.5742, "X2": 0.78933, "Y2": 0.574, "X3": 0.78933, "Y3": 0.5608, "X4": 0.88267, "Y4": 0.5608, "page": 0}, {"Word": "PRESSURE DROP, OM", "Confidence": 0.851, "X1": 0.92267, "Y1": 0.5892, "X2": 0.75067, "Y2": 0.589, "X3": 0.75067, "Y3": 0.5748, "X4": 0.92267, "Y4": 0.5758, "page": 0}, {"Word": "(69-78) 72", "Confidence": 0.995, "X1": 0.548, "Y1": 0.6052, "X2": 0.43467, "Y2": 0.605, "X3": 0.43467, "Y3": 0.5878, "X4": 0.548, "Y4": 0.5878, "page": 0}, {"Word": "VENTILATION,", "Confidence": 0.883, "X1": 0.924, "Y1": 0.6042, "X2": 0.79867, "Y2": 0.604, "X3": 0.79867, "Y3": 0.5898, "X4": 0.924, "Y4": 0.5908, "page": 0}, {"Word": "92.0", "Confidence": 0.987, "X1": 0.472, "Y1": 0.6182, "X2": 0.42667, "Y2": 0.618, "X3": 0.42533, "Y3": 0.6028, "X4": 0.472, "Y4": 0.6008, "page": 0}, {"Word": "TARGET", "Confidence": 0.994, "X1": 0.88, "Y1": 0.6192, "X2": 0.82, "Y2": 0.619, "X3": 0.82, "Y3": 0.6048, "X4": 0.88, "Y4": 0.6048, "page": 0}, {"Word": "WEIGHT, G/100", "Confidence": 0.93, "X1": 0.92267, "Y1": 0.6352, "X2": 0.79067, "Y2": 0.635, "X3": 0.79067, "Y3": 0.6198, "X4": 0.92267, "Y4": 0.6198, "page": 0}, {"Word": "100", "Confidence": 0.991, "X1": 0.47867, "Y1": 0.6462, "X2": 0.444, "Y2": 0.646, "X3": 0.44533, "Y3": 0.6318, "X4": 0.48, "Y4": 0.6308, "page": 0}, {"Word": "CIGT", "Confidence": 0.937, "X1": 0.88133, "Y1": 0.6472, "X2": 0.83733, "Y2": 0.647, "X3": 0.83733, "Y3": 0.6338, "X4": 0.88133, "Y4": 0.6328, "page": 0}, {"Word": "LENGTH, MM", "Confidence": 0.7845, "X1": 0.92267, "Y1": 0.6632, "X2": 0.81867, "Y2": 0.663, "X3": 0.81867, "Y3": 0.6478, "X4": 0.92267, "Y4": 0.6488, "page": 0}, {"Word": "PHYSICAL PROPERTIES (PS 1329-88)", "Confidence": 0.98575, "X1": 0.94267, "Y1": 0.7072, "X2": 0.62267, "Y2": 0.707, "X3": 0.62267, "Y3": 0.6888, "X4": 0.94267, "Y4": 0.6888, "page": 0}, {"Word": "CIGARETTE PAPER.", "Confidence": 0.8535, "X1": 0.64, "Y1": 0.7612, "X2": 0.47867, "Y2": 0.761, "X3": 0.47867, "Y3": 0.7468, "X4": 0.64, "Y4": 0.7478, "page": 0}, {"Word": "260-M3 PLUG WRAP @ 44P.D. 12719 HIGH CITRATE", "Confidence": 0.87237, "X1": 0.63467, "Y1": 0.7752, "X2": 0.196, "Y2": 0.775, "X3": 0.19733, "Y3": 0.7588, "X4": 0.636, "Y4": 0.7618, "page": 0}, {"Word": "@ 8.9P.D. @ 700C/SEC 6X8 SKIP GAP, 3.3Y/42,000", "Confidence": 0.732, "X1": 0.636, "Y1": 0.7902, "X2": 0.17467, "Y2": 0.79, "X3": 0.176, "Y3": 0.7728, "X4": 0.63733, "Y4": 0.7758, "page": 0}, {"Word": "BLEND WITHOUT FINISHING FLAVOR. 2 ROW WHITE TIPPING", "Confidence": 0.90238, "X1": 0.63733, "Y1": 0.8042, "X2": 0.12933, "Y2": 0.804, "X3": 0.12933, "Y3": 0.7878, "X4": 0.63733, "Y4": 0.7908, "page": 0}, {"Word": "CFH", "Confidence": 0.539, "X1": 0.60933, "Y1": 0.8492, "X2": 0.56933, "Y2": 0.849, "X3": 0.57067, "Y3": 0.8368, "X4": 0.61067, "Y4": 0.8368, "page": 0}, {"Word": "NEW PRODUCTS 10/19/88", "Confidence": 0.941, "X1": 0.69733, "Y1": 0.8662, "X2": 0.48267, "Y2": 0.866, "X3": 0.48267, "Y3": 0.8488, "X4": 0.69733, "Y4": 0.8488, "page": 0}, {"Word": "CFH-35 BLEND", "Confidence": 0.9205, "X1": 0.656, "Y1": 0.8782, "X2": 0.52933, "Y2": 0.878, "X3": 0.52933, "Y3": 0.8638, "X4": 0.656, "Y4": 0.8648, "page": 0}, {"Word": "NOV. 1, 1988", "Confidence": 0.98667, "X1": 0.204, "Y1": 0.9082, "X2": 0.07867, "Y2": 0.908, "X3": 0.07867, "Y3": 0.8878, "X4": 0.204, "Y4": 0.8878, "page": 0}], "words_data": [{"Word": "WRT-ROW", "Confidence": 0.636, "X1": 0.51467, "Y1": 0.2422, "X2": 0.43867, "Y2": 0.242, "X3": 0.44, "Y3": 0.2248, "X4": 0.51467, "Y4": 0.2248, "page": 0, "Index": 0}, {"Word": "RSS-BPP", "Confidence": 0.659, "X1": 0.592, "Y1": 0.2432, "X2": 0.52, "Y2": 0.243, "X3": 0.52, "Y3": 0.2248, "X4": 0.59333, "Y4": 0.2258, "page": 0, "Index": 1}, {"Word": "JEM", "Confidence": 0.589, "X1": 0.63067, "Y1": 0.2432, "X2": 0.59733, "Y2": 0.243, "X3": 0.59867, "Y3": 0.2258, "X4": 0.632, "Y4": 0.2258, "page": 0, "Index": 2}, {"Word": "PHL", "Confidence": 0.998, "X1": 0.672, "Y1": 0.2432, "X2": 0.63733, "Y2": 0.243, "X3": 0.63867, "Y3": 0.2258, "X4": 0.672, "Y4": 0.2258, "page": 0, "Index": 3}, {"Word": "MDK", "Confidence": 0.612, "X1": 0.71333, "Y1": 0.2432, "X2": 0.68, "Y2": 0.243, "X3": 0.68, "Y3": 0.2258, "X4": 0.71333, "Y4": 0.2258, "page": 0, "Index": 4}, {"Word": "RDC", "Confidence": 0.926, "X1": 0.74933, "Y1": 0.2432, "X2": 0.71733, "Y2": 0.243, "X3": 0.71867, "Y3": 0.2258, "X4": 0.74933, "Y4": 0.2258, "page": 0, "Index": 5}, {"Word": "PRC", "Confidence": 0.631, "X1": 0.78933, "Y1": 0.2432, "X2": 0.756, "Y2": 0.243, "X3": 0.756, "Y3": 0.2268, "X4": 0.79067, "Y4": 0.2268, "page": 0, "Index": 6}, {"Word": "BCC", "Confidence": 0.661, "X1": 0.82933, "Y1": 0.2432, "X2": 0.796, "Y2": 0.243, "X3": 0.796, "Y3": 0.2268, "X4": 0.83067, "Y4": 0.2268, "page": 0, "Index": 7}, {"Word": "DRB", "Confidence": 0.992, "X1": 0.86933, "Y1": 0.2432, "X2": 0.83467, "Y2": 0.243, "X3": 0.836, "Y3": 0.2268, "X4": 0.86933, "Y4": 0.2268, "page": 0, "Index": 8}, {"Word": "JFA", "Confidence": 0.815, "X1": 0.908, "Y1": 0.2432, "X2": 0.87467, "Y2": 0.243, "X3": 0.876, "Y3": 0.2268, "X4": 0.908, "Y4": 0.2268, "page": 0, "Index": 9}, {"Word": "OCI", "Confidence": 0.51, "X1": 0.94533, "Y1": 0.2432, "X2": 0.912, "Y2": 0.243, "X3": 0.91333, "Y3": 0.2268, "X4": 0.94533, "Y4": 0.2278, "page": 0, "Index": 10}, {"Word": "0.03", "Confidence": 0.9, "X1": 0.464, "Y1": 0.3142, "X2": 0.42267, "Y2": 0.314, "X3": 0.42133, "Y3": 0.2978, "X4": 0.464, "Y4": 0.2958, "page": 0, "Index": 11}, {"Word": "MG/FUFF", "Confidence": 0.614, "X1": 0.88667, "Y1": 0.3142, "X2": 0.81467, "Y2": 0.314, "X3": 0.816, "Y3": 0.2998, "X4": 0.888, "Y4": 0.3008, "page": 0, "Index": 12}, {"Word": "0.25", "Confidence": 0.941, "X1": 0.464, "Y1": 0.3302, "X2": 0.42133, "Y2": 0.33, "X3": 0.42, "Y3": 0.3108, "X4": 0.46267, "Y4": 0.3098, "page": 0, "Index": 13}, {"Word": "MG/CIGT", "Confidence": 0.974, "X1": 0.88667, "Y1": 0.3282, "X2": 0.816, "Y2": 0.328, "X3": 0.816, "Y3": 0.3158, "X4": 0.888, "Y4": 0.3158, "page": 0, "Index": 14}, {"Word": "NICOTINE", "Confidence": 0.955, "X1": 0.92667, "Y1": 0.3422, "X2": 0.84533, "Y2": 0.342, "X3": 0.84667, "Y3": 0.3288, "X4": 0.92667, "Y4": 0.3288, "page": 0, "Index": 15}, {"Word": "0.28", "Confidence": 0.938, "X1": 0.46133, "Y1": 0.3572, "X2": 0.42, "Y2": 0.357, "X3": 0.42, "Y3": 0.3398, "X4": 0.46133, "Y4": 0.3388, "page": 0, "Index": 16}, {"Word": "MG/PUFF", "Confidence": 0.606, "X1": 0.888, "Y1": 0.3582, "X2": 0.81467, "Y2": 0.358, "X3": 0.816, "Y3": 0.3438, "X4": 0.888, "Y4": 0.3428, "page": 0, "Index": 17}, {"Word": "2.26", "Confidence": 0.994, "X1": 0.46533, "Y1": 0.3732, "X2": 0.42, "Y2": 0.373, "X3": 0.41867, "Y3": 0.3528, "X4": 0.464, "Y4": 0.3518, "page": 0, "Index": 18}, {"Word": "MG/CIGT", "Confidence": 0.995, "X1": 0.88533, "Y1": 0.3722, "X2": 0.816, "Y2": 0.372, "X3": 0.816, "Y3": 0.3578, "X4": 0.88667, "Y4": 0.3588, "page": 0, "Index": 19}, {"Word": "TAR", "Confidence": 0.865, "X1": 0.92267, "Y1": 0.3862, "X2": 0.89467, "Y2": 0.386, "X3": 0.89333, "Y3": 0.3728, "X4": 0.92267, "Y4": 0.3728, "page": 0, "Index": 20}, {"Word": "7.9", "Confidence": 0.721, "X1": 0.46933, "Y1": 0.4102, "X2": 0.428, "Y2": 0.41, "X3": 0.428, "Y3": 0.3858, "X4": 0.46933, "Y4": 0.3858, "page": 0, "Index": 21}, {"Word": "PUFFS/CIGT", "Confidence": 0.506, "X1": 0.924, "Y1": 0.4012, "X2": 0.82533, "Y2": 0.401, "X3": 0.824, "Y3": 0.3868, "X4": 0.924, "Y4": 0.3878, "page": 0, "Index": 22}, {"Word": "MM", "Confidence": 0.966, "X1": 0.77867, "Y1": 0.4162, "X2": 0.756, "Y2": 0.416, "X3": 0.75733, "Y3": 0.4008, "X4": 0.78, "Y4": 0.4008, "page": 0, "Index": 23}, {"Word": "SMOKED,", "Confidence": 0.628, "X1": 0.856, "Y1": 0.4162, "X2": 0.78267, "Y2": 0.416, "X3": 0.784, "Y3": 0.4008, "X4": 0.85733, "Y4": 0.4008, "page": 0, "Index": 24}, {"Word": "LENGTH", "Confidence": 0.996, "X1": 0.924, "Y1": 0.4152, "X2": 0.864, "Y2": 0.415, "X3": 0.86533, "Y3": 0.4008, "X4": 0.924, "Y4": 0.4018, "page": 0, "Index": 25}, {"Word": "NICOTINE)", "Confidence": 0.901, "X1": 0.71067, "Y1": 0.4462, "X2": 0.61467, "Y2": 0.446, "X3": 0.61467, "Y3": 0.4278, "X4": 0.71067, "Y4": 0.4288, "page": 0, "Index": 26}, {"Word": "FORTS", "Confidence": 0.798, "X1": 0.76933, "Y1": 0.4462, "X2": 0.716, "Y2": 0.446, "X3": 0.716, "Y3": 0.4288, "X4": 0.76933, "Y4": 0.4288, "page": 0, "Index": 27}, {"Word": "8", "Confidence": 0.992, "X1": 0.788, "Y1": 0.4462, "X2": 0.77467, "Y2": 0.446, "X3": 0.776, "Y3": 0.4288, "X4": 0.788, "Y4": 0.4298, "page": 0, "Index": 28}, {"Word": ",", "Confidence": 0.939, "X1": 0.80533, "Y1": 0.4462, "X2": 0.79333, "Y2": 0.446, "X3": 0.79333, "Y3": 0.4298, "X4": 0.80533, "Y4": 0.4298, "page": 0, "Index": 29}, {"Word": "TAR", "Confidence": 0.998, "X1": 0.84533, "Y1": 0.4462, "X2": 0.81467, "Y2": 0.446, "X3": 0.81467, "Y3": 0.4298, "X4": 0.84533, "Y4": 0.4298, "page": 0, "Index": 30}, {"Word": "PORTS", "Confidence": 0.981, "X1": 0.91467, "Y1": 0.4462, "X2": 0.86267, "Y2": 0.446, "X3": 0.86267, "Y3": 0.4298, "X4": 0.916, "Y4": 0.4298, "page": 0, "Index": 31}, {"Word": "(8", "Confidence": 0.947, "X1": 0.94133, "Y1": 0.4462, "X2": 0.92133, "Y2": 0.446, "X3": 0.92267, "Y3": 0.4298, "X4": 0.94133, "Y4": 0.4298, "page": 0, "Index": 32}, {"Word": "SMOKE", "Confidence": 0.654, "X1": 0.944, "Y1": 0.4752, "X2": 0.89067, "Y2": 0.475, "X3": 0.89067, "Y3": 0.4578, "X4": 0.944, "Y4": 0.4578, "page": 0, "Index": 33}, {"Word": "ANALYSIS(S88-1532)", "Confidence": 0.93, "X1": 0.88533, "Y1": 0.4752, "X2": 0.70667, "Y2": 0.475, "X3": 0.708, "Y3": 0.4588, "X4": 0.88533, "Y4": 0.4578, "page": 0, "Index": 34}, {"Word": "24.46", "Confidence": 0.824, "X1": 0.47067, "Y1": 0.5162, "X2": 0.42, "Y2": 0.516, "X3": 0.41867, "Y3": 0.4998, "X4": 0.46933, "Y4": 0.4988, "page": 0, "Index": 35}, {"Word": "MM", "Confidence": 0.158, "X1": 0.77733, "Y1": 0.5182, "X2": 0.75467, "Y2": 0.518, "X3": 0.75467, "Y3": 0.5028, "X4": 0.77867, "Y4": 0.5028, "page": 0, "Index": 36}, {"Word": "CIRCUMFERENCE,", "Confidence": 0.666, "X1": 0.92267, "Y1": 0.5182, "X2": 0.78267, "Y2": 0.518, "X3": 0.78267, "Y3": 0.5018, "X4": 0.924, "Y4": 0.5018, "page": 0, "Index": 37}, {"Word": "7.3", "Confidence": 0.989, "X1": 0.46533, "Y1": 0.5342, "X2": 0.42667, "Y2": 0.534, "X3": 0.42667, "Y3": 0.5118, "X4": 0.46533, "Y4": 0.5118, "page": 0, "Index": 38}, {"Word": "COLUMN", "Confidence": 0.776, "X1": 0.80533, "Y1": 0.5312, "X2": 0.744, "Y2": 0.531, "X3": 0.74533, "Y3": 0.5168, "X4": 0.80667, "Y4": 0.5178, "page": 0, "Index": 39}, {"Word": "10.9", "Confidence": 0.941, "X1": 0.47067, "Y1": 0.5442, "X2": 0.428, "Y2": 0.544, "X3": 0.42933, "Y3": 0.5238, "X4": 0.47333, "Y4": 0.5258, "page": 0, "Index": 40}, {"Word": "TOBACCO", "Confidence": 0.393, "X1": 0.88133, "Y1": 0.5322, "X2": 0.81333, "Y2": 0.532, "X3": 0.81467, "Y3": 0.5188, "X4": 0.88267, "Y4": 0.5178, "page": 0, "Index": 41}, {"Word": "CLOSED", "Confidence": 0.967, "X1": 0.84533, "Y1": 0.5452, "X2": 0.784, "Y2": 0.545, "X3": 0.78533, "Y3": 0.5318, "X4": 0.84533, "Y4": 0.5318, "page": 0, "Index": 42}, {"Word": "TIP", "Confidence": 0.997, "X1": 0.88267, "Y1": 0.5472, "X2": 0.85333, "Y2": 0.547, "X3": 0.85333, "Y3": 0.5318, "X4": 0.88267, "Y4": 0.5318, "page": 0, "Index": 43}, {"Word": "8.0", "Confidence": 0.959, "X1": 0.46267, "Y1": 0.5602, "X2": 0.43067, "Y2": 0.56, "X3": 0.43067, "Y3": 0.5438, "X4": 0.46267, "Y4": 0.5438, "page": 0, "Index": 44}, {"Word": "OPEN", "Confidence": 0.931, "X1": 0.84533, "Y1": 0.5592, "X2": 0.804, "Y2": 0.559, "X3": 0.80533, "Y3": 0.5458, "X4": 0.84667, "Y4": 0.5458, "page": 0, "Index": 45}, {"Word": "TIP", "Confidence": 0.998, "X1": 0.88267, "Y1": 0.5612, "X2": 0.852, "Y2": 0.561, "X3": 0.85333, "Y3": 0.5458, "X4": 0.884, "Y4": 0.5458, "page": 0, "Index": 46}, {"Word": "8.9", "Confidence": 0.952, "X1": 0.46133, "Y1": 0.5742, "X2": 0.42933, "Y2": 0.574, "X3": 0.428, "Y3": 0.5578, "X4": 0.46, "Y4": 0.5568, "page": 0, "Index": 47}, {"Word": "OPEN", "Confidence": 0.884, "X1": 0.836, "Y1": 0.5752, "X2": 0.79333, "Y2": 0.575, "X3": 0.79467, "Y3": 0.5618, "X4": 0.836, "Y4": 0.5618, "page": 0, "Index": 48}, {"Word": "CIGT", "Confidence": 0.884, "X1": 0.884, "Y1": 0.5752, "X2": 0.84267, "Y2": 0.575, "X3": 0.84267, "Y3": 0.5618, "X4": 0.88267, "Y4": 0.5608, "page": 0, "Index": 49}, {"Word": "OM", "Confidence": 0.615, "X1": 0.776, "Y1": 0.5892, "X2": 0.756, "Y2": 0.589, "X3": 0.75467, "Y3": 0.5748, "X4": 0.776, "Y4": 0.5758, "page": 0, "Index": 50}, {"Word": "DROP,", "Confidence": 0.957, "X1": 0.83733, "Y1": 0.5892, "X2": 0.78267, "Y2": 0.589, "X3": 0.78267, "Y3": 0.5758, "X4": 0.836, "Y4": 0.5758, "page": 0, "Index": 51}, {"Word": "PRESSURE", "Confidence": 0.981, "X1": 0.92267, "Y1": 0.5902, "X2": 0.844, "Y2": 0.59, "X3": 0.844, "Y3": 0.5758, "X4": 0.92267, "Y4": 0.5758, "page": 0, "Index": 52}, {"Word": "72", "Confidence": 0.998, "X1": 0.46933, "Y1": 0.6052, "X2": 0.44667, "Y2": 0.605, "X3": 0.448, "Y3": 0.5888, "X4": 0.46933, "Y4": 0.5888, "page": 0, "Index": 53}, {"Word": "(69-78)", "Confidence": 0.992, "X1": 0.548, "Y1": 0.6052, "X2": 0.47733, "Y2": 0.605, "X3": 0.47733, "Y3": 0.5888, "X4": 0.548, "Y4": 0.5878, "page": 0, "Index": 54}, {"Word": "VENTILATION,", "Confidence": 0.883, "X1": 0.924, "Y1": 0.6042, "X2": 0.80267, "Y2": 0.604, "X3": 0.80267, "Y3": 0.5908, "X4": 0.924, "Y4": 0.5908, "page": 0, "Index": 55}, {"Word": "92.0", "Confidence": 0.987, "X1": 0.47067, "Y1": 0.6182, "X2": 0.42933, "Y2": 0.618, "X3": 0.42933, "Y3": 0.6018, "X4": 0.46933, "Y4": 0.6008, "page": 0, "Index": 56}, {"Word": "TARGET", "Confidence": 0.994, "X1": 0.88, "Y1": 0.6192, "X2": 0.82267, "Y2": 0.619, "X3": 0.82267, "Y3": 0.6058, "X4": 0.88, "Y4": 0.6058, "page": 0, "Index": 57}, {"Word": "G/100", "Confidence": 0.994, "X1": 0.84533, "Y1": 0.6352, "X2": 0.79467, "Y2": 0.635, "X3": 0.79333, "Y3": 0.6198, "X4": 0.84533, "Y4": 0.6198, "page": 0, "Index": 58}, {"Word": "WEIGHT,", "Confidence": 0.866, "X1": 0.92267, "Y1": 0.6352, "X2": 0.85067, "Y2": 0.635, "X3": 0.85067, "Y3": 0.6198, "X4": 0.92267, "Y4": 0.6198, "page": 0, "Index": 59}, {"Word": "100", "Confidence": 0.991, "X1": 0.48, "Y1": 0.6462, "X2": 0.44933, "Y2": 0.646, "X3": 0.44933, "Y3": 0.6308, "X4": 0.47867, "Y4": 0.6308, "page": 0, "Index": 60}, {"Word": "CIGT", "Confidence": 0.937, "X1": 0.88133, "Y1": 0.6472, "X2": 0.844, "Y2": 0.647, "X3": 0.84267, "Y3": 0.6338, "X4": 0.88, "Y4": 0.6328, "page": 0, "Index": 61}, {"Word": "MM", "Confidence": 0.882, "X1": 0.84533, "Y1": 0.6632, "X2": 0.82267, "Y2": 0.663, "X3": 0.824, "Y3": 0.6488, "X4": 0.84533, "Y4": 0.6488, "page": 0, "Index": 62}, {"Word": "LENGTH,", "Confidence": 0.687, "X1": 0.92267, "Y1": 0.6632, "X2": 0.84933, "Y2": 0.663, "X3": 0.85067, "Y3": 0.6488, "X4": 0.924, "Y4": 0.6498, "page": 0, "Index": 63}, {"Word": "1329-88)", "Confidence": 0.992, "X1": 0.70667, "Y1": 0.7072, "X2": 0.624, "Y2": 0.707, "X3": 0.624, "Y3": 0.6898, "X4": 0.708, "Y4": 0.6898, "page": 0, "Index": 64}, {"Word": "(PS", "Confidence": 0.995, "X1": 0.744, "Y1": 0.7072, "X2": 0.712, "Y2": 0.707, "X3": 0.71333, "Y3": 0.6898, "X4": 0.744, "Y4": 0.6898, "page": 0, "Index": 65}, {"Word": "PROPERTIES", "Confidence": 0.965, "X1": 0.85333, "Y1": 0.7072, "X2": 0.752, "Y2": 0.707, "X3": 0.752, "Y3": 0.6898, "X4": 0.85467, "Y4": 0.6898, "page": 0, "Index": 66}, {"Word": "PHYSICAL", "Confidence": 0.991, "X1": 0.94133, "Y1": 0.7072, "X2": 0.85867, "Y2": 0.707, "X3": 0.86, "Y3": 0.6898, "X4": 0.94267, "Y4": 0.6888, "page": 0, "Index": 67}, {"Word": "PAPER.", "Confidence": 0.886, "X1": 0.53867, "Y1": 0.7622, "X2": 0.48, "Y2": 0.762, "X3": 0.47867, "Y3": 0.7468, "X4": 0.53733, "Y4": 0.7478, "page": 0, "Index": 68}, {"Word": "CIGARETTE", "Confidence": 0.821, "X1": 0.63867, "Y1": 0.7622, "X2": 0.548, "Y2": 0.762, "X3": 0.54667, "Y3": 0.7478, "X4": 0.63867, "Y4": 0.7478, "page": 0, "Index": 69}, {"Word": "CITRATE", "Confidence": 0.991, "X1": 0.27333, "Y1": 0.7762, "X2": 0.20133, "Y2": 0.776, "X3": 0.20133, "Y3": 0.7598, "X4": 0.27467, "Y4": 0.7598, "page": 0, "Index": 70}, {"Word": "HIGH", "Confidence": 0.986, "X1": 0.32267, "Y1": 0.7772, "X2": 0.27867, "Y2": 0.777, "X3": 0.28, "Y3": 0.7598, "X4": 0.32267, "Y4": 0.7598, "page": 0, "Index": 71}, {"Word": "12719", "Confidence": 0.997, "X1": 0.38133, "Y1": 0.7772, "X2": 0.32933, "Y2": 0.777, "X3": 0.32933, "Y3": 0.7598, "X4": 0.38133, "Y4": 0.7608, "page": 0, "Index": 72}, {"Word": "44P.D.", "Confidence": 0.995, "X1": 0.44933, "Y1": 0.7772, "X2": 0.38533, "Y2": 0.777, "X3": 0.38667, "Y3": 0.7608, "X4": 0.44933, "Y4": 0.7608, "page": 0, "Index": 73}, {"Word": "@", "Confidence": 0.087, "X1": 0.46933, "Y1": 0.7782, "X2": 0.45733, "Y2": 0.778, "X3": 0.45733, "Y3": 0.7608, "X4": 0.46933, "Y4": 0.7608, "page": 0, "Index": 74}, {"Word": "WRAP", "Confidence": 0.986, "X1": 0.52, "Y1": 0.7782, "X2": 0.476, "Y2": 0.778, "X3": 0.47733, "Y3": 0.7608, "X4": 0.52, "Y4": 0.7618, "page": 0, "Index": 75}, {"Word": "PLUG", "Confidence": 0.941, "X1": 0.56933, "Y1": 0.7782, "X2": 0.52667, "Y2": 0.778, "X3": 0.52667, "Y3": 0.7618, "X4": 0.56933, "Y4": 0.7628, "page": 0, "Index": 76}, {"Word": "260-M3", "Confidence": 0.996, "X1": 0.636, "Y1": 0.7782, "X2": 0.57333, "Y2": 0.778, "X3": 0.57467, "Y3": 0.7628, "X4": 0.636, "Y4": 0.7638, "page": 0, "Index": 77}, {"Word": "3.3Y/42,000", "Confidence": 0.941, "X1": 0.292, "Y1": 0.7912, "X2": 0.18133, "Y2": 0.791, "X3": 0.18267, "Y3": 0.7738, "X4": 0.29333, "Y4": 0.7748, "page": 0, "Index": 78}, {"Word": "GAP,", "Confidence": 0.936, "X1": 0.34133, "Y1": 0.7922, "X2": 0.296, "Y2": 0.792, "X3": 0.29733, "Y3": 0.7748, "X4": 0.34267, "Y4": 0.7758, "page": 0, "Index": 79}, {"Word": "SKIP", "Confidence": 0.605, "X1": 0.392, "Y1": 0.7922, "X2": 0.348, "Y2": 0.792, "X3": 0.34933, "Y3": 0.7758, "X4": 0.39333, "Y4": 0.7758, "page": 0, "Index": 80}, {"Word": "6X8", "Confidence": 0.746, "X1": 0.43067, "Y1": 0.7922, "X2": 0.39733, "Y2": 0.792, "X3": 0.39867, "Y3": 0.7758, "X4": 0.432, "Y4": 0.7758, "page": 0, "Index": 81}, {"Word": "700C/SEC", "Confidence": 0.78, "X1": 0.51733, "Y1": 0.7932, "X2": 0.43733, "Y2": 0.793, "X3": 0.43867, "Y3": 0.7758, "X4": 0.51733, "Y4": 0.7768, "page": 0, "Index": 82}, {"Word": "@", "Confidence": 0.85, "X1": 0.54, "Y1": 0.7932, "X2": 0.52667, "Y2": 0.793, "X3": 0.52667, "Y3": 0.7768, "X4": 0.54, "Y4": 0.7768, "page": 0, "Index": 83}, {"Word": "8.9P.D.", "Confidence": 0.955, "X1": 0.61867, "Y1": 0.7932, "X2": 0.544, "Y2": 0.793, "X3": 0.544, "Y3": 0.7768, "X4": 0.61867, "Y4": 0.7768, "page": 0, "Index": 84}, {"Word": "@", "Confidence": 0.043, "X1": 0.63733, "Y1": 0.7932, "X2": 0.62533, "Y2": 0.793, "X3": 0.62533, "Y3": 0.7768, "X4": 0.636, "Y4": 0.7768, "page": 0, "Index": 85}, {"Word": "TIPPING", "Confidence": 0.991, "X1": 0.204, "Y1": 0.8052, "X2": 0.13067, "Y2": 0.805, "X3": 0.13067, "Y3": 0.7888, "X4": 0.204, "Y4": 0.7888, "page": 0, "Index": 86}, {"Word": "WHITE", "Confidence": 0.636, "X1": 0.26533, "Y1": 0.8052, "X2": 0.21067, "Y2": 0.805, "X3": 0.21067, "Y3": 0.7888, "X4": 0.26533, "Y4": 0.7888, "page": 0, "Index": 87}, {"Word": "ROW", "Confidence": 0.884, "X1": 0.30533, "Y1": 0.8062, "X2": 0.27067, "Y2": 0.806, "X3": 0.27067, "Y3": 0.7888, "X4": 0.30533, "Y4": 0.7888, "page": 0, "Index": 88}, {"Word": "2", "Confidence": 0.995, "X1": 0.32133, "Y1": 0.8062, "X2": 0.30933, "Y2": 0.806, "X3": 0.30933, "Y3": 0.7888, "X4": 0.32133, "Y4": 0.7888, "page": 0, "Index": 89}, {"Word": "FLAVOR.", "Confidence": 0.886, "X1": 0.40133, "Y1": 0.8062, "X2": 0.328, "Y2": 0.806, "X3": 0.328, "Y3": 0.7898, "X4": 0.40133, "Y4": 0.7898, "page": 0, "Index": 90}, {"Word": "FINISHING", "Confidence": 0.938, "X1": 0.5, "Y1": 0.8062, "X2": 0.40667, "Y2": 0.806, "X3": 0.40667, "Y3": 0.7898, "X4": 0.5, "Y4": 0.7908, "page": 0, "Index": 91}, {"Word": "WITHOUT", "Confidence": 0.934, "X1": 0.58, "Y1": 0.8072, "X2": 0.50667, "Y2": 0.807, "X3": 0.50667, "Y3": 0.7908, "X4": 0.58, "Y4": 0.7918, "page": 0, "Index": 92}, {"Word": "BLEND", "Confidence": 0.955, "X1": 0.63733, "Y1": 0.8082, "X2": 0.58533, "Y2": 0.808, "X3": 0.58533, "Y3": 0.7918, "X4": 0.63733, "Y4": 0.7918, "page": 0, "Index": 93}, {"Word": "CFH", "Confidence": 0.539, "X1": 0.60667, "Y1": 0.8502, "X2": 0.57733, "Y2": 0.85, "X3": 0.57733, "Y3": 0.8368, "X4": 0.60667, "Y4": 0.8368, "page": 0, "Index": 94}, {"Word": "10/19/88", "Confidence": 0.994, "X1": 0.568, "Y1": 0.8662, "X2": 0.48667, "Y2": 0.866, "X3": 0.48667, "Y3": 0.8498, "X4": 0.568, "Y4": 0.8498, "page": 0, "Index": 95}, {"Word": "PRODUCTS", "Confidence": 0.943, "X1": 0.656, "Y1": 0.8642, "X2": 0.57467, "Y2": 0.864, "X3": 0.576, "Y3": 0.8498, "X4": 0.656, "Y4": 0.8508, "page": 0, "Index": 96}, {"Word": "NEW", "Confidence": 0.886, "X1": 0.696, "Y1": 0.8642, "X2": 0.66533, "Y2": 0.864, "X3": 0.66533, "Y3": 0.8508, "X4": 0.696, "Y4": 0.8508, "page": 0, "Index": 97}, {"Word": "BLEND", "Confidence": 0.955, "X1": 0.58667, "Y1": 0.8782, "X2": 0.53467, "Y2": 0.878, "X3": 0.536, "Y3": 0.8648, "X4": 0.588, "Y4": 0.8648, "page": 0, "Index": 98}, {"Word": "CFH-35", "Confidence": 0.886, "X1": 0.65467, "Y1": 0.8792, "X2": 0.59467, "Y2": 0.879, "X3": 0.596, "Y3": 0.8648, "X4": 0.656, "Y4": 0.8658, "page": 0, "Index": 99}, {"Word": "1988", "Confidence": 0.988, "X1": 0.12667, "Y1": 0.9082, "X2": 0.08133, "Y2": 0.908, "X3": 0.08, "Y3": 0.8898, "X4": 0.12667, "Y4": 0.8888, "page": 0, "Index": 100}, {"Word": "1,", "Confidence": 0.991, "X1": 0.156, "Y1": 0.9082, "X2": 0.132, "Y2": 0.908, "X3": 0.132, "Y3": 0.8888, "X4": 0.156, "Y4": 0.8888, "page": 0, "Index": 101}, {"Word": "NOV.", "Confidence": 0.981, "X1": 0.204, "Y1": 0.9082, "X2": 0.16133, "Y2": 0.908, "X3": 0.16133, "Y3": 0.8888, "X4": 0.204, "Y4": 0.8878, "page": 0, "Index": 102}]}	"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"
fflf0145	0	{"lines_data": [{"Word": "TIMN 0159197", "Confidence": 0.9905, "X1": 0.949, "Y1": 0.03066, "X2": 0.949, "Y2": 0.03046, "X3": 0.965, "Y3": 0.03026, "X4": 0.965, "Y4": 0.24345, "page": 0}, {"Word": "Mother tp_youngest_som. 8 or f: \"At least", "Confidence": 0.47414, "X1": 0.276, "Y1": 0.32169, "X2": 0.465, "Y2": 0.32149, "X3": 0.465, "Y3": 0.33652, "X4": 0.276, "Y4": 0.33313, "page": 0}, {"Word": "Barratort This Is ons of the few times", "Confidence": 0.47713, "X1": 0.51, "Y1": 0.31661, "X2": 0.685, "Y2": 0.31641, "X3": 0.685, "Y3": 0.32975, "X4": 0.51, "Y4": 0.32975, "page": 0}, {"Word": "And every time they leave the house they\"11", "Confidence": 0.6975, "X1": 0.734, "Y1": 0.32169, "X2": 0.924, "Y2": 0.32149, "X3": 0.924, "Y3": 0.33652, "X4": 0.734, "Y4": 0.33483, "page": 0}, {"Word": "Ton: \"I've got basketball tomorrow night.\"", "Confidence": 0.68567, "X1": 0.041, "Y1": 0.32338, "X2": 0.234, "Y2": 0.32318, "X3": 0.234, "Y3": 0.33821, "X4": 0.041, "Y4": 0.34498, "page": 0}, {"Word": "you'll be hoeg.\"", "Confidence": 0.63933, "X1": 0.288, "Y1": 0.33015, "X2": 0.366, "Y2": 0.32995, "X3": 0.366, "Y3": 0.34329, "X4": 0.288, "Y4": 0.34667, "page": 0}, {"Word": "everybody will be together this wenk.", "Confidence": 0.661, "X1": 0.523, "Y1": 0.33015, "X2": 0.688, "Y2": 0.32995, "X3": 0.688, "Y3": 0.34329, "X4": 0.523, "Y4": 0.34329, "page": 0}, {"Word": "be facing soon of the most leportant", "Confidence": 0.61686, "X1": 0.733, "Y1": 0.33523, "X2": 0.896, "Y2": 0.33503, "X3": 0.896, "Y3": 0.34836, "X4": 0.733, "Y4": 0.34667, "page": 0}, {"Word": "decisions of their lives == decisions 1ike", "Confidence": 0.557, "X1": 0.733, "Y1": 0.34707, "X2": 0.919, "Y2": 0.34687, "X3": 0.919, "Y3": 0.36021, "X4": 0.733, "Y4": 0.35851, "page": 0}, {"Word": "Daughter: \"Z told Mary I'd go over there.\"", "Confidence": 0.56513, "X1": 0.04, "Y1": 0.36061, "X2": 0.235, "Y2": 0.36041, "X3": 0.236, "Y3": 0.37543, "X4": 0.04, "Y4": 0.3822, "page": 0}, {"Word": "driving responsibly, whether to drink or", "Confidence": 0.754, "X1": 0.733, "Y1": 0.36061, "X2": 0.91, "Y2": 0.36041, "X3": 0.91, "Y3": 0.37205, "X4": 0.733, "Y4": 0.37205, "page": 0}, {"Word": "Son: \"Oh, Mos.\"", "Confidence": 0.43767, "X1": 0.275, "Y1": 0.36737, "X2": 0.35, "Y2": 0.36717, "X3": 0.35, "Y3": 0.3822, "X4": 0.275, "Y4": 0.38389, "page": 0}, {"Word": "Becka, even about sexual relationships.", "Confidence": 0.4408, "X1": 0.734, "Y1": 0.37245, "X2": 0.904, "Y2": 0.37225, "X3": 0.904, "Y3": 0.38559, "X4": 0.734, "Y4": 0.38559, "page": 0}, {"Word": "CONFIDENTIAL:", "Confidence": 0.991, "X1": 0.222, "Y1": 0.41983, "X2": 0.335, "Y2": 0.41963, "X3": 0.334, "Y3": 0.44481, "X4": 0.22, "Y4": 0.43127, "page": 0}, {"Word": "MINNESOTA TOBACCO LITIGATION", "Confidence": 0.825, "X1": 0.154, "Y1": 0.45536, "X2": 0.405, "Y2": 0.45516, "X3": 0.404, "Y3": 0.48203, "X4": 0.153, "Y4": 0.44819, "page": 0}, {"Word": "Tobacco:", "Confidence": 0.644, "X1": 0.8, "Y1": 0.53658, "X2": 0.842, "Y2": 0.53638, "X3": 0.842, "Y3": 0.55141, "X4": 0.8, "Y4": 0.54972, "page": 0}, {"Word": "Part1", "Confidence": 0.749, "X1": 0.752, "Y1": 0.54842, "X2": 0.785, "Y2": 0.54822, "X3": 0.788, "Y3": 0.56325, "X4": 0.756, "Y4": 0.58525, "page": 0}, {"Word": "Growing", "Confidence": 0.946, "X1": 0.755, "Y1": 0.56196, "X2": 0.794, "Y2": 0.56176, "X3": 0.797, "Y3": 0.5734, "X4": 0.759, "Y4": 0.60217, "page": 0}, {"Word": "Helping Your Part 3", "Confidence": 0.63025, "X1": 0.797, "Y1": 0.55012, "X2": 0.898, "Y2": 0.54992, "X3": 0.898, "Y3": 0.5734, "X4": 0.796, "Y4": 0.56833, "page": 0}, {"Word": "SAY NO", "Confidence": 0.917, "X1": 0.803, "Y1": 0.56704, "X2": 0.838, "Y2": 0.56684, "X3": 0.839, "Y3": 0.58017, "X4": 0.803, "Y4": 0.58356, "page": 0}, {"Word": "Better", "Confidence": 0.609, "X1": 0.865, "Y1": 0.59242, "X2": 0.893, "Y2": 0.59222, "X3": 0.891, "Y3": 0.60555, "X4": 0.863, "Y4": 0.59032, "page": 0}, {"Word": "WE", "Confidence": 0.648, "X1": 0.766, "Y1": 0.61441, "X2": 0.782, "Y2": 0.61421, "X3": 0.785, "Y3": 0.62417, "X4": 0.769, "Y4": 0.63601, "page": 0}, {"Word": "ation", "Confidence": 0.616, "X1": 0.864, "Y1": 0.61949, "X2": 0.889, "Y2": 0.61929, "X3": 0.886, "Y3": 0.63263, "X4": 0.861, "Y4": 0.61909, "page": 0}, {"Word": "For Your Free Capy af", "Confidence": 0.8158, "X1": 0.758, "Y1": 0.68379, "X2": 0.89, "Y2": 0.68359, "X3": 0.891, "Y3": 0.71046, "X4": 0.758, "Y4": 0.71215, "page": 0}, {"Word": "Tabaccai Helping Youth Say No", "Confidence": 0.6042, "X1": 0.74, "Y1": 0.71255, "X2": 0.908, "Y2": 0.71235, "X3": 0.908, "Y3": 0.73246, "X4": 0.74, "Y4": 0.73415, "page": 0}, {"Word": "(-8ca )55515555", "Confidence": 0.6595, "X1": 0.763, "Y1": 0.74808, "X2": 0.883, "Y2": 0.74788, "X3": 0.882, "Y3": 0.77307, "X4": 0.763, "Y4": 0.76968, "page": 0}, {"Word": "Even though it's hard for them to talk", "Confidence": 0.85725, "X1": 0.04, "Y1": 0.79039, "X2": 0.211, "Y2": 0.79019, "X3": 0.211, "Y3": 0.80521, "X4": 0.04, "Y4": 0.8086, "page": 0}, {"Word": "So when they are home. sit down and be honest", "Confidence": 0.716, "X1": 0.271, "Y1": 0.78531, "X2": 0.473, "Y2": 0.78511, "X3": 0.473, "Y3": 0.80014, "X4": 0.271, "Y4": 0.80014, "page": 0}, {"Word": "With this about how you feel. Tow know they", "Confidence": 0.66878, "X1": 0.271, "Y1": 0.80054, "X2": 0.469, "Y2": 0.80034, "X3": 0.469, "Y3": 0.81198, "X4": 0.271, "Y4": 0.81198, "page": 0}, {"Word": "There are a lot of others talking to thea.", "Confidence": 0.82033, "X1": 0.504, "Y1": 0.80054, "X2": 0.693, "Y2": 0.80034, "X3": 0.693, "Y3": 0.81537, "X4": 0.504, "Y4": 0.81537, "page": 0}, {"Word": "Everybody needs help talking to their kids", "Confidence": 0.80471, "X1": 0.73, "Y1": 0.79715, "X2": 0.915, "Y2": 0.79695, "X3": 0.914, "Y3": 0.81029, "X4": 0.73, "Y4": 0.80691, "page": 0}, {"Word": "sometimes, the people they trust cost are", "Confidence": 0.81414, "X1": 0.039, "Y1": 0.80392, "X2": 0.222, "Y2": 0.80372, "X3": 0.222, "Y3": 0.81875, "X4": 0.039, "Y4": 0.81875, "page": 0}, {"Word": "want to make their own decisions. Give them", "Confidence": 0.63988, "X1": 0.272, "Y1": 0.81238, "X2": 0.468, "Y2": 0.81218, "X3": 0.468, "Y3": 0.82383, "X4": 0.272, "Y4": 0.82383, "page": 0}, {"Word": "Sowetiens. Call this toll free number for", "Confidence": 0.54943, "X1": 0.729, "Y1": 0.81069, "X2": 0.915, "Y2": 0.81049, "X3": 0.915, "Y3": 0.82214, "X4": 0.728, "Y4": 0.81875, "page": 0}, {"Word": "their parents.", "Confidence": 0.5405, "X1": 0.038, "Y1": 0.81915, "X2": 0.103, "Y2": 0.81895, "X3": 0.103, "Y3": 0.83229, "X4": 0.038, "Y4": 0.83229, "page": 0}, {"Word": "the Information to make the right choice, and", "Confidence": 0.82037, "X1": 0.272, "Y1": 0.82423, "X2": 0.473, "Y2": 0.82403, "X3": 0.473, "Y3": 0.83736, "X4": 0.272, "Y4": 0.83567, "page": 0}, {"Word": "They want to hear the voice that caros the", "Confidence": 0.87333, "X1": 0.504, "Y1": 0.81577, "X2": 0.695, "Y2": 0.81557, "X3": 0.695, "Y3": 0.8289, "X4": 0.504, "Y4": 0.8289, "page": 0}, {"Word": "your free booklot on how parents can talk to", "Confidence": 0.80956, "X1": 0.729, "Y1": 0.82254, "X2": 0.922, "Y2": 0.82234, "X3": 0.922, "Y3": 0.83567, "X4": 0.729, "Y4": 0.83229, "page": 0}, {"Word": "help your teenagers say \"no\" to smoking.", "Confidence": 0.70514, "X1": 0.271, "Y1": 0.83776, "X2": 0.448, "Y2": 0.83756, "X3": 0.448, "Y3": 0.8509, "X4": 0.271, "Y4": 0.8509, "page": 0}, {"Word": "thele teenagers about smoking and other tough", "Confidence": 0.786, "X1": 0.731, "Y1": 0.83607, "X2": 0.927, "Y2": 0.83587, "X3": 0.927, "Y3": 0.84921, "X4": 0.731, "Y4": 0.84413, "page": 0}, {"Word": "Isques. The Family Course Consortium", "Confidence": 0.6396, "X1": 0.73, "Y1": 0.84622, "X2": 0.894, "Y2": 0.84602, "X3": 0.894, "Y3": 0.86105, "X4": 0.73, "Y4": 0.85767, "page": 0}, {"Word": "believes stoking shouldn't be a part of", "Confidence": 0.64271, "X1": 0.73, "Y1": 0.85976, "X2": 0.901, "Y2": 0.85956, "X3": 0.901, "Y3": 0.87459, "X4": 0.73, "Y4": 0.8712, "page": 0}, {"Word": "growing up.", "Confidence": 0.6795, "X1": 0.731, "Y1": 0.8716, "X2": 0.778, "Y2": 0.8714, "X3": 0.778, "Y3": 0.88474, "X4": 0.731, "Y4": 0.88305, "page": 0}, {"Word": "\"THE VOICE THAT CARES THE MOST\" #201", "Confidence": 0.98586, "X1": 0.516, "Y1": 0.97651, "X2": 0.93, "Y2": 0.97631, "X3": 0.93, "Y3": 0.99811, "X4": 0.516, "Y4": 0.99642, "page": 0}], "words_data": [{"Word": "0159197", "Confidence": 0.995, "X1": 0.949, "Y1": 0.03404, "X2": 0.95, "Y2": 0.03384, "X3": 0.965, "Y3": 0.03364, "X4": 0.966, "Y4": 0.1487, "page": 0, "Index": 0}, {"Word": "TIMN", "Confidence": 0.986, "X1": 0.95, "Y1": 0.16602, "X2": 0.949, "Y2": 0.16582, "X3": 0.966, "Y3": 0.16562, "X4": 0.966, "Y4": 0.24176, "page": 0, "Index": 1}, {"Word": "Mother", "Confidence": 0.613, "X1": 0.276, "Y1": 0.32, "X2": 0.304, "Y2": 0.3198, "X3": 0.304, "Y3": 0.33313, "X4": 0.277, "Y4": 0.33313, "page": 0, "Index": 2}, {"Word": "tp_youngest_som.", "Confidence": 0.41, "X1": 0.307, "Y1": 0.32, "X2": 0.379, "Y2": 0.3198, "X3": 0.379, "Y3": 0.33652, "X4": 0.307, "Y4": 0.33483, "page": 0, "Index": 3}, {"Word": "8", "Confidence": 0.05, "X1": 0.383, "Y1": 0.32, "X2": 0.388, "Y2": 0.3198, "X3": 0.388, "Y3": 0.33652, "X4": 0.383, "Y4": 0.33652, "page": 0, "Index": 4}, {"Word": "or", "Confidence": 0.868, "X1": 0.391, "Y1": 0.32, "X2": 0.401, "Y2": 0.3198, "X3": 0.401, "Y3": 0.33652, "X4": 0.391, "Y4": 0.33652, "page": 0, "Index": 5}, {"Word": "f:", "Confidence": 0.056, "X1": 0.404, "Y1": 0.32169, "X2": 0.415, "Y2": 0.32149, "X3": 0.415, "Y3": 0.33652, "X4": 0.404, "Y4": 0.33652, "page": 0, "Index": 6}, {"Word": "\"At", "Confidence": 0.647, "X1": 0.422, "Y1": 0.32169, "X2": 0.436, "Y2": 0.32149, "X3": 0.436, "Y3": 0.33652, "X4": 0.422, "Y4": 0.33652, "page": 0, "Index": 7}, {"Word": "least", "Confidence": 0.675, "X1": 0.44, "Y1": 0.32169, "X2": 0.463, "Y2": 0.32149, "X3": 0.463, "Y3": 0.33652, "X4": 0.44, "Y4": 0.33652, "page": 0, "Index": 8}, {"Word": "Barratort", "Confidence": 0.088, "X1": 0.511, "Y1": 0.3183, "X2": 0.552, "Y2": 0.3181, "X3": 0.552, "Y3": 0.32975, "X4": 0.511, "Y4": 0.32975, "page": 0, "Index": 9}, {"Word": "This", "Confidence": 0.964, "X1": 0.559, "Y1": 0.3183, "X2": 0.577, "Y2": 0.3181, "X3": 0.577, "Y3": 0.33144, "X4": 0.559, "Y4": 0.33144, "page": 0, "Index": 10}, {"Word": "Is", "Confidence": 0.046, "X1": 0.58, "Y1": 0.31661, "X2": 0.591, "Y2": 0.31641, "X3": 0.591, "Y3": 0.33144, "X4": 0.58, "Y4": 0.33144, "page": 0, "Index": 11}, {"Word": "ons", "Confidence": 0.615, "X1": 0.594, "Y1": 0.31661, "X2": 0.608, "Y2": 0.31641, "X3": 0.608, "Y3": 0.33144, "X4": 0.594, "Y4": 0.33144, "page": 0, "Index": 12}, {"Word": "of", "Confidence": 0.998, "X1": 0.612, "Y1": 0.31661, "X2": 0.622, "Y2": 0.31641, "X3": 0.622, "Y3": 0.33144, "X4": 0.612, "Y4": 0.33144, "page": 0, "Index": 13}, {"Word": "the", "Confidence": 0.657, "X1": 0.626, "Y1": 0.31661, "X2": 0.639, "Y2": 0.31641, "X3": 0.64, "Y3": 0.33144, "X4": 0.626, "Y4": 0.33144, "page": 0, "Index": 14}, {"Word": "few", "Confidence": 0.087, "X1": 0.642, "Y1": 0.3183, "X2": 0.656, "Y2": 0.3181, "X3": 0.656, "Y3": 0.33144, "X4": 0.642, "Y4": 0.33144, "page": 0, "Index": 15}, {"Word": "times", "Confidence": 0.362, "X1": 0.66, "Y1": 0.3183, "X2": 0.682, "Y2": 0.3181, "X3": 0.682, "Y3": 0.33144, "X4": 0.661, "Y4": 0.33144, "page": 0, "Index": 16}, {"Word": "And", "Confidence": 0.786, "X1": 0.735, "Y1": 0.32169, "X2": 0.748, "Y2": 0.32149, "X3": 0.748, "Y3": 0.33652, "X4": 0.735, "Y4": 0.33652, "page": 0, "Index": 17}, {"Word": "every", "Confidence": 0.668, "X1": 0.751, "Y1": 0.32169, "X2": 0.774, "Y2": 0.32149, "X3": 0.774, "Y3": 0.33483, "X4": 0.751, "Y4": 0.33652, "page": 0, "Index": 18}, {"Word": "time", "Confidence": 0.39, "X1": 0.778, "Y1": 0.32169, "X2": 0.795, "Y2": 0.32149, "X3": 0.795, "Y3": 0.33483, "X4": 0.778, "Y4": 0.33483, "page": 0, "Index": 19}, {"Word": "they", "Confidence": 0.886, "X1": 0.799, "Y1": 0.32169, "X2": 0.817, "Y2": 0.32149, "X3": 0.817, "Y3": 0.33483, "X4": 0.799, "Y4": 0.33483, "page": 0, "Index": 20}, {"Word": "leave", "Confidence": 0.544, "X1": 0.821, "Y1": 0.32338, "X2": 0.843, "Y2": 0.32318, "X3": 0.843, "Y3": 0.33483, "X4": 0.821, "Y4": 0.33483, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.959, "X1": 0.847, "Y1": 0.32338, "X2": 0.861, "Y2": 0.32318, "X3": 0.86, "Y3": 0.33483, "X4": 0.847, "Y4": 0.33483, "page": 0, "Index": 22}, {"Word": "house", "Confidence": 0.926, "X1": 0.864, "Y1": 0.32338, "X2": 0.887, "Y2": 0.32318, "X3": 0.887, "Y3": 0.33652, "X4": 0.863, "Y4": 0.33483, "page": 0, "Index": 23}, {"Word": "they\"11", "Confidence": 0.421, "X1": 0.891, "Y1": 0.32338, "X2": 0.922, "Y2": 0.32318, "X3": 0.922, "Y3": 0.33652, "X4": 0.891, "Y4": 0.33652, "page": 0, "Index": 24}, {"Word": "Ton:", "Confidence": 0.302, "X1": 0.041, "Y1": 0.33015, "X2": 0.058, "Y2": 0.32995, "X3": 0.058, "Y3": 0.34498, "X4": 0.041, "Y4": 0.34498, "page": 0, "Index": 25}, {"Word": "\"I've", "Confidence": 0.686, "X1": 0.065, "Y1": 0.32846, "X2": 0.087, "Y2": 0.32826, "X3": 0.087, "Y3": 0.34329, "X4": 0.065, "Y4": 0.34329, "page": 0, "Index": 26}, {"Word": "got", "Confidence": 0.682, "X1": 0.09, "Y1": 0.32677, "X2": 0.105, "Y2": 0.32657, "X3": 0.105, "Y3": 0.34159, "X4": 0.09, "Y4": 0.34329, "page": 0, "Index": 27}, {"Word": "basketball", "Confidence": 0.847, "X1": 0.108, "Y1": 0.32507, "X2": 0.154, "Y2": 0.32487, "X3": 0.154, "Y3": 0.3399, "X4": 0.108, "Y4": 0.34159, "page": 0, "Index": 28}, {"Word": "tomorrow", "Confidence": 0.632, "X1": 0.158, "Y1": 0.32507, "X2": 0.194, "Y2": 0.32487, "X3": 0.194, "Y3": 0.3399, "X4": 0.158, "Y4": 0.3399, "page": 0, "Index": 29}, {"Word": "night.\"", "Confidence": 0.965, "X1": 0.201, "Y1": 0.32338, "X2": 0.233, "Y2": 0.32318, "X3": 0.233, "Y3": 0.3399, "X4": 0.201, "Y4": 0.3399, "page": 0, "Index": 30}, {"Word": "you'll", "Confidence": 0.444, "X1": 0.289, "Y1": 0.33353, "X2": 0.317, "Y2": 0.33333, "X3": 0.317, "Y3": 0.34667, "X4": 0.29, "Y4": 0.34667, "page": 0, "Index": 31}, {"Word": "be", "Confidence": 0.943, "X1": 0.321, "Y1": 0.33353, "X2": 0.329, "Y2": 0.33333, "X3": 0.329, "Y3": 0.34498, "X4": 0.321, "Y4": 0.34498, "page": 0, "Index": 32}, {"Word": "hoeg.\"", "Confidence": 0.531, "X1": 0.333, "Y1": 0.33184, "X2": 0.361, "Y2": 0.33164, "X3": 0.361, "Y3": 0.34498, "X4": 0.333, "Y4": 0.34498, "page": 0, "Index": 33}, {"Word": "everybody", "Confidence": 0.57, "X1": 0.524, "Y1": 0.33184, "X2": 0.564, "Y2": 0.33164, "X3": 0.563, "Y3": 0.34329, "X4": 0.524, "Y4": 0.34329, "page": 0, "Index": 34}, {"Word": "will", "Confidence": 0.674, "X1": 0.568, "Y1": 0.33184, "X2": 0.586, "Y2": 0.33164, "X3": 0.586, "Y3": 0.34329, "X4": 0.567, "Y4": 0.34329, "page": 0, "Index": 35}, {"Word": "be", "Confidence": 0.666, "X1": 0.59, "Y1": 0.33184, "X2": 0.6, "Y2": 0.33164, "X3": 0.599, "Y3": 0.34329, "X4": 0.59, "Y4": 0.34329, "page": 0, "Index": 36}, {"Word": "together", "Confidence": 0.305, "X1": 0.604, "Y1": 0.33184, "X2": 0.64, "Y2": 0.33164, "X3": 0.639, "Y3": 0.34329, "X4": 0.604, "Y4": 0.34329, "page": 0, "Index": 37}, {"Word": "this", "Confidence": 0.983, "X1": 0.643, "Y1": 0.33015, "X2": 0.66, "Y2": 0.32995, "X3": 0.66, "Y3": 0.34329, "X4": 0.642, "Y4": 0.34329, "page": 0, "Index": 38}, {"Word": "wenk.", "Confidence": 0.768, "X1": 0.664, "Y1": 0.33015, "X2": 0.687, "Y2": 0.32995, "X3": 0.687, "Y3": 0.34329, "X4": 0.664, "Y4": 0.34329, "page": 0, "Index": 39}, {"Word": "be", "Confidence": 0.009, "X1": 0.735, "Y1": 0.33353, "X2": 0.744, "Y2": 0.33333, "X3": 0.743, "Y3": 0.34667, "X4": 0.734, "Y4": 0.34667, "page": 0, "Index": 40}, {"Word": "facing", "Confidence": 0.621, "X1": 0.748, "Y1": 0.33523, "X2": 0.774, "Y2": 0.33503, "X3": 0.773, "Y3": 0.34667, "X4": 0.747, "Y4": 0.34667, "page": 0, "Index": 41}, {"Word": "soon", "Confidence": 0.235, "X1": 0.778, "Y1": 0.33523, "X2": 0.794, "Y2": 0.33503, "X3": 0.794, "Y3": 0.34667, "X4": 0.778, "Y4": 0.34667, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.997, "X1": 0.799, "Y1": 0.33523, "X2": 0.808, "Y2": 0.33503, "X3": 0.808, "Y3": 0.34667, "X4": 0.798, "Y4": 0.34667, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.995, "X1": 0.812, "Y1": 0.33692, "X2": 0.826, "Y2": 0.33672, "X3": 0.825, "Y3": 0.34667, "X4": 0.812, "Y4": 0.34667, "page": 0, "Index": 44}, {"Word": "most", "Confidence": 0.614, "X1": 0.829, "Y1": 0.33692, "X2": 0.847, "Y2": 0.33672, "X3": 0.847, "Y3": 0.34667, "X4": 0.829, "Y4": 0.34667, "page": 0, "Index": 45}, {"Word": "leportant", "Confidence": 0.847, "X1": 0.852, "Y1": 0.33692, "X2": 0.891, "Y2": 0.33672, "X3": 0.891, "Y3": 0.34836, "X4": 0.851, "Y4": 0.34836, "page": 0, "Index": 46}, {"Word": "decisions", "Confidence": 0.522, "X1": 0.735, "Y1": 0.34707, "X2": 0.774, "Y2": 0.34687, "X3": 0.773, "Y3": 0.35851, "X4": 0.734, "Y4": 0.36021, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.777, "Y1": 0.34707, "X2": 0.787, "Y2": 0.34687, "X3": 0.786, "Y3": 0.35851, "X4": 0.777, "Y4": 0.35851, "page": 0, "Index": 48}, {"Word": "their", "Confidence": 0.27, "X1": 0.791, "Y1": 0.34707, "X2": 0.813, "Y2": 0.34687, "X3": 0.812, "Y3": 0.35851, "X4": 0.79, "Y4": 0.35851, "page": 0, "Index": 49}, {"Word": "lives", "Confidence": 0.665, "X1": 0.816, "Y1": 0.34707, "X2": 0.838, "Y2": 0.34687, "X3": 0.838, "Y3": 0.36021, "X4": 0.816, "Y4": 0.35851, "page": 0, "Index": 50}, {"Word": "==", "Confidence": 0.021, "X1": 0.843, "Y1": 0.34707, "X2": 0.852, "Y2": 0.34687, "X3": 0.851, "Y3": 0.36021, "X4": 0.842, "Y4": 0.36021, "page": 0, "Index": 51}, {"Word": "decisions", "Confidence": 0.807, "X1": 0.856, "Y1": 0.34876, "X2": 0.896, "Y2": 0.34856, "X3": 0.895, "Y3": 0.36021, "X4": 0.855, "Y4": 0.36021, "page": 0, "Index": 52}, {"Word": "1ike", "Confidence": 0.616, "X1": 0.9, "Y1": 0.34876, "X2": 0.917, "Y2": 0.34856, "X3": 0.916, "Y3": 0.3619, "X4": 0.899, "Y4": 0.3619, "page": 0, "Index": 53}, {"Word": "there.\"", "Confidence": 0.796, "X1": 0.202, "Y1": 0.3623, "X2": 0.233, "Y2": 0.3621, "X3": 0.232, "Y3": 0.37713, "X4": 0.201, "Y4": 0.37882, "page": 0, "Index": 54}, {"Word": "driving", "Confidence": 0.668, "X1": 0.735, "Y1": 0.36061, "X2": 0.765, "Y2": 0.36041, "X3": 0.764, "Y3": 0.37205, "X4": 0.734, "Y4": 0.37205, "page": 0, "Index": 55}, {"Word": "responsibly,", "Confidence": 0.369, "X1": 0.769, "Y1": 0.36061, "X2": 0.821, "Y2": 0.36041, "X3": 0.821, "Y3": 0.37374, "X4": 0.769, "Y4": 0.37374, "page": 0, "Index": 56}, {"Word": "whether", "Confidence": 0.656, "X1": 0.824, "Y1": 0.36061, "X2": 0.856, "Y2": 0.36041, "X3": 0.855, "Y3": 0.37374, "X4": 0.824, "Y4": 0.37374, "page": 0, "Index": 57}, {"Word": "to", "Confidence": 0.994, "X1": 0.86, "Y1": 0.36061, "X2": 0.869, "Y2": 0.36041, "X3": 0.868, "Y3": 0.37374, "X4": 0.859, "Y4": 0.37374, "page": 0, "Index": 58}, {"Word": "drink", "Confidence": 0.991, "X1": 0.873, "Y1": 0.36061, "X2": 0.895, "Y2": 0.36041, "X3": 0.895, "Y3": 0.37374, "X4": 0.872, "Y4": 0.37374, "page": 0, "Index": 59}, {"Word": "or", "Confidence": 0.846, "X1": 0.899, "Y1": 0.36061, "X2": 0.908, "Y2": 0.36041, "X3": 0.908, "Y3": 0.37374, "X4": 0.898, "Y4": 0.37374, "page": 0, "Index": 60}, {"Word": "Daughter:", "Confidence": 0.133, "X1": 0.041, "Y1": 0.36737, "X2": 0.079, "Y2": 0.36717, "X3": 0.079, "Y3": 0.3822, "X4": 0.041, "Y4": 0.3822, "page": 0, "Index": 61}, {"Word": "\"Z", "Confidence": 0.024, "X1": 0.086, "Y1": 0.36568, "X2": 0.096, "Y2": 0.36548, "X3": 0.096, "Y3": 0.38051, "X4": 0.086, "Y4": 0.38051, "page": 0, "Index": 62}, {"Word": "told", "Confidence": 0.642, "X1": 0.1, "Y1": 0.36568, "X2": 0.118, "Y2": 0.36548, "X3": 0.118, "Y3": 0.38051, "X4": 0.1, "Y4": 0.38051, "page": 0, "Index": 63}, {"Word": "Mary", "Confidence": 0.663, "X1": 0.121, "Y1": 0.36399, "X2": 0.141, "Y2": 0.36379, "X3": 0.141, "Y3": 0.37882, "X4": 0.121, "Y4": 0.38051, "page": 0, "Index": 64}, {"Word": "I'd", "Confidence": 0.806, "X1": 0.144, "Y1": 0.36399, "X2": 0.159, "Y2": 0.36379, "X3": 0.158, "Y3": 0.37882, "X4": 0.144, "Y4": 0.37882, "page": 0, "Index": 65}, {"Word": "go", "Confidence": 0.854, "X1": 0.162, "Y1": 0.3623, "X2": 0.172, "Y2": 0.3621, "X3": 0.171, "Y3": 0.37882, "X4": 0.161, "Y4": 0.37882, "page": 0, "Index": 66}, {"Word": "over", "Confidence": 0.603, "X1": 0.175, "Y1": 0.3623, "X2": 0.194, "Y2": 0.3621, "X3": 0.194, "Y3": 0.37882, "X4": 0.175, "Y4": 0.37882, "page": 0, "Index": 67}, {"Word": "Son:", "Confidence": 0.228, "X1": 0.276, "Y1": 0.37076, "X2": 0.294, "Y2": 0.37056, "X3": 0.295, "Y3": 0.38559, "X4": 0.276, "Y4": 0.38559, "page": 0, "Index": 68}, {"Word": "\"Oh,", "Confidence": 0.428, "X1": 0.303, "Y1": 0.37076, "X2": 0.321, "Y2": 0.37056, "X3": 0.321, "Y3": 0.38389, "X4": 0.303, "Y4": 0.38389, "page": 0, "Index": 69}, {"Word": "Mos.\"", "Confidence": 0.657, "X1": 0.323, "Y1": 0.36907, "X2": 0.348, "Y2": 0.36887, "X3": 0.348, "Y3": 0.38389, "X4": 0.323, "Y4": 0.38389, "page": 0, "Index": 70}, {"Word": "Becka,", "Confidence": 0.355, "X1": 0.735, "Y1": 0.37245, "X2": 0.761, "Y2": 0.37225, "X3": 0.761, "Y3": 0.38559, "X4": 0.734, "Y4": 0.38559, "page": 0, "Index": 71}, {"Word": "even", "Confidence": 0.681, "X1": 0.764, "Y1": 0.37245, "X2": 0.782, "Y2": 0.37225, "X3": 0.782, "Y3": 0.38559, "X4": 0.764, "Y4": 0.38559, "page": 0, "Index": 72}, {"Word": "about", "Confidence": 0.251, "X1": 0.786, "Y1": 0.37245, "X2": 0.808, "Y2": 0.37225, "X3": 0.808, "Y3": 0.38559, "X4": 0.785, "Y4": 0.38559, "page": 0, "Index": 73}, {"Word": "sexual", "Confidence": 0.63, "X1": 0.811, "Y1": 0.37245, "X2": 0.838, "Y2": 0.37225, "X3": 0.838, "Y3": 0.38559, "X4": 0.811, "Y4": 0.38559, "page": 0, "Index": 74}, {"Word": "relationships.", "Confidence": 0.287, "X1": 0.842, "Y1": 0.37414, "X2": 0.904, "Y2": 0.37394, "X3": 0.904, "Y3": 0.38728, "X4": 0.842, "Y4": 0.38559, "page": 0, "Index": 75}, {"Word": "CONFIDENTIAL:", "Confidence": 0.991, "X1": 0.222, "Y1": 0.42321, "X2": 0.335, "Y2": 0.42301, "X3": 0.334, "Y3": 0.4465, "X4": 0.221, "Y4": 0.43127, "page": 0, "Index": 76}, {"Word": "MINNESOTA", "Confidence": 0.485, "X1": 0.155, "Y1": 0.43506, "X2": 0.238, "Y2": 0.43486, "X3": 0.237, "Y3": 0.46173, "X4": 0.153, "Y4": 0.44988, "page": 0, "Index": 77}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.243, "Y1": 0.44521, "X2": 0.31, "Y2": 0.44501, "X3": 0.31, "Y3": 0.47019, "X4": 0.242, "Y4": 0.46173, "page": 0, "Index": 78}, {"Word": "LITIGATION", "Confidence": 0.994, "X1": 0.315, "Y1": 0.45536, "X2": 0.398, "Y2": 0.45516, "X3": 0.398, "Y3": 0.48203, "X4": 0.315, "Y4": 0.47188, "page": 0, "Index": 79}, {"Word": "Tobacco:", "Confidence": 0.644, "X1": 0.801, "Y1": 0.53827, "X2": 0.841, "Y2": 0.53807, "X3": 0.841, "Y3": 0.55141, "X4": 0.801, "Y4": 0.55141, "page": 0, "Index": 80}, {"Word": "Part1", "Confidence": 0.749, "X1": 0.754, "Y1": 0.54842, "X2": 0.785, "Y2": 0.54822, "X3": 0.788, "Y3": 0.56494, "X4": 0.757, "Y4": 0.58525, "page": 0, "Index": 81}, {"Word": "Helping", "Confidence": 0.646, "X1": 0.798, "Y1": 0.54842, "X2": 0.835, "Y2": 0.54822, "X3": 0.834, "Y3": 0.56325, "X4": 0.798, "Y4": 0.56664, "page": 0, "Index": 82}, {"Word": "Your", "Confidence": 0.721, "X1": 0.837, "Y1": 0.54842, "X2": 0.858, "Y2": 0.54822, "X3": 0.856, "Y3": 0.56494, "X4": 0.836, "Y4": 0.56325, "page": 0, "Index": 83}, {"Word": "Part", "Confidence": 0.163, "X1": 0.864, "Y1": 0.5535, "X2": 0.886, "Y2": 0.5533, "X3": 0.883, "Y3": 0.57002, "X4": 0.862, "Y4": 0.56494, "page": 0, "Index": 84}, {"Word": "3", "Confidence": 0.991, "X1": 0.889, "Y1": 0.55519, "X2": 0.895, "Y2": 0.55499, "X3": 0.892, "Y3": 0.5734, "X4": 0.886, "Y4": 0.57171, "page": 0, "Index": 85}, {"Word": "Growing", "Confidence": 0.946, "X1": 0.756, "Y1": 0.56534, "X2": 0.791, "Y2": 0.56514, "X3": 0.793, "Y3": 0.57848, "X4": 0.76, "Y4": 0.60217, "page": 0, "Index": 86}, {"Word": "SAY", "Confidence": 0.853, "X1": 0.803, "Y1": 0.56873, "X2": 0.818, "Y2": 0.56853, "X3": 0.818, "Y3": 0.58186, "X4": 0.804, "Y4": 0.58356, "page": 0, "Index": 87}, {"Word": "NO", "Confidence": 0.981, "X1": 0.821, "Y1": 0.56873, "X2": 0.835, "Y2": 0.56853, "X3": 0.835, "Y3": 0.58186, "X4": 0.821, "Y4": 0.58186, "page": 0, "Index": 88}, {"Word": "Better", "Confidence": 0.609, "X1": 0.866, "Y1": 0.59072, "X2": 0.89, "Y2": 0.59052, "X3": 0.887, "Y3": 0.60386, "X4": 0.863, "Y4": 0.59202, "page": 0, "Index": 89}, {"Word": "WE", "Confidence": 0.648, "X1": 0.769, "Y1": 0.61441, "X2": 0.779, "Y2": 0.61421, "X3": 0.782, "Y3": 0.62586, "X4": 0.772, "Y4": 0.63432, "page": 0, "Index": 90}, {"Word": "ation", "Confidence": 0.616, "X1": 0.864, "Y1": 0.61949, "X2": 0.885, "Y2": 0.61929, "X3": 0.882, "Y3": 0.63093, "X4": 0.862, "Y4": 0.62078, "page": 0, "Index": 91}, {"Word": "For", "Confidence": 0.644, "X1": 0.758, "Y1": 0.68886, "X2": 0.774, "Y2": 0.68866, "X3": 0.774, "Y3": 0.71215, "X4": 0.758, "Y4": 0.71215, "page": 0, "Index": 92}, {"Word": "Your", "Confidence": 0.613, "X1": 0.777, "Y1": 0.68717, "X2": 0.802, "Y2": 0.68697, "X3": 0.802, "Y3": 0.71215, "X4": 0.777, "Y4": 0.71215, "page": 0, "Index": 93}, {"Word": "Free", "Confidence": 0.991, "X1": 0.805, "Y1": 0.68548, "X2": 0.834, "Y2": 0.68528, "X3": 0.834, "Y3": 0.71215, "X4": 0.805, "Y4": 0.71215, "page": 0, "Index": 94}, {"Word": "Capy", "Confidence": 0.974, "X1": 0.837, "Y1": 0.68379, "X2": 0.869, "Y2": 0.68359, "X3": 0.869, "Y3": 0.71215, "X4": 0.837, "Y4": 0.71215, "page": 0, "Index": 95}, {"Word": "af", "Confidence": 0.857, "X1": 0.872, "Y1": 0.68548, "X2": 0.889, "Y2": 0.68528, "X3": 0.889, "Y3": 0.71215, "X4": 0.872, "Y4": 0.71215, "page": 0, "Index": 96}, {"Word": "Tabaccai", "Confidence": 0.194, "X1": 0.741, "Y1": 0.71424, "X2": 0.791, "Y2": 0.71404, "X3": 0.791, "Y3": 0.73415, "X4": 0.741, "Y4": 0.73415, "page": 0, "Index": 97}, {"Word": "Helping", "Confidence": 0.656, "X1": 0.793, "Y1": 0.71255, "X2": 0.835, "Y2": 0.71235, "X3": 0.835, "Y3": 0.73415, "X4": 0.793, "Y4": 0.73415, "page": 0, "Index": 98}, {"Word": "Youth", "Confidence": 0.904, "X1": 0.837, "Y1": 0.71255, "X2": 0.868, "Y2": 0.71235, "X3": 0.868, "Y3": 0.73415, "X4": 0.837, "Y4": 0.73415, "page": 0, "Index": 99}, {"Word": "Say", "Confidence": 0.653, "X1": 0.871, "Y1": 0.71255, "X2": 0.89, "Y2": 0.71235, "X3": 0.89, "Y3": 0.73415, "X4": 0.871, "Y4": 0.73415, "page": 0, "Index": 100}, {"Word": "No", "Confidence": 0.614, "X1": 0.892, "Y1": 0.71255, "X2": 0.908, "Y2": 0.71235, "X3": 0.909, "Y3": 0.73415, "X4": 0.892, "Y4": 0.73415, "page": 0, "Index": 101}, {"Word": "(-8ca", "Confidence": 0.607, "X1": 0.763, "Y1": 0.74978, "X2": 0.793, "Y2": 0.74958, "X3": 0.793, "Y3": 0.77137, "X4": 0.763, "Y4": 0.76968, "page": 0, "Index": 102}, {"Word": ")55515555", "Confidence": 0.712, "X1": 0.796, "Y1": 0.74808, "X2": 0.883, "Y2": 0.74788, "X3": 0.882, "Y3": 0.77307, "X4": 0.796, "Y4": 0.77137, "page": 0, "Index": 103}, {"Word": "though", "Confidence": 0.981, "X1": 0.061, "Y1": 0.79208, "X2": 0.088, "Y2": 0.79188, "X3": 0.088, "Y3": 0.80691, "X4": 0.061, "Y4": 0.8086, "page": 0, "Index": 104}, {"Word": "it's", "Confidence": 0.968, "X1": 0.091, "Y1": 0.79208, "X2": 0.11, "Y2": 0.79188, "X3": 0.11, "Y3": 0.80691, "X4": 0.091, "Y4": 0.80691, "page": 0, "Index": 105}, {"Word": "hard", "Confidence": 0.955, "X1": 0.113, "Y1": 0.79208, "X2": 0.132, "Y2": 0.79188, "X3": 0.132, "Y3": 0.80691, "X4": 0.113, "Y4": 0.80691, "page": 0, "Index": 106}, {"Word": "for", "Confidence": 0.997, "X1": 0.137, "Y1": 0.79208, "X2": 0.151, "Y2": 0.79188, "X3": 0.151, "Y3": 0.80521, "X4": 0.136, "Y4": 0.80691, "page": 0, "Index": 107}, {"Word": "them", "Confidence": 0.673, "X1": 0.155, "Y1": 0.79208, "X2": 0.173, "Y2": 0.79188, "X3": 0.173, "Y3": 0.80521, "X4": 0.154, "Y4": 0.80521, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.997, "X1": 0.177, "Y1": 0.79208, "X2": 0.186, "Y2": 0.79188, "X3": 0.186, "Y3": 0.80521, "X4": 0.176, "Y4": 0.80521, "page": 0, "Index": 109}, {"Word": "talk", "Confidence": 0.611, "X1": 0.19, "Y1": 0.79208, "X2": 0.208, "Y2": 0.79188, "X3": 0.207, "Y3": 0.80521, "X4": 0.19, "Y4": 0.80521, "page": 0, "Index": 110}, {"Word": "So", "Confidence": 0.939, "X1": 0.272, "Y1": 0.787, "X2": 0.281, "Y2": 0.7868, "X3": 0.281, "Y3": 0.80014, "X4": 0.272, "Y4": 0.80014, "page": 0, "Index": 111}, {"Word": "when", "Confidence": 0.986, "X1": 0.284, "Y1": 0.787, "X2": 0.303, "Y2": 0.7868, "X3": 0.303, "Y3": 0.80014, "X4": 0.284, "Y4": 0.80014, "page": 0, "Index": 112}, {"Word": "they", "Confidence": 0.852, "X1": 0.307, "Y1": 0.787, "X2": 0.326, "Y2": 0.7868, "X3": 0.326, "Y3": 0.80014, "X4": 0.307, "Y4": 0.80014, "page": 0, "Index": 113}, {"Word": "are", "Confidence": 0.063, "X1": 0.33, "Y1": 0.787, "X2": 0.343, "Y2": 0.7868, "X3": 0.343, "Y3": 0.80014, "X4": 0.33, "Y4": 0.80014, "page": 0, "Index": 114}, {"Word": "home.", "Confidence": 0.407, "X1": 0.347, "Y1": 0.787, "X2": 0.371, "Y2": 0.7868, "X3": 0.371, "Y3": 0.80183, "X4": 0.347, "Y4": 0.80014, "page": 0, "Index": 115}, {"Word": "sit", "Confidence": 0.773, "X1": 0.374, "Y1": 0.787, "X2": 0.388, "Y2": 0.7868, "X3": 0.388, "Y3": 0.80183, "X4": 0.374, "Y4": 0.80183, "page": 0, "Index": 116}, {"Word": "down", "Confidence": 0.619, "X1": 0.391, "Y1": 0.787, "X2": 0.41, "Y2": 0.7868, "X3": 0.41, "Y3": 0.80183, "X4": 0.391, "Y4": 0.80183, "page": 0, "Index": 117}, {"Word": "and", "Confidence": 0.998, "X1": 0.413, "Y1": 0.787, "X2": 0.427, "Y2": 0.7868, "X3": 0.427, "Y3": 0.80014, "X4": 0.413, "Y4": 0.80183, "page": 0, "Index": 118}, {"Word": "be", "Confidence": 0.868, "X1": 0.43, "Y1": 0.787, "X2": 0.44, "Y2": 0.7868, "X3": 0.44, "Y3": 0.80014, "X4": 0.43, "Y4": 0.80014, "page": 0, "Index": 119}, {"Word": "honest", "Confidence": 0.655, "X1": 0.443, "Y1": 0.787, "X2": 0.471, "Y2": 0.7868, "X3": 0.471, "Y3": 0.80014, "X4": 0.443, "Y4": 0.80014, "page": 0, "Index": 120}, {"Word": "Even", "Confidence": 0.676, "X1": 0.041, "Y1": 0.79377, "X2": 0.058, "Y2": 0.79357, "X3": 0.058, "Y3": 0.8086, "X4": 0.041, "Y4": 0.8086, "page": 0, "Index": 121}, {"Word": "With", "Confidence": 0.981, "X1": 0.272, "Y1": 0.80054, "X2": 0.289, "Y2": 0.80034, "X3": 0.289, "Y3": 0.81198, "X4": 0.272, "Y4": 0.81198, "page": 0, "Index": 122}, {"Word": "this", "Confidence": 0.109, "X1": 0.295, "Y1": 0.80054, "X2": 0.313, "Y2": 0.80034, "X3": 0.312, "Y3": 0.81198, "X4": 0.295, "Y4": 0.81198, "page": 0, "Index": 123}, {"Word": "about", "Confidence": 0.658, "X1": 0.317, "Y1": 0.80054, "X2": 0.339, "Y2": 0.80034, "X3": 0.339, "Y3": 0.81198, "X4": 0.317, "Y4": 0.81198, "page": 0, "Index": 124}, {"Word": "how", "Confidence": 0.681, "X1": 0.343, "Y1": 0.80054, "X2": 0.356, "Y2": 0.80034, "X3": 0.356, "Y3": 0.81198, "X4": 0.342, "Y4": 0.81198, "page": 0, "Index": 125}, {"Word": "you", "Confidence": 0.753, "X1": 0.361, "Y1": 0.80054, "X2": 0.374, "Y2": 0.80034, "X3": 0.373, "Y3": 0.81198, "X4": 0.36, "Y4": 0.81198, "page": 0, "Index": 126}, {"Word": "feel.", "Confidence": 0.627, "X1": 0.379, "Y1": 0.80054, "X2": 0.401, "Y2": 0.80034, "X3": 0.4, "Y3": 0.81198, "X4": 0.378, "Y4": 0.81198, "page": 0, "Index": 127}, {"Word": "Tow", "Confidence": 0.727, "X1": 0.409, "Y1": 0.80054, "X2": 0.422, "Y2": 0.80034, "X3": 0.421, "Y3": 0.81367, "X4": 0.408, "Y4": 0.81198, "page": 0, "Index": 128}, {"Word": "know", "Confidence": 0.655, "X1": 0.426, "Y1": 0.80054, "X2": 0.444, "Y2": 0.80034, "X3": 0.443, "Y3": 0.81367, "X4": 0.425, "Y4": 0.81367, "page": 0, "Index": 129}, {"Word": "they", "Confidence": 0.828, "X1": 0.449, "Y1": 0.80054, "X2": 0.466, "Y2": 0.80034, "X3": 0.465, "Y3": 0.81367, "X4": 0.448, "Y4": 0.81367, "page": 0, "Index": 130}, {"Word": "There", "Confidence": 0.812, "X1": 0.505, "Y1": 0.80223, "X2": 0.527, "Y2": 0.80203, "X3": 0.527, "Y3": 0.81537, "X4": 0.505, "Y4": 0.81537, "page": 0, "Index": 131}, {"Word": "are", "Confidence": 0.836, "X1": 0.531, "Y1": 0.80223, "X2": 0.545, "Y2": 0.80203, "X3": 0.545, "Y3": 0.81537, "X4": 0.531, "Y4": 0.81537, "page": 0, "Index": 132}, {"Word": "a", "Confidence": 0.779, "X1": 0.55, "Y1": 0.80223, "X2": 0.554, "Y2": 0.80203, "X3": 0.554, "Y3": 0.81537, "X4": 0.55, "Y4": 0.81537, "page": 0, "Index": 133}, {"Word": "lot", "Confidence": 0.611, "X1": 0.559, "Y1": 0.80054, "X2": 0.573, "Y2": 0.80034, "X3": 0.573, "Y3": 0.81537, "X4": 0.559, "Y4": 0.81537, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.932, "X1": 0.577, "Y1": 0.80054, "X2": 0.587, "Y2": 0.80034, "X3": 0.587, "Y3": 0.81537, "X4": 0.576, "Y4": 0.81537, "page": 0, "Index": 135}, {"Word": "others", "Confidence": 0.935, "X1": 0.591, "Y1": 0.80223, "X2": 0.618, "Y2": 0.80203, "X3": 0.618, "Y3": 0.81537, "X4": 0.591, "Y4": 0.81537, "page": 0, "Index": 136}, {"Word": "talking", "Confidence": 0.618, "X1": 0.622, "Y1": 0.80223, "X2": 0.653, "Y2": 0.80203, "X3": 0.653, "Y3": 0.81537, "X4": 0.622, "Y4": 0.81537, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.991, "X1": 0.657, "Y1": 0.80223, "X2": 0.666, "Y2": 0.80203, "X3": 0.666, "Y3": 0.81537, "X4": 0.657, "Y4": 0.81537, "page": 0, "Index": 138}, {"Word": "thea.", "Confidence": 0.869, "X1": 0.67, "Y1": 0.80223, "X2": 0.693, "Y2": 0.80203, "X3": 0.694, "Y3": 0.81537, "X4": 0.67, "Y4": 0.81537, "page": 0, "Index": 139}, {"Word": "Everybody", "Confidence": 0.686, "X1": 0.731, "Y1": 0.79377, "X2": 0.77, "Y2": 0.79357, "X3": 0.77, "Y3": 0.8086, "X4": 0.731, "Y4": 0.80691, "page": 0, "Index": 140}, {"Word": "needs", "Confidence": 0.619, "X1": 0.774, "Y1": 0.79546, "X2": 0.796, "Y2": 0.79526, "X3": 0.796, "Y3": 0.8086, "X4": 0.773, "Y4": 0.8086, "page": 0, "Index": 141}, {"Word": "help", "Confidence": 0.684, "X1": 0.799, "Y1": 0.79546, "X2": 0.817, "Y2": 0.79526, "X3": 0.817, "Y3": 0.81029, "X4": 0.799, "Y4": 0.8086, "page": 0, "Index": 142}, {"Word": "talking", "Confidence": 0.991, "X1": 0.822, "Y1": 0.79715, "X2": 0.853, "Y2": 0.79695, "X3": 0.853, "Y3": 0.81029, "X4": 0.821, "Y4": 0.81029, "page": 0, "Index": 143}, {"Word": "to", "Confidence": 0.994, "X1": 0.856, "Y1": 0.79715, "X2": 0.865, "Y2": 0.79695, "X3": 0.865, "Y3": 0.81029, "X4": 0.856, "Y4": 0.81029, "page": 0, "Index": 144}, {"Word": "their", "Confidence": 0.688, "X1": 0.869, "Y1": 0.79715, "X2": 0.891, "Y2": 0.79695, "X3": 0.891, "Y3": 0.81198, "X4": 0.869, "Y4": 0.81029, "page": 0, "Index": 145}, {"Word": "kids", "Confidence": 0.971, "X1": 0.894, "Y1": 0.79715, "X2": 0.913, "Y2": 0.79695, "X3": 0.914, "Y3": 0.81198, "X4": 0.894, "Y4": 0.81198, "page": 0, "Index": 146}, {"Word": "sometimes,", "Confidence": 0.398, "X1": 0.04, "Y1": 0.80561, "X2": 0.084, "Y2": 0.80541, "X3": 0.084, "Y3": 0.82044, "X4": 0.04, "Y4": 0.82044, "page": 0, "Index": 147}, {"Word": "the", "Confidence": 0.998, "X1": 0.087, "Y1": 0.80561, "X2": 0.101, "Y2": 0.80541, "X3": 0.101, "Y3": 0.81875, "X4": 0.087, "Y4": 0.81875, "page": 0, "Index": 148}, {"Word": "people", "Confidence": 0.812, "X1": 0.105, "Y1": 0.80561, "X2": 0.132, "Y2": 0.80541, "X3": 0.132, "Y3": 0.81875, "X4": 0.105, "Y4": 0.81875, "page": 0, "Index": 149}, {"Word": "they", "Confidence": 0.934, "X1": 0.136, "Y1": 0.80561, "X2": 0.155, "Y2": 0.80541, "X3": 0.155, "Y3": 0.81875, "X4": 0.136, "Y4": 0.81875, "page": 0, "Index": 150}, {"Word": "trust", "Confidence": 0.981, "X1": 0.159, "Y1": 0.80561, "X2": 0.181, "Y2": 0.80541, "X3": 0.181, "Y3": 0.81875, "X4": 0.158, "Y4": 0.81875, "page": 0, "Index": 151}, {"Word": "cost", "Confidence": 0.618, "X1": 0.185, "Y1": 0.80561, "X2": 0.203, "Y2": 0.80541, "X3": 0.203, "Y3": 0.81875, "X4": 0.184, "Y4": 0.81875, "page": 0, "Index": 152}, {"Word": "are", "Confidence": 0.958, "X1": 0.206, "Y1": 0.80561, "X2": 0.22, "Y2": 0.80541, "X3": 0.219, "Y3": 0.81875, "X4": 0.206, "Y4": 0.81875, "page": 0, "Index": 153}, {"Word": "want", "Confidence": 0.974, "X1": 0.272, "Y1": 0.81238, "X2": 0.289, "Y2": 0.81218, "X3": 0.289, "Y3": 0.82383, "X4": 0.272, "Y4": 0.82383, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.997, "X1": 0.295, "Y1": 0.81238, "X2": 0.303, "Y2": 0.81218, "X3": 0.303, "Y3": 0.82383, "X4": 0.295, "Y4": 0.82383, "page": 0, "Index": 155}, {"Word": "make", "Confidence": 0.341, "X1": 0.307, "Y1": 0.81238, "X2": 0.325, "Y2": 0.81218, "X3": 0.325, "Y3": 0.82383, "X4": 0.307, "Y4": 0.82383, "page": 0, "Index": 156}, {"Word": "their", "Confidence": 0.629, "X1": 0.33, "Y1": 0.81238, "X2": 0.352, "Y2": 0.81218, "X3": 0.352, "Y3": 0.82552, "X4": 0.33, "Y4": 0.82383, "page": 0, "Index": 157}, {"Word": "own", "Confidence": 0.701, "X1": 0.356, "Y1": 0.81238, "X2": 0.369, "Y2": 0.81218, "X3": 0.369, "Y3": 0.82552, "X4": 0.356, "Y4": 0.82552, "page": 0, "Index": 158}, {"Word": "decisions.", "Confidence": 0.418, "X1": 0.374, "Y1": 0.81238, "X2": 0.418, "Y2": 0.81218, "X3": 0.418, "Y3": 0.82552, "X4": 0.374, "Y4": 0.82552, "page": 0, "Index": 159}, {"Word": "Give", "Confidence": 0.618, "X1": 0.425, "Y1": 0.81407, "X2": 0.444, "Y2": 0.81387, "X3": 0.444, "Y3": 0.82552, "X4": 0.425, "Y4": 0.82552, "page": 0, "Index": 160}, {"Word": "them", "Confidence": 0.441, "X1": 0.448, "Y1": 0.81407, "X2": 0.465, "Y2": 0.81387, "X3": 0.465, "Y3": 0.82552, "X4": 0.448, "Y4": 0.82552, "page": 0, "Index": 161}, {"Word": "hear", "Confidence": 0.849, "X1": 0.563, "Y1": 0.81577, "X2": 0.582, "Y2": 0.81557, "X3": 0.581, "Y3": 0.82721, "X4": 0.563, "Y4": 0.8289, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.995, "X1": 0.587, "Y1": 0.81577, "X2": 0.6, "Y2": 0.81557, "X3": 0.6, "Y3": 0.82721, "X4": 0.586, "Y4": 0.82721, "page": 0, "Index": 163}, {"Word": "Sowetiens.", "Confidence": 0.202, "X1": 0.731, "Y1": 0.809, "X2": 0.775, "Y2": 0.8088, "X3": 0.774, "Y3": 0.82044, "X4": 0.73, "Y4": 0.82044, "page": 0, "Index": 164}, {"Word": "Call", "Confidence": 0.707, "X1": 0.782, "Y1": 0.809, "X2": 0.8, "Y2": 0.8088, "X3": 0.799, "Y3": 0.82214, "X4": 0.781, "Y4": 0.82044, "page": 0, "Index": 165}, {"Word": "this", "Confidence": 0.621, "X1": 0.805, "Y1": 0.809, "X2": 0.822, "Y2": 0.8088, "X3": 0.821, "Y3": 0.82214, "X4": 0.804, "Y4": 0.82214, "page": 0, "Index": 166}, {"Word": "toll", "Confidence": 0.704, "X1": 0.826, "Y1": 0.809, "X2": 0.843, "Y2": 0.8088, "X3": 0.842, "Y3": 0.82214, "X4": 0.826, "Y4": 0.82214, "page": 0, "Index": 167}, {"Word": "free", "Confidence": 0.042, "X1": 0.847, "Y1": 0.81069, "X2": 0.865, "Y2": 0.81049, "X3": 0.864, "Y3": 0.82214, "X4": 0.847, "Y4": 0.82214, "page": 0, "Index": 168}, {"Word": "number", "Confidence": 0.613, "X1": 0.869, "Y1": 0.81069, "X2": 0.895, "Y2": 0.81049, "X3": 0.895, "Y3": 0.82214, "X4": 0.868, "Y4": 0.82214, "page": 0, "Index": 169}, {"Word": "for", "Confidence": 0.957, "X1": 0.899, "Y1": 0.81238, "X2": 0.912, "Y2": 0.81218, "X3": 0.912, "Y3": 0.82214, "X4": 0.899, "Y4": 0.82214, "page": 0, "Index": 170}, {"Word": "their", "Confidence": 0.293, "X1": 0.041, "Y1": 0.81915, "X2": 0.062, "Y2": 0.81895, "X3": 0.062, "Y3": 0.83229, "X4": 0.04, "Y4": 0.83229, "page": 0, "Index": 171}, {"Word": "parents.", "Confidence": 0.788, "X1": 0.065, "Y1": 0.81915, "X2": 0.103, "Y2": 0.81895, "X3": 0.102, "Y3": 0.83398, "X4": 0.065, "Y4": 0.83229, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.994, "X1": 0.273, "Y1": 0.82423, "X2": 0.285, "Y2": 0.82403, "X3": 0.285, "Y3": 0.83736, "X4": 0.273, "Y4": 0.83567, "page": 0, "Index": 173}, {"Word": "Information", "Confidence": 0.689, "X1": 0.289, "Y1": 0.82423, "X2": 0.338, "Y2": 0.82403, "X3": 0.338, "Y3": 0.83736, "X4": 0.289, "Y4": 0.83736, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.918, "X1": 0.344, "Y1": 0.82423, "X2": 0.353, "Y2": 0.82403, "X3": 0.352, "Y3": 0.83736, "X4": 0.343, "Y4": 0.83736, "page": 0, "Index": 175}, {"Word": "make", "Confidence": 0.672, "X1": 0.356, "Y1": 0.82423, "X2": 0.374, "Y2": 0.82403, "X3": 0.374, "Y3": 0.83736, "X4": 0.356, "Y4": 0.83736, "page": 0, "Index": 176}, {"Word": "They", "Confidence": 0.986, "X1": 0.505, "Y1": 0.81577, "X2": 0.522, "Y2": 0.81557, "X3": 0.522, "Y3": 0.8289, "X4": 0.505, "Y4": 0.8289, "page": 0, "Index": 177}, {"Word": "want", "Confidence": 0.635, "X1": 0.527, "Y1": 0.81577, "X2": 0.546, "Y2": 0.81557, "X3": 0.545, "Y3": 0.8289, "X4": 0.526, "Y4": 0.8289, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.994, "X1": 0.55, "Y1": 0.81577, "X2": 0.559, "Y2": 0.81557, "X3": 0.559, "Y3": 0.8289, "X4": 0.55, "Y4": 0.8289, "page": 0, "Index": 179}, {"Word": "voice", "Confidence": 0.841, "X1": 0.604, "Y1": 0.81577, "X2": 0.627, "Y2": 0.81557, "X3": 0.626, "Y3": 0.8289, "X4": 0.603, "Y4": 0.82721, "page": 0, "Index": 180}, {"Word": "that", "Confidence": 0.961, "X1": 0.631, "Y1": 0.81577, "X2": 0.648, "Y2": 0.81557, "X3": 0.647, "Y3": 0.8289, "X4": 0.631, "Y4": 0.8289, "page": 0, "Index": 181}, {"Word": "caros", "Confidence": 0.604, "X1": 0.651, "Y1": 0.81577, "X2": 0.675, "Y2": 0.81557, "X3": 0.674, "Y3": 0.8289, "X4": 0.651, "Y4": 0.8289, "page": 0, "Index": 182}, {"Word": "the", "Confidence": 0.995, "X1": 0.679, "Y1": 0.81746, "X2": 0.693, "Y2": 0.81726, "X3": 0.693, "Y3": 0.8289, "X4": 0.679, "Y4": 0.8289, "page": 0, "Index": 183}, {"Word": "your", "Confidence": 0.961, "X1": 0.731, "Y1": 0.82084, "X2": 0.749, "Y2": 0.82064, "X3": 0.748, "Y3": 0.83398, "X4": 0.73, "Y4": 0.83398, "page": 0, "Index": 184}, {"Word": "free", "Confidence": 0.663, "X1": 0.753, "Y1": 0.82084, "X2": 0.77, "Y2": 0.82064, "X3": 0.769, "Y3": 0.83398, "X4": 0.752, "Y4": 0.83398, "page": 0, "Index": 185}, {"Word": "booklot", "Confidence": 0.752, "X1": 0.773, "Y1": 0.82084, "X2": 0.805, "Y2": 0.82064, "X3": 0.805, "Y3": 0.83398, "X4": 0.773, "Y4": 0.83398, "page": 0, "Index": 186}, {"Word": "on", "Confidence": 0.674, "X1": 0.807, "Y1": 0.82254, "X2": 0.817, "Y2": 0.82234, "X3": 0.816, "Y3": 0.83398, "X4": 0.807, "Y4": 0.83398, "page": 0, "Index": 187}, {"Word": "how", "Confidence": 0.972, "X1": 0.82, "Y1": 0.82254, "X2": 0.835, "Y2": 0.82234, "X3": 0.834, "Y3": 0.83567, "X4": 0.82, "Y4": 0.83398, "page": 0, "Index": 188}, {"Word": "parents", "Confidence": 0.82, "X1": 0.837, "Y1": 0.82254, "X2": 0.869, "Y2": 0.82234, "X3": 0.869, "Y3": 0.83567, "X4": 0.837, "Y4": 0.83567, "page": 0, "Index": 189}, {"Word": "can", "Confidence": 0.683, "X1": 0.872, "Y1": 0.82254, "X2": 0.886, "Y2": 0.82234, "X3": 0.886, "Y3": 0.83567, "X4": 0.872, "Y4": 0.83567, "page": 0, "Index": 190}, {"Word": "talk", "Confidence": 0.876, "X1": 0.89, "Y1": 0.82423, "X2": 0.907, "Y2": 0.82403, "X3": 0.907, "Y3": 0.83567, "X4": 0.89, "Y4": 0.83567, "page": 0, "Index": 191}, {"Word": "to", "Confidence": 0.885, "X1": 0.912, "Y1": 0.82423, "X2": 0.921, "Y2": 0.82403, "X3": 0.921, "Y3": 0.83736, "X4": 0.912, "Y4": 0.83567, "page": 0, "Index": 192}, {"Word": "the", "Confidence": 0.968, "X1": 0.379, "Y1": 0.82423, "X2": 0.392, "Y2": 0.82403, "X3": 0.392, "Y3": 0.83906, "X4": 0.378, "Y4": 0.83736, "page": 0, "Index": 193}, {"Word": "right", "Confidence": 0.851, "X1": 0.396, "Y1": 0.82592, "X2": 0.417, "Y2": 0.82572, "X3": 0.417, "Y3": 0.83906, "X4": 0.395, "Y4": 0.83906, "page": 0, "Index": 194}, {"Word": "choice,", "Confidence": 0.618, "X1": 0.421, "Y1": 0.82592, "X2": 0.453, "Y2": 0.82572, "X3": 0.452, "Y3": 0.83906, "X4": 0.421, "Y4": 0.83906, "page": 0, "Index": 195}, {"Word": "and", "Confidence": 0.853, "X1": 0.457, "Y1": 0.82592, "X2": 0.472, "Y2": 0.82572, "X3": 0.471, "Y3": 0.83906, "X4": 0.456, "Y4": 0.83906, "page": 0, "Index": 196}, {"Word": "thele", "Confidence": 0.805, "X1": 0.732, "Y1": 0.83269, "X2": 0.753, "Y2": 0.83249, "X3": 0.752, "Y3": 0.84582, "X4": 0.731, "Y4": 0.84582, "page": 0, "Index": 197}, {"Word": "teenagers", "Confidence": 0.614, "X1": 0.757, "Y1": 0.83438, "X2": 0.796, "Y2": 0.83418, "X3": 0.795, "Y3": 0.84752, "X4": 0.756, "Y4": 0.84582, "page": 0, "Index": 198}, {"Word": "about", "Confidence": 0.93, "X1": 0.799, "Y1": 0.83438, "X2": 0.821, "Y2": 0.83418, "X3": 0.821, "Y3": 0.84752, "X4": 0.799, "Y4": 0.84752, "page": 0, "Index": 199}, {"Word": "help", "Confidence": 0.682, "X1": 0.272, "Y1": 0.83776, "X2": 0.289, "Y2": 0.83756, "X3": 0.289, "Y3": 0.8509, "X4": 0.272, "Y4": 0.8509, "page": 0, "Index": 200}, {"Word": "your", "Confidence": 0.981, "X1": 0.294, "Y1": 0.83776, "X2": 0.312, "Y2": 0.83756, "X3": 0.312, "Y3": 0.8509, "X4": 0.294, "Y4": 0.8509, "page": 0, "Index": 201}, {"Word": "teenagers", "Confidence": 0.267, "X1": 0.317, "Y1": 0.83776, "X2": 0.357, "Y2": 0.83756, "X3": 0.356, "Y3": 0.8509, "X4": 0.316, "Y4": 0.8509, "page": 0, "Index": 202}, {"Word": "say", "Confidence": 0.852, "X1": 0.36, "Y1": 0.83776, "X2": 0.374, "Y2": 0.83756, "X3": 0.374, "Y3": 0.8509, "X4": 0.36, "Y4": 0.8509, "page": 0, "Index": 203}, {"Word": "\"no\"", "Confidence": 0.729, "X1": 0.379, "Y1": 0.83776, "X2": 0.397, "Y2": 0.83756, "X3": 0.397, "Y3": 0.8509, "X4": 0.378, "Y4": 0.8509, "page": 0, "Index": 204}, {"Word": "to", "Confidence": 0.754, "X1": 0.4, "Y1": 0.83776, "X2": 0.409, "Y2": 0.83756, "X3": 0.409, "Y3": 0.8509, "X4": 0.4, "Y4": 0.8509, "page": 0, "Index": 205}, {"Word": "smoking.", "Confidence": 0.671, "X1": 0.413, "Y1": 0.83946, "X2": 0.448, "Y2": 0.83926, "X3": 0.448, "Y3": 0.85259, "X4": 0.412, "Y4": 0.8509, "page": 0, "Index": 206}, {"Word": "smoking", "Confidence": 0.605, "X1": 0.825, "Y1": 0.83438, "X2": 0.856, "Y2": 0.83418, "X3": 0.856, "Y3": 0.84921, "X4": 0.825, "Y4": 0.84752, "page": 0, "Index": 207}, {"Word": "and", "Confidence": 0.996, "X1": 0.859, "Y1": 0.83607, "X2": 0.873, "Y2": 0.83587, "X3": 0.873, "Y3": 0.84921, "X4": 0.859, "Y4": 0.84921, "page": 0, "Index": 208}, {"Word": "other", "Confidence": 0.847, "X1": 0.877, "Y1": 0.83607, "X2": 0.899, "Y2": 0.83587, "X3": 0.899, "Y3": 0.84921, "X4": 0.877, "Y4": 0.84921, "page": 0, "Index": 209}, {"Word": "tough", "Confidence": 0.705, "X1": 0.903, "Y1": 0.83776, "X2": 0.925, "Y2": 0.83756, "X3": 0.925, "Y3": 0.8509, "X4": 0.903, "Y4": 0.84921, "page": 0, "Index": 210}, {"Word": "Isques.", "Confidence": 0.66, "X1": 0.731, "Y1": 0.84453, "X2": 0.762, "Y2": 0.84433, "X3": 0.761, "Y3": 0.85936, "X4": 0.73, "Y4": 0.85936, "page": 0, "Index": 211}, {"Word": "The", "Confidence": 0.739, "X1": 0.769, "Y1": 0.84453, "X2": 0.783, "Y2": 0.84433, "X3": 0.782, "Y3": 0.85936, "X4": 0.768, "Y4": 0.85936, "page": 0, "Index": 212}, {"Word": "Family", "Confidence": 0.604, "X1": 0.786, "Y1": 0.84622, "X2": 0.813, "Y2": 0.84602, "X3": 0.812, "Y3": 0.85936, "X4": 0.785, "Y4": 0.85936, "page": 0, "Index": 213}, {"Word": "Course", "Confidence": 0.794, "X1": 0.816, "Y1": 0.84622, "X2": 0.843, "Y2": 0.84602, "X3": 0.842, "Y3": 0.85936, "X4": 0.815, "Y4": 0.85936, "page": 0, "Index": 214}, {"Word": "Consortium", "Confidence": 0.401, "X1": 0.846, "Y1": 0.84961, "X2": 0.891, "Y2": 0.84941, "X3": 0.89, "Y3": 0.86105, "X4": 0.845, "Y4": 0.85936, "page": 0, "Index": 215}, {"Word": "believes", "Confidence": 0.447, "X1": 0.731, "Y1": 0.85807, "X2": 0.766, "Y2": 0.85787, "X3": 0.764, "Y3": 0.8712, "X4": 0.73, "Y4": 0.8712, "page": 0, "Index": 216}, {"Word": "stoking", "Confidence": 0.26, "X1": 0.769, "Y1": 0.85807, "X2": 0.8, "Y2": 0.85787, "X3": 0.799, "Y3": 0.8712, "X4": 0.768, "Y4": 0.8712, "page": 0, "Index": 217}, {"Word": "shouldn't", "Confidence": 0.658, "X1": 0.803, "Y1": 0.85976, "X2": 0.843, "Y2": 0.85956, "X3": 0.842, "Y3": 0.8729, "X4": 0.802, "Y4": 0.8712, "page": 0, "Index": 218}, {"Word": "be", "Confidence": 0.606, "X1": 0.846, "Y1": 0.85976, "X2": 0.855, "Y2": 0.85956, "X3": 0.854, "Y3": 0.8729, "X4": 0.845, "Y4": 0.8729, "page": 0, "Index": 219}, {"Word": "a", "Confidence": 0.849, "X1": 0.859, "Y1": 0.85976, "X2": 0.864, "Y2": 0.85956, "X3": 0.863, "Y3": 0.87459, "X4": 0.858, "Y4": 0.8729, "page": 0, "Index": 220}, {"Word": "part", "Confidence": 0.688, "X1": 0.868, "Y1": 0.86145, "X2": 0.886, "Y2": 0.86125, "X3": 0.885, "Y3": 0.87459, "X4": 0.867, "Y4": 0.87459, "page": 0, "Index": 221}, {"Word": "of", "Confidence": 0.991, "X1": 0.889, "Y1": 0.86145, "X2": 0.899, "Y2": 0.86125, "X3": 0.899, "Y3": 0.87628, "X4": 0.889, "Y4": 0.87459, "page": 0, "Index": 222}, {"Word": "growing", "Confidence": 0.427, "X1": 0.731, "Y1": 0.8716, "X2": 0.761, "Y2": 0.8714, "X3": 0.761, "Y3": 0.88474, "X4": 0.731, "Y4": 0.88305, "page": 0, "Index": 223}, {"Word": "up.", "Confidence": 0.932, "X1": 0.764, "Y1": 0.8733, "X2": 0.778, "Y2": 0.8731, "X3": 0.778, "Y3": 0.88643, "X4": 0.764, "Y4": 0.88474, "page": 0, "Index": 224}, {"Word": "\"THE", "Confidence": 0.965, "X1": 0.516, "Y1": 0.97651, "X2": 0.557, "Y2": 0.97631, "X3": 0.557, "Y3": 0.99642, "X4": 0.516, "Y4": 0.99642, "page": 0, "Index": 225}, {"Word": "VOICE", "Confidence": 0.982, "X1": 0.573, "Y1": 0.97651, "X2": 0.627, "Y2": 0.97631, "X3": 0.627, "Y3": 0.99811, "X4": 0.573, "Y4": 0.99642, "page": 0, "Index": 226}, {"Word": "THAT", "Confidence": 0.98, "X1": 0.643, "Y1": 0.97651, "X2": 0.685, "Y2": 0.97631, "X3": 0.685, "Y3": 0.99811, "X4": 0.642, "Y4": 0.99811, "page": 0, "Index": 227}, {"Word": "CARES", "Confidence": 0.997, "X1": 0.699, "Y1": 0.97651, "X2": 0.754, "Y2": 0.97631, "X3": 0.753, "Y3": 0.99811, "X4": 0.699, "Y4": 0.99811, "page": 0, "Index": 228}, {"Word": "THE", "Confidence": 0.994, "X1": 0.77, "Y1": 0.97651, "X2": 0.799, "Y2": 0.97631, "X3": 0.799, "Y3": 0.99811, "X4": 0.77, "Y4": 0.99811, "page": 0, "Index": 229}, {"Word": "MOST\"", "Confidence": 0.992, "X1": 0.814, "Y1": 0.9782, "X2": 0.869, "Y2": 0.978, "X3": 0.869, "Y3": 0.99811, "X4": 0.813, "Y4": 0.99811, "page": 0, "Index": 230}, {"Word": "#201", "Confidence": 0.991, "X1": 0.884, "Y1": 0.9782, "X2": 0.927, "Y2": 0.978, "X3": 0.927, "Y3": 0.99811, "X4": 0.884, "Y4": 0.99811, "page": 0, "Index": 231}]}	"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAJPA+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+vEfjyg1FLCxtEkaaGQzXWxwuIwBg8nnvj8a9ur55+PVtbNrtvfx3rNcRIsMluIiyjnIJPTv70AcyZYZIL5meaGzlmYgynYk0ewD52jySQei9KhtL260vw2krajbxxyhisVwiqBJwNqoFLdMfMSOKzLuK01K6uIXtPs0EUgfEUXlzOMc4Dcde1U2i0Frl7iG7vbqRD80U1sOFxgnryRQBuzNaPq8do+sz3MYjjdrkxtsiTIdsBslV7DGCc8mq+tahcajqU96kkZnyGtrWCI+YyEE/Oi/KeApJPpVcfZ4LxtuLKRYVYzagrlnBAGAhyB06n1pxWC0vLmPUL+eGX7My2k0UG75mOGXHHJJIz6D3oAqW15PPpVxdX16ZLdn+aONgSrgHapjPUc9egqC7v57bR5dNt5IoIPKyZTkSXKk5KZwAQD2xV9LvT5Psk2nsJLqFDar5irAoyp5I5BJyc59qxL+/uPstmJJGSeFMKzQbSu3gKrdxQBpw6pattuVuVsruOxaOPybYgGTA2qW/iLc8kcVonUbjS5rK41r7cs8UQ86GKXcVU4wWyCELDr1yPSsyRLmO1gln1FJZJIhJ5nleaYgo6r9OhJ9aS11JrbSoLuK7Wd9rxSwTpvCDqHHHHbBJ70AdHc61OsFpbxXd7/YMPl+TpiKZRK7fvFQ/Kueo9T+dZFlqRg1C2XX7q+jWBiVt1k8oxnGUOGXoOhBqnqLWkbW9zc307TBUXEcOE2+XgOpB68D+tGn3NnfahBK+q3DXSqQPNt1ZRjkAA9yaANy61m5eT+zmjlJ1CUTTzpCjFU/2WCcn3A46VRui80dut01x9ggQOwuIZFz823ehwegAyeB7VWkvtTW/N5cGe6lkfy1EqBmCn2+nQDipXsbe6uYoW1W/eykdIfOuB5caDO4rk844OMUAaNl4mj1nxFcC4I3XTqhnEewSQKc4CgEq2RncPoabq+rT3ejSWU17ftEm6WzlvMeW2Ds2BdmC2084OKx7fUIrWxgmFtDFJbziPyxAC0sRUkkk8kHGfSluZln0sJqtyuxGkEMdtgrakqrrtA6Ak4P/wBagDceWGLTmit9ev4pLG2WCSSDd1UEn+EFV5AGSKzIUa3Kadp0RmmMPnPNOQojdhyxDAg57e9UEiiaCaSK6lMahZ7iaTCyNkDGBn5uQeD9auahpFnJdQwtdPJcyEHernzJBjjrxn24xQBYnmsdO1R7xry5srua2O6O8tDKxYrgnLAYJ7YGOKgN211aWE32xjeyCZDcRvvlaJR8oaP+E9cHrRd3Gl3EdoxE5+x4Vt6CZppAej4xxzgDPIqvLLp8EyXto92lx9lkYF1EeX3sflz/AA7eOPUigDSN3pUMlvBfy3U9ssb27SQASMAB8o3FFxjc2cZ9xVGWcHyQy3TW91sWN5t0cZ25AZs/e4ORyOagu7SeK8sjZySgXtsJ5LaKQhw+0hhjnknJx6GoLi2ktXsbUXtzNDOm97d42Pl4zwQDyR+FAG3b77q1lihitWELhhElkuSg6PuCNnnrk80XOpm7824UWUNtbu8DJGu2SViuM8ICAenbr2rPg8mbQyllCj6gkiIRtKOcHnjPIPckVNrYvbsz2Pmx+cbmNZLWBDGEIUkjaOuD3xQAJqV3aNdwaZDJbiZEEjJmSNGzwcbTtO0ep781Ne6lqd/opNnYeS4uWYXigB7ouxUgEjcxyegPFFjdHSS0slyYp5F4SUGYIgVgqnBwccHn0qnqT3uqRXFxDcRPAXWaURbhskxl2QdO/PvQBpSwWsMtrFdW115sEbQ3ReEbYwfmOFcE7ue2MDPWqOp60lrdafNpc4sY4MtC1vahZGP97OeQfr+FVPtp0++ME73H2O4iDAzkuXVgMPhTxx2zUuo6hZ39zvkWCa3gREW8VGibCjhQMn5vc0Abg18+YL9Z7iC6uYQTLDCpSBlBwHAXklsk8D8azdJ1Gyt7rOoE2/m2wZDLB5jTF2G7JI9dzAgHrjJqWJ5/Pe8S6A0oj5xI37xRjqQpBON2evNUbJdWivrKOK6YRxIFE0sSlYYw+9SMn6H8cUAaktwE+zxy3TR3zPOHa0tCQqMchcMoAw2QceuKW2uLCK/03Uo9QlkuHik8x4kjEqSc5LqRjac9zTdP1uKTVdOl+2NdRRXE5ZDHiRQ3ILZOCu5vbvUFvaSCF7oXEGkSW7g+dEnMiMc7mwTnpwKALOja0I9NkljM9u8S+ULe1kAlumJJLFQuQAO5+lRaFcQQQObwQi1aZiPLiO4gjgklSMA4HTrURuZxf21/Hf20l3JMIVnabcZEPBDKeigetJHeNqGpXkCSWUuJCshkXy/MUMAAhzhenGMUAXYCGna7N7aS6dBcCVVEP+sCnaoJ2DpweSOPrSjFrfx3J1aO8jnWSW6ZIVdVYnAATHy5Zh04+vSqFr9rjjkj+2mPRJYi7WySHBwwQhgpHPQ8dagvnaw8WsYNatyiyLFHMIy0aIy9RnsOKAN26CazJ513M8N5b27Qx2rxouVPcsqgKqg9eTWHDPO06pfajHHJpzBYAkvy7+zBVByMemK1Ly6uL5Fi1O5t55gpe0jkDSbgVyCz5547EGqdsXuNQtbyxuX1G5gt8lJEEQ2gfMqtnJI6DFAEum3i6nrdxAI7gfaoyvmyzYBH8RxsJIJAOO1JDe2/2e5t7GX7NFIdlzD9n3tJhuArKuVAGfXjrmqOI7jV3nfWGtth80rgs4OBhQc5JP1+tPg1SOa1uZbnWiI3lIaJSY3duocKBjHTOT1oAt6VqDXKi3vMQxXeXH2WONd8eWDBiuDvGRgfTIq266TfRRaUL6Oxf7QyhGij3wqo55C8k44O7nvVKyuoIdTtrj+3VEUZdYDNDw+TyRg5+8T19KgL29jBBOtxZiSaaSZ7lBvJZei4PY56YoA049a/sPS9QgglUNBeqEX7PHi4O3o6dQPcZqteN4cm0FEvLlEugxmMUed/mEncrHBGOmMVRbW4h590oimvJ5Aim3iEXlqvIK/U8E1av9Rt7jSf7NvriygezxKrw22ZHZvvISDye+7NAGnquqafcW1uiQxxwW3BWa3BkmG0KjKRzgJgkZByfy5u6jjPh/7O0rrKkirCk0QEjR5JbA27gMkEDd61tNro1WxinD2r3IeN5JCSJ1IOBGByGBAHasWZpdQu4pbq7ufs9y0klmglUvGwOMuSMDpk9zQBsXmpQ2+uQRWEiXunxWyoM2q7wQu7IBHTd36mq0ur2cmk2Y1G2hiEsrSSJHYxhlAOVIPDYPfnmrM2r3UXiiwvvMtSiw582JWEfAIUncMcdsUzTJpJtRkbVFimVIi0Uhtw4kH95mzkAelAEttdQXmoR3MyGWeZVwREj+XHk7VVTxnJHb8a0LOTS7JtM025NtJG96zPC9yWRlOcllwAvIHGSMr0rJmli07xC+szXtpapMQ9sttGZEO0gZ2nAI+verMd3G+nyavMbS8gZo4pYni2oAN3IPUHOTgdMigCktxaSLei2gsTKJnVUjgVztA3Fl6cZ4B6AdqsWz6ObfTp0mhs0hnzJA7gtJI2MFlHAQADJ/Ss62K3l7Lc3UFrFDcRyMfLyDEAciQkdyRgA+tOiuEe5S9t7a2KySGCSa5kIXO0Y3+/U5x3oA2NT1BrHS9Uc/Z3uReqS9oCEBPQKy7c8c96iivNFbRlOTaqbktNEgBmiyoAYbiSMt3GTis2z1WO4ujDP5c929wQ8gbAChcZT+EAfTNVbgw3tkk9wkMywMUL+cyuw5AXGMZ6H3xQBd1K7RLr7EwtZv3aQW8ohj3Eq+0eaxztGM9OoAqxdPpmn6cWOnW0E8kO6AxTBmDBmw5JGckcYAwfapQsqTw6fNLZzQhorJ40k8pMEB8sPvH5iMkf3ay76c6lCZd1pi1KwBJjyS4Khg2MkLt79OKAGnUhcRXdtchFht7Yw28UpIYdPmYoMMQAOvtUAtdH0u+sZAstyrRb5VuUQKCw+XChufx/Knv5Bt9SlvliuWMKNbRmd1Klhy6/3sYHWo3vrTUri1kW5gsnS08mTzULrxx1OTk/pQBJrklpcJHOiWJWSzAUxDa0bgkn5Nx54x+PSlVtOEtrYyNZ+T9jeR59pO5ymQuOMMCuMj171XNrprXPnfarWWFYGxCxYbSBx0x1PIqjqEjTQxsIY1tVlKRSBi3AAyOTnHfn1oAgQwGS3kWJp8fI0Mr/AHjzgDGDjGPxqxqDWclhbPFDHDcO7mRY2OFGeBg8j86lWD+yLqxu7TUIVvP9aYyDiI4yATznIx+dWr06lqGitdT2Nqq3E/mG5UorP7AZ4HNAFe5h08NZR6XPPPIsgVncKAzH+6v+PWptYgglvXtrO6aTzJwszzhIgJMc4APAzkdMcVm213Jp1xayPBGDES6koCXz656inW8MFzLKtwoQuQ/nBtqxgnkle4+lAF6Q6XZ6e8S2v2pGl2/aC6rIjADcAATleuDxWrAmmx6Zd3WnxSwpBGskTXa+a6sDhsDhQCTg5BPtWXPb2sHFsElxcCO0ff1BB5YgDODjFMlRG06a4uzFLP5rRyOZGDeYSTnAOGA6/jQA67NtardWsMUMyhd/2hFLMQ2CckYAx2471NaW+ns9+kt1MyxwEQtHENuQON2Mgnt/Wob+2Z7r+y41Rin71rgI24DaMhvVRU1palr77Lp1zGlvFGss3mzFVdsdu9AFfQ9Mj1WGYRJD9ohAfbKxAKjrk5AAOR70hhSWaNfPQvJasjBSZCCuQBjPsParS6XaTrCw1GImRDEEJLENk4CqOcD371Y0fS79bUvp8cdrepHOXm83czLHy2F7HoAR70AUtP33L6f5Ab7aisYodg8t8YAGCQOcEknrUdvBNtkkd7ZIFmH2ktGCsbE9MD7w46Dip7WWKU2N2HTdA/kuk8zZDsSfMVRjCgnOM9RVq4Wz+0NKWs2txcPkyH95M33QSecDPzYoAq3tjBHqUEelTR/aeZR/CH7rj5iAe2OKrSul6Z/9B+z38coYCNsDj7wbcc5zVxLme4SeK+eK+himCokdxsBYjAZcAZA9TVW6sRcJBLp1q0RQlZmlnVmZweSPRaAOiupNL/s2/EtoXhmP2hUFxuEcgUKwOH6liSM5+7061l6MLWyt5xNZiewmg3yymVS6jAAITeOQ2cd8VRnuXttdJS2gnDoIiIUBVsDDMgA4PvT9G0lbq81AXNm+yKEusDOY2HzAAg45xzn2zQBctrKxuZF+0T2c8dwd8ECTsjJnPyknhT0POfrUospLXSbq31FraFiirbeddCYIM/Myqu7Bx34qq2mRWejv5wtvPvI0lt5A/wAoUEggcfeyKSS0N9cW7E/ZbieD9+8j7VHOOnbPcUAOS4+xvDc6hGhBRPs4VTJuiBO5x83GeeD69qotZyi2FwshgS5kMkERYncN21cEHgj5uvpUerWUcOpLaw7Bwqh1kyhGOSfTmrWrW9taCwieKAQpuR3tnLNIwAJJJ4xk9vegCO3sPM1OKyit4r5yFZ2ZzHgZywLE4HXGTTEnXMsCQRxQxlpXi3s6uRwAee2eoqZrWeWMeRqFq0ctuyhWO3YFYErz3yePXFMSBbC2ihmNvcWl2FeV4sGSPBPGSPkPY+tAE9ldXi3ltqEpmBmBQTGVgG29T1BOPTNWLG2n1WZzJc38lqEIVwvmLIBy3BYFRz2qhNaz31+s8IMsDEmETOMbVHIIzVjSpJIbO1uVZGWCcv5cDhJQCDyWPQDHT3oAntbLTZb+S0ywRoml8icsqW74BH8WWyOPXnvVHSbC7uLpltILxzskFxJESoUDOTnuAOSD16VM+hyxTO1xFbvv4UC6+bgjJHYnBx6Vdi0ad1laBZv7NjYp9n+0r5odgdoJGBgnbn2oAoXN3ctHbWNpqAcQOPmgeUsxx9/B6YHp6Ve1Syje0kcTi4+z3KiWW3Vi4jx94gt3P+RWNYQm4nSwiieLUDIUR0OMDnOe5PaliC2kZh82e3uFYpcgNjzEJxgD1+tAFpr+CPzY9ONxfCdGdklVleIjjPyHn5ep+tOtZL+bwyTJJJ9l0+QSRhpR5Yyc7dg5JY459qtiVIJtSu7aO/tJY0UIVMcYZDgLkBeSevHWsYWkUl1Nbp581yQrJtwVZurFhjoB/KgDRu7pfskepHVHfUZY2ZkdPMjVSfugt0bOTxwOOaVbiK3hhaKC9lhWJ1a4hZ43ZjgkHqNv0AqhFO9+k9spt4kQO8anAVdxXI5HbHamteyi3iFzJ9pRk8rKj5owOAoJGOwNAGgt7JCDfWrNvnQrKBK6mIngb2AB57DJFWrC2vJtH06KV3hzO3kxn7z4HzYTbyeeCc81RtLO1WS2uIo7rUMhi8BTA+VfTuAauabJCNMOoTai1jPFG5tTLEZDLIMZUH+HjGKAMiG6E8kXnancJid2AcElQRyc/wB44A6Vru8slj9k1LVLk+TmO3skj3uAqngkgYxkfhu6Vzi2ty6GHy33/wCtALALtwST9a0IJbU2/myXnm3s8bly6lih5wAeMN8vX0agBdLSeF4nu9SmsbUsC8ixM7RkDKe3PbmpYtWuLSEiy1AyCaZlQOoLgE/MWBGMH0zVW3M1pd28JgeWUBZFgeLIdz0DKeoFQxi7RPNNqqLNccTKoVlYHlVPagDXgzAiGTUJ4c3D+a8PyJFJj5WOB09hXZeBhexa95kmoDU47eynhh2fwI0ZIbJ9weDzxXHSz28FgkEMGoSvPO+0SkKrOOhyOGIJrq/AErab40v7cNIEn02d5zKy53FDxwcEBunfmgDg4tY1W0dJre8OLUbIWcDKqXLZUH/a5yKu21xe3N9Fd2V4XlykCOQqeWSOcoAdy9efbNEkr/ZdMuMTBYo/Jkmk5WJWJAK4Ppu4+tUwLWOeYpNHHBHcqq4BDOh4J9cADP40ARbFFlexXE6CczjaCOSwJyfu5x+I+lWNUgurZbKK6uYxdMFaNY18vylI43fKDnpzVa8gQXk1jp5F3EZfkn2/ePsT0H1qCZpvtDG4mmYMuwuwySQPu/yoAvSW1yZprG6voIvsxXqMKy8/MOMsfm9MkGs+KWCJLtZIPtIdQqSnIKHIOR+AI/GppXVpHl2SMsJUeXM275cY/nUYmjiW8hhuZBbyAAArgyYPGR2oAYiCKzNyAQxfYhyOMYORznP4VLaXE4WRoJzFIn73JcAEgcnnv7VXCRbdyPtxHkiQcM3cCp0ubkxz29mW+zsoeRAvHy9yKAJbMySq6m4twJkbzBLnaoUcE4HB9KtQfbNV0xbdJ7Tznc5EhCyuFUYy7cEdABntUJupZv3st9blrmFo5AU5QDoOnBPYiqcMCS7RJPIkIU7JCh2hz2PoPegCdL+92JdfbIxJbT740YZYserYxgj5RnNLfSyXUkiTXNrJ5HzCSNdpfOOF47elZ6llZgrAgdc9DipThbaWJTE/zBi235h9DQBqabZz21i2opPp4EgKRx3BDMcnBwMcEe+Kzvs09rPK0TLI1q2WeP5lHOAc9xmo2iiSKKQXAYsxDIAcqPX3qSDaftDrciIqpPPWQHjAFAGhPJMbOG9huV+XLtFK6N87kglEA4HHSmmxuY7KO6Jtv3ksZWSKRQ0THPBXr2B9BUM93KtvZ6bIIUhhYSEr825mwck/TAx7VovbWw0goLiK6eW4Z3MUZDqFX5fmPGDknHXg0AW7x5op2llnivrpd2YpXDbSWBACbcA+oHWqE9mbiKe8heCOZ51jKp8qqcZJ5xt57VKLfzLi4i0+WC4hiBZY1VvmU8k7up2+9dB4I8D3Xji783TLOFLO3bbdfaJmKFyOCAMH9aAJND82z1Oxu4rnTL6az/ehnbMkpYgbWJzlBnPrwelfVllLLNYW806KkzxqzqpyASOQD6V474f+Der6FqhumvtNuozD5KxywuTH7o2cg17LbI8VrDHI290RVZvUgcmgBxY+YF2HaQTu7D2rM8T/APIqav8A9ecv/oBrQcSecjIoxtIJJ6ciqHiGOWfwxqcaRlpXtJVVF5JJU4AoA+Fj1pKfJG8MrxyKVdCQynqDTKAO2+EcfmfFHQxvZcTFsqcdFJx9KKm+DcTy/FPRti52u7H2GxqKAPsOvB/jFLaXXiiG3v7mW0tofK27YGPmPyQdw4A5Ar3ivFvivYLqviFoprOQ+VbEQ75tiTtjOQM5YqT2FAHmWqPapo+7W31NpboP5WWGyNw3UHq3GOKhtpreIXcY1B7eV4kgieWEFUJxn5jyOCau313LPZ2enE6fOkFyot1t0DS7ifnJUnge3FXvEelX19qdxHLar84jYCSDyvOxjCgAnOAO3FAHOxafA0l9EdS+2wMyQvI1xtEpEh2kZ9l+nNSXrWt9cSWcOpXDG4jkZo4F3kzJnYvPbGRkVftbzSpvEViINI88wOZM2iEbotrEqwbuD2rbs7F5df0ryPDlnbzXcoR4zvDKq/eZWyAQVz0/rQB56sD2VlPbSxvCbyI7oyhKwkHIJPqQB+dW7NIp3jtLm5u7x7hRtniH7tQFztGRyQetez3vgjxDb6k66Vq2ippbEn7LdYbaxJPXHqf0qu3hfxaukQaZHd+Fbe3hDfvsksCTyfbPtQB5H4dFraaRLLd28o8xZLZ9m7ewccEDuBg5p99ZRPasdKvbltElVRJLIoXZIoxgjq3HA9zXr83h7xTctEsV14Wt7mFPku42OGUgKRt9xx+NU9W0HxLp+niV7jwgqI3JigJbe3GQO5JIGKAPN7exE1paJdCWfTLyFIY7dDtlEyjG7bjIUHdVCOw0WXUooLXSrlzEWDFpnQSgDrux8uCD0rf1bx7rWgG1aA2RmJbMMkRdoWQkAg8deo7Uw+I/FB0q28TRX+midnZY1j2iRTjBQRj2+bPvQBlQSQy3FsLKx1C4Y7m3IGDRYGBGJP7vqetS2tteanfrHdzy20yyx/YrC5c4O3jrj64r0DwLo3jefwNc3M2qxafpmyWVFSEGaQnksG7ZNZXiWx+ImgRprkc0eoWLWscovBCpaH5euOoIyeelAHLyWMD6Z/wkMp1E3TTG3UKofzXGd2wgcKBgc0XVjq19Z3l3dQXSGWAMsH2XccphctgcZPII9K9LuEisPsk9/wCO4tOuZNPhkMMVkuE3fMHx03E9+9Qyajb/ALt3+KtwrRoyB/7PAOCcnJ/KgDze00eO3tIfs9tcpLPExKS53TLgcgAcAda09V0GKC4ttSNrqV/FJZpKkkCEbT0bI/h+ldZaTaTDdRTw/FRvOh3MrSWgOM9ep7+lTQxWDW4tovi26RJlwPJUY3cnkn9KAOBfwdDYXtpJaX1wwezN35KAmQygEqoXHHPc1nPpckN5oF3Obq5edS8kEwwVwxDBR9STXp8VtZXVwZE+L0gliON7Qop+gPcVxfxC1bxF4T8UJbp4jbUxLbR3EVzJCn3W6Y4IHQdKAOeg0S+uvNmjubkwpdsBciJscD5iSOQdo/GrmmW18L2eK1meGG5dvLjmgd5HA6jOMjPc1k/8LA8UBmKatIm4EERqqjkY6AYq0Pih4w84yvrEkhMZiwyLjaRjsOKAK9jpcR07U7+4WaG5hkXyBGxBOT1weqj1rSvbCfyNOxrDyOzySvNHEx2qQORxknqDVXTPFmsSzRXep3d1LpduypMkGxWx2UZFdrZ6jeX2JbXTfEm2UA2TLGshC4O4DkAg0Ac9omkxm3tRPNcR35UPb/ZbUyfKS6ssg9wM8+tSS6Qttbalbzz6qboXC5gS2ZSS2AxOBjgZGBWhbyeNraaV5NH1lZix2iOPZ5iYOwP9DzwPWktpviEbiU3mma+YWjGUgJUmQAfMxx0OORQBi2Og3Yk811khsoGTCvb75HVmIAPqwB6Vb1TQ4fs0qJeyTRiUtBDb23l7GB2kMpHXFQXNn8Q7m4u5Y9M1mHdIHKRq2Ex09z9atW9j420y3v5rbSvEJa5i+aWUEbT3Y9aAM8wLc6cy6nqkVntYHyJYOWCZWP65yc/SpYIVcRyPqbySzWypcLLbZjSPnCgdiAox9a0NC8V+JodKMGq+GV1bT5MKs01r86kZwQ2OcHNdXeaRNf2k2qWmpxT3Mtnt837O0Sb1ICpwQPMBz19aAPPdJ0+G+0qBDqLQyu29oHULiJc7dpxls5/nRbWWbS31KGYEAm0Ns0ePMIGcc8HAxye9aNvbXsNnp8+lCRLnTmkjvbkAkFlOQhPTHYYq9HHFdmxgZL9UgB+0BY33JMW+ZjgEEZ+h4oA5rSPD+n3d9HHbXMpunDEedGFRWA5U571Jodp5cV1LBfsbxbhUNrHEGaRQcKyg9fmAz7ZqfTrB7fUm1G4lkYi/eFYpbkwtKMc9eQa0LDTBHe6hJNfT/azGURLeNt0e7ldvHzYz60AZixnULeWVpoYWjvwi2xwrIWb5gqDjBAGc8DFT61pkaXDImtQ3NulxAXijhAMYIA3OB3AOMDvmtXw/ZFje2AuxYW1ncI6tLaYeRgcYd24zlsED2rnr3xLPpl1dRw6PYfat+83A/ebfmzkAcDsP0oA1te0241TXDJJf2EkVtFIkPlghnGTjKqOG5pkGhm1Nje3T3YjurScEeXgoRxkAcge9c/c+NPFRnS9OovE0+ShhRFHpgYHFdOn/AAtC0soL0y3Zj+zG4CAL5giLYJxjIyaAMX+yrrULe0EUEz3KWwffKmEXYx5PGQCDxVrw3pI/tmVNRvoIp7v51hEW5GfcflYEYA4Bx6EVTufEnjFTbSw6rcuJwAix4JQknCNx14ro/DR8ceLvFiaDfau+n3UcDTK8tugYDGOwzyKAMjTNMaTTIbZ4/knuHSPZbDfuxyxY9Exgj6mnJoU8iW9lPMJIbIfuLu1t9yvu/gZsdecV6ifhn4j05lnvPH0cKR45ZAvHpmoL3wnKLaRYvidbJAxLNGdgReeowetAHmq+HkbT9VzcLH5F4P3Yh5kUAZ2n0B7Ul9pCqNV/s5Y7xJmTewh27UGNw5+52P4GvSo/B6S6fJDe/EPTtpXiWGJN+PUtkc1NY+DbeG3mjtfiVCYpwN4NvEwOBjuaAPPbiAQTwXM72sbxQrJZYtGCKoAPzP8AxYHGT3xVC9013e4NslnLYWtsGjuPs5Czngc55BOOvc/WvVz4UzFHbJ8SocwQCFFMEZxHzwcnkGoJvA9peSo914+sHMcXkxAW8QAUYwcA/e460AeaRRav9utrQS28HmQgy23kfJbqCcD5uvJ5x61XubA2GrT6YGty4jjVjKmzcSckL78/lXql14U0vUNbszqXxGt557UboovKiBUfnWh/wrrQtVkCr4tkv545Tcqg8tyWH05I9s0AeXaXDJqHiCO0sxp7pp8pVgbfOADzgf3M+tZlkoi1C4Q7prKOOSTz1iEZMpAZlAbgkEED8a1dR+IupaDqd1caNb2flSu0BlnskWTcvDdD3rKufibrlzpe06XpawLJ8sgteEcjqATjOM9qAHLZTXV2oeUXLahEGvHni8sxZGQo9SAM1Rht7y0tVuvPsIopSQf3YZgFwcbfU8Zq7cfFrW7i6juDZaaZI33hjbDJO0A559qrQ/EbUFt3i/s3RsBjKpktAxD+oPr35oASwC20xOo29pNY3UwaZ1ixIu4cKq9vWmGytZ2szYKi7b1wtnMpBdV5y7dD6AD1otfHGqyavBNbafYvMzDMbw7llbPBIPHHtWt/wmd9doiyWGg2LC6MwbbtBkU4IIycDn6GgDNns4rm41GSe7s4UunKQSRwttbawIK/UZFWHfVLS3+z3EljvtIU/wBHEAZfLDA7ifX5vrVlvEVw1tOPP0P7Sz+ZC7FSsCrnCRj15PJzVx/EztpNrDJJ4ce5hL4kLDgPyRtxg44A5OMUAcpqUEumeIZYL2C3u3li4+z/AHQWX5cemM9ParF/bSLdW29bOaaOzVysaAIoHXzM9Tj0q2/j0S60t0NF0lY5Su6PYxUEZGSfXnrVtfiFp6TQ250GzhjjxE80Q8wGPPzbVYdT65oAwBpo/thoLf7FcQfKS0gEY+bnHPT0rOt7SW4JEa2plhJbYXA4XJOR0Nem6f4a8O+NCx0TUbR547VsW15EYmgG7lsLnecE965S700wXcOmxT2FqoicvJIoZVDoMYPUkgDtwSaAMrVLNXlsZbpooZHhJny4yWXOOB0yMAe4qjdEWYFjghH2PIZFBZD3APpWxOz2qaXaO0FxaSRguIFUPuy3ys3qD69hU+r2MVzb7WtIYrySdYrdI5FP7sD2PJz1NAEE9oseqaVcG2tLuCWLiOI5MgHGWX+97VVuo0l0azhW3toV82RJbpoyGBByFJ+lWbqxhmfTFsrdrWaMG3nYNyso53Hv09qsXmoPBposodOjS5MscizgEq2DhWAIxzznNAGdf2FuunM8F6riKOOQLEDsDkAEZP8AF3NQs9jbX8LvbxyW0ixvvwSCQPm4924P0r02x+HkMWkzX3irXLOzvmjJtoTt3MCjYBHG3JPTHavQLK2gfQ7Zh4a03RrCCFVmvdRgXcWwM+WnU89CTQB4DpqsdE1C7nk09XkI2Cd8TsmOQntio7zSzduYdKSK5WKMOZFf51BGfmPfHSvVvElj4btfCup3Fi8dzqcl3AFN3ZCEqGbA2LgZU15l4q03WNN1S+jmgWGKEpHc/Y02pnGQcD2oAbouk6pFfSSXNoyPaID5jH5kyCFC9skng1dXwxe2ttZiVUkuJ5CGaKRi6DPPTjaxYDisDT9U152S00+7uAinCIMcgZIB9a7vwjpPxC1smGy2SQozIwuoh5URxwytjGQW6Dv2oA4HTtO+0Xssr+SyRFm8ktguecAD9fwq7Lot/c6d9ss7S3azuH4CtnyWOPlye44/OvonRfgxo0WgWtprjNe3ca4eSMhF74A4zwDjNcafhzqMkGtf8IhLEsNtfS25068QOjhcDcrHufwoA8uGlyNpLNb2cKSyqiI4kBYAHBJA6ZPepLzwvcvraW0xgsZTjczn5AQpJ/3iSDTpdR1yC8g0u90m1tjHdCPJtdmx9w/iFev3Hg1DdkTeKdDgIYs0TruZHx1ySDnmgDyqHS9XTxEZo9Phku9N2eZDboFEm8ZGe3cDHpT7rR5Vn1aJ0S386AyxStMQDgqcDtnlsj3r0G48BvcSyFfHeiqspj3qqKN5Rdqk85zj+dWm+H97Je+QvizRA8sRxEtvlQFI3EAkgEkjPrQB43qSmzhs7M2lvLLASDOkpfcqtz/ug1NfRxQTSQyW8V951sZUeDcfKzyDuPUV7HY/CiaDTY7KLWtEZMHEiw4kYk9Sc8/TGK5Dx68vgnxDp2nXen6dqIWx8spErRhh/tY70AcNrek3kMlvbQ2tvulgjkfyJA56DGf7vUcUy1uI7K4gadBOUR0kWI5KEjaMk8CtKTxtp0lp5MXhKxiVNp3xSuGGDxk9+cVZsPGmiW8Zkfwak8zAq8puWwx55wB1570AUJNGih1CExQxJJFGZpbdicqAAF56ZJ5GPWmz2c7alZQXcEAF5M0yxvJygyflcjtxn8akPijSjqcd/N4clym0eV9scxlR0U5BOM4/KnnxR4VmEj3HhVjIYmjXbdcZYk7jx1HGKAKcVhNbeIY3Oj74mBdY0cmPaehB9B6U6Kwg1A3VwNPkjtYpjukjcKAgU5X255rT0vWdAuGtLa6WSCzihaMRTTErJn1x0OeeeKmdvC7b7e2tbyZBkyfZ7xS0gOMAIODgA80AYEmn7f7Omj010g81Q9xI/mq5J4XHpjHFTy6XPaRs80Kx75Vlki3NGAc8IuODkYx6V0OtweH57CyKWWrLbxwO0gt1UEMCNpdNxAwM8981UhTwezRxqviZLUEPJG8YZGKjnIB7n8s0AY1/HA3l3F0kkd2xbzJBL88eGwMjvgDtVe90y3e2nuoGnnAVWSZ85fn5jiuk0y0+H17cyWl9c6taySXBMN2YwF2HorAnjHrVrxD4Cks7a91WxhubjTIFJjlt5g0QXICsG7j1A6UAc/NBPaWz3Mc09u0m020Tf8tCoAxtPOctmszTGt5okS3tLhr+NXZ5FkO11xwMDpV67azTV0triPUlCIoBmm2+XI2Du56KffFOshFCdRupIb23fy8wTW+FRiDnlT1BGOmfWgCvZaJJHdTW6upneN1ltn4dExncT07A4rPi065+0JCkE08WwzbcFARjlh9PX2rYtoLS3uo3uNpmjgMVwgkO4M2fn+Ukt7j6ZqH7N9qs4p4rnVGkUiCLI3KBjJHByB6DFAFN7f7JZRTQ3c7RyDJKoyqrdxuq/caZ5mg21tI7RyxLLcJJISEkXjhfyoi05pLEbLe8azkVjmWby42kU85zxx6da3NM8K+JvEPhq2l0201JzGZwh25RlO0BQT2xmgDn9LlDaSkRM0cDSNHPcPGHRWZSFC98kA1A1nBbwRRxyTL58DiZwm5Sw5CjHuBmujHww+ICWf2A6LcC3MgkIBB5x161ZX4b/ES0KCDTLqW2gLxxIxA+Vs5O3PGcmgDkhBJaXFiZFmkupBgCInec5G0k9+nSnpZbIY7TU7m6tQjs4i8ksFY9D+PSvQrP4YeMpdJt4ptHlF1ErNFM9wuYmLZGBuBBxWdc/Bn4gyyPm1MwPRpLtc+v96gDnLM31rpdtKTNAYppGsZnGFEhxkHPHIB/Kug+Glnb3Pia4XUnkaV7W4kIhAKr8pJz6HjgVpRfCXxxFo9vBJpUNzJHcGQxTXQZCuO43evpWh4G+G3jbw/4iea808JZSW8yuqTqwyY2CjAPPJAoA8ghs5ZVcM/lwupaNpX2qcHr/MCrgt2n0qS7lVJXcIquAMIF6j13dOldfB8JfGohYXGk3JTzBsgSRdp7nOTwOfzqFPhF48lt5I10ZljiO9FeZQQe+31oA5PTle+jvIEu1tBgMkB6Me+Pes54rzyQjpJ5aDzACOADxmu0Hw68dWFvN5ukPCkhDNLIyqRj0bPFMHhHW728nFqk66dH5aXU7bVUdCduTggfWgDjII7ieQxRB2ZyAw/HjP44p0tnPbsxkXb5cnlk56MK6qeHQbrWtt3rjWkLQj7TJBCW8xwxAAVeM4VSecc1ZvNE8P3dpM9r4ttZTGpkgWaNoiCOq7SMkkAe1AHHXAkMaR/aUljRQ4AP3S3JH1pjTFVjEKldg+ZsYJz1z6iu0Pwz1y+ig1DRLCTUbGeIOjxggZxzyccg00fDbx3p7CSPQ7t/NUBwI92fY0AcrLbXEzxqHRxInmqdw4HPB9DweKjl1C9uLKGzeV2to2JSMDgE11l/o2v2WsCB7aSHU5yHt7CO1DbiF2n5ecY9/rUt54K8ZxWVhHb6NqTbV8xh9kIKPuJHOOepoA5N7Z4ngtDDCJQxcS5yJAcYB9uP1qS5nljWSJ0gERbKusPBIOdoPpzXTHwZ4+CpK+gX7fKwY+TksrdRyOP6Ut38P/HN7fkr4ev1AkDIJBkLwMc8A9PSgDjFtJZ3iKKN0zFVHQA1C8LxymJlO8EjArsL7wB46lmP2jw9fM5JkLJCcEn6cUs3g/xvJNbTL4b1KOaBAocQHJx36UAcpDbAmNpt6K0gXpjI74J444/OrF00k17ceXMxVpCi7iATjgZA46d6377wn4xjto7i80q/CxsWG+1PDEfTn7orAs5RBIkMhFu6SiQySLnBHQYxn1oA1IbydLnzdMnaDBEUcm1UJJA3K3txX0L8EVvP7H1dr6KKK4a5UtHCoVQNvHAr52gike9ubmVopriXLxyKQApPO7bjByD0r3/4AvO/h3VvPlaVluwocgjIC+9AHrM7mO3ldeqoWH4CvOPB/wARta1nQxqd94ekltRK0RnsTvIKnklOv5V6TKEaFxJwhU7vpjmvHNB8feGvBSXWm6VY61daQk7ObkQbkRifmw3Ujp2oA9P0fxLpWul0sbndNGMyQupV0+qmtV/uN9DWVoep6R4htE1jS2ilEq7TKEw4/wBlu4+hrTncR28jnoqkn8qAPhLWP+Q3f/8AXxJ/6Eao1d1PM2r3zr0M8jde241UIAxyDkflQB6P8CgD8UrHIziKU/8AjhopfgT/AMlSsv8ArjL/AOgGigD61rxP43aHdXOpaVf2lxczTndElqigBAR94MeAc46817ZXkPxhtGm/evY6lLZLGi3DQeXsxu4I3ZIPOMgUAeaaaZ9Gt7eytrXULqWcEs9tCFcOwO5Q7AknPXaRSW8hn1U3cdrrAvbS3Ur5alTA2QCiowJbPfnvV1NGubxme21DUktNOcQ2kccoknixyW+8vrj7pqSP7bqkNzcXmt+JD5ErQ+ZFbltxUcrtDYAxkkkUARWt/dzaCLlF1GK5i8qZmij2tNGzMuxj93hQSOmfwrd0/wANMfGPhzT9SEjWF21wwgFxwhxuG1k5zjGcHGTxVFPt1v4ZvoRcyyPaXNtMJNjxBwzKFAUHacA/d45NdLrnh2Gwm8H2VvqU1pGXuzJdyEZVSuX6njPIB7DvQBq33gjwRJPLb6X4dfU7lHIlZbt1jjPfe5bGfYZNYdpong46tNop8LWl7rEZDxQ2N88iFcZJdmI2gd+td3pmjr4gsLZRG9l4djX91ZJ8rXPo8hHO09dvfvWR4osvD8t/bwaUl8bixDRz2uhxqrMjDBR34C/TOaAOen8O+FrXV2t9T8KWt1Mx5i0aeaZ4eOjqMAfXP4VY8SaL4V0Pwvpep6VogsZptSgjU3UT+anzjPDH0BrrNE163061ax0vwjqECwqGeFTCHGe5G/JP1rmfiB4msfE/haP7GLmJ7LVbVZkkVR8zN904JzigDhviXHpsetvbyRSJLEk7xXr5kM0gKBVBIw3cEds+1bnwg+F6XdlFrXiTT9pjkL2sUgZWbvuYZ6egxXY6jp+nD4p+G4UskVI47tgjR/Lu+ViwB92PNelgY4oAzNfCp4b1EABVW2fgDgDaawtSeOX4RTPEQYzpHGP+udb3iHH/AAjmpZGR9mk/9BNc/fCMfB+URIY0/sjhSMEfu/SgDg76V4NL8STRRh5E8OaeR044bn8OteulrH+yY7jUBbLD5Ss7TBQoyB1zxXkV9n+yfE/TH/CMWX57WrT8f+IW0ybTQksEotbASraTAtG87sqx7gOvG/GfQmgDrrfXvBt1fW9rDHaMbhmSGT7JiORh1UOVwT+NdCNI0zGBp1pg/wDTFef0rxXxDHqmtaJpmp6vau17BM8htvs8gtoYwPuhQo5I/iJFei/DnUmu9Dls3uVuDZybEkVs5jIyoP0HH4UAX/E2n2Np4W1WeCxtUljtZGVhAuQdp9q8B8XaLF4kvI7gM7LZeFYLpXQ4AKjv69xXuWveIbDUtK1/SImlS5ht5oyXjO0sEyQCOuMjjrXj9jY3s9vKVjneKXwokStAAVUEP/rB1IyD09qAOG0v4Ya5q2k2+pI9la28ygoby6SMv7gelXpPhRqq2kwhuNKmnSLzCseoIz/KCW2qPb+VejeGToIh0NfE1layxxaJC8COPMbjeWYpjjge/anavPo9xd6Ze+GvC13biKKcOsdgI3kLJtUZyDjn0oA8ztfB13b28Vzq9hsc6hDG2RtV43XjAHBHuKoJ488QaDe/Y7C7RbexkljtkaJT5akkYBxn9a9C1HVtYufD2mW2r2l/DKNUgCx3EW1YUVeADjnNeNa1G8etXodGUmeQjIxkbjzQB6lbDxpq8djPeXOl2tvdQm7e7fl4Yx8oZ+cjOcAdzWt4h8L+LND8MP4g0rXWuopyFktzZmN2LnacK3J6gDvzTvhpa3dxoWnX1/FcXf2e7VmtPL+d7dUbyigJG5Q7E/WvTfGM+oavpdhY2dncwSyn7ZMHTPlJENwUkHG4sFGAfWgDyDwvF41vtNWbUtfutKtdzWsMUdsZLiTBywRVG7APU9q0PHmleLvCltaXFrrF3rS6kQrpNC4kG0ZAKg9MdePrXdeEYrvSbWwuk0m41FTYxrbvCyfIW+aTO4gjLd8VF4yl1DWJrnUrSKW3g0eykXzeMNO+FYKe4UdTQBwfhhdb1qxiu9XvfsZmfZaWMFjJK0iqeW8tWAVQe/rXR6VPb6H491Dwbqsdt9jltzdrdxK6lX25JO5m/hU9OuK6rQ5o/CsjveRwGzaBBHe+euREqDCqv3mJYk4HrWXZWl9dajD4g1GGWJtU1UtBEUIeO3WCRUzjkE5zj3oA85S3gu7m3L6lqDWcE0qAyWaRx53EFiSQpOMck5yelUrfUGdZNKN68Ud1eB3kW13uwDArnHBQ5PI64q4mszW8IUa7qircyNNctdWRZWmDY8pTn5geuMdhVK236f4ie0v9a1OCOSRJ4XdXQMm3hyB82RjAGOKAJbt9Dka7toNWvbq8W7adFmtkVFZR1kJHCn2NVrXUbaQXF2dUnknnEcKQRRsY7d2deVfOOMcAVsRQ2EVq0enX832+9MYkvpY2ZJGJLHO4Z6dyMe1ZOooWuofJ8Q3d3aG8jkmtli2x53AZHI6f7oFAHpfibR/F2k6PrDD+ypbe7nCR3M8jtNEHYKrAEYUjd29K818V2EWj3lpZjSRug0ctJF8zRk7wd5K4JB9Tjk17h8WkR/BGx5/IRry2BkxnaPNXmsHQbWHU/iRHaahB9qgg0JI1+0Ip3HeM5X16ZyOooAwfhL8LhMqeIddt/wDRmPmWFjIOFzzvYc/gK9PkWb/hZNv5ZQQjS2Drjk/vOMV0yosaBEAVQMAAcCubDA/Eor5ZGNL+/wCv7ygDlPHHwpstUuJtW0mJkuJAxubNJCiXHHUY4D/pXlPgi3ttB8b3MdtcXhSOxMV3NJF5clvIxwQpP3SOMcHJ4A5r6nr58i0y58RePNZv7Hz7uWS+lgaGN9kYVAFUucfKBluR8x7Y5NAHo2ieGPB2sRunkS6rNblfNlv3eVgx7En5cjuB0rov+EO8NbQv9gaZgdB9lT/CuYkvrf4e2UKXV99t1C4ZIbfTbfEaKCeSqDnAGSWOTxVZPiJe6pqlzpNlPoVlOhIjuJ7pnVx6qNqg/nQBa8R/D/wXbWk184t9ClZSv2uJlQDPba3yn8qyvD/w6stR0xTN4lnuw43RPamMBo+mdpTiqPiLwbcQzx6nqetw63rBBaCO9nENvEQM5WJclj6Ct/4RJaDw/cBV3X0cu2eZm3M4I3Lj0HzHgUAQW/gDTb7VtQsl1TVo/snlg4aIhtwJ4+T2qRfgzoayJINQv9yDCkiHj/yHXS6KQfFviPHY24P/AHwa6OgDyfSvhjo+pXOok3+oo8Fw1uzZiJcDuf3dXfB+hW2j+MPElnCVkFpDEIZHgjDruQ5OVUVpWuqpoMOvXpUOZNY8oKzHBLMF49KNKWQeNfGUqspPlQhdvUERmgD5J1gZ1e9GWaT7TLuJGAfmPOO3ep7WxvWsJALNHEwCxGRTu65JT8O57GvT/h14aXUtO1nU7i3S6xPKtws0e0x7QW3LIPmB6jHQ5q58N9Lg0eCIax4Z/tqHU7b7ZZPHAkjKQcMmWPpg8mgDyGbSo7JkF5dxDfEzAQESFXBxtYA8cinrpCy6RPqMfn+VHxygxkn69Md6+iX1Lw5HLJDc/Cq/Q87dmnRvuX1yOh9qjt9Q8IMtz5Xwy1NVdC8m/TlC4A9zx+FAHgHhv7XNqtkqWz3NvHNygjDLluxzxz71f8SWIsfDGjMY4w11Ncy5C4ZQGC7TXq3hljZeXeLpdpaT3iNcxWiRiNhAGIAA7kDnJrzHxhcifwx4aGGDD7Uee4MgOaAOMAJOBXsugfCPTbmy0yDUrzZq12S80STIVigBzv46EggAHufapPhHZ+F4dP1fVEi/tLV7aIeVaT4VmUr821ec85GeT9K2LCLSL6w1S9i8C26wveJaxPK8rtIST84OMqgUdu9AHp+k/DfwfplrBHb6JZzeWu0SyoJGb3JPWuY+Jvwp0jWfDk91o2nwWmp2yGSMQIEEgHVSBVTwl/YWs3ctl4XvNd0u6t4dyRXMkhhQEkHajEg8jvkV3Xhi81NYl0vWbZ47mJCRNLOrmcZxnjk8dTgCgD5w8MfDXXptEtvFWmavZwBX2rH5zpIHBxs4HU9MZ712njX+0oriGWZtD0mO9WRFd/mcbASxLdfmbIH6U3wjcLH8U5vC7F2s4tWmvo1P3cqhP04Yj8qX4uBrldEht57UmWSWbyltvMlOxm5BAyR7GgDjtFs4L3VpdNg1a2uLG4R2eeeBkSPqW8oE9j7ZrO01bnzNsEumwWlxNJHBeTQbWQ552txjpnrxmrkV/d29us93fWFvHdymQo0QZ/vcMMIDHkZGf0pJbe8k8/Uo7rTZYoZTtkkRGiZRgFUXbzgYzwKAIRbqdMsoYtSsYJ7i6dLi5V9oUZ4+Ye3XGa7Lwb4a1rxDqt3Ppl9C1rFdJDJcnLLGqx4BRTjJ9MjrXKW9teQWctsl7pElsJS9stzblt2RklDt6Z613fhLXNd8OTXWn6Fp2n3s08UN1L9olEDOxUjCKMAjj60Ad54m8FR2XhG7t/D2kR3up3RWOaadwZZFJ+di7d8Z/OtPSfC11cT22oeIpUmntx/o1jF/x72w6Dj+NsY5P4VVTVPHjqp+yeGwWXdtN1JkfpVBtR+Inmjdd+EoUOcZldjn06j2oAz/AI06ZAui22oKrtczX9rCeSQFDEjA/E15/wCMdI8RazrOvQabpbXKz3qQ4jVyUIQcllO0D1DCu68XWfizXPDqfbH0bUYLK8iuZl05mEgVDkgAsRnH0ra8F65aw6N4m1x5C9qt7LOCDk7QowPr2oAwPBHwXFlJ/anie5M968YT7NbtsjVcDhiuN306fWvXYIIbaFYbeJIokGFSNQFA9gK4u3VtR8PrrXivVZbK1uB5qWyXHkpEjfdBZcMxIx3rk9S8T+HLaRbXwtqHiC9ugmSbG4d44wOfnMp2jjPFAHstcN8Nbm5urfX3uG3f8Te4Cntjd2/GtTwJrF7rvhG0v9QZDdyFxIEGNpDEYI7EY5ql8Nv+QDf/APYTuv8A0YaAKHxfRP8AhD7clEJOo2wyVB/jFcXaeEtD1jxCk95pEVxNd65cQTPvdSI1jyMYPrXd/FaE3HhiyiyPm1O2HJwPv1jeGCqa/bRllDtrl8wXPJAi60AakvwX8CSAAaLsxnlJn/xrAvPhL4NfxpbaalhcRRSWUk7LHO4GQygcn6mvWLm4S0tZbiXPlxIXbAycAZPFefad4m0zXPHNtrlmZ/si6LMzNJGVICy88fgaAMbxP8PPC3gbw1e65p1rObuEIIjJLvCsXXkA9643x9oz+NPiZLZyajbabJbabG0TTtgzsVzhfc16T421qw8W/Cu4vNNeQ2888UYaRChB81QeDU+n6TY33xG1i2vrSC6RNNtQBLGGHT3oA+btA0q61PU47GCBbhrWNnvLRcxGVEbLKW7nivVItH8OLBbT6b4a8ZW9rMwmjltgJEII67TnjHt2qz400HRfDPjMro9r9ke40u5luPKLYPH1wO9ep+AoFtvAOhRqMAWUZ656rn+tAHlOqw6NYabPJJdeIoiQpjiu9OR/OY9Ew0WAc8da8r1DT5rnX2mawiee3uo4ZbKGNUBJ52kA9eCDivoz4qyOll4dRXKpJrVuHwQMgEnv9K8a1z+0vC3jjxRBpaRmeWc7ZmEfyK4J6HJ6Z6fpQB5s0yrqNx50HlQPIRJHGoygz0GemKLeOyL3LG8eIIp8jdGcuffB4/WtSeK7PgWOeYgW5vmVOgLNjLdOv41P4INt9p1FJ4IppJbUxQ+YgYK7MAG59M9aAIW0m6WFLiwa7nt2jxK/kyhGz1PTkChbq6Fxb29rd3tkIlzJLPcFCc4DbQSBjngV9O+D9IstSF5cXULN9guvsNtEzELCkQUDA6cnJJ71V+I2j6LqOteHYdWsVuoJHnVogxUhRHuLZGDxtA645oA+fHupLCMLdT3M9qkgx5N3DI27BAbufw6Vf8OeKp/Btsz/AG57u1kbDafJtkhYNycrnBOO4716T4a8G6LLpuiIdKtoY9cmlndniEjJGuCkas2duR1PXiuo8Y/Dnwda+EtVuotFtIJo4GZZUXDKfUc9aAOD8X+H9LvdE/4SvQ9Mjk0i/RZbt97NJGcgbVjBABxkVzkNzb3FteSCwls9PMTRWRluWhEfynJwwIZjtA4PHQV2em+Gv+Ef8E6zols8utvcwwXot5SYVRWBPzMG9ua5XRb2O8Mg/sC4kSez8gy28+DE6qWIjVm2gcHJ6jJ9aAMq4i0tbyC40m3uIrqC3/fwWkvnsBtCqSSNuCW5wT2GKqx2k9nCp027vnmJYtvjDKjEZBEZ5Hyj72B+FaVjdebpaXem6S8F15Zj3A4cIxwqrvc71zjHy8Y9ql07TLLW9f0yG902WG7u7821xJEfLXABz8uc5PfIoAt6ZAT/AGb/AGhoNxdNaK8r297cShJHJyGyEKkHsK9LtfiuLLTbd7vQBAg3K0Vvcx/u8YwArbc9e3SvSkiisrJURMRQR4UewH/1q4k+M9Su7T7TbeCbq8tJASrpcREuuSM7evagCOP4uaTtJn0zUomyAqhEkLZ6Y2sanh+LPhqRiJF1GH+6XspDu7cYB7jFUH1fR7mONtU+HOoRqvJJsI5Qp/A5/Sud/sW0+IOrqPDmiWGn6HCu19QktdspcE7lRQcAj1IoA7mH4qeD5o2dtVMIB2/voHTn8RVuD4i+D7hSU8RWC7TgiSUIfybFcM/wd8PTi4Ca3r4MI3HLEqCD2yvPI6Vi3vgXQ9KK3uq22m6rHJkN9ou3tLknscFyGz9BQB7JB4o0C5i8yHWbB0zt3C4XGfTrWhHeW03+quIn/wB1wa8Z0Lw/4Bu4bq2mRtBuEmCmzu7qOQBmXIZd+Qciuv8ADfw88O6ffvfWd1Fe7gwBCx/KCpVgCgHrQBua5420Dw+TFeX6Ndfw2sP7yVj2wi81wevfFXUYs7Vs9Bttu4PqDeZcOD/dhQ5B/wB41478QtQk8PfEHW7LQXext9wjYREhj8oz82SeT71T8K+Htd1W6v4rTSZrnUI41kWSRAzISeMhyBg5689KANrXfiZb3E7vFDc6vcggpc6o/wC7U+qwLhR+Oa4zVvEmsa/j+0b93gVvliGFjT6IvA/Kta48BeIbjSW1WDRnW2gYxXMvnKcyBsE47DP4Vy91ZXFldyWlxE0c6NtZD1zQA24aBpAbeN402gEM+45xyc4Heoav6Vp93qGrwWNmjG6lfYqhcnP0rXk8AeKUv5rNNEvJJYk81gI/4Mkbv0NAG78MvibeeB9QFvcF59Hmb97DnJjP95f6jvX0h4h8RX0/gh9U8IQf2nc3CAWxiwQM/wARBPb0r4udGR2RwQynBB6g1698K9a8ZeEL6OJtC1O60S5IZ4/IbCg/xoTx/jQB3fhnUIvCt2kt94T1678Q3ymSe7kijd3IHzbPm4UegrsH+I9pEu6TQfEKjOMnTn61DqV9Be/EPwhNA+VlguXVSCGxs7g8iuZ8c614utviIuneHdXWKM2sUz280aFAS+3jPXrk8jgUAda3xQ8NpGZJG1BFAyxbT5hj6/LUcfxa8GSAEaoy5Gfmt5B3/wB2sbw/e/EDUbrVLSTU9EllsZ1hk32jbTlFb5SrDP3sc+lWU8ReLW1mbTodE0O8eJSx8qZ4+jFT95TzkGgDXPxS8FKQG1+2Un1DD+lXl8eeE3248Rab83T/AElf8a8/1z4m2nh7VjY+KPB0KTKFO6CWObAbkdQDXT+FtQ8F+PdPnNlo1sRbuBNBcWqAox5B7g0AdDB4v8OXKM8Ou6c6qcEi5Tg/nXJeMfCPgfxpDiXULC1vTwtzbyR7jz0I7/zqxr8Hw68O3EVnqej6fHNcIWSOOw3sQOp+VTiuct5/gtcMcW9hHg8mWCRB+ooA8u1HwjdeHdE8Q2tvfwTxw3aLkON+z++AM7Qc4ySOK9e+BLf8UjdREwsYZxGTEDtOB6kkH8OKoeJ9N8D2/hy9uPD8ugRHyG3SqFlkDcYwOc9T2rd+DVtJaeFLiKa4+0OLpv3uwpuGBjg8igD0V0EiMh6MCDXmkngjxlPqC2E3iiH/AIR0OD5SQBZSgYEJwMdBjOa9LYblK5IyMZFeVD4XatLNM0/jzWYHeZykUdwcBCx2jk56YoA7qy0m003xLcTWbQw/a4Q89uvBZgcB8dOhwT7CtLU/+QTef9cH/wDQTXKeEPB2oeF9ZupbnW77VoJ4FVXu5NzRsGPA9jmur1P/AJBN5/1wf/0E0AfCVySLqcZODIc/nUFS3X/H3N/10b+dRUAelfAn/kqVl/1xl/8AQDRR8Cf+SpWX/XGX/wBANFAH1rXEfEK5tLbS5WWO+kv5FESpYuUkK8nlugUdSa7euU8eBotDW9iaZZYJR/qYt5ZW4ZW9FI6mgDy+wltNStbiCxi1HTJYplEtxKnnp5f8TbmwASetWmW60HT9Q0+yvorm1uPLMccQjM86E4ZicbcEcflTp4NOmh1aM6rqN5bu6XjxwACIAjCxj1560N4flsJLbWo3uIr+GJVa2dlkiESkE8r3PUCgCnd20w0jUYbiV7SykS1eBJsM5AkG8eZjHGBzXS63aWuteJvA0F2ourcT3QbHCOyDrjvyPpWd4m0nRL/wzrF7ZXc9xHBBHJLbs7hg6sCPl6BcBuK2NQsNX8Q23h/U9EW3hk0mWSR0uA4BdlACjjO3BoA6fx34lg8I+D7y/LiOUIY7ZVxkuRgYHt1/CvGfBvxBvNEtZkSwmnOrPm3mZwJJ5s4aRvQCu2kv9Vv/AIhWOmeIbS0uzZkeUkCny97plmbd/dGOPeuV03xTpF18abyERwxIR9isCABBgddw9+elAGpINT1aG/vNQ8R6JY20RMcqWUTFpGPI3MeTkjpyOKTU/C2laL8I0utPvpJBe31tePcSAKWJdRgDoAMnipdfm8MPqF9ZroFzELRHaQrCRumxtQj2y3FW7CHXPFfgC2srm+0mKGKWKBkkUoytC43DnjOF7UAbPiSY2/xc8GsIWYTQXEJlJ4Py54Hrx+tejVwOvyafcfEXwjKt1BK8RuIxGrhiGZAQcD2BrvqAKGtxGfQr+JTgvbyAH/gJrn7eJrv4VJDK3zNpmxmPPRMV02of8g26/wCuL/8AoJrn9O/5JrH/ANg9v/QTQB5veE3+l3skKbGn8GxMwHOSrYGf1qfxt4X0zU2s9RvfE1jYXJtLcPBMd3zpypABzzkisbWL59H8IQ3edv2rwtDaRvnGC0qgn8A1eQx2GoRa3LIjJfHT2EzSM+UdVORgnqDigD3XXtWm1i4u7O21C/ik1KIWfNlm3iVc723jluhxXS/Db/hFdCtJLDT/ABJbahdzsu8lghO0YAC/SuOP7QlgmjLCfD0i6htwIwy+WCR1HeuA8EaTfa38R7KFY7bSb6Amc+YCPMyc9O5waAPbvEkbXE+rXmmKGgkg2DJIEt2D8hT14yCazPBpkhvbOAnCP4XBdOuGWQgc/ia6nR9Mjs764sdQlMtxaRt9iVuB5J6sB65OD+Fcx4CAvNd04MrCNtBlhyfQXBWgDg9K8N3Gqa5oEZ1Ga0g1Cwt45SnBaIK2VDdsmPH416Rrngz4e4kvLi6MM0IVS9tdsXB+6vyqTkk+3OKw/EnhePwhrXhh5NSu7rR45HSWKYAiGJFyORz3P4ZrS8Sab4b0y0Np/akEf225hnbc4TyogcrtAGSDnFAHmV5Ld2smsWiTXF0tnqFpJvmZnLHO3JzyOO1YMniXRbCW4t7/AMN2WqXAmlVp5XdWA3HHeus8UStYeKtcCvjTb7UIESVUORJGwIXPc4ry/wASRtJ4t1RIwWLXcgA9fmNAHp8FxdyaRpevW1lpqWt0JLeK3guZo3QqpO3Cnn7vb1FNsIL3VLSWa5tP7PEQd/Nl1OeNJlBOSmc5xjp1q98Pr+38O6dpd3c+Q13bxzwy2ty+zywzKyuCeM8Y/GuisdQsNVsrnTdU8S6RbaSPM+z2oIllTcCQS59C3agDkuLKOM22nSWcc1sX+2RahcKqp0BbPv7Yp2nm0jiiV9a1O4F0Y0N2I5GCM/8ADncFOD7Guw8QazNqnhy8t317RI7aOBYGezBeWQFgMHdwo5zxR8QrafQvC3hqHQNPiudHtXWWQBwI2KjKlm64zzQBJpvwWhsYpJLvxBqFxftue3MEnliM44IBrE8CxeIovGdr/bGo6hLHZ3bWs8dzeBlEhRiuFxyCCvPrmqNr8SFvfD8+r6tesmoBWjeCBtkpjJ+VYh0VcZy3Xio/DXim18SfEbTry3sJbOGfyI/LM24yvGwAdvUgEflQB0GpW1xb6xFE+ba2trwy75RE6wsGLMSSN3KkHjpkCsW7143OtFb2/uJI4JfKtlezEjOpbIXzBjGegzniu48UqlnqST3H2q402RpI7qCS0LmbcSMAjoABwa5fWf8ASJ7MWOoXVmPtfmw4twD5RXhT7ADCmgBljf2osL0SkrHb3cZKxWiOwbHAbgZ64Oc1lasj/wBnuivEtmJkdRbW+3e4lC7S2c4ydxHtT4r2eWO4NubuV4ruJUV1LPLnhmOB0x3PSsnXpHn1WcaTNcCyt7qP7QJGO05blRnr8xzxQB7b8Uo1bwaHcgRx3ts77l3DAlXPFUtK8wfFt45o0SVNIIJUAGQebwxA6ZrU+Jdn9t8EXEIDk+dAQqNtLHzV4zWH4fjjg+LlzAk8k+zS8iR5N52lwQCfUHP50Ael1zhRR8RQ4UBm0zk+v7yujrnm/wCShJ/2DD/6MoAZ451e70bwrcz6eoa+lKwWwP8Az0c7QfwzXCanexfCj4arb2NwlzrV63mSXIIbMjkbpD6gZwK7vxxoU3iDwxcWtrcG3u4yJoJAM4deRXi+mSv4mNuLfTpPOtbL7HJZy8OpjikCy8/wF259wKAN+28GXWmvqfi3xM9nqd01oVto8O6kH+It1yRWsPCt0smjf2rrGiDTZHVYbE6aqh/4toPUH3rC8Df25ZeF/EWg+IbiWC+jhjuE82UHbbAYO09P4CPxqfXPGepiL7Br9ppumxRxLJbq9s9yJlK8FWXoaAJ9cudTt7/X9d06y0vyI7hbKV7hG82OMALuUdOc5rqfhjpq2drq9xCALWa72QYHVY1ClvxOax5Jb7VvCugeHprS3S91QrLcKqkBLZDks2eQcYFXPDHinRPC9tqWlX2oxrFbahIluQS5ZW+bHA7EkUAb/h1ceLvFRPUzwHr28uuqrzWLx94a0PxDql3d3Txx6g8PkkQt8xC4JPHuK6jRfGmj+IJmjsHnYKSPMeIqmR2yaAOP8QDOjan8pbHiKPp2+cc1uaZmPxT4yRQuwpE+M8ljGc1Q8QW11ZaFqLNAGW51qKRWBz8hkX5q0tMAPjDxeNw3GOH5cf8ATM0AcB8JrG8bwXqVxbQxvFcTXEUvzsrKccHGcN+hpfh9debqHgS3Dfvra2vIZAcgEAAjj8etdB8GYZIvh/qDPJuV7242r/dx1rlvAsk48S+DknLzMFu9rnGwIV4APcjB4oA7Dxpd3d7aeJbyHULuyg0eARQtbyFQ8rAFyR3wGCgfWoPDF3FcaT4rn0q58zSxaL5A3HCyeRlz7cnn3qDV7oabpOp2Ahe41OXXWmSyPLXALblC/wCztx+Rql8ONJudG8GavBdxO1vqtrJeJJEuVjJQhoz6EUAUNLka61rw5K6h7iTwzcbRj7xwePavKPFuR4K8IAqFKxXCkDthxXp2hSLHqXhyNSCLfw7cozE4Cdc81xE+nWniHR/COn6hqkGmRLbXRFxMMoAHBAz70Aa/wB0rTn1+71nUpIoxbBYrYyuFUyNnpnqcA19GzappVmzxT3tpCUUMyPIq4B6HBr508GaNHa6k+kab4ms7ixngkuZmltdwTZwGUHuRn8M16bp3h6913wDphtrmx/tZFDiW8gWUvDuJQMOo420AM8d363HhLUL/AE1Ft5ZpoLVLu0nDNIjP6r9TwaueLb2DwxqPhHUJrwwpEzQS+YcB02ZOT68VW8c6YdC+HkcotrZWjvILi/S0j2rNhhnaO3OK5rxr4u0bXde8NTjTp71LWSX7RpsiBXU4wu5W4oAyvBUMtxr83xEuZ4ktjfSKsDSgFIGBVnx14yD+BrX8c2lutx4duzfWMjwpMIII9xkkJYncrA9B/j1qo3xB8C6fMkeqeB57GV8q6lARgcHgHkV0PjGfTW0bQprSwso9OltjK0ctuXkjjxlNuPQnkZ70AeUvLpY2WkmFimuM3cbzF3dU4I35xjq3TjHFaMOn2V34YtorQaXFp6XDC4nRJH+YAcM2QRnjpVLT5J7DVLHT7KewjuldnkS4th5Trl+fXbt559qluYbP/hEIIBd20c32jzpYrZ/Ly3XDdyecA0ANFnZR3dteR3mjiCO5zFao8g+0HOOQx+UVW+MkV1D46tpm8kTT2cRCWrErxkAA9/wq3d3ml3GnabdWyxCaG72RiNVLsB95SDz75auntPAMHiy6h1S4v7iN4zElmkG3EKE5O7PdSc0AWvAHwde9Dat4pheKGeMGCwS4cFPdjnP4V6Gnwp8Gq2f7HRsZ+87H+tYr+HdVvmSG48Za2gQyjzE2LvK4wRjtycD2q9D4Cn8tN3jHXX3KCXNwFI/D3/SgDXtfh34Vs9wg0iFAxBYDOGx6+tc348tLbwp4Lv8AS9B00mXV5GAjUkIrNjJHp7Cr9t4FjurCZb7XtaEkrfKGvsmMA8YI6153rvib4aWT3GnTXWuXk1uSAyzufnHcMfegDe0W9k8eWNjbNCbf+xo3RVNwrfvo1ChnjYYIB6HpTtVtfE+j6JLaWV5bGeSOW6uZFTcHi8s/xngHcOg9a4rQb+O9sxL4ViuonjzDM15MJECTfLtOOdxOMV3Ov+BPDnhPwBMmqajqT4QI15lpCvoAucAZ/nQB3/g7R20Pwza2sly9zM2ZpZnGCzudxP5msz4bf8gG+/7Cl1/6NNcX8OPGF1rWoQadY+Kre4gtyqC0vLXy5ZIlUDKkd/8ACu98Aqy6BPuiVM31wRj+IeY3J96AK3xJx/YenqQMHU7cf+PV53FdapZQaPe6DaR3+sHU9QIt5DjeOQzZ9gBXonxHBbRtNAGT/alv/wChVwekRObjQ3j1JdPZbvUm+0OAQnJHQ8UAbVrrHxevY/m0DR7bd/z2kOR+GTVHUofinpVrdaxLJ4fRbaBtwWMf6sZYjpXQ3VyiW6G4+IgjyMF40jGTjnpUFzPoVzbyWVz4u1O7iljKyxqSwZSMHOFoAj8VxahJ8Nra6u70F5GtXkhjiRU3GRScYGe9dHo0cR8b65MAPNEFshPttziuM8U2unDwmz6XqWpyQLPAvkzMxjOJF9RxXV+GnDeN/FADM2024Oe37voKAOK+J1n9q8ZXL+cUaDw/cSBcAh/Y57V1mn+IJ9E8B+H/ALLprX8zafGzIkqp5ahBlmzzjp0FcL8YIy/jrTY7k3EOl3Fr5N5cxRMxRC4JAI7nGKq3WqQp9ntdD1i51K3Gny2KiWEI8QfYFHqenX2oAXxd401XVraO9kn0NV0u7S7js18yRyVDDDHAHHJP4VzXiOwfxT4n1DUNQsR581nDdeZaXBCxqY+vIwRx9ea9JvfiH4VXTLjShpdys7q1jGptMM8hUqRg88HGT714/wCH9Z1S4vjYXm9LcMVPB2N5MZAQ7fTg0AUrK2i1Xw1pejRuYJ5pp2V5t7o+OhVR0Pbiuo8I+EfC1jDJLd+NILfUXVonQwEImeOC4+8D37V59LqWpxaTYzRNHClrcyNbzxtiQMTkj1xWx4WXW/FQ1OH+0122lrJdss8YcOc8j2Jz1oA9zstVvbXUnMN/p16zgGWWwv0jMxHAZ0bIDEYyRVoL4k8QaydaFppSQxW721vZS3W9xvxuYsvAYgY9q84t/grqV3qGlWWp6pbWrT28soNpFgjbt4J7n5v0rm9Y8HeJtN1C9g0uKWaw0+4S2N7ExQFsjrg9SWAP0FAHtNsuoeHtBstE17QLm6tbZcQ3umvvaP044YEA4yKzNRlvNV0iLSvDvhrVTpAuVa+luDslmAOdq7zk57k1z1/4f8W+E4bWZ768ma5U/urbUH3LtGWb5uMDNU1+IHirR7x1vdT1OKDf5YmntVnjDemV5PWgDt9cgXU7LxTMLG6s5JbS3t3t5GCMR82MFSeMV594f0S71AXMCabeS2brJb7vNAA/hQnjIIG3nkV6l4ZWXUbDXL3XLlLoXEMYLfZmt8qFbHDdzmvJtBi12dLsw6TfeSjYswHbegH3s47HGfqaAEu/D1rp1zDaTafqt7JA/l2wnuSkbSLywRhgbcAVc0O2jh8d+Hv9GuspqGwSNMDFGdhJRVxz/vd6ffWE6QxyjSNW1JoLY7bW4JVYn3MpwAf7vzevNN8FaNepfeHL+/spoZobwRxl5scMGKjYeoAz7igD6JvTiwuDz/qm6dehrwhrDV57bSdQ0i1uw40e6Ky2x480M23d7/1r3i8/48p+37tv5V5U3jlvBvw50a2tbdbrWrzeltaryT87fMQKAPKJNR8aaX4Ps1nv9Vsri51IxqZZHUkbR+OMmvQLOzj0zwVbwaL4jfT86ige6uN0f2uTB3bW6kEnr04q14T0m++3X3i7x7M801kpmtUlbAVdvJWM+nT615zf+OI/GHjKO91Oyhm06F/s1npTyeWuXyAxxwMHGT7igDpZW1HWNJW41TXbOZZ3McV8hlR4gCRlgn3gcdTSJ8NPDd1pCX9zqkzXbbvIW0n8xJ9vVwH5HPUZrstPvtM8KXdoLbR7u5hvEFksUCBo4GTJZQT985zWVeanpOu3tpLezWirBepCnn2xtzFGDukX0yOORQBn+FJfDJ8OeKl1RI1uHlby4ruAh1KxgDBI65z3qz8NLO30rxnojWjSsL/TZBMzHCllVGyB26itF/G3hiLSfFIkmS5NzeSLAIITJuzGNpHHseaq+DNVlvta0GaLRNXH9l2D2wY24SORig5J7E7QBQBwHxU01pfEV7ciJTcT6hPDGkeNzBQhBPf1ra+Dk+q6bql5NploNXmmgXzN84j2qGIG3IJPvT/Enw/8X+M9VuNRj0s6Ssk7zbbu7UckAcAdOlP8H+C/FngPUZLu31nw/BLcIY2+0XAcBQc5AHvQBt6ldeIl+Huv2C+H44bWa6mDzi8H7ss4yMAV4uLqz0nUJp/snmahDOVjj80vGgAwSSeWOenNexXaagbO+0+7+JGgQJdSNNPAseQrE5OD6cVyA8JeHL+WQyfEfTg0k3my7YSoLdAR+ZoA5fwXqF1dfErR7uK2E8wulZIUIQtg5xmve5Nf8RP46nuovCd+GOmrAYDcIB/rGIcn06/rXmFl4S0rTb+H+zviPpEU1uRJE/lkFWUnHP4muwhg8UJdjU7D4k6LdzTRiBnmAxtUkgAfUmgDwefba6rdfbrQu0m4qpcjaSeGyOtfbeh/8gDTv+vaP/0EV84ap8LdU1dwx8R+HZbgfcSKQIT7V6ZZ+I/iBpVrFaPoOj3yRRqqG2vxuOBjGD1NAGrrUqN8XvC8axkFba6+bbj+Hpmuf1/T11T4zT2yyBZf7NgZQwBBAl+Yc8fd3UzUPFHiGTxPo2t3ngrUYoLBZVdY3R2YuuOMHpWTefEDRI/H/wDwkF1peqpbTWC28oktT8jrIG/lnmgDd0HRdcuvFHi/+yNbGlLHqIHlJAkit+7XBOeRx2FZPhB/FT+ONWS01KwurmMyCU3NuyKR5rZIAPGTmoNG8SNrHibX7vw/4ysdLjurpJUhvIBmQeWoJ55HQj8Kv+FT4nj8X6l9hv8AQ9Qnfe0kpVkyPNbcBj3zQA+XQYPEfjzXLbWbJb+aP7O7xRMdsQK4LLn09Ks/B21t7LxH40tbNdtvDeIiD0ABFVbW81HT/ipqt1qU1tZNOlvE/lNvAOOMKfvfXtV74Rlm8VeOGd1cm/U7lGAeDQA3xm7H44eEIt0nltE7MqDOSN2M+3NY1j8ULy50zxVeXuiabPaaRIqKgTDSbpCvPboK0/G/Hx48GkOVLRsDj054rov+FSeHk0vVbGFrqNNUZWuW8zJOH3cenpQBzularpHjBLrboUenw/2QZy0bDHz9A20cYK5+ldP8LYZofDMonZ2dp2ILnOR2wcnI965XUtL0/wCGPzDU7gLc6e1upKrjbHyF+pDYzXTfCVbZfB5+y38l5CZ2KmRcGPPOz3xmgDuZt/kSeVjzNp259ccV843tho2p6k9o8fiq48UyzhGkfKIr7hkgjjaOce1fRtyWFtKUzuCEjHrivDYPGnifVNM8M6DaXC2+ualPMs966AyRxI3XHY4/lQB6Z4Vj1bRrufQdVvHv444xLZ3kg+d4+hV/Uqcc9wRXQan/AMgm8/64P/6Ca5/w/fyWmvT+G7vVG1O7t7ZZ2nZAHUMSCrY+gIroNT/5BN5/1wf/ANBNAHwhdf8AH3N/10b+dRVLdf8AH3N/10b+dRUAd18HWZfinou0kZdwcdxsaik+D3/JU9E/66P/AOgNRQB9jVyvxCkig8I3E8yXLxRuhdbdypK7gDkjtj+ldVXN+OYI7nwtPDNZ3l5Czp5kFn/rGUHJx+VAHC3dtpkmnfaXsdTt47VGdDDacTqx4GODkdeafDdWttdSyabpOuWMpt133CQq8IDL95ucHt34rUFtZB/7WS+vEiaMBmmJBjyNqgrn+H0IJqNLPyZpbK21nWdllA0skz25O8krkAbBu46BaAMrXQb/AMP+Jmi1OcTWukKJonRVfzVySzgd8KAO2K8n0Xxp498RahJs1+8WGFBJMU2gBQQAo4xuJIAHqa9S17XReX8mgG51CLTtUaO3+0XMMiEo7HeMlMBgBgZ4xms3w/qPgnw7q8OnYntdMt5FaPz4nL3kpxtmchcbB/CPU5xQB0dloGp6l4msXvb290uQ6f8Au1YpJLMejM7DgMBt/CuLXwp4Y0A6qms6jPPl2EjJgXVu0bZVkAzwc16xdeI9Nnm/tezsNUvJ7SBxEY7SQK27HHIGeg6Vxt5Hd3d/DoWnyRHXbuBpLydHH7oucvuIyQQONrDntigCDVvEOoPoFne6PdanPZFAsV/PCUGDwC2FO7HPXHSuk8NeANMv4rnU9cuLbWp7yUygwOwgjBx9xQep7mu5srSDS9IgtMqILeEIS3AwByTXkmuXVlp2tQ6l4Kvrq1R3k88QR7rK4lVSwQA8bjtIytAHY+F7fwq3iPUrXR9Dihm0xlRroR9WOQVBPORz+ddvXj9n4v1U3MurWtjbw6dFckz/AGeQBb6TBUkO4G7kDAHoa6YfFHSYAH1O0vLCDALTuEkjGfdGNAHY6hzpt0ByTC/8jWJokX2j4f20Qx81kV/HBFa9tf2mqacLqyuEnglj3K6HOQRwayvDBQ+C4DGpVdkoAzn+JqAPn/4n29zNo3gmxtizM+mlTGp4faV4/SuOvZLq70i81RtPBt7opaxLk5h8tQQwA6jHGfrXqraVaapp2g/bzIfsuhXtzHIPvIyyAg+/pj0reHjD/hENP8NaZqemWd9Y3drCN1vGfMiDABSyYIOTnocnBoA8Q0HwbNqc0V0btrC1jRXkubmEkI/XoMnb6E8V6j4H8OeE9I11vEOp+JotVv4W3ReQHCIcdST3/Sr3ibX9Nl159Q0a9uLma5C2rW6JIHsx0I2jpuwflI7dq5F9fsBctZ2fiLUb2RmEaWqW0u9gD90rkAkHsSf6UAewaP4k0nXfEUk9x5trqi28kNtbyrgNHwSyt0bPH0rL+HKotzobljvfTbtcE8cXI6fnWR4a8M2+qeJNJu0tbiSPSoC8txLmNPNYMSAMDLg7cjpgU/w/dLpd1oF3hZFttL1OT5Dw22bPB/CgDovilqmlHSodMkxd6iJ4pksY3xI65w30BBI/GuatI9UsXs9H1TwWusapHbLJBPHcYVYgx2LISRyp479Kxoru10fxFqep6tqf27+1NMjvnuIIQwt8nBXr07D0OM16TqeoeENQgs7251JxOLYeWYZ3jkKMMgNs5596APO9T8J67P4d1UNcWcps7j7XLE4AWOVxlgkmeq9Oa4W+1XxN4S0+2uJtMs3s79nmhmu7RZCcsTgN19DzXtPicaTP8Mbyx8NyweVCUkuIg5LbNwLk55JPqa0dSSx8ffDjU4Le0U2yxtHaOxBDFVG1lPbnj8KAPN/Cnh+98beE7jxFf6ppmmRMWhO21wEVf4shhg5Pf0FO0TwXFq01xptvqPh68l5A8y2mRiB12Nn5h64rP8IRSP4B0fTTeW4aW/uW+zmVeZBEfK3DPI3Lx2ziu58awWmk/D7T7nSPMs7yyud0L3IcOHKNvyTzk8n0JAoA4zVfDEGlS6jaXV3orrFA+6G0llD+YRgFgQRx+Fem+FbTTdU+EdlZp5V1FBa7WEq7wsig5yPY0nhbSdPt9ZnimlclYFa3Tcdk0bIC8jdnJYnJYmuf8KXSWvhjxJbafaagYru7ufs91BEZU29OuRjHTnFAHmd34C1nXLWK68N20t3HK32Z3xgAjJb5j0XkDpWl8LfC2oeH/GiXl/btstr8WLyIVZA5U8dc9SvT3rv/AITtfaN4FhtLCye7nlleeSSeXy4o8nAUtz83HIANQadpuop40WVdQ0uS31DUkurqzsmaU27oMht2Mc4AOcdRQBqeP/ET6frmn2Nst1PdCVbiSWPhIIC20jHQscY5B61yEerX0d0uoWkV/qCQqd9/cW4VkizzsBIA5BGSOT0FdhqIsdQ1G9gn1HUI3guS0aS2pAfcwGEO0FlB5wDjgVg6tBezzzWdpqVxK95OnmyeXvCuAGC+WQCoVcEkY5NAGbb+Ir6xkbUbiO5dLiVpIxJGsYclcBSoyeffv6VmxaW1/Y3F/BaapDHbpIZYpJAUMi/MCUGMLx1wea0LjTLP/hINTuRcX01vHcK0lvLbbIpHI7M3Kj+dZKaalrJrki3ol3SAS26/fi3EbWDKQMdiuOnJFAHfaaPG3xE8HnUHvrLTYrhi9vbeQSco4Klmz6g9u1XvC9ybj4gRLcW62moW+kmG7tgoGJBIp3jHVWzwfatSx8ATWUEVvF4o1eO2jLEQwmNFwWJwPlyOvrWxpnhPT9Lu4LxJLq4u4Y3iWe5mLuVYgkE9wCOPSgDermZpRD4+aWQqI49KLE56ASc101eSfF3Vjo0eoyRPsuLnSvs8ZX7xLSdse1AHLa3+0XdQ6pcw6TpMElojFY5ZnOWx3wBXHap8W9U1fXIdWhsLKyuYYdjFSSJUzko3TIPTFc5FoEGp6bp81k4jkZmjuIpGAC7RkuXOMZ6Ae1TazYPYHWNBtbeO4ispVnFwAu9FwMgtjLDkdPSgD6A0DwVb+JvDL6jJqcjQ6vpgg2LAEMQLbxg5JwCTx6VdvNZ1rwf4ejTW9Hs9QittkEM8Myr5xzhfkfkH6VH8Nhe618KdC+w6obGWBGRmjjWQHaxADA/T2rqlh1dtJso9TsbDUbxZgJjnagUE/vFDA84xx+tAHm+meKNI1DWtat/EmoXWi6reqsKiUeWsEX/PONjxk9z3rubBPD3hXSLSw0uymuoSpeI28JnL56ksB1NfOvxcvm1b4jaraW4kkdJljRIwGBKrg9Oc+1UPAHi3X/DGqQXNteSrpaTpHcxSPmPDH0PQ+4oA+n7nV9O1C2ZdU0K+ECYP+kWLMB79Dir1jpPh+4tkmsbW0eEnKtEOM9O3esyf4k+FY43+z6pFdTDpDCCzE/lwPc8Vk6T4q0yHUbnVLqSW3S4jyLa3s5mQAE/O7bcFuDyOMDvQBa8baPp9j4fiMCyQbr2FQVmbgmQdiSD9Khn1A2Os6rbLqN0kqFSP9HEzTgp0G0A8Unj3WPteltYWsDMq3Vqs1w3y7A7AjZnqcY5q5o1rBYal4rgt1K7RGdxOWJMR5J6k0AZvwnjKfD+7LRNGzXdwxDAqTnvg9M1wfhyymttb0SPw1ZyahqFluvLyOSby44xJGFXkjGTk/lXefBqWW9+HrNcOXd7udS3cjIFTWPwvXSjOdO8T61bGYgvtaM5wMKOV6AUAWZNV8WhkuZfBVtJOmRvW8jLAH+6Tz9a59PF+r6lpV3pOn+GbYxzWsqI1neoVUnIIxxyCelbV54H1lIjLb+Ntb+RCTGRGS5A4AO3j9a8BvviB4qspEmtNelS2MxXZMsZcMPvFlA6ZoA7Hw5qFtea/paW4SGVNEureSIrkrKoIIZf6jrXn/i5VXwT4PCtn9zcZ4xg7xxWr4W8T3MXjO21OX/T7y6tJYXCwJFtyp+YYxk+/BrM8URvN4G8LTfM2I7h244UGQd/rQBvfAa9t7fxtc20kMUs9zZutuJAMbxg4z2yAa9M0v4ieRqUUMPhmGG9mlS2kghEnmKobH9zGFHPXpXz14V1lNB1tNR8p3niGbdkfbskyME+3UH2NfRFv8QvtksOrWHhJ7nU7nEKbb+MgNyMEbuAdhwcc4oA7XxjrWnabpiwXgjknuMm3hkGQzIN2T6AY6mvmzXru68Q2lzq7QwK01zJNOIlBaJCvykHPPTpXtujeDtd16+uvEHi6VIb24tJLSDT4/mjtkYYz15PesvSfD6x6FJoNloFk2t20TJct9pVACRtV2UZ5ZaAPGLXwL4kv7QzXOnalLdywGa2BYH92OrMGOQOmPWvZ/FmrafZ/DDQNOvNS+xzXFlDhWztdQqhgwX5j17Vpw3PivS9WW8ufDdoU+xLa7P7STLBeSRkc9OlY3xBeK80DRtfsbnTozDbHytPnaNlG5ex65HA4IoA4jWfEFhAGeO7u3Lxi2QPbZaNFB2YcgNyCOCCNprHh1qR9GMVrfKZbibbO9zabnCEjCgheCvfnvWpeWmupKEludFG6cTTXMTRFozjBLs5JyNwwBmq9g9zpHh+xngv7L7UL0PLE6KsmwHcu/JBYHg5Hrz0oAd4jaw0HTdLa0ngjvEZneBrdpGeVjhmYsoxx0FZnxFu5V8Ykrq0tsfsUDEjeu5igzwvQ16f4v8Waj4k0MtaaDphsU2+Zf3k8beWWHRQGyGz05rxz4mRyxeMnWdw0ot4d2DnB2Dj/ADmgCrp1lret6vYWdhql1cvczCKOQSSAIx69fQcmvoWbwR4Z8N6LCfEepXAkkjEcly2oShmk4GEHp3rwvwzFqGl+EtQ122e4Sff9nsTGSCpPzSup7YRcE+9d1pGg3XjGXwvea/cS3j6pPNOiyli0UUf8OdwXB46AGgCPWtK8DWDXFz/wl+vQxgsIrVncmQgdA3oTxkivHb17NxEbVJVYgmUyNnLZ7fhXvPjqyl8M+C76KbQtKga6uG8iZoY9yrjknk8nPHpivCHtnntrZ4rZVLExgq2S5HcjPBoA9U+Bel3F3qGoT3flrotpsuLjdxukXlOfbr+FT/En4p2Pinw/c6db3Ev7yTEcEK4XCtw0jHrnGQB69a5Tw142fw34O1DQGiiaLVm+eaOT54VHDBgBnkHjmuKmgltrsI6PETgqHBU7T0P0IoA6L4aX6ab8RtDuZMbBchDk4+8Cv9a+rvAjb/DZfeWVrqdl4xgeY3FfH8pn0nVbrbZRLPGQ8bRsxEJBBDoc8jpycjmvdvhX8QddfwyFn8N3l9ZW8jCW+tmDMWJySUOCevagD0Px/byXWm6ZDF99tTtyOcdGrh9E0VNbOkWryRBPtGoMd8IkH3+mD3963vGXirTdR0WBNNvX+3RyrceUkDtLEFzyyAZX8cVyej2mtaPoeja7p2v28sK3KwyQNbsXJlYBgd3IbJ9qAO/t/h/bWVuF+2zSqin92lvCu72HycVxhurlfD9697Bq2n3iPbr5El1yqyTlAeAP4V/WvZ6848WRGbWtSjUAln0zg9P9c1AGNqujazZ+GzHrYhZZNZgS2RLh2zAW6MS3Jrq/CkSQ+OPFkcYwivbgDOeNlP8AiP8A8gXSx/1Fbb/0I1e8Pqo8ReI2AG43EeTjk/JQB0TIrjDKGHoRmvOvileSeG7bS/ENj9liltrlYpd8AZmicjdjuCMZrqfGWsnw/wCEdS1JHVJooW8ot3kPCj88V4jpulT3mv2C+Kby71W+u4Wm+zOpkQx8htvG0EHPTkUAd1rPiywj8Wxs+hXN1CIVMF2qKYgrruaVeOvGPwrxKO7uNT8SW1lbSNb3s9xI6y5URFGQgAhcDOBg17LdeDvElql1pGkXMh0a8J8uJbtYRbqy8qVKM2Mk8KfwFJfeH9P06fwv4EhNrJI4Ml5NIsZlMSc4BIzyeOOcUAeCa7bfYvCWjwS2uyaSWd/NGPmUNjH5113wy0LW9Kubm9l8P3F/Y39q1qRFMiYDYOSSeOKueO/A4j+Jmj+FbRyum3T+ZAnJMKscuoyenFeta54W0Pwp4Gu/7N0xZ5LO3keCF3LguR94qTgnjP8AKgDj9Vl+IWm2+ntqkaW9kk4htbu3CSXMW75VVvm28g4Jreke3tfB15oK6B4htVJ3i6EPnO827cHypOfmANee2Hja68W+Go9N8R36RabHEI5I4sGeVhuIl9FVTt446Va8GeCvEuq6Ve3Wk61O0UNyYILg6hLGtwinkqADgf4UAdOniXVb/wCxQ6/dRaZPFGwjuPsMpZtwwQ6soABxzzUl5NoEGgWKWesxarNa6oLyeByEec5+YBPbsK4C71v4h+GdWNjf6xquYbryWkihW4jOVyoGcEk+hrrtT1rXdFjgk8QX+nBHAKf2rpBIckc/MgIz7UAdd4m1m18ZfDnWhaWl+AiABCvlux6grnr0rz3RItO0zV0DWd7dTvArwxG8O8BQCxYlhgZx+RGK6rFrqXhO/v7p7ceVKhJ0sSQo6Yz904wcZ9ua4jQLeKS5W7S01aGeORhK88gkiWNmby1OBkAFepH86ANe40AL4htobG1nCta3DTyC/LvJIv3toz7qO3Ws7w7bLZa34UkkTbJd6rI0Y88uURFIIcZIDZ9K0NP1Gaz0nTJLrTZLabMoTyXRXffkHAKnHyr9OnrXMwWtzZ614dS20pbd43LRG4vAyS+ZkA/KSRnPJA6/SgD6BvrbxO97I1lfabJZOSPIniYMox03LnP5V5xdNHovxAS5v7e1iXSrNmgiDH5gqMxKFhn7xFUpfEWgaFq0lhfjUbK5Sbax0nVZLn5h1yjdB7Yrb0K90fxD4wSzuodS1BLrT5EguNRtRGyqD8wBwDjHGQKAPONRtD4p8TzfbryT+1Z+TArMVC7RIxPOMIuAF7nNavw88A2evy+I4L7ZFNNBEkeMb4mbD7h7gbc++RXd+Mvh3o+leH9Y13SIp4dVihE6TCdsgp6HryuQaq+HvDWpazO93faT9ie6uWv4NVtLxd0Suowo4+bOOQRjBoA5yXxNc/Dq1i8L+NtDTULBXMkF5byfOwJPzHnIbrzkGuZ1zxPZIumalFoEN3pVyJY7TTblmPlkNy5PJLNXqPjT4Xap4r09o7nVrS4ukUCK4e2KSNjoGIbbjk9FrxKfSNT06+h+16jc3F1pmorbJCoIKMeQRu9TQB0KfFnxXpsO638KadaW6cLtsSAo7DNbPhL4reKvFXiYWt3JFaW0VnPKY4YsByqEjJPTBxXv9sjvYQrdIpkMa+YCON2Of1rxLWtQTUvjTdadZwwJa6dpc6SCONQCxjJOce5X8qAPGra+8S+JbtoV1id3UE/v73yxj/gRArSt/B7yKrXizzyAsmy3uYnyQOoO71rvPgh4K0DW7HUbjXbS2up2l2QQSv8AMqr95toOepx+Fd/q3wJ8F6kd0FvcWD5yTby8H8GzQB872nh2CRplm+1RwxSgFzas7n1Hy5A5qRvDmkT3AhtdZJc3AQRywGMopGSWLcDHbNe0yfs92Nv5v9l+JdRtNy4C8HP1IIyK898YfDnxT8PNKk1SPWPtNrPIEuDCWz7FweooA5aTw3e6JGJ2a1mguEaCVi42xMc4BPYjAP41jyWdzpWrxwSSRwzxkHeCHGcZHTPqBXTS6uNW1Dw+thoVpb3MwigaaRPlnkDFSdoIXByM8V2d14b8Ir43g0G/13bHz+/trWOFI7gEHYXwQQB6nrigDhNE8Sag7DTZYtMaNzzNJZB3APoVwc108E97NaCa20iBZomKg2+mzFmI7klgAa7vxF8O9E8Lto2pQLeS2jXaQXjG4YSMr8LjZgAA8/jXdxfDHwkm4vpjTs5yWnuJHP5lqAPLJrjXbXQrc23haa6vjJvmluVeNBHjoAJOue9aqavFbgXv/CHmJ0AaRJ9XQJuHqjOePrVr4veC9D0j4c3l3pOlxwXEbx/vEZshdwz1NeYaB4x8Oaf4Kg03+yNNk1oGR5L3ULbzEAzkDgEsT+VAHpE1zZ+IbVZLnwLoBkJwS2oxKMEdQV5qjB4RsvOD2emafo0qjKz22vc5z6AHNcjBc6hctv0iLwfqvzqxgFokbgMAcYbbkDnOMkd69C8DS6Jr2rnSNY8I+HYroQGVZbJopUfB5GBkr1FAEVn4U8Sxai2qWnibStSuo2EyQXUvmMpAxjeAB0qTwdPdeANU8Q3fiGxuBHqFws4ntIzNCgwd2WHTGe9bvivwZpOmYv7LTbK3tHQw3Oy3T9zn7so47Hr7VneHL2wtTq2lahoKrcPEQLezLbbpQPmCqzbSSPmGMcZ9KAF8RQw3Hx68JToxIks5HDA8EAMR/OvWa8F0nxlaeLvixoFxp1jLamwDWjW04/eKu1vmGOgGOc89K96oA8h+NVuk8ultNPLBbRQXDzSRxCQhcKMEHoCcDIrp/hQZ/wDhArNbia3ldScPCwOV7bsAYOKyPivZtfSWkJC/ZxaXDTllDAKNh6Fl/nWh8JI0TwfuUBWkmZ2VAgUZ6YCk4GPU5oA7t3EcbOckKMnAya80ufiN8MzrEd9PNGNQtXYLL9lcOh5BGQPqK9MZgqksQABkk+leT3fj7wJpl3Nb23hu4vl8xmaeDT1dGYsSxDN15z7UAdN4R8S+GPEfiDU7jw+iyTNHG93c7GVmPIUc+wrqdT/5BN5/1wf/ANBNc74P1fwzrklxeaFAttcKix3EBg8l1HJXcuB6nmui1P8A5BN5/wBcH/8AQTQB8IXX/H3N/wBdG/nUVS3X/H3N/wBdG/nUVAHc/B7/AJKnon/XR/8A0BqKPg9/yVPRP+uj/wDoDUUAfY1YXinURpWlx3bxSuiTLuMTMCucjPAOR9eK3a5fx7baje+GXtdNtZLiaWWMMI5fLZV3Ak578UAcVbWKLp819YalfNdXEitKk96JYtzE8YxjipdRjH/CPvb3jXtxP8jTz2h3lgRghAGJRegbbmjVDrN5pw+z6bfxWplHmLbzgBgpxgEevtVCFrvStcW2gS9kdbKR3xMhkUH+EHaCeemaAKr2tzqGqaC0Gm3EVut5DcEMpIWMyAKGYtycBux/CtvWWvZvGRmbSJLi0tbqLySzLDH5aRthcseTvOeB6Vn3+vzafouqTK9x9sXShPbxyqJDEOo3EDC4O4Y79a8jh/suTS7K6uYdT1Ca4JjKRzsqCY/dHPvngUAex+JviV4msdH1K7ttLsrSOwljhnxN5rqHAO5Twv6Gtf4ZeLPB2rWpg0dxDqcvz3KXIAmmfuxP8X4flVXwx8PbgeFzZXupot2/lm4t48SopXBVWDZwQODjGa4zXPgb4itdWfWvD9/Zx3Al8yOCENGIzn+EkmgDqPil4kik8YeHvCU10lvY3EyzX7O+1WjzwrH0PNW/Nv8AV9dvH0ltOk8P6JJH5FtGyohbZktv2Nxhj09K4XTNPE3imbXfFSTahqFlcCK+CwBoo8L/AA88/Lk8DrXU6PqcY0nxDZeE71roN9nmizDtZI2Ox1wQM4VaAOU8V6NDeeH9LtNI0bz5p3DI1vcyIgBPGN+ASeeQB1ri9Y0y4hs387RNK05rdfKkjaSQyMc43ZJIJ4PQ132vW2mJFhJrKWa3Tz8tHJ97hQOWAB3LxxxzXmOo6hqBWW0vYotkkSuzibexAPHOTj6UAfVnhTQotG0gyQsAlzbxMIlGFj2pjAp3hT/kSYP92b/0N6ydN+IHhK10e0shrMbyR2yKQiu+DtHUgGqHh7x3p1h4fhsRY6rczx78iGzYg5diCCceooA5bS4Hm07S4ADvfw3qKgd8mWsOD7XfeOfC0VypjAuoEUs2U2R28bKB+LMfxrobe51OKS3vz4b1b7Jb6de28r+SMq0km9SFzkjFcV491PTLnw9YyQTXttqdtBbMFltmjIkVdjYb1xtP/AaAPS/Gnh2WHxWLq2UIl4PNjdTj98o+ZT9QAw9wfWvM/FdibTxbo3iWzidJ5pkFw0a4VZVI+fGOjLzXDt4k8VW3lZ1i9/eKsyYnLcDoevFdV4IF94purabUtRubl49Rt4oYZWJRsnLZ/CgD6s+WW3ypBV1zkdwRXzp4ysNtn4atl1F9Os0W+jlucMQE8/G07euTgV7tq+vW+lGOzgia6vpflhtIev1b+6vua8n8XeFtSm8NW1rrM6oHNw8UCAFYpWdmXkckEkfpQBR1LS5I3mNlbLdMLF4WCRkZKsc528AFosger1FZaf4ll8PNaWXiiDTpolWSaKUCKYEjDjsdqj657GrfhdptW063FyAqDELzzSyGQtnDcKQqc5689K2/GfhrWEGi6HFq6z2d5eJGEeHM7xr8zBpO6getAHNtqxFnm98Vz3dzGzRiQ6e8eYSpBwwXOPY5Br0Pwz4y8JR+ENO086xZ27i2WAxSOEKtjByD05ruUtIEiSMRIVVQoyo6Cq1xoWk3YxcabaSj/aiU/wBKAPLNJsPCd54Dm0C71PQrfU0WWBboNE7Ku87WB4ycY96k0P4WaHvtpNc8Uyay8TK0UBuh5PHQbSST+def/GK3s9Q+IuneG9FtLW1aNVjcogQGRyPvEdgMfnWhFoVzoviprS70fTNSEqiKBXuNikhRnBPJbjr70AdTc/DrWbJppb7xdNp/h+Muzx2k0g+Qn5UVc4A7cUyz8O2ms2U+g+GobyxtPuyPfX8qOQeS6wZ5B9Tx7VoaLoEE3jWztLnRZ7C3itjcPam7M0Lvn5Wx045/GvSNS0a01OP94myZR+7nj+WSM+oIoAw9P+H+l29rFBfzXWpiJQqrcyfIAOwjXC/pWjfwQaHplsmnW0dvCtzCpSBMfKXAOAPrTfC2o3d7ZXVvfkNd2Ny1tI4GN4GCG+pBFSeJlkfTYBHN5P8ApkBaTuB5i9P5UAcnf6HHL4mv3F7cJNLIpWCOdl8wBdyoXz8oJ3nAGKyLWXTLaOK9t/7UMq6g4kEgV5rglSGI5GEHTP8Asip9bnsnt7fUSdQT7JOXTUB/y0J+VgcDcCAOOKyPNl6aeWezgvxCLozFXTcM8Lj07nkc0AU3ltrUNpKyXiTNqoAedd0jjrtRgQUHqSc46Gp9Qs0iiv8ATLN5blJAJhcHKooVwPL5OeuPmPWotbubrVru9aC2upSk6gn7UvzDGNqfL+J71p2V1cz6dqst1aXMEOmaaSqHlkYglWDddx59qAPYY95jXzAA2OQpyKfXyvpPxI1uOxgmV9bmIwm83blWbHJxjHY8V2nhn4waqmoSaTqFjcXlyGjXzMDbEGZVy2AD/F1PfFAHuleIfHuSW3S2nWTZEY1Vyn3878jB7V7cDkA14N8fZpHgniZsoghKj0yTmgDzvS9M8TXkmjyWkbTrb25nRLYJvK7uScAhuT3yava7pkWp6F4i8RX81lFqSXMVu0TBlMhCjcUBwQ/IyMY60/wVYy/2loM8X2m3h2rHcSW0xXln/iXryPSu0t7HRdf1Lxnod+vm3Z1JpoIY5AshOAMqD97vxntQBwfw/wDipeeAHubD7F9r02WQusDSAOjHuGAwe3au51L9om4EM1tbeGZIb3aQPOmJ2cdSAoNeZ6z8Pb201y+soJ4cWm3zmmIjCllLAAemBj6mi78F6rEyQRtb+dFuM12XZF5A+Us3GecUAZGnarI2pyahcpNOd5mmck4VzkBiRzjn1qUC/ZdFkjDojyeXFtQqGIfIOTwx59O1bHiHSdS0SSHS7bTNouERBIFAJdl5UMDyO/NZV/LLa6dpasJIZbaQwXETOT8ysGBx260AfRNtpvjl2M3l+TIBgM81vuIP0hPoKh0x9Wu9bGka5fajbS3iyqFa4XAwvIVREFPB7GvStNuVvNLtLlfuzQpIOc9VBrmfE9qNQ8YeHbOW2MlsUuXeQA5QhVA57HmgCl4rhu7FrW2jZBaSvaxrI8QYllc7txxxwFxWnZgf2t4tOOcR/wDoo1lahcvqOgQWl6RObfV0tnkI4lCsQD/j71bt457W71+109Y1t7faGjcklg0ZOQexHp0oAy/gd/yTsf8AX7N/MV6RXnHwR2/8K9Gwnb9sm6/UV6PQA1/uN9DXxrovhq/8ReI7mwtkRWluiyee21HIJJXpk8V9lP8Acb6GvmX4XXdg/wAURaNbyTGSRiksjf6t1HOP1/CgCI6Bq1l4o0u5g026gs7Gb7K4uZg2xiD9zAHy+mCadPoMvirT9D0Sya4M66fcsMKqouJsguf7vHXrWz4jhs5PjfY6fp0HkwwBpZFjyVdyCckE4rY+Er2ja5qJEoMqaYq5JxtzK+R6dcUAWfBHwa8K3eh2Gqajaz3E0sIzFK+FDAnJwuM59+2K6DVtC0zwr4g0S9h0/wCz6FAGWUWykLFN/BI4UZYYLDJzjNXvh1q7t4K36m8NubGaWBwflMYRj9/PfGDTX+KvhZrO6mjmnuPs8rRyRQwl24bbu442k9DnmgC5ceN7a+3WnhqNtUv2X5GRGEMfu7kYx7DJrR8M+HxoVg/nSeff3Lma7uD1kc+nsOgFeezfHLSNPhieLw7frG8hQ4QJjnjjHUjBx711uneOLbxFp/l6YWsNTmi328V/GVD+mOx/DmgDnpru+1H4x6hD9jW4s9N08API+BAWzkqMYLHpz2zUXifT0OgaNckWcDNbIRai3I82YhSuXTsNudvc1l6B4mnj+KWtafrNsLG/vtOCyIW+RpUzgoT1BXpW1rCH+w/C1sEuBfR20TxMSTEjAKvzKOGOW/LNAHC6nYTzXFk5gtrF9QuCsXm2iyTTAYBcKVBUnd7dDmlktbkQrp0ixXaWl4/2iWKwLNLIM8MxB3em0ACtN/EGnQ2GgXsz/ab5J5JPK8hgiBiQ3Gfl43H61Q1fVtW0/Rr1ILye3e4vnt1uXhCtFHuz8oX0z1oAl1Gza0vor2a7tksbi5ijjtpbT5jtHK/KgK88cVxnje0udX+LF1t8u0aNI5JZGBKQqEBJwew9K6nXwbLXdOkiltdTkmmRTHLJ8shTBZhngMT361X1q4kuvHHignTjJ9t8jk8CPaULAnv3HGaAJ/HVtaaX4K0vR9EvTLEriyUnq8snzSH04wFx23Gul1TU7LwT4/8ACum3EM32e20g28TxIX2SscBto6/d/WuP0O+N/fQ6dJp5W8TVI5YIGTaH8qJycE/3nUZI9a7KLUh481jRdUsHs4fEmnq6XemXTMEBUkBgB1w2SOe9AHPeMvD3izxNBdQ2Gq6prClhtil09YEA6kBmIP4AV5trHhrWPDGjW39q6THZ3DSvGhlAZpQevYrgdjnNfUeheJb99ck0DxBaQ2upeX50DwEmK4jHBK55BB7VzPjvXdLHjfQlCPfTaZKzXdukWRGjrgMScDP40AeKab8OribTog9xam/uWQxRxsJJEPXA2tt5HXdz6Vqaf8Mb3V0Q3OooZ2zFI0Nm8rKwOfmZtuCOB9K9P1bWrPxDFDaQeH5oogXJCnYfukAhlU4IznrWNp3hy5v5beC31jUYHnlO3zAshAXnksgJ/wDrUAPHgC41a6WHVYJNRvDEYmnnY2+5BjGPLJwOON3pW54H8Oaz4e0+8sfD17bxRw3TCazv4vM2ucdJEIyMY7fhXN6V4NudS8T65pi+MtYC6aqC58kBTIxBbC9sD0+tWbnWNE8FR/2dZ+KtYn1GU+cYraJJCDjneAME8c0Ab2up4wzevLp00E7wlVudGMR80DoGLjep+hqCaLTvEOmaXo2mjW7TUDcR3Ms727gpIoGXkZxg9OKq6X4+1/UdJtZpL6wtMzvHLfXMZwi4yoKLxuI9cYqCTxRJfyO1p4w1O4dCUZ4FggiYj+7u5/SgDrpdL+IenkNY+INO1JB/Be2vlk8dNyf4VhXUfjWbVJbjUvDcb+bLaAvY3AYAROWJw2Dzk1a0bXZrUxySeK7m5ZXHnWc0CTuw9FaMV3ujazaa7YfbLJnMYkaNg67WVlJBBH1FAHmOr+L7/wAXPcWFvpU1pDYaiqeaYGuCzoc5G0gKfY5rpPBeqxnVtfjv7+D7WbsDY+2JyAoH3NxIrL8I+JNJ0Kw1+Oa5iW/Op3Ugt2JDOd5x2PtXO2mgW/imOS/vNX0Gzubm4klZXQSTAE8Dc+CMfSgDq/iJdmfWtE06eFpNKSQ3d86jcECkBN4/u7iM/SvN7z+1rPxxHcJr1vMy2EwhnsdgjhZm+YAAngbgcnvXbWPwxs7K5M9l44v4JXUKywTJtI/ugeme1Yms2Op2hhj8P/bbmWKWUT6jd2aBMPhXLDGSBgdugoApx6T4te+t7dPC1rK8MO6W785laWTJUyCXhsc5xntTbCO5ufixo6eJpLQNaWkjxzLeCTYgbKlmPfr15qfULqLQ7HGsaW1xFGn7qPT9YLRyFhj/AFQPQnsKyrTwHrfizWNMvLPTDb6Vayo87Xo8t5ySC2F/ugcAegoA2/iZLpniPXba80e+gubmOymiikilIMcgIIbI9B3rrvC2maBI2mz6pb2cesQokcEjX4lknIHLYB56+9TfFKVPD3gabUtPsoRPbELGVjA2BhtJ/KvLfDni4f8ACO2qQ+Gt/iCdWhhu0IQAKB84z0YA5JoAm+KvgeHUdbv7/RNMniW3t3nu7hx5UW4YAVcjB4DdByT1rsvA2o6/4O8IaXo8/hG+uzs8xZrWVCpDndznBUjPNSX99/aeiyaDqWvaTY2Utv5TQo5ubjaP4i3TPHpXF3fiLxB4cnthpnjm41GwbKqz2TSOvsVI+btjmgDoJJryy8bWuveJNHvo7c3Ejz4iEkUBwFib5CScKOTjvW/4k8YeHtdudKtYrtGtYrtbie5mhcRKq87ckYJPpXGQfFzxBbQyLNdaZeeWq+YJ7SSIqSe+OM11MPxGnEaLPo2lXSSKGVbS+Q5HfCEZz7UAWfEN7pes+F/EAt7m3vI1lWREjdCMADGeMAZ+tcTo1glzJdWBtktkMSm5dLkAEhWYIpAwWXP09eldNFqVvF4P1/UoNOu1lvr5tlupEbIVC4BYcAVX0thcatNJc6TOLi7tRMLuKXao2RjKKpOdxOR+NAGRELbVLvSL6CC2ilNo3nSRToblDuAAHzBSMEAgjjms+G2WPx34cury1SFopss8lwrBYVDbcR5JXpk44rSsJNKnt7WWx8NzzXEiPLILm+CpbxqSCpIOcADI4700WOlQ+I/C9xZ6aYrJrshNsokTmMltzEZ57Dp1oA7jWfiX4A8PrJerc2lzdSHJWzjDSOfc/wCJrz3xJ8TYpfiJ4R1iG1ktoo4yJoZMFtkhA7cdORXL3PhKKTXL64t9D1G4sGmbEUM0UgUk8EKvNY/jq4spNXRbKyuQbaBYAlyCJIioByQPTn86APry8gS90+e3YBkmiZCD0IIxXM/DKeWb4f6Ykz75IA9uTnP3HKj9AKPCfiVtT+GljrccDXM62nzQpjLOvyke2SKwPCWh+JLlLvULXX2sbC8unmW3W2Ruv3iuRwCc49ue9AHppyVODg44NfOOlsuh62+r+J50jsYdXnM0qwl2mkQ5UE9ueldpp2nv4hvtStdV8aamlvDdG1t4jcJC8jLwxwuMjPStq48A+A9BsxLq0aSRqxkLX07Sb2PU4J5P4UAUrb4w2niC++weFtKub6cnBnuMRQR+7Nzx7dah0vQ47Pxjf3eqtAuo6hEVW5snxAUZG+V069VY7snOOoqlJrXhWa4Mdhpi23hrSnWfUGW2KeZI3EYC8EgH5s+1S3mt6Jqfjaz063gvo3ntRtsvIAW4jAYqeuU6t19aAOdgtHSVbTRH09dYt724Utcgq8Uqc7xJ1ZWB6Nkdq0o7D4xah++1HUtPtLbJUp53lDB6NlBn6c1574n8ZRaLq95p9rp6vNBNKuLoiURFgFYbjy5478DtXVfD37T8TrJrLUPEOqIloFae3RlVCQfkKYGQBigDoG8K3ukyWh8SatMv2m5ESy2ly252bp97J/KuP+Mtxq+ma3Z6DY+JL26tbi3xJbyz5wc4+Yjrn3r0DxB4B8PjULKK6ub+4njzczXFxds/lRL1OCcZPSobuG00qytfF/8AZMbSNeqzwIo8yO3YGNAM/XdQB4v4cjW78FXVwqM17oN4l6qg4JibCt+TBT+desxaB9puYNMuNGGo6Jf6St/FbRgI0M4wSFkzu+Yn19K858NRW4+LOq6UlxG1jqhntSw6YlBK8HuGxx6iuxsPFdhpVudSudfu7a4jKCa3+YElF2tEiH5SCyde2aAIr/QPEs3irQNFjvL210+fZczafcXPnLbRxNkZOBxx/wDXNegar8SLiK4eHSNHNyiEKLiaUKrk/wB0LnsO5FfPvjnVvEur+Kbm4u3YXJt1eRLZziKI8hWx0xkZ960vg3Pqd94nl0S1vBBHdp5kkjrvK7OcqDxntzQB6V4k8axeNPDeq+Gry2i0u8k2CKW4mHlSDKlmUkDkA5xXmHgK00m3bXby+sG1my05WynkpsKE437mYFT8oxjNXfHdz4h8AeLpLR9QS9jlt5BEzoMBX4IPuMDn6VP4AstT0fw/qsf2Wyu4dctCluHlBQyLlvLbkYYrkj6CgDtJ/hjoHiDXBZw2DaZutllRre3kClSAd2/dtDZOMYNePeFNVHg34j2tyszPBbXRhkfGNyE7Tx+tfReh+MNQsY3/ALe/s2ysY4FjtYkb9/JJ0ACBjkdq8qsbfW5NNk0WbwbaWbXVwzS6reIEIjZsk5bocUAfSjLBfWZVgskEycgjIZSK4LVPC1+lqXso2F7pjg2U+7PmxZyF/wB5en0wK7DQr7TbzTIk0y7huYYFEW6JsgEDFalAHzV4/wDDtlfG48X+FroQX9uzHVLVJGR0kyFYoBz1yDjjmvQvAFuPEfhiHU9F8RarZTgGOe2kmFwkMg7bZATjv+Ndd4m8LW+qaTKtnEkF7GGeF0AGWPJVvUN3rxV7XUvBq2virTL29t9E1R8alHbgFrdskZ9Dg557ke9AHpHxBgng8JXsmpXJmmjtJFMtvGY8qSOvJ5yBmrvwm+0nwRbm6FwJCxP78847EDsPSsW51uPXPDmoWd/cX15amz84CbT1DOpzggrwfXitX4Rqo8Ghlkd90rH5oym0dgM9aAO6nhS4t5IJBlJFKsPY15Ze+Gvilp7rbaF4h06Swj+WFZoFVkQdAflOeO9eqTSeVBJIBnYpbHrisJfGWjrpceoXMz28LRiRmkjYBRjnJxQBT8JeHtbsJ5NR8R6pFf6k8flL5EIjREznHAGT7mui1QgaTeknAED/APoJqhoXivRfEyyNo98t2kf3nRWAHtkirHiCUweHNTlAyUtZT/46aAPhe5/4+5iP77fzqKnSNvkdv7xJptAHc/B7/kqeif8AXR//AEBqKX4Oru+Kei8gYdzz/uNRQB9i1z3jK1e78PShbmWFEYO4icI0gB+7uPSuhrkfiNp0+qeD7q1gt3mbKuAk6xHIPHJoA4WMStpk9vHcXYs5Pma3mukieQjkgc5FWptHlaD+3rawTzobVoo0ubgtGVJGAW7kDNZOn6U+kyPfXvhi/ulC+ddRzzxsWduNy46kDjjFT3ay319fQXen6l9jsrMMtnbXEcqKrDPKkg5wAMc4oAbeadpt74W128tPtNqs+mOwjAKxTbV/hJPIB3fnXmHwyudPj8ZaQZ47i6+zo8gtywCGXJxjJwMDBz6169PJeT+A/EsZ057eCPTdttZTmPzIFZTn5VyVB689SK8R0iztY9LmjurMC4uJbaW1kI3IPvfKz5AQMeufSgD3+zsvFUPim51nRtHeGO9U/aEv70MjMPusAvIwK2zF8Qr0bTc6Lpw6Fo0eVj7jPFebSX/jLwPpMV/aW92bbdn7PFKt5agHoAQdy/rXUeGPjnoOquLXWY5NIvOARLzGf+BdvxoAtT/Cq61GW8uNQ8S3AuLx1eY2sKxqSBjI9CRwaenwf8M2Q+13N1qcrQp8zm6ZflGTghe1aHjHx1HoSaa1tcQJaXrMG1AqZY4gB6L1J/KuGu/Ees6pJstPiHokilt2IJBA6p9GBBPTgnrQBRt5PAd9qs1vpui2kQjJD3GszOitz2Xqe9b8DaDp9nIBrXhGCNgQ6x2wYYPbJ5rlprp5bl11vxPayW6nmGWe3bzQQct8oY7vYVtRWGhatbadFYvDJZfbT51yNPEZ5QsArMuGAwc9KAL+n+LwupW+neGotM12RmCvHZ2nlJGvqZMYGPeu2jvvFcavPc2Wk28QyUtzOS7D03fdzXA+GvGGjeGPDN7/AGXC13qU0xcwxxqoUHhdxHHA/Gs/wvY6l4+8Q6xqGr311cJp7qYoIz5abipyqHOARwOaAPXPDHiey8VaYby03IVYpJG3VWH8x703Xb7wwsgsdcmsN7gMIbjaSR2ODXgF9GYtMtLfw5daravA9wJLfzSVDoWwd6jlupweMD3qPwv43sNV1vT9P8U41cSGKGG78nZPBIf9ofeUE45+tAHpXivT/hr/AGVNdCw06a6QYijhJQsx4AJHQc1y9vbaPo9xZQ2I1FFa7WREsLciASbcEiQ8tj2rqdU+GU8+u3osreI2M9siJLdXLkBgfmBUckkd+lWbjQn8L6loV5PNEllHdrCIYd3lwArgElj698UAS2OrNpSxw6RpSteX9x5STTpIBuwSS7NzjjoKyp5PiBZeIRe6z4bi1qBI2VBaTfKoLKchT3GK6Hx5qVxbz+H7zS/Lnl+1MseZQsW5kIUuf7vNYF1rfiH7bNb3XiG7juYuTHaaWFiYd9sjkBuvWgDn9TvtGOtfadT0DxNoaSSGS6hgTMTEjO75ehJ5OPSpYfEWjQ+O9Kn0DUHu0ispiF1K5KZkZgAuX6cDNattr/iCS+jtrfXL+eWYHZHLYRyIR3yEfJrqrCzuNQu10/xJoWlXCTRM6TRRqCoB+6yNyD9KAGx+NdaiUy3HhK8kh/ils50nH1AHOKlt/idoLyrDdR39lMxxsubVl7Z69Ki1/wAI6VonhvUL3RYHsLq3geSIwTuqhgOMjJH6Vz8lpq0/gyDW9SUzSQ2PmK73xHml0wcqF4OGNAHilvdDxN8StQ1SW2F9bS3DHMzlFRWbZGzEdAMrVvTreyutUi1W8a/S2triSGFLZy7oUAKlWPuRz0xivUNL+F/iPw3dapd6MmhTQakgQ2VwHZEXrjJHPNchb6L4ptvFd3Jf+FjPaLcTLOtim6Nd8QULgfwj5TQBueE7XXLrXni0u/vFJtWEBuplZoPmw4c9fvA4x61694Z0rU9Js/I1C+juMDgKCec5LFjySa82+CMfm6prl5Hp5s7do4Y0BBG8gElueec17I7rHGzucKoLEnsBQByfgzUYLzVvE0IlDXMOonzYwMbRtAX69DWzr4Q2lsHYgG8g6d/3i15P8K9SuY/iV4ijulfydW3XVrKwwJVVyMj14r1TxRn+yosSmL/S7f5x/wBdV/8A1UAcr4kl+16kzNPdxx2Trst4ZBiQgnczgdB8w6+hrnGRk0eKcajcmFL5TIXQRqWyQu/uMjHPeowBqHiCaeTSnmiWeWS6SOJEkYhvkypOWQD5u+c9KsX32PUHNvOmoRrcXIhkvNiiGSNclVYAdRjGMdqAOWnt7eYapqOqW2slI7sxhUcssQA4ZdvJ+protPuCuheKolOoDz7B5Va5l3NLhCMn+6QMce4qt5V3qWnX8lvZanKgudrCARorBP7/AD3/ADqw1xNd6b4htmti1/NbLaW0qx4SJZDt2swJyQcAnrxQB41YJqdtotlu8SwWVlNumii8zJVgSpyo5B5P516z8FfD2neILTVtT1GR766jvFjFzuI8xVCsMj0yAazrP4A6rbabIuoa5YRQcSS4iLFQOo3EcD6V1vwXk0iwOraTplw08TMtzHKYyiyjGxiueSAy9fegD1oDAwK8D+PfS6+kH8zXvM0scELyzOqRoCzMxwAB1Jr5i+MviyHXL6T+zoGk02TbGt4RhZHTrs9R70AUdPnhtPDmg6ndtdRQxSsI5Yp1BTBBXeOuM5rmL2x1/W/FEl+lvNDc32+7icvtygGSwb0xWhpOmprmm6Zp0Wl3CJGRJeXZXczbmwgTJ+6T6UyweXUNtxZOV1XTZALe15K7ASdoBJLEnjaBQBRewjhs5LjUNXuJnnClY4UZzIRzyx44BNaesDxYlkdTuLG+W0BBE9zypXGF+XpwKZP4v1PRruRl0mO3lLNuiuYP3aMQM7UP3T68ntTfDlj4j+JfiCPSftsrQlvNl3MRHEvcheg9AKAKun6B4l8SaZe6tDHc3sUADMyy/dbOOntU2n32oahov9if2enkwSMbq5ON3zEdS3QjHWvq3TfCWnaP4QPh6xjCQGBoy2BliRyx9TmvnjTvDl54GvrmO4gtrrVXuxBDFcHfF5WDmYr3x6npQB6T8MviBZReEH0q6lM97pW2MeWwYSozAJg+xYA+ldylvquqPGuqXkdnHKCVtbRsswB7v9CM4ryO0stG0DTv7S0rUorq6tC0s4uESFLtW++mD8xA6jjsK9B0e/0u21DSZG8Q2cyJFOoQTAKm9kKqMnPABAzzQBc8VzWGm2Om2Nqq747+JhBEMt36+596bZ3k93qHiM2tqsDLtFyZpNxyIzjaB049ayrjUdNmkm8q+tTPNriMYvNUsAuVyfrjP41o+HuNT8csfum64Pb/AFVAFb4Lj/i3sTbUUNdTMAhzj5u/vXodcB8G4/L+HNnwfmmlbkf7Rqf4mePW8A6La30dot1LPcCIRsxUYwSTnHtQB25GQQa+O7e51TQvHN5b6VL9nWa8kgR5CAPvcncfu9OTXqFt+0PLeSCO28K3ErkEgJLngdT0rzzVrGHVrm+1w6Ncxw3bGcI9yv7vLfNjn1B/OgC7p93cyeOYNTa6F35b+Xcywz8SyKhO4E9gK6f4YeG9U8UaW2qi7igto5JIYXZclF3bvu9GIOCCelcRplnpdrDLexLNBLaq0iRzyIu8sMDDZO8DPoK9y0Pw1q+l/CrTNE0gRi5uIt1xKZAAoYZOCO54GaAPNvFy6TP43ttLt9auLqC5k8i85wv2koFWQ44IJAz24rT1HRNQ0XQb9rGz+y3CwLeSWrJjzIywMqD/AHXXcPZq2td8DweGfB8OqXEaPexX0VxeeSx2iMkxlUz0AV+vrzUviyxi8ByWWrRS3F1YO/zNdTmQ72XDKc/wumeP7yj1oAzIEtNa02KS0v7SUXN2ixOiFiGXBYEf7KhMmuavNZ1FPEmtWBuXm0uzikGnyxjCJIpDDDfnXU+FdHudPvLqHw7bx6jpkN61wJWnEaRblIZCxHPG3IGa09M0rVb7TWsLFdAuIkKrfQW9wWklAOVG/G0UAXvHng6y8YeDY9fWB01mKySaKVPlY/KG2n9atarqs+nPoaLepbW82nbQxAfDAKchOpOMj8RVq48c21vbzadrukalpDMhjV2hMkZBGAQ6ZFc/r97DY2nhs6RfRsy5gnuRbvKSqoMgqOQDxQBlWAZ2igsLm0mv4powJpIPknTnAYnoQT174rQk0q+cyXN1rEZzegXChA4IZOPLJ6dee3Fc7JbLNJLO93Y2sCXih0uRKRMysQpjZevJPGeop/iXXBpvhWZILdIpbe/aJ7gxuGj6H5ASTwT349KALt+NQtmSSS9s5onZClq9nuCDdgbQBknHJIrpNC8K/wBu6F/aEWqTm5knkLC4iDRMQxGNh5UDGOvauP1aOS3Nk9v4jvltZWWeZHQE25ZeFJyCob09K9O+GjiTwNZOCrBnkOUzg5c9M80AeeeJtZ07wvrNno3iuINGUEyG1TcuOR8pPzIc16cb3w7oJ0oeTDbfbSIbaTygD0yAW6jPvXh/7RrOPFukcAKLUlSOud3P9K7nx7plveeDNF1zUodSvLe3tozcraShSgKA78f72CT7CgDs/GHh+fVI7PU9NbZq2myebbkHAkH8UZ9mFeT6h41sdT127YWv9mXt4Ba39nqcRaCUrwPnX7p7Zro/hN48gubU6LqGoXM580iwvLpConT+7k/xDpio5vA0+ufEzUhqdteRaZO5nWSJwoyowpJwep7UAJbQ61JaxCHRtWCxcI9hqyGLHHTPb607SfF15BdakLDw/qV5cWsbSTS3V+kkUW0cjcOjY7Cs5IPh/wCEdV1Ox1fUbm3ltrvdEgupN0ikBuUXjGeK2fCfxU8KX81xplrpa6bp6BnklkKCNs+oBySaAOZ8F3WsS3GsaXpB231y0jarJJ+9aGSRisZB6kKoOceua7WHwFH4SGlT6PBHKYAwvJJWVTJu5LFm5OTxiuIt9Ds9H8UXus+EteTUEWSO8ubZJAHdS7Hy0IPJxngj0rb8eeNP7d0ojQNaijt5LaSO5tnVQ6ydgQ3Oe2AKAIL1b+PTrHWEmttMbUbqc7AA9uwHMaycYxkEZpkVn4i1SP7Qmn+F7klcgMsYIPpwfu+/WnQXnijw34Y0yDWtS0HR9NWACON4GuXYY6kdO/NOvPD0E9rDqkur+FJ4ptoUtbtbht3A+42c+xFAEyXHizSI2jA0rT1cBSLaOPanPSMj5mJz+dXTdeJPBXhTw7otnaGbUtQkle4mK72jzl24/ifB/Sp7Yf8ACFlnn8H2onMMskFxZzGVWZFLbctymQDzUEet+LfEN1p9zJpH2Se2m86OFYmkXlDy0nCjIPTrQBzF34o0q2vZotR1vW1vGBfbHpywN5nUrkjPNZg1bQtSW2v5pdejlJ2iWeOOVW5xjtmu/wBQ1DXfEUGl6i/hOGdF3SKgmjZi5XC7g2Dgcn8q8t8YfDPxbdTtqV1a2Gn2MaBVV7qNFA9SM4yaAPRYDoniPS49Ht/s015qEcjW81mPJliaMZHmD+H5gOlS6VqqeD9K8/V/C2rnVre3ImumJlWXC/M2/OAOK4T4SaJqPhrV5tXOj3t3KUaKFwFig245YyMQCO3Fem6h4j1/WdOudLl8O2bLdxPCVi1SJmJKngDPJoA56zuPKk/t0WoW9WD7RJbNaRLGMDdhHJ59iK7tdU8Y3kYeDR7CyhZQwkurndgEcnC+lcZZ6F4fTw0LDUrm6tLpplE+nhQ7+bneAAF3EbfQ4qfx54m1658MyR22jX2laOZo4Lq+nISVYicMVTrjHegCwNQ1rxVoWpW95YQa1ZCTyt9tHsRsdWTd9/HpWl4X+HXg+PTY5raCS8XkZuJCTG38S4/h9CK7PR7W0stHs7awC/ZY4lWLb0K44Nc94fb7P488S2MTD7OVguNi5wrsCG9hnAoA6C30XS7UKINOtY9owCsS5H44qz9lt+P3EXHT5BxXPeOfFv8AwhuiR34smu5JbhIEiVtuS3v+FcbN4+1y6tY7mXV/DOiWsp3I8tz57lc46DA7HvQBd+KegLb6cviTT7bdcWrKLqBeFnhJ5DcdQcHNef6TO2oSxvdaBZXdoowskGxpN2epwQx4445q9efEjQrdJf7T8Zarq8mMG30+3EMTA9skf1rz/wASePtKvDH/AGFpEtsY2DK9y6sQfXAGc/8AAqAPXotOiv8AwFdf2daRC3+2yuba8kZCIhtDE98gjNcwba4SxinRLK5lW0kkdvtBZY1Mm7CgHOSOM9hXWeGLy3/4VXYXk9ki/aY5pJJRcAFGJ6gt6kDiuMuIJY7eKfT1g8qGMxyv9sj3RxgfvMAcjcQACPwoAvyXC3OrwSQafBZyR6aIZAI2MBD5KlT3H3gc0wfYdN0awtmtrRrZmnku1gmyeEwWjHVTzjFN0iXWrPRoTYX0UOydbeaOK/jm3q7sTkMMggn8s0PcW1pG942mafBf2ktxLM8V4jecpyGVhgdTggCgDxtL+40u8S5003NrlxJE+85IB46da7y98Ka+ulXHivUIWd9SilPmkbQgZcbmHbPIA96r/CHwyvjHxsHvAWsLEGd4icqfm+Vfpmvqq8sYb3TprGTKwyxmMheMAjHFAHzR8LPi1Z+CtAvNL1WC4nQyeZbrHjjI+YHP0FdLdftENHEDYeGmjg2/I0z4Udv4R0zWP4g0K3svFGqaC2m2eow6dpwZLiXEMg3siqxK8MV9fQmszW0i8PeH28zTo3gS4WJ7Y3DMrKJZsLnHAynbrigBt74r8S6t4xW00ix061vtVaOUtagTEMR98MfunHUe1d34g8FzaT4fl1qz1q6u9Vs1Avri5O8oAclo1PAP8xXhenX6aLrENxJDiJnWYG3mxJGp7K46EZ6Edq9u0vxcfHVwnhM3TalpqmO6m1Er5TJEpyUkB4J7ZHWgC8Ybi40Hw3/aMgnl1Wc3964G1ZFjQsikdl4H61h/DaVdT+LPiHxHdSTPBZWzMZZc57AkD0wGwPTFd9ruhRarrNpp2l6k8FncQma6SIKyRwgYXZkfLuPHHXmsi3vdG0/xFcxNqmqXyXVpKfPWNEt22qQwBUDcR26gZoA8c8UaLoeu+ML658P6lcXNtcM021LR3KSMc7OPU55r0j4R6LrXg7Tbi5/4RnULi9vWVX8xliREHTG7k9aj8JaxZ6hraad4HeAXfkiVrho2gARWAKyJyHOD2xXsOvXs9pYRRxSBJ5WG6XHCKOXb8v50AcvfWXiO6lu7qfSbGKKdlM4mu8kRJzt44wetV7uyuNS8C6xrN9DEtxdBZlSFjtEcRyhGfxP5VsX8N3qNnFa2zSg6rMrz+YRuhgHXj3Ax+NdBqlms2gXdlFCCrW7RpGBxjbgCgD5e8Uatp+l/GiHXdNt2SzW7jlYtwrsCA5X2zn8c16t/wiVjr+peIdJ1S5SLSLa5W/SNEAYrIocneeQud3AryfxYNH1TwpotrpyyxanpMcsF4k64cvuXOf8AgTNz7V3HxDjuP+EU0ebTtVtLd9R0+C2vGluVjJVFJGSTzncQfpQByXjyTRdV1N7XwNLdSyXojiltI7dsSKgwGD9x61s/DT4f+MvDdzLr7QWOnERlN+oZzGv8TYFU/hxer4M1G7W31LRr65nRUEoeSTyh2A2qc8ntW54z8VazqWmpDrVyLXTY5NzmHTp8TsOincANv40AYtx4Qf4ieJri+fUpr67mJOIovKjKDgFC/VeOorpNN+HtlocGs6TcXUYurRYNQtvOc+UMk7l59dm0n0NQXfiGzZdI1G51nULSCyQPBJa6MY1RcYIyTyPbkVXuNW0TxdcW2pyal4kuJYG2QukcSZ+bI+X+IAgdaANXxZ4P0W6fRR4ftPsXiNnS5NtAxJRcA/M54QDrnvWHqlxfaXcSW0to+vajaR+bPLaSNKkIznD54LDHUdiai1fVvCmhXlxPqsvim4v7zZI/+kohkXAwG2njjtxXb+APHtrqttNZeG/B80NtFwuZY1MnHOSx5PPvQBz3hCDxJqmlvdaRp/lb1AV7TUViRRnIyvcj3r0S3vPiEYgh0jSo9iBQ090WZz3J21WtD4h0y9urnTvAVrBJckGVkv41346EgcZp7eMfE0eo/wBnyeG7JLsoH8ptUjDbScA4oA0hdeK3tXhv9It2V0Ku9jdbWGe67u+Kq6HPoev6DeeFRZTWZhjaGeyuFw4Ukjfn+LJ5yO9P+3+P3zt0TR1543XrHj8FqG+g8R3V3Y30+gQi7tmH76zvQGx3U7gAVPoaAOK/sDxF4W0O9s5L25h02ygZIroHcwXcchQeoIxx/hXa/CdpT4Gg8997mV2z3wTxn0OO1YvxE1u5h0pJL6zltIxCxuIm2yqqH5Qx2nsT25roPhhb3Nv4EsvtTh3cs6urFtyk/KeenHagDrpyqwSM43IFJI9Rivn97y4+KWrMNZ1SPRfC9pIUisw215gPWvfrwZspx/0zb+VeJWPxXvDZxxwfD64uUiUR+bHHkMV4z932oA9S8MT+HLeD+x/DxgEVtGrlIBwASQCT6nBq34n/AORU1f8A685f/QDXKeAPFM3iXVtQNx4bfRnhhj4kTa0gLN7DgYrq/E//ACKmr/8AXnL/AOgGgD4XPWkpT1pKAO8+Dag/FPRsqThnPTp8jUVZ+CCzN8UtN8p9uElL+67DkUUAfXVct4601b3QJJfKuJ5YR8kMUxjD5IznkZH1966mvOfifLbjTZotRSeWx8sTOEZVK7SPunaSMnrmgDmBpFxeW6WdtenTJlX/AEs2dzJKBIo3bQp3HI7gEZo1TwfdXOnPrFrd3YudVhW3mtUxE0xU8H5sfexk96ntZPD0Hh+3gOj39j59uxIX929wTzjzVxzjnkCueu9U8PyaLFDbQ6onlpGkiLcbyBuJCggjzCf73QDvQBqae7ReFvFEoimSeLSmtXmF8Z23orbt/TBB6Y45xmvJtCmvLbTtN8+WOW21C+hhSNidyCOQHIGMYJc16z9u0+88O+IGSyuxfHTp1mubtV3xxgfKNqcfxdepxXi2gXVzPdadC1uJLeC9g2yrGB5ZL92A5zz1oA+sr3wRYzt9q0u4udIvSA3m2b7VJ/2oz8pH4VxmveERYxahfa5otvdRiF3fVdLPkznjnzIycNn2JrY1P4saboXiefS7+3b7DAFSS9hJfyXPaRccfgTXU31za+IvCN6+mXMVxFc2riORDkHKmgDwDTfEej2nhOzm0O9l0u/D7Z4J0drS45IxtbKlsYJ5HXrXTPqmkaS9tc+MfAWmrb3R/d39hGkiED+JlH3eMHgmuB8IXrN4H1zQb7SL+5tYpC5ms1yYpMEbWHcHHXtWFcabPa2On3cc8UsFzMrR2jS7zEQxXDxnjnr170AfUvh5vA+vRi40O30e48vBzDAgdPqMZFWfFejXWpaOiac0EU9sxljEiEqfkZcAKR614Ba+Grqy1WSWaGbw1dIXeLUYt6W8gLfLgJuC4B6Z/KvUPC+j+OdS0WKK/wDGNv8AZgxZbiyCyzOP4cueMfhn3oA8duYNU1FYo4zc6dmV7aa0hhJ2yE4HGBtLDPWve/CenxeBvCV215aQWlrbp5h8pmZ5QF5ZgejH0FU7zR9Z0m+N2det9T2Or/Zry0BKvjCsCmCPqeK53Rb/AEPWPGl3B4otommvZFlsrkPIttMVwNi7sBsEZ9DQBe0XwNqWtaU2oi/GlRX8k86Wptg7IkylRlt3Xa2cdiado3wG8MaReWl5Jd31xcW8glBZ1VSwII4A6ZHrRd65rmrahq1u+rSacLOdoodKsxGlzLGP498nYg8YrCbTIJVR9XstWt84UG+kubsgn+L92Qo/DNAHuO5R/EPzrC8X6na6V4fkurqyjvU3qiQyY2szHAySCB9a81sfDejSXmxWkljHBY6bcKuM5PzM/t1rS1k6nZeHlsNI0K8i064mwiS5nk9dwBJ2L9c/hQARRwWoJv8AwTYm2OVkS3hlkKL3PzRhR+Yrej8AaVc2MU+javrNhBNGHiEF4xTaRlflfOBjtVKw1fxFY6NcWOv2V5M88Mrx3bBBztJEe1M447muz0WMaf4a0+OZwogtIw7NwBhRkn0oA5hvAOplAi+NtaRASSEWJeo9l4pumaN4V8CXL32o675upspD3eo3mZCpPQAnAH4VT8e6hc3eu6TpLay2k6HeQtK97C+xpnHSIP0XIOa5qDQpLOUS/wBjQ6TY7vkuEtBqVxMB0bzDuCn8KAO01rx74R1DSr3T01q3kaeFowUV3XJHGSox+tc5B4u0TXvCOmeHoNRW0u0lt4JEuBs3KrANt3dQQKvwwoqxC1ufFc03OWitkiU8d1ZVX9DTdRms7fT7q38UJA9q8Zb/AImNzG1wrYOAqovHOOc0Aen1i+J/ENj4b0d7u9cDeRFFH3kkbgKP8e1cXYfEjw54S8FadFqmrJcX0UKq9vE/myZ9CfUA9z2qbw3JZfEnUbzxFOPN0uJWtLC3kAyoIG+Rhk4YngewoA6nwdo02heGbOyuZRLOiksw5AychQe4GcCmeNvEVv4Z8M3F5Pgs+IYkzjc7cD+dGna1Bpx/snVZBbXNtFuEkhxHLGP4lY8fUdq4FfFGi+OPi1Hpb3MFxYWcEi2y9VkmI5bPfA4FAGXY6EPDepm5tJv9K0e6huVLSNtktZwBIMnsDk16/rhJsYCuw5uoMbun+sWuZKrpmv6FcO6OkofSrnGdvHMeR68KPxra8ZcaDHjj/TLX/wBHJQB5bqStYfEKdpJrudt0p3TyCFUYguse8gnBARecDrz2rS0TStQ1PT4lSW5hkF55jI900ggYLkfNIMkZz93I54rP1vWFsrvUBfLrbpNdKZntbV2R41b7oZySAeQcY6VVvLiW3luIImvbtJLxXhh8n59oG0L5rE5UD0HWgDQ1B9Xm0+/N1eS26XN+qgQNHIhH975Vzk4/i21Jq0ciI9gLa/WCHUbRgZ2KtHvfBIZSQw46E8ZrCt5dStby4tzcarBb30wjtt5jDRheWBVj0IzggjNaN3qqyWVvcNqdy1imoxh/OkLFmEilY0QE8gZJ4xigDqvjJc663hb+y9Fs3cXuVuLncFWNB/Dknq3QVxvga/itPiN4fsZmjjmj02SyWOL5U+U8nB5yWVznuMV2fxG1E3TWunwShEh2XMpP94kiIEegOXPslfP9h4oMHxGXUrUeYiBra1BXdkbDGh9uxP40AeufEHxSfEi6hbw3M1r4Z0sMLy6jbb9tmHSFD6etcH8MfDrfEbxjLda0jTaVYx8xFsKB0VBjGB9Kj+Lt22kJpPg63IW3sLZZZwhIEkrjJJGeetem/DXQ5fDfwfmu4lIvtRUy9ACN3yr+hoA5XUdAn0xrV9EmmfT9QvzHaWJkG/bCGK4ZuNu7PFdr8GdD8N6do0lxYXUN1q8pJuiV2vDyRsCnkAHjPerF/pBj1GyhhXdFo7WcSMRkBmkDSMfy5+tedaz5tpraXdhqKaddQtJIs6OAxUNcOExkAhsLwfagD0X4peC7zVdKutQ0ZIprkKHmtJowyy7cfMn918ADjqK4P4YXccHxPX+ztsenvbC2kjMYRlk27trYAyQdwrvfBPxTt9WlTSdekgt9UB2JPGwMFwf9k9j7H8K29a8B2t3rcXiDSZFsNYibd5gXdHKcY+dOM8Hr1oA4jVPGPie40dJ75rax0R7mSKXUlSRmjKvgKyowIB9aW0srm1a1ms7yTUkv5iEGmxp5LQ8D5yyuc5JJDN2roI/AOv3vhqXQNW1+2+wyFt621mAzAnOMsTjn2rh5PhdceFdSdvDfjO6VrYLLd2cbfvhFn5mAU88e1AHTato9snii10u6stW1KMsiPIJPKT5uS42IAQvfLD8aXxA3hTU38mP+2JZkQCBLOzMi4U4MigptfvknPtXSWuja/LDFd6X40kntZf3i/abWOUMvYAgA/XvTre28eW8jh7rQZ48DYfs8iFeeeA3pQBgwaRpFjePo1lqGlyXl9aiRItRtE81WAyDtVVyMZODyKy9Ig1az0jVNR0fW9PSzjLi4jltJFSeUcNjecgY6YJFbJ8E+Ib3Wm1i58SWEVzE2VNvZ7ljOMFsOxCtjvVjULax0fwncaxNq0msXRRltp5ZFKl3O35EGFzz2GaAJ/CvijSNN+HdtrF5PFaWZzjcwALdMDnByQa8iu/EH/C2fFjx6nNNB4XtJA8CHZGxYkKBux1OScc8V0firwHax+FbOzu/Fsf2Szx5dj5af65/UIVPXP61jeH5/DWkXVhoRurq5YzQ7pLDKRGVnJUEluRjvjPFAHJbptPW8srLV3hhiu5IY0nlaMPCpYEZxg8Dkj6Y5robuC2fTXZ/F1lulVVQG/kYxqR0ZPKycfhXMSajYT3t7ps6scG8KLIpbynLFhhQdvQDoODmuv8LeHdb+IUsEavNZ6GkSia82MjScDMajOCOPvY7UAY0JubGVLL7XF4pikjMZtrKQuW46nMfAHpmvY/CHhDUYvCum3Fj4j1OxnkgBeGTE0a5J4CuMjHTg9q7Dw/4Z0jwxp62elWccEYHzMB8zn1Y9SaZ4o8UaZ4R0WXU9Tl2RJwiLjdI391R3NAHi/jO+u7bXtY0m58V3N3HDZiKRLh4o08yVumNvICgHpn0rrdIvbr4jfCyfTdtob/yEWN3nVvnVsbiFGUI2nHHpXk1z4w03Ub7UtcjvL23vLm+85kSP5UiA2qpxwSffA5717R8Kb2ztPCulaXLDPHqMkHmszWzASBiW++Bg8H1oA43w/qc1476dqTmOGzZo4vD9mDGGC8GWeRsYUnnnrnpXf+HNXSPUIbaIQNBIoVYNKtC1vFz1aXAB9OK5j4heGZx4uOo2GlvdTXccTKEjLRu6EhlkGcEbcEZ7im+HbfUNd8RWVtqEWsiFYZVu45DJbRxHPyMgUheRxgUAeneI7q4sfDeo3VoM3EVu7x8A/MBx1ry/xffapZaZpl/eapNcSCCNpbaIrErl1UfKcZY55IORirvje107wfog+0eJdckE8qxQ2RvM7s8YJPzbcZzzR408S2kd/YWunakyS6bvWa2KgiT5F2ggg7vvDHTvzxQBxiSxS2zSLqVwUSeFmtJxEgifj5Argn5SOAp5zxzVSefUNQa6Ty1We0nWa9/tGJVE5ONqqoGMjA5JGc1NrWpzWNtHAmq3bxzahBLJFAmQFIViSNpKnOMDcelZ/iC7+0WUiXWp4UM1zGZLfbJtLrlcbeORjLenvQBq6mjalrl7LMHW1xG1ywtUi2yL1C4J3BR1IrTi13xh4Ssbe40260u40iSJ2tLKQgl4kyWkyqrt6Z5NS6e1hOxabUJxe3MQ2CSEzCQHGCWVQDgfw44FWNNtHu/DvjPxBKmI7e1l06yhI+RI0GWIHT5m5oA4b436u2tTeFr54/LluNNE7KOgLkHA/KvTtQ8X3UXwpeE+HNUFy2nCHaYd0YUpjeXXI2459a8b+J6Az+E0Z1Uf2Jbjd1A619IOqH4WMs7fJ/Y5DNjt5XtQBiWOga7ceELXSJtG0P7LFEoixcOrZAyHUhPlb3rN1zVPI1lNF1TxHrNlfNamVIrOIPFFkYG51UswHqQKs+AdR8Z6z4Ss5luNKh8lmgMcsDlwEOAGw/XijQlv7r406m989rJLbaZGknkIyqNzccMTmgDxe8+GniLWLo39veWetRgjz57S686VhnlirHdnHb2r1ew13wT4VgMelaQ0Oo2oSB4LhvszTAjDMysfmAyeSD7V6Lf+FND1FzJPp0Im7TRrskHuGXBrn9Y+Hn9oogbUnvEj+7BqMSTqRnON2N4/76oA5y/8Q6I93BFqfw+DyzQtcq8CwvyuSSWBHbBznvWToVrdeJVm1TwNpUGjW8ch8+K7uS63YI5VohuC59eK574jtYfD++tNPtvD1j5l9alrtmlkkyu8/KhJBXpXd6XdancaRY634XSyjfUbePzbaJTglRjHzHbkdOoPFAHG6dryyrLbXHiC60tGkZFtdX09bm1Rg2CiyHkDPrit6XSNd0a0u9eh0TwVfRrEZJLqNWAZV5GF+6D9K8zu7HxPouu3n2g2sFwZzutLnaYlL8grkkDP+TWp4H8K+IPE2rw3jWVxa6ZLef6U6YFuyDqqpxkEjk9KAPVU1vxj408L20+m6fFolvImbi6uuXKgfN5UfoexJH9a5PQbvVIfC0Q03S76TTLuOS5vtQjnWJ5mEjAKzuTsG1eduTyBXTeN/i9pejCTR9B3XmpI3lSiGEssCAfMR2JA7dPWs3S7PwZd6HNZ2PjO9tmjTzPs13c7EhkzncYzgH5uduSKAE8MaZperaotnquiRaVcSx5tVtLyUzW+OhkbO0MeoHXrxXQa54K8UT3+kzwanY6tDYMxSHU4iOTwGYrwxHrgV51dazoegawHHieymghJMUlrC8s4f+J+fkLt/eOcdqz7v42alYDy9F1TUblQcg6jFE2fb5Rn9aAPTtX8G+NPEd6supXugpGkTRRokMjqgYckAkAn69KydU+Hq6RJoEF1q0rTXd7Hbs1lbRW+MKTuDKNwOF655rzmL4/eNUVQ0llIQ24lrcDcPTjtTbn45eIdQu9Pmv7KwlSyuVuEVUKncAR1z6E0Aez+EfDEWl/EDVmlt1DQRB7Z2O9ykjNyWPOcIP1rr/Eh0R9EubbX57eOwmTbKJ5AgI+tfNfiP42arql/HqGkWv8AZN95XkSyxyCTzEzkDBHGCTz71yq6V408aXP2j7LqmpO3SSQMV59C3AFAHvF58ZvBfhOzh0nQo59QSBdkawk7B7b3OT+tbvwv1GfVbfVL682R3l1OJ3hABKow+Q7wTuGOOgxg188aL4V1fw74p0a71vTPLs2vUibeUkUnPKkAmvZojJ4A157tUk/sy3lME4yTsiZtwP0ycjtwR3oA6Txeq6n4+8LaWwDxWxm1CZTnACLhSe33mr5O1udLrXb+4jUJHJcSMqgAYBY4GBX0rresos3jfxTC0MqWNjHp9pJ1Viw3NyPd1r5bJySaAEoqWGCa5kEcETySE4CopJP4CtC88Oaxp9tLcXmnz28cLKshkG0qWGVyDzzQB9O/DiH7P8FbElVnUxPIyoeQNxyAezV5nptzPdyak9hb5uZJPLaUXHnkNG48s4LBiCTg4GMdq7zQpCnwR0qyF4LeS4s5CjmRUBOT8pH3mH0Ga5BJNO+yaXaK9npk6RyLMLdI1aSQr8pJ4whyp6A0ASWltdxXmmSvp1pcTXc0xkuBIeWGVLmMjcCeBycD2zUbI1lDrun3NhYoY4ZIgotn+8qAblbkbiACc/nVJbW+1S6SyvF0m0ieD7TDFbjaQBhWBfkgEjGMkHNa2npd3N2ulLqS20N5KbGaMMw85inzOUY/eHy85OaAOk/Z9063j8JXmqRwJG93cFcKScBRjHPvzXpfiDSpNa0S5sIr64snlXie3OHX6V4r8HfEkfhHxBqfgjWbhYiLg/ZpH+VS/QjnpnrXvoOeRQB4rp/wx8SrHd6uby2S+nQQGzmVm86FXBG92ZsMdo9RXJ6il9c3Gt2Gv2K6dMollt7eXGHULM25WPDYaQcivpes7V9D0zXrNrTVLKG6hYEYkXJGfQ9R+FAHwrKqKwEblxtBJxjB7ivcbFpfh38EBq0Ucces6uwRJWUFljPQflXE+N/Dfhjw/wCN00jTb6dkjlIuvta/u4j2UFeSPWvXtO0rQNf+HtlrPizXbm403AXyQxjgiYHAVVQZP45oA828N/EPX/DOhPrpmt757yf7KYLhM4RQTldpGBknjHeu68P6pLrOqxR2lnb3MUunznfaeeVtmaP7gD/KuScYGeldHodz4B0f9z4c0G4vC2Az29kz5+rvj+ddZ4V8R22vx3qQadcWD2U/kSQzoqsDjOcA9MUAeDfDnwV458K+LItX/wCEZmlUROoR50jByOMkmvV7y58e6nZCK6ttC0SORgD9ouWlZuc4G3A7dM12uqWd1ewolrqMtkQ4LPGisWAPT5gcVjXHgfw/NcPealFJeHO7/TJ2kRPUhWOBQB51qfia10+8ddS+Iskl8gMZi0jT1z6hQ2GyKxv+Er1yytv7a03S/FNxb24MrTareCOBwOuV28j2Bre8X/Ffwr4VDWPhnTrO91BSV3QxBYozjrkD5j9Pzrxvxf8AEzX/ABpp1pY6k8SxW5LEQpt8xvUigCz4p8WaDq0V7Np+nTWl5diJmEUhEIYg+blc9SSMfSqGg694btZopNX0GW4eODy1aO4+XdjAbYR+YzjNcwRB9kUhn+0bzkY+Xbjj8c03cnklfL+fdnfk9PTFAHpdjplvdTSnwX4gij4O2zknNtcuWH98qA3+6D9K3dE8VePPCjNpmvGC6iQBntNTZSXU9lfJJOO2DXigJU5BII7iuv0P4k+INGhS1knTULEDb9mvF8xcex6j8DQB6nJb+BfHMLy3FneaJcW7YMkR8y1R+OoHABz3C1Ang+48MiG7OkWWq6RvV3v7UCYBR/EI/vKQMdCw46Vy2i6/4Vv/ALQLe9u/CeoXKrG8kOZIGAJJ5+8MnHrWnY674r8J36vE1xcWDs3mXtlEGt5mIB3FT8vGevyk560AczqF3pWkeKLRzbW2uaVG5ljiG2OUkkfLJgAnHZcY9OK958L/ABX8D3mnIkdzb6Oy5BtJ1EWzH0+WuLt/HHhDxfdTaf4o8P7L2Jii31tDhiV+83B3Ljr1NWdW+FsGqWs+p6BdWmvpLCUjFy48yMkdRIOCfZh+VAHqUXjbwvNAZo9f05ox3Fwv8s1R1m78DazbhtUvNInGQqyNMm9SemGByDXy1rXhq78PWYTUNLuLO/4jUMrFWYHlg3TJ7AV3vwm+G2h6z5moeIr2KSeGTH9nGTYyn1fv+VAHsi+Gtb0hkfw/r0klsOtnqP75COwWT7w/HNTx+L5LCVYPEemy6Yx4FyD5tux/3x93/gQFdPHGkUSRxgBEUKoHYDpSuiyIUdQynggjINAHj3xr086ra6fPZsspW3mfarDbKgAOSdwyBnPfntXWfCa5tbr4c6XJaQNDGFKlTj7w6nj1rmfifHDYalpNjHYW50+a3uFfqnkkjJYYI9uO9dN8J7WWz+HmnW8shkKbgrYGNueMY6igDtJHWONpHOFUEk+grxnWPiDp+pX8tv4C0fUL3Vd2WuLRTFFuzjLgjDD6j8a9e1Muul3RjBLiJsY65xXk+jaz8OdN02CKHxVc2TmNTLFDcyoA+BuyAMZzmgDvfCL+JZ7LzvFFpYQX2wKPszksR/tDoPwJrQ8T/wDIqav/ANecv/oBrnfBup6BqWt3zaJrNzqey3jErzTPIE+ZsAbunfpXReJ/+RU1f/rzl/8AQDQB8LnrSUp60lAHe/BqRo/ino+2QpuZ1OO42NxRTPg6AfinouTjDv8Aj8jUUAfYtcV8TXt08JzJcuwjlyhRGwXyOmMc+uPau1rz74qRT6noEuj2ltPJcyx+YkiLhY8HHLn7vegDzKz/ALP0/RILCO11u7u7uPat2z5VGPUAAnaCO45ogR4HCohjZVa3tYDNm5VlGcgDIz8x+tNTSbxLC1S0f7MsEIhiukPmhpQcFcg4Gexp80Go2Wq2N3JYXKXkdz/pM8cok2BgQGC8EN8uaAK6OuoQ6vLNJd3D2+kSGOK5mZHT5DlnTGCCfT0rzezvtJt9LhhiiuRfyMnmMJCI8h8gkd+OK9Ts3ha/S3gjuDJqsq6dc6g4PmNE5wNobj+E5xWnr/wU8OeFvCGras0t5e3VtG0sOW2heeMgdcUAYXxEaNT435VS7WBAz1Ow5+tT+E7uK18R+Exo8Tz2z2It7uOLKoZnByWPQsBW7b2fh+bxrd3Pi7TQtndxW0tldTA+UxEYBUkcdfWur8fxw6ZougXukLBFaWupwMRCAEKk46j60Aeb/B2/vdN8Y+KdMs7RZpG3uttJJtBKyYxn1wTXc+IV0C+1jw99r8Ora6rcakiFZoQDtAJPI4YcV5/4KI0/9o6+gRyqST3C898qTXqXja1e6+IngbLssKXMzH0LBMgfoaANK5+H1ijtLo95daVK33lhbdEw9DG2VNc5/wAInqmlzXFxLaJGM7/tujTmBwB3aI/K1ep1VtJo7y0LR4MZLKMdwDigDwLVfGcD2d3o+maxJqk98g33KqY2QbwGVl6biO4rpZUn8S6JPoll4dM00UBgguJplj+zMvAIGMjtyK8g0S0msfjEdOhMJdr54RvBZOScZHftXq0WpahpmsP4jBZ7uIvbeILcNjy1HCyInp0IoAwPE1roep66tt45l1HSNZtbGNGubdxJC6jgMOM8nr7112leAPDkGkx3dr431P7CQGLLfhUbj9Kik0Gbx/otqDAbLS7Y74NXvyDcTLzyF6bST3rci8HeBfDWm/21qEkU6RHe9zPLuVmHHCj5fwxQBieHvDf9o6/9ttNd1efw1bjdLLdXJ2TupzgA/wAIxye9dhP4ruNZu/7O8JLFcumPOvpVPkQj2I++3sK8u1b4nS+ItYhg0zTp18O2waTyocK1xtBwWHZBjp3q1L8f9F0vTILbTNGaWVFBOwCKIN3wOtAHd23hJNZklur7xJql5OjNFL5Ephj90CjpiuutktbLSoomUQW6R7dszdB6EmvmPU/j54ru96WMdpp8bHOIo8tn1ya4PVvFev65IZNS1a7uCeoaQ4/IcUAfVfirxt4Ags203W76yuYWBBgUeZjH06V5DqWt+FbOyl1Hw5o3iMWmSkdzFePHEpH+zk4/GvOPBmhxeJfGGm6PcSOkV1Ltd05YDBP9K9ph+HPhvT5ntbC7uLmGRmi8q8laJJGRsNscfLnPY0AeL6l4v1m+lZV1XURbZysctyzEfjWbLc3zW5lkundLg4YNJkttx1H5V7b4g8FeG7q4NncaRfQarIAsCWaDcT/tY+Uj3NQ6T8AZdQMZu5lsoEkPmMJRLI49MD5RQBxvwv8Ahvc+ONXE90skejwN+/mHV26hR9e9e9eL5rbwJBY3+hxww3UksdsNPRcC8XpgAdCuc7q0dRv9F+F3gqJIoh5cCiOGFcB539fr3Jrh/GVhJBqWjeI9avnbWEWaaOzhbMUCLC7AAfUDnvzQBw/xX+K0/iRW0KztHs4oJWWdy4ZpCOMZHbNcz4U8O7tDHiefUmsIbW9jt42ijJeRmI75HAFcXLIZZnkY5LsSc+9e1arpd3Y/s/aRafYJftEtyt1lUyAC3GT2J9KANvxFqnj2wvLi1h0mwv4RdJdWku0B8JjBI43E8e9aOl+LvHd/rWiJqFpBFpl0IGufMiVWDM7cAHn+EVznjLVNauk0KNfmtJIIonLDy8NtBBDA5BB7irOiXGuN4q01NRQmy+024FxLOrSFlz1A6/M2PYUAbviqa7v/ABAL2wmv1M0CxmKKMobVwW+feeOmeMc5FY/l6jd3c8bPLLYREW4uJGxLk4ZpQD/QcnNWrydodcvoZZdZNy7+afMJMEysPmJC9AuzAx1rmLeG/g8TSam0lx+7ndbYyo0kNwpXsOudooAstbJbaXfRWVzeXM0MwmMt4gLKx4zgglg3YCuh077fYyT3FxExZIYZYUmjjRAVG4hVAAVj0yea5X+0bmwtWsJJL+9nkvPMCxxsqRx9QOmef0q9q12q6352oXOoQNLETE1yN6H5cBVx055yfSgDptZ8K+LvFFrdY0y0srm4JkNzLdbz8y7QAAP4VyB/vGuGl+DzeDki1fW/FOn2MsMqvApiLhmU5HHfpXu+ua+3hzQtPMNsbu7uXjtbeINtVnI4JJ6DivP/ABFZ6LH4p8Q6n4ha5i+ztaC2aLL7ZHTOAp4ILLQBw2paFoHifVLjWNd8T393czsAHsNMYKABgZyPbtXdWMGh3GmQW48SeKLu1hCobaNHTZgcZAAIrXtr3xaYFNiB9m/gMiW6sR6kZpb271eLw+k8GrOurT30MMm3yysQLdMLxjHvQBWXRvAayGaex1aVmIaRp1mbd/vetatlpnwzibMVppaM5C/v49p9vvitiHR/Egd5B4qSVXPANkhA+nNMudC1h4yZ7/TLvkZ+02KgAfUUAWpfDfhrWNCl02K0s2sZBj/Rto2n1BXoawvDl/f+GPEbeFNaupLi2mG/SbuXq6DrGx7sP1p2pWvhiwEQnKQ6q7fJDpcjB3YnHCj69xUfizw3rkuiPJaail01oy3UC3aYkjZOSA465AI5oA9Arx3x14a0jwvr9z4ture/exu1CXMlnOyywSZ4YYP3SOCK3tP8R+OdR0iDULPSdLu4rxA0LR3BUQ9jvz978Kg1e/8AGYe7ttY8MRano72/lTR2UgLSMf4lDc/UUAcLo6m41nf4Hh1sb/JFvLcOfLEZ3+YSTkY6e+a6F18WeHpwXXUI9RucLPJaJ9rjuQOAw3/6t/0qx4a8MePPDOlxR6BLZRafJmRdPv8ALSRE54Lj8K6KO/8AiTDDiXRtFuJM9UuWXigDin0zVbcz2NpYeI4by7YvdwCZWiuh1LtIfuE9CBWDqGgWd5YrYPY6lplou+4Vr2fLWwT+CNB/CzcZ6mvUp2+JV6THDFomnAp/rC7SkH6Vi634Ws9EEfiTxXq9/rF8jJHFbRkIkr7sqioOoz60AZV94D8U6tHava6botparFFsjkJaRSMEsT6kjmsSfwpe+FJrme7Swgubi5hmMNswdpVXqqJtyuW5rufE+qeOriyhhtEtNHkvpVgto9/mTZbuT0UAZJxVvSNN0r4c6O9zrOonUdVmbe00g3yu5GNsY64zQBx/hP4HpNcx6h4l8sxq7vHbRLtdtzZHmMOvHb8K9kkl0/RNOBkeCzs4FwNxCIoFcXqXxJguCtjoxW3v5NxEupxtFFGq9SfU5IAFLo/hPSdakS91jXT4huM7/LaUeQjf7MY7fWgDI8VfGO2tbd4vDttLcylT/pk0LLAnuDj5q8Y8RXep+KLxZtX1GTULuRT5aKTHBCfXpgDFfUV/q3hzTbc295c2McSjHlHace20Vjp4s8M3ZWK10ye7VwR+508spA69qAPm/SNHtbxE061FkLi5u4jHLNONoAHzqwPVBnPvxX0FoHiMeGNNtdO1v7AtlAohi1CylDQ8cAMucp/KnT3ugNKAfA184RhtcaaB16n8KpX9h4FkWOO98J3scZOObKRV/HFAHoZuPtdg02nTQSM6ExSZ3IT26dq5htM8c3kbRz67p1oG/jtbUlwPbcSK5+PQ/h6DtguLvT/7sSzSxBfcLWkng3TNQiDaf4t1YMcFWjvt2PwoAjn+HujaTZT65qDyanq9vG0ovL5t/wA2OPl6YHYVyPifVI5NVsxPqptp40iugotAsbfIBtYgZZc5z7Eelddrngy9h0W6uLjxTqt2kETSeTNtKMQOMjvXCa14k/t2GC1jKLa21qUuHvLXY6LtHyiQfdyOhNAFWyvljuTdWbRzpdX0b3Bgj2oucodvGffrxUd5Pod1Y31zPd6fbXsm+3aFYWZ03ScOGbPbtUVvrOrWmkWbuYo7Fb+PmEDiNhhWY916D8DTdShtkm1B/t8UQDrHLG8PmYCMNpb0Y5OPWgC3rGp3uhOyWmpQT6jHEot3tbZG8tAP4z1BNboi8RWHhy/tH06S80fXrfzYntFy9vM6DduX+6TzXI+M7jVbyS51DSri3fT9OVRJMiCNmfH/AC0BGT6A16zpuk61ZabZa9oVyJ5Li0ia406eQmKTCjmM/wAJ/SgDw34v2jWVz4Xt54niuYtHhjljYcKQTx9etfReltpWr+CbOymu4HgeziSUJMOMKMg4PFfNXxb1+bVviAbqSORBBGii2uE2mIjqp9ecnPoazL/xJq/ii5i0+102ztGmdQiWsRjJLEAZOfcCgD6atvEHgnwlHeBNctIlmuGlkUz78OeuAOlcd4a8TWNt4p8eeL5ZvtFnbrGq+R826McgiuT8Ofs+a1LPFc61dWkCA5aDJct9SOK19Y0Sw8NaT8QtIsEIjWwglOE2qCewoA9R8N/ETwx4pjB0/U4hNjJgmOxx+B6/hXUKyuoZWDKehByK+OfBenRSC7t7yzMrzRwzW5VtrH96oIBHPIyK9N1PVvEHw1vbyPQrK9fTLdlkkgvZPNQoxIBRuq9sigCH9pS0+fQbzI5EsWMc/wAJ/rT/AAR4l0bwt4VsbXVWu1sWZL+yZI9/mMcho/Yh81S+Jeqal4p+DGg69qEMSzS3jMfKHCqdwUfkBW14Su5R+zlc3ItUupreOZYgVB2jf1H06/hQB1On+HD461xPEviHSY4LOIFLOznjBeRezye/oK5b4rfE2Ows7zwz4auIIZoU23Mytt2Dpsjx/F6+lc/d/FLxNF4cj0jzoSqqkcupI4ExRhxheze9efx+Hd2opcyST3cUjFtzR7Mt1AYt1560AUdL0uC5024vp9WFlc7XMQfOJcYyM+pzVnU4NVsNBmtrrT7Z4Wkjf7cg+bgEKobuDya6K1v9T8OQ3ejS6Vo11aIfPMN04k8lmGCqt1z7e9VtbkjvfAN1qSOtvM+orby2EXMUaqp2sCeR3HvQBwMkUkL7JEKNgHDDHBp8VpcT4EUEr5BI2oTwOterfArRtJ1vW9Vn1y2iuUtYEZDcDKpyecnjoK6/x1runX91p8fhdIgtjI4wkQSO5YjaY1P8Rx6UAfOpRgQCpGeRx1r1NfhDb2kFpdatrq21vdWAuov3RDF8DKHPAxlevrVaT4U+J01V9ROjvFpsUqybJJApCZB2jPp0ruPH6zah4qWw1WXyrZ1a3i+f9zAMoUdlHJz8y/XFAHGaX4f0mx1nT9VtLjS9UjXCxWb70MjqSPm6jPGfSu3n8c6jrj2ynw/PDGkjwzrZ3AYKBkDahxk/5Fct9mebXoGgu0jhklby0BwkTKcAEEAjI5HfmoNHvBDdwmKZ7eYyvJLfy22Wj2sdrHPHQEUAT6dN4Q1LxW1jqGrXMNhBA3kSXQYeXcseCQSQCte86XYxXljb6jeXMF1OtqYrgwENFcoPulh+v514FpMVk3ivUtTiFjOGjS4EVz8kE6NwyHPAfuD71a8QHQE8J39/otlqWmalDKtvJbC4cwoWIA5HHfIFAGl4tul034HzvCiQjXNVkkVFGMR7yQPyQfnVz4SfCvw9r3hC31rWrEzzzO4QGRgpUNgEjp2Nct8XzNpnh/wdoDlU+z2PmyxA8hzgZP8A49+tS2em+JIfDWiyX+opZ6a1riyh+0sTKzHcG2r064waAPVPEOh6YbjT/C3hi0tLWdpknuJbYANbxxnqxHc9MGvOPjCJZBr9w+4gX8FuD2IWPr7mnfC3R9Xk8Z6vd6FrEMtxbRBZnuY3McjMTlQevGODVT4oLfzeFJLq/CRzya1KzxoeMBcA4POPSgDqRaXt78I/C8Vpa2swFszM0iZkQBiSUPYkccc81h2uiQW0pvI7NpPtMMkTfbD5nlx4Uc553YPb0xW6JCvwk0AxF454LJmixKFCs27DZ657D61wNrDFd+dNFbsIkWWKXZc7mT5RgnJ6btwB96ANxItLvNMfy9KluoooSshgm8k53ZUbM/dYAZ/HHNVdHluJPHeiRXOmCxklv45UKSu0b/JgkE9TxzWdo2qaedStJV0acz8W0jxuAikYBIPTAzwe1SeH5CviTS7mSTzhptxLcHy5QVSBVPGT3yP1oA1P2itOgtPFmnX0KlJrm3JkI4yVOAab4E+LmvaDoSfbk/tXT4ZPKZTxLCu3IO89RweDXH/Evx3/AMJ7r8V6ls1vbwR+XHGzZPXJNa2i+GbqD4eXF+rBotQtLh5InJwPKwVYe/WgD3vw18WPCfiVI1i1FLW5f/l3uTsYH69K7Mzxm3MyMroFLAqcg496+OfDGgp5FpezqpkuJnRUkGQFRN+78SMfjXe3N5ceGo7ZdG1O/gRpZkkjDFlMcdujMdp/2yfzoA8k8R6gdY8SalqLDYbi5d9pOcZJr3r4b2l/rnwQksbBYXu47pvI837mQwPPtXl3hzw3eXuj+J7x/s8EllboJRKuDtZslh717T8FLix0b4bJJc39ukclxI6s7BTjOOhoA0Y/DnxC1GCVb/xLZ6aGPyrp9vgoM8/N9K3/AAn4Mt/Csl7Ol/e3t1esHuJrmTJdgOuOlVZ/iToe94rD7TqEqHBW3iJXr/ePFVo/GN9qEssElpZ6bCYJGLXF2rSDCnnamcDjP0oA6PxLrkXh3w/e6nIYi1vEzokjhd7AcDNfJvjD4meI/Gkn+kzGCzj5W3t8qoz6nv8AjXUS6X4Qkikm1zxjqutGIjfDaq2wHPTLVFF40+HOixyppXhB7mZF+SS+fdvOe+OlAHB6RpkepWrpDZXV1eF1GIQSQM87cDGcetejaF8Ir/W9S04jQZ9P02OXddPeyjfKnHAA9qST433EEgj07T7SwtigyLSABwfTJ/nXJaz8TPE1/cBodbvlQA/8tSOp6UAafir4a3mm+LNWh8OQjULSwKu0RwzoGGdu08tj1FeeT281tKYriGSKQdUkUqR+BrorLxNq2EvpbiW4kswVUmUqwDd8jk4PNb9n45/4SGya08Trp16QcI9zGUkI9fNXofrQBwEdx5cWzyom+cPllyeO2fT2omZZf3oAVmJ3KAAB9B6V1l14PtLoebpl4sO4nZHcuNrH+6sg4J+tc1daRqFkzrc2ksW0ZJYYGPUHvQBAomtwkpTCP93cuQ2P51ueGfEdzpEs0R1GeC3ljKmPb5kT57Mh6iueLsyhSxIHQE9KeHZohAFU/NkED5ifTNAHoker6Fr9k8uoWT6NPNIkTX9kgMRwx5ZeoJB6+1WV0fxl4Jt/t9gn2vTFOY7zT5cnb1BO3+RFeZs08AltmZ0BbEkZ9R6itjTPF+s6JcrNpV21phAjRxn92wxzlTxz3oA9csvjFDqEFtpnifTYNStLsEFmCq8ZHHzDp9DxUJ+Hfgzxj5s/g7xG1nf78ta3D/d9vX8ia81+16f4itZjPaCPWAgCNG21JTnqR0zVNodl9CbC3ezmRRkCVnJf0J7Z9KAOy8ReEvEfhaOMz6vf20+SCXdjEcHhg47Y9ec1kWnjXxdpUWmxQ669sMtsZnblSeC+Ryvp7V6JpfxIl02wttM1mGWKQhRPHfRiS3XPTB+8Mjt610svg34e+Jja7ru3hmaNc2qzgbO+FB5XqaAOJtPGGua/fXza3qNs76fZM0c9nZCdG3dmyPavWfhFci6+HlnL5hk/eSDcY9mfm9O1eO+JvC198PrvUTY3N/dWs0EZS5hHCrkqFYdD7V678HGQ/Du0xN5snmSGQkYO4nnjtQB2eqgnSLwAkEwtyDg9K4Xw18OfDF/oNrc6l4U0+GeSNWx98kEDBY+p613GrqW0a9CkgmFwD+FeOaL8I/7Z0m3vbTxvqwjdFyik/I2OV69qAPUNC8LeH/Deo3B0azhs5Zol82KIYBAJwcfiat+J/wDkVNX/AOvOX/0A1zngXwDceDdQvpZdYuNSS5iRQ1wfmQqW4HtzXSeJVL+FtWVQSTZygAf7hoA+Fj1pKVgQxB6g0lAHd/BzZ/wtPRd+fvvj67Goqf4KCI/FLS/NOOJNnP8AFsOKKAPr2vL/AIrXE6fZ4P7HubuGfbErpc7UzyTlRk9DySK9Qrwf4oi+1L4jQ6V9kkNj9n3vKFzkBckgv8gxjoKAOd03R5Xtn0OCymksmUSIbd45Cz5ySpJG0j8/arV49y19p93f6bqkdy0RWAwQiV3KMflkHAOR3+tYsskkltorwWWmRNHCWeeGUxyLHn5RtD8tj0Bp0r3cF9AEj1O1QDZHGkySAStkliGIxwcZ4IoA1bECHXfC7zWE9uH1OMASukb71ZgRsA3bQCPbrXtXxGvRYfD/AFmTClntzCgboWchR/OvAdPvrj/hL/C1pPBIu/UY5E8xy+xRIVHOTlid2T7DFewfF2+8jS9JtDEzpJefaJCAcBIVLnOPU4oA8Z0TxBr/AIaN5pW6LXNMgMSXdleDcodjjahPvxmu+ew03VLS40fSNSl0aaZkeXRNTU7FZSD+6Zjx+GRVXwB4Gn8WeALq/e9+zXWqakLppnTzDtjY4A5Hf1rX+MrQztoujygMwV55JdgO3C4UnkYGfegDyv4hvfeDPi7calYuizh0uYWJDjlQOR9QeK6Twz4y8WePfHXhptUgSOztrsuksUBRSwRiRknnIB4rZ+CfhO11/TrrWtftotQEUvkWhuF3YA5YnPXt1zXf+LbgaX4l8F21tGkdu9+yeWq4A/dMBgD60AcRaa94vg1rV7jT9QaZZNfbT7eznTfGByxJP3lAA7ZrpfD/AI71yx1Kex8a2drZx+b5cV5btmNWJ4R+u0nsT1rlI7640jxFq+olA9ppXiKSe6iRjvcSoEXYD94jJJH5Vo3sGiav4A8UXehahb/arub7bhpf3gCkEK4Ykg8fnQB5Z44kj0b43XV1GCUS+SY89ckE16t8a57C103R74h7b7bOIp7mE4fySNxBUfeHA615L8WDLceNLS+Me37VY28ox1J28nj3r034oa3ZXHh7w34dCo2oSLbTtLLCXWFMAbifc9u9AHKaV8QPEul6VqVjBBDrWjed5ML3SH9yrN8pK9SpzwK5vxZqdzqMEdpqt0h8u4Cx/YZF+zxpkhv3I5B75PJroPD9noOtareQ+IbssqSOZHhPkRlRkKwjCjnI4yex74q34917wuunW1v4FFrBPbbpZ2jjGXVWxg5U7jnnr0oA42PRbq20e61O2vlkRYD5VxbuFyuAGV19cHp1rmdc0n+xr9bXzhKTEkhYDj5hnArp0vZtf0DUrm20+UX0EYmmu4oVVAnRlOOO496xvF5t21K0e1OYnsoT+O3mgDnq6Dw/4K8Q+J5lj0rS55gf+WhXag+rHgV9HfDz4Z+Eo/DWl6tJpMdxeT26yO9wS4yRzhTx+lemwwRW0SxQRJFGvCoigAfgKAPCfhp8MJ/C3xCt31C6gnu4LJp5Io+RCWO1ee54eu20LWdFttDvdJ12RPOhuLh5EuoygkG9myueD+FT6gLrw58R5tbOn315p+oWUcMstunmfZ2Rjj5RyQQc8VlW/wAQtP1C4vbS8ji1G1aeUJE6YdF37QCrDgYIx360AYFvq1xaeHdQh0m4FpLIVkuZ1bdIJZmxHEGboAvJNWNL1aTQTbvb37CzN0ySOH3gwQLmRvq7nGetaU3hTwXquk3ulaaJtNl1OSFt2GbDfeUAZ46GqUvw4u4I7eG2R3trF2ZEilBWQmSMhWHXGFJIoATxOJBBaanr8gk1LU2zBaAZW1t1+faF7s2FBPua43xNqk99dia5mJkt/DTSGRgM5lcY5/3WArtfH88cvi6SV43L2sRgjEefmBid+fq/liuG1hFRfHUkOHisNOtLAMCD5ZBQMoz7qfyoA8jisrme1nuooXaCDb5rgcLu6Z/KvftA1q31j4Em0lvQ9/EvkwxH5m8xTlB06kV5/wCBPC2teJfBfiKHTJbNIN0bT+eWDfICw24GO/ennVLkeErS20yHypoooiYVtDmZ1YhnDdD6Z60Abuq2cV7aSXF5Yo0/2aOKOXzirhvvEKuOD1AHWn+HWkgSG8uLa3ht4Lq3EbrGQ7kykEybjkke5GazfD2oSahcTCe41W2axhBe6jlPyN2TY+RxzjHPtWjpGvvL460nRlnnnS7vo5Jnu7EQvIqtlWBDEnP0FAF6+sX0rVL+WWTUYpWmj8ly6qhAByNhJwu85xzwPeqNveLBfanaO95HBdXqsscUY3oACSqs2AAaTxXLEniXUiyXV1pazMiq0pkl81MHAV2GFHPGD1PBqvJcJqWrPPc3cpaMLkqjxyR7gNqvwVG37oz60AJqt22hz3gtNYMUrurR2sgDyIccY8snHXnOKfIY77S7t3t45p5Au1EckqqgZJ3HK5OSKoWGrrb3F/BFp1292ZmmFx9pCylcYAycKcHtirUGo3lxBdl55/sksKpDGbbdLJIwOVIPQDDHcBjmgD6MvLHTNV0y1sdQhR45QDFG55DBcggjnIHevGLGw1bRvEPiLRNdnN4jJay2zSOHxEtyFXOe+D3r2oGJdOszcytbCNI3wHwTgDIPt615V4n8vUfGczwPMwmsmtyXByGFyhYD1AVgRQBq6Tp+nXUFjus1W6k1qeOQuCAVVnJAA4A6dqytRk0Gw8I6Da6ufsWny6rIboDKjKknBI5x0rv7Dw05t5WmkeKdL24uLdkPTfkAn881xyeEZl1LSNN8SLFqUCPd3UkIUurbsBcDA5oApzaj8KHQJB4murVB0WC+lA/XNNmvfhlHbfaH1vV7y13HdtuJ5E45wcdq6JfCng2a9NvB4KBCuVMkluUQgDkqTx+eM1qHwL4aaEWY8NwRLIGK5UtGhHQsA3U5oA4mH4r/AA08MqX0SxmmmYAF4oDvPbBZ+f1rLf4va1421aHR9G0WeCynby5pBlnIbjkgYVfU+ldtq2i2Wg2KCDwto5lecxW7Cz3KigEhnIBOeOlQWWr+IZrO5gtLaz026DH98LVY4VXPDElvmHbigDhIfEHjTT7mfT7LxFYQ21s5VII7d5vLHTHypnA9aj0/x7rcMVydQ8cedDvCtJDaPujPoMpxXrlnJ4rSa5lkihuF+y5gRUCI8vu2c4Pbise88Avq17e3f9k6Zp9xcQKfMjmlJMvX5lXapA596APNF+IniQaj5sHix3ty+BbvZszhemfuge/WtW38YeKVJM+p6u53ZQLabeMk4Py/hXS/8IDd6bdyyPeHc5GZoILls/XE2fSqcfhrUWeCVNf1Zo7pn8qKK2uNqgEjcx83gcZwTk5oAy7j4qahZvGJ5dcicnjzLBNjkdgcg4963Yb7xD4rubfUvtmhhtKLSrFJvZDkf6wkDAKjsM0mseDddVLdtONzqGpRPhbrz5LbyARk8uz7geBgDqOtZV5oPjqC3MdzZNbwvnzJrN/tLOuPuvk78Hvtxx2oAlv9X8QanqVndpJDqUM4FtZahbKIo4mckSsoJyxCg8/WtCwuNP0qKaS1mtmv7i/EVhcXD+bIlspXe7FjwMK5zx2rkLPw/p4+zw6qZXeNmEdo2oSWcEbEYCosiAjOexrt7Lwsul2iTHTPC+iW5AJuJnN3Ip9mbA/WgDVtNX8N3VvLFofh+XWI3LeZN5IMbN3Bkk4P51QF9oMFy8Oo2ulaTLIDFCumT7rnkjIwgwM9KoS+FtO1q6aS11LW9TgKAvDbkWlq7DjJYADn2zW5ovgyz0eW3nWx02xVJQRHZwm4lY+jSsCQPXAH1oA1NHtvDsWnzf8ACPWFmb5fm8q6BWUt/tlgWFc/ceKfEC6lLDrk6eGbQOFixatNvHc+b90Zqh4p+C0WoatPremeJLzTruRi5MrkqpPYEEFRVFPCfxb0HzBZ6/Bq0W3CJPJnp6h15/OgDtLSwi1S3kl/4Tu7uYpOAbeWJAv0wDWjB4agjk86DxBqnMewf6UrD68jrXj+pr4zgmYal8M9KvEID7oLYAlscklGOe9UJfFTQW62V58L7qF15IglniA+gA4oA96j0u5iliI1ySWNF2sk6I5f6kYqK68NeGruXD2ltHcMfvQN5T59flI5rwpvG0r4Sz+GlyJmIUeZLO4/LA5q1b6/8SGnI0PwLDpzAcubQl/++3PNAHqHim11HQPDl19nvJdQsXjMT29xzKoPGUYdceh/OvPfHMv9nMqwvHpwe2SNoJYwBenKqzk9CNoHqeelaGneGvHAS58ReONaVba0tpHjtiQyqxUjcVUYGM/Wuc8R+IpbrWlWHX9PniwsO+OErIzDBUDqQrcKSv8ASgDJjv5Vvo9MS+ikv1njiaWzRnRYAcgDccYDYB6cdM1s+JFuYJL9Tq9kry3SSSvGrBLhVIBVwckMuP8ACudj12VbfVJbm7SPULphZNG0ZT7OEJJdWAwRzjBIOai8SRW734drq0hQXYd5Yw0mw/xM+Rk7sZ5z6UAP1+6jbT9XSHVx5c06E20ZkUE8cBm++o9K+oNERLbw3p6rwkdpH+QUV8n+KNYureAi28QW95DMMC38ve6Ke5Zl+XPoDX0jBrkf/CpU1jd8q6XvJTjkJjjPuKAPnL4jXB1W+bV3XfLqd9MYWIOfJjxGoHsTmvXv+FOtd654e1lNQS2jsbW2WSDy8szRgHr05I614zo+fEvinwloaEypbsiOcEZ3OZH6jsDj8K+xQAoAHQCgBa8i8YWck918QbYsq+dpkMqdyQowTXrteWfE/wAR6X4W1SI3ljLcjVbRra68iTbJHCDncBjn8TQB5p4K8Ha/4i0nSfEmlyWcCaQjKguGz5zo27BHYc969X8G+JbXxxdaldPewtD5K28umyYPlyLnLg9CDzgj0FcR4d0tLHSWuPAmvXF5YuC01rkO6A9RJCfvfVcH61zGv+Cp2uZtS0CCK1k2gSpCziOFvVW4ZDx0cDr1oA6bxnayx/s72ERUhra82uP7uHkXH8qyfCXie60X4JyWNtA9xdaleS2lugbGwMvLfTk1MYNUh/Z+1yx1SKQT298HDlt+8MwJbd0IyTyCa4zS9J1zUvCFrcwp+6j8yOGee4iSJEB+ZQGIKknPPU0AQeIhYafeafpGnWkf2+zjAN6kuN7nkk5GDg+9bGo3jJ4eiuzJLc3IjJeSG3Jjk6AnzGz0DHsBxXLxeIl0nU5riCwhnu9gjL3ji4VWHUrxj9TVxPHepzQwxi0juFt42xE6kwoO58tcLgf7WaAKDyXWp6jLqsk0cq2+Jd6KqAMTuC4OM856Vv65bR/8ILqN0t6xB1oqLRFARCVLbjwDyDjHbFSaJqul3ejXt2kMMWvyMEitbYbRLyAuEKFTyTkZHSq3iOSdfDmrRXtu0d62sAzfOpwQh4IAGDyefrQBs/CSPwyNM1mTxNdzxWzFY9iuyofc7e/pniu80vxV4M0G+vZ7N31rUnbGnrHEWbGMBeFCqffrVD9nKzin0zXXmiWRHljQh8FTgZ6H617lBp1jbP5kFnbxP03JEqn8wKAPE/GcXxQ1Dw9Lc6xJp1jpS4eWCA5crkYUnnmq/iC0fWG1qRbSeXUNMd45fIjByjIrLkE5IPPTnOCK9B+MVzJa/DTUniOHZo0HHXLjivE7XxF4n8Na7e+KYXiunjRV1KEPhAzDCEgAA4BGCM9DQBetLXUVa2t9R1zToNw8y3tJJ/JmD4xy+04YDjDdutW7uw1tYY4tS0C9ZWdnnubZhcxyofUgHGCeg9a888NXdzc69favNPbJMUeV5Lkrty2SeG+9nkYHNafgCG+u5NVvx4ku9HttNgMxmi3MuSeF25xyaANmW5uoYbywsrnzYpiBGjwKkqdthRsnb71f07T7zVWg0zULWeBJNXhgSHcqh8EFtyj0UcHms+/+IHifTLOCPxVptlqS3ADwx31qm54v72QcqT7it7TvH/hfSLjStTHhW8tr6bM0UUN1ui2nK7vmPHfjAoA534z3cOr/ABSmtDciKCzt0hLlSwUgFiMLk9wKNa+KdjNp8GnafpjzQW8MMcRuTtClMcgL2yOlQadpa/FTx1r1zaXC2Cyk3Rmmf5liAwV2jg54zzxiq/w70DRdT8UaFa3du12093Ok6u37soiZUgDnr70AYtv4x8Vym5g067ngW/nMjx2qBNznsCBn8M1seAvBuo/EnUbmzutaaFbXEkom3O5ycEjPf6mvdPihp9toPw8lutH0+3tpLKeOaPyoVAUg4J6e/JryD4Maq9t8WB5qeSL5JFMYIIyeR+tAHaeJrK08JaDo2nDWYLnyxLbPE6qytDz8xXIO4eueK4yxki1Lw/p5vrLFwztDb3b7VieEuBsbg4Yc43VP8RLA2+t6bqboqCSeePzzMjbzvO3CsTgDvxXJanZ3NvoDW8ksyXcV8WeEFPLOc/P13H6424IoA6a0sLi6s4m0zdFDHczL9jeRQWcY3ANt44G7nstV/D9vpmpeKrZIxMtxcXL2saON6qpRvm3rgHryMVG+pS26h7u00u4ulkQma3ulHLYXCKuMnGM8kcc1J4U1iM+LtDmvoJHv01Py45EhVEMfIPzLwxyf0oAxL/4c6to2u3Vhqlrc7IEMpktIvNDL25HA49a73XNR1jWvBrabY240vT7WDyIrcgNLIPl+8c/KCCScZr1nxf4u0CDRtZ086rZi/hhYNbvKFcnGcc9a8EPxHtPsMZfTLkEOSSCAHBGB831oANEjS20S006cjfuHkXEBMiSNPwFbH3SNmMH3rb1+6W4j1R3mUiOyupI1jT5VMtwI1+mVWudu/GF7rep2dxpmipYLHLFdB0AckQqV3YwNxGSfWnXLNDo2uSx6lFcmdId7xRny5I1YEL6xyZySCMHnFAFzQPEEUfhbxzYzzRrf3ewRJJwWGcHHc4A6Vzdj4im0OGytdMisLtzFvlfyC7qT1X5sgEeoFP0+8tLHWdfka1ikMlu/kG5jCurNwAFJAB5PQGqdj4G8Xa9KfsuhXTGILGxMQjA44znH50AWR47u5rW7ikEheVdsZZi65JH3hkKOPQV1vgO71IeMLiw1CW3Yf2ZNIWt1QEjy+AdvpzwfWjSvgfrcVheDXbqw02OVFEcks4OxgwPPbpkda3fAXgXSPD2v3kia8+rXK2UytHYWrOgVlIPz9N3ov0oA8Wl1XEEkMMXMq4mkl+Yscg5Hp0pbi8g1C1dpoZJNSdxiRFVUCgYxtFe26d8MtNsLZi3h2aZJOWl1m+S3UDnnamWGOO4rV0yHRbCdI9PvdIinVirJpGkPdOD6eYc5+uKAPCtK8EeJ9aULYaLdyoSDv8ohfzNdlZ/A/Vo7SW+1vVdP060gTfM3meYyD6DivY47bUdSkZDYa9eQvgGS/ultIlHsseG/SvJ/ijrNw0A0PTNHFjpCP/pN5bwNsncH+8RlgPryaAPOkkstNaWWzuEluredlR2QlJ4yMAhSOO559RVJ9PeKx+1yyxJuYqsRb5yRjPy9QORyams1+yvcXkcZnSBtkbsgKbmzgsD7An60/XI5LOePT5liM1uv7yQA72ZgCQxJ529PwoAg06G5umeCCdE43+XJIFDkdsHgmtbS/Ek9pFJZ6g/2iAHCwXCeZEvrx1X/AICa5+GCa4fZDE8jdcIpJ/Sp4rhrcLBPArwrIJHjZdrH23dQKAOlj0zw5qYa4kuJNLjYlVkQedEG9x95R+FUdU8Halplsb6CS31CxXH+lWUgkUemccr+NUxZvd3u6zs3t4boN5CyTYAA+8NxxmnWNzqWgTC6EE0avHtDfMisD0ORwfxyKAM+K0u7yQ+VDNM7E52qWJIGT/jVm60PULSFJnhDRMpcNGwYADrnHSvQ/A3i9tS8Y+H7Z7WKGcXDS3FzAvlmQ+WwOVB2k4xzgdK7rQfDF7438OxambnR77e8iPBc2vluFDHAMkRDdAOooA+ebO7a0kLBQ6n7ynofSur8R6jBdS6ZJaLJbQzQRO8aMFDPyGYt1zXo978JbC3kja/8N6hbKHAafTbgXMWM9SjYfH0rP0fwFa6reX+mjR9Vv/sF6yo0UyW8EaMAR9/LZ9qAOHutY0WOZra8sb26VW4e4uC7HA6jnGDyO/HrWRdypNF5sGn29sfMxHFGXMuCMg579RXrWv2j+HtUFgvw9s9Qu1s/tUkkt3JcFUU4zkgdO4HqKt6ZJ8Rr66gs9O8P+HdJLRC6jxbpyhOAe/8AjQB5zoNx4p/sPVFcz/2aYkE0lzG7mMbsgoeoIOa2dC8aap4cOmzWWohIbhJFuGeN2RiT8rt1+b6dK3vHWreM9G07UtO8R61YSPLFG8cMIVVZGyGABTJPH4V55Y6k9g1vPc363DxW58hCSVi9F6HnH0+tAHuvgjxrrWoS6emp6pZ3EU900DtGoLZ2/KOOME969aChfugD6CvmrwXrVt/a1tfPqOy3jnVTDHA5YvksAFHC5JxknmvpNDujUkEZAOD1oAfWV4mJHhXViCQRZy8j/dNatZPif/kVNX/685f/AEA0AfC55JJpKU9aSgD0H4KxtJ8UtK2xLJt8xjk42jYeRRUnwQRn+KWm7TjCSk8Z42GigD66r50+NZmt/E1zPFcXxQrGs9oJD5Uke0EkY+72zX0XXzB8bL68Xx3qOyK6a2S3SEkghELKORj1x3oAwtD1eOOK3jtZL22AjYsi3kQUoBgY3L97PbrisiG+u7WaS0vLa78sF2Ck75Fc8gjsD05A7002NrBYCOK3mvg1r9oD7igjZuB8vcjpV3zrme70572O/YhdrrEzB0QcYJI69PyoAmiu7ub7DJZx3hvYdsypLLvV1Rmc5ORsIKscYycmu8+MXib+3U0SDTlMgmsRKpVxgNMwVRjvwrD8a4WJrLVLOC0u9Qvbe084EKlsN4JXAJIH8RJH4VueArnwxd6mlp4msLmL+zLjNnenPyqrZCSkcYBx+dAH0T4R0ZNA8KaZpioqmCBVfaMZbHJ/Ovnv4z688/xBvrW2kG6G1S0HQ8sfmHSvpqGeKe3WaCRZYmGVZDkEe1fKj2R8SfE+wSdXe4vtUeSUvGAQitgDPcYFAH0X4B0JfDngjStOAXesIeQr3ZuT/OsT4kNb2mq+EdTu7hIILfVVDs5woDK3JPbpXfhQqgAYAGAK8G/aD1i9M9hpdspEFtH9smYrxknYvPTuaAN/VPBsOnavqfiBLIa9purqzysmHmtiw4aLsw6e/HWvHr2S3v2W3h0+6tJ4LBy/yJas0uTzzgsuO1em/DLQ/GFj4CstX0rUd8kpZ/7OvDuikjz8u09UJxXf2N9pXjC1n03V9JNnfhWSa1uUAYZGCyN3HuKAPnn4pTPHqvh0xuyONKg5BweRXS3Xhl9V1ae0tZlljk0hCLq5uFIaQbCVYnkAYAx2zVD46aV/Z3ivTPKtJvsEFpHEHCnGF7bvXFczrXifSruR/wCxfDJQyIEM9zK8zk4AyB0HSgDW8S+HdBGsSjTNQjkthGrSRQOIkU9WDSMPmH3tuAegrjY9YtUayVLOOKOKT96qqD5i8dSeWPXgnHtXT+GPhJ4t8WFJZIXsrMAATXeRwOmF6msLxL4ctfDxvLU3Es11DfyWwOzamxOpz3JJH0xQB6hr1iugxpa6bei9h1LS555YwFEcYAADKqAKOmOnWvIfEAlSWwWVYhiyi2eW5YFccZz0PtXVprH9hWWo6feW9xeambL7LZyhjsSBvmZxn19K5HULi61a7sUI82cQxwoka84HAGPWgD7I8Co0fgXRFYYYWifyroa4vSfDuuppVgB4mu7aNbSMGA28ZKNtHGSO1P8AAt3fTza9b3WozahBa33lW9xIB8y7FJAI4IDEigDsa8J+LE+nWnjzTH1+xurTSljJS+08hXdyf4mxnj0zXuZkQEguoI968L/aIhub86FbWuZB+9cqDwMYyTQBWsNP1u7IvPCfiKx8R2yEN9nuD5VwoClVz3OM/jT9H8Xa1oTwpPazW14zOslq7FjkqqhihA3Y2k5BNZXwU8GWOv22rajqbSRSJIsUEsMpjZGHJKkGvRNb0DW4LU20q2vijS8H91csI7qMdtsg6n60Acb411+yudfttd0xdQvrczqZIoYjtEiBl2P3G4hDg9ga57Ube6svh94zuZYHglutQt0lD8scrvOT2OTkjt0r0Lw9HHpJaPw1qUdmQxebRtaUBic8lZOv45NYni/w5qOp/DjVwZ7YajLq0moyW6XKyF48EALjqQMce1ADfhPq2g+HvhVqE2oahb21xevMAsjDcxC7QAOtebanDPcPotnpUcV40lssokKncuDlly3GB7Vd0P4SaprYhke/trC1aMMWu5FVgxHQJnOM96zfFa3CSaRYJczSXFnbeRNDED+7IJyRjsRzQBcGv3Ol6ldWbXc9vLO4XfEqsyhfugHIx82RzkYOa2tMubc+KkvBG32bShGZ7y4O0mZpAWcnJ+Y8ADnAz0xXHR2l6dotoIGhkiWNrlBnYN2SS397HB9q07S+1O1tzpuialMbRpjvjNuOZDnGfX7oxx3oAuf27LdarfX95L/aEkT+XslkUSPvYAOjDrwAMehPTNUH8ViXWbx5b66srcIqAQ/fbbxgD7oHcjnpULzwrP8AbEW6hmUnzp7y33lHAyACBhefxGRWa+prb6nMkNkk43hpJACXcAncQTyMg/oKANzWNRl1C9vryU3MTwxoqEhWclhgZwcA992M077Q80zwXEk0k8FsA3luh4I5BY9XAyQRnris8TNdW15AILs6jdSnGZGAQfw7+x4ptpejTZ2Jlk3EhQm0PIjY++rHjGRj2oA968GeLP8AhIvBVrcyXllC8UTQ3VxcSfPC6j5G2k4IIUZ9TXP+MJJrlYTNd2t1HNcRG2v47MI8T437WKkHLcdMdq8zj1W78Oax9rggUr9n2TWVxEZI2jyMAk9ySeex4r0268VaH4qTTYDooh1KBVkW0uLz7PHC6rlWA6MMDGetACf2z4xsdUFtqPjKxtINoItZQfPUHGB93Oef72aux6tLpOtX9vea81zeG1XLRASRxRFuWZnYkEegxVm8tY7+XTRrFzbzajdQBJpVZDDn7yjryQB16VzY0eOeTxDepei1mu7fy1jvjEC2Dj5SDg5x0oA6238SafJq0OiX+tG+kKlopILdGtcN90sV6Ywc81v6V4x/tyA2wikaRN6/aARDHI6c5UhidpA9DXAsgs2tFmm05LOK2VprS2Ko7p/eYg7QR1x161Tgjit7y8u7JjM8aE2s9rOhMSqMgtk4DEDB9cmgDu/E2sQWEWn6Yb6O+kIVljcI6GNVOTIzHjKnk/iBXPXGoy6lolqJbIm/04rLH9mMLq0ROW+TIDDaB296rvIs0Uk2qag94ZkuJLaLzYz5hKhdoHbAPAJ7e9Ztlb6dpFxp17Lp0NrISI4nS53s44XDFW4+X9aAN+8+M1w+inUdMt9Lhh3CJIby5PnE9NxQYAX8TXM3Pxd8Z3enObZtNLzRSqPJjYFWXjMZJ+ZuRgYrrPA9nY6VrmqeGdXg0+5skJurG6fYRsc8pn1BNdZd+CfA13KjvYafHJAwYNE4QqfwPegDxhvij41is7KObWBBOsSyMn2RGLLk7izE9Qozjg9qy4/FHja3hmA8SX6T3shltkbaA684YsT8gwCdv0r2DVvhT4Aj0+6up4JI4UBmcx3LdBycDP1rzPVPDWlWNrbWdhaXs2ozyLdvZC7IS3Q/LErHu3IP0zQBo2HxQ8cqbQFbe4eWBSscNv5hJHeU5G3IBPWuj8P/ABf1Ge5WLUrE3S3EDSwvY27JsKn5gxdsHA7g4ryTxPqt9oGqiy0HVr8usKi+lilLJJNjDbT6Dp+Fc3FrniKKKNIr2+VIAwQKWwgbr9M0AfVena/oPxE0y6gge4jNvse4SWLawyOPXj6VyNnaeHdH1ZryJYp8yljbzWxkddpJPlRg4QEDdk0v7P2lvZ+Fr/VrslHvpsIZDjcqjrz7mtW50uWO4vtR0/TYW+0yeSZ4jud0ckFvYg5Jx2FACy+JW1CC6GpxN9maLfBAs0cPBYBRwxJ4I5PStyzn0nTZbaVNR02EKzyGKFslg56ZDYYg9T/Kqvh3wzp8EV1OmlyT3E0iLLPcMA+SF3YHYKQOPUVBqXhs/boDbQs8tqRL5YijYLnHy8j5ieTntQBqaN4ma41DUrfVrzS1toTmF1lAZx3LKWO3FalvrltFcyxXGq206CLzwybRhc47Hn8BXJXWn3EtvIINGsJNRluBIbabEZYYyVYqME49a6KcWSxJbjTorW/+ymU/uRIsIyMg468+lAGzNerDdwEmPyHQkuXA2DqCcnpxUOoahLbXNvFDDFL54+Us+0DHUk/Q8etQ/wBk2t5qMzX9mshUgw7hlQoAx+Oe1X59NtLvyzdW0UhjVkXI4APUfoKAKEl7LEW864tVi8osTGrM6vnjGOCPwzWTf+J5dPtHmfUbFgpVHbyXUQkj7zEn9MUmoeFI/tF6tpY+ZHcoGIM2xCcgEYHIOBwao6w/h3w9pVrHqElja2isXuonuN0mccY7t+NAGB4o8ZGDwH4gttTa3LzEW1oV3j7RvUZfB6L7CvDz4hknnBlvoYFR9g2eZJ8gwoADHBXvg+n4VN4q1u1129FzHdraWMcr/ZbaNS0ig/xN6E4H4VzuIRYoJGh2qXMbxp+8duMBvQen40Ab8WphNWtJZZ4JI5JS0slumxHbJGG45zgHn17VPrDyz6zfG6RJbGK9HmBXO2GJuQMdQMk++c1WjmkmZJEisxClzBL5LqBOx4BC8Z6jJ+uaNevbWG61eKK3SSKSbcsjn94Mk8N3POfpQBNdPZsVlVIvL5WJLkuUeIDhwMdvrXYaD40T/hV3iTwrPcotxBbtLaOmVVo2wSoz6ZrzMvLFHBqDrbSLEBGInwRjHUrRHdWel61DdQNFfW5GXjkj2jBGCpFAHoHwYWbVfi2t1cyR3TQWzsZVGAAFCggceoHSvqSvlbwx8RtE8Fal9qt/DiSTeQYo54XMZkjJ6uDkE/KORXYp+0nasDnw7Nnticf4UAe8V8vfGDXJr3xXq8kThoYNunqCPmU/ebB68+1dgn7SWl+Spk0K6EmeVEq4H6V5x4r1PStfgk1aC8+V783c1oI/nVXIGC3QkAUAet+CvhTCvg7SZLnUbu1vCv2gva7UYbsEDdjd0x3rcv8Aw3rthI10tzHqSoMfaSRb3SIO28Da/wBGFcvZftCeGLeOC1/s2+SCNAgb5TgAYHH4VD4l+OnhzVvDWo6fp41CK8uYGiifyujEY9aAKGsfEDRNY8D6roV3MLa5u4t8UrWZjaVgwIyoyCSFxkHHIri9A+CXjHWfKNxEmn2jgPvnfJwfRR3/ACqK6l0rU/EWgyz6kkml6bFbW5whDOFwWGPXk5+le0wfHbwQ0QDXF1FtO3a0HYfjQB5/oXgDwJ4c167sfF2oSzXVrJ8geN1hkUjIJwD+WaX4jnw1arBP4UXS4YZ7C4hkdIiCcAcDp83OM+9d+/xr+H8rfvLiRiepa1zXmPxO8QaZ461vSx4VZJTbwSiRWQIOSPXg0Acd4KsGYSapZ2d5fXtu5j+zwwsyhXRhv3DowOMUvia2ubGw1GO4tpbIy6irfZZTllAjyM/g3Xvmu7+HV74G0nw4Itf1dbbUhKctaTOhZOCAxXqQc1geMNEi1++1DUPDmope2Et0iIZpsMdsa9Wc84JIoAvfDY+Go/BOoyX93cJrXnMLSG0nlSVm2jbgKcde5Fe82/iHTvDOg6Xb+ItWjivGt13ecxLscckgZP41538I7jQPBvhmaDXryxtdTa4Z2V2VmVRwORnjitXxlqXhrxHtv9B8V2Fpr8MTRwylxh1PJU5H60AV/it4n8OeJPAtxZ2GrpNdLLHIiRq/ZhknjoBmvNrnX38OS36XcSXOjatZ+THE65JZF/dvtY7gCTwT2PsKzhqfxGs7+a/Sae48ltsjIUljORjGBwc1FpWvai98IvEGgJqto4YbGjxJEh6+WRyAOw6CgCvEtlb+H7Nbm9hPn2bExSqG2tulK7cDIOcdf71W/ANtYf2BqV5q3mDT47iIMVldFDgEru2qcjNVfFej2OmNHHply90rQIsezDfI7OVBGM7sbc+hyK9E+BJ0600DxDba95EUPmqZIrvC8be4agDzXXr5vGfjNZHvkkjmlW1gMrklUAwGOAOKl8UwpBc+HLCQvOIIjG5ySGxIQQPy6dq0fGWkWJ+KiReFI4Bab4Sv2f7iMSM/Su28ffCaVtHXUbLX0mg06KSQwzAZ5O5gGXrz60Ac38Ple1+MWo6cqpbfbYbiFIguFAZNyr04xx+Veg/Dv4Ral4cvbPUNWv4Ge2leRII0JKEgjhvQg5PHYV5N4EZ7P4vaNKqSIGuEDbzkDeuCAe454r67yMZ7UAc18QohN8P9cjKbwbVjtxnpzXyH4S1FNG8XaVqMsxSOCdXd16qO9fXXjDxDotl4f1G2u9UtIZpraSNEeUZLMpA469a+ULn+yNIVFnsba8uygRlinYxrjq2R/EfTpQB0/wAQvEGi3S2kCaXcNcJDKVmmYoAzuWDbOh4I7c5rlbHxO1pJBPHbWsXloYXRN4aUMuC7NnPGB369qzL26l/tNLmeCLBAdYc7kC9h9OKmYpJYG4EFpICH3IvytETwD7+w6cUAXTqFrBY2sg0tdp3lJEuT5i4Ynt90DPcc1a0zVYrHV9N1+O1WOztrsN9kWdy3uRn8TxXPwmf7BO8csccexUkUYBf5sge/TNTtfSJp1nB5TRmBzMMHAkBPU+/b6UAfZ9gmheI7KDV4bW0uUuEDLK0SseexJFJrvhTSPEGhS6Pd2iLayDGI1ClT2I9K8K+C/wAR20i9Hh/WJPK0+6YtaO54jYnpn0NfRyOrqGRgynkEHINAHyZ46+HOq+BhMRFJcaYDm3vYUGRkg7ZO4wAef8arNqzanpF1dRSXDXCoySXNuiiZ0KgMsyjG5f8Aax35r64ubaC8tpLe5iSWGRSro4yGB7V4Z4q+Bk9nezap4SunjQ/esgcNtI+YKx6/Q0AeKaAjX/iKza5mVY4mVmklRnVVXpkLyRwBX0NF4s1rUGSG3v8AUJgwVfL0vRzGM+nmSnjiuR8DaFN8PvFd3cXOlX+oTPYLJHaxRhpI9zfdfsDxXR6n8VNe07xMI49Ce2hmtAyWl66rtYNy3y/yoA2LfwXq92ss76dZxXEnKz6tO19KDnrtOFX8K6XT/C+pQyGTU/EVxPGYjH9nt4kt4hkYyNozx1HPFeJ618afFBgu1+1W9rcD5Y4raLJjOeSxb26Vk/D7xPrmteLLyXUdQur1/wCz7ghZJTgHYaAPXNS1f4YeHdSmh1GSC5u1iEpeZjdE8/dBJPze1Ul+M2k3Pm2vhbT4C0IXH2uRYAwJx8i/xEemRXzvbajZSWzWuqWrSbeIZ4mw8fJJz2Yc96L7QJre1F9ZyLd2J6SxHJT2cdVNAH0FfXuteJmFrqGpQXVpLgvplv8A6FcA/wCyz53/AINz61raBqFzpYXSIvM1SxVSv9nXsYjvIF9s/LKo9vzr500bxxrGjKIvMjvLUf8ALvdr5ifhnkfhXpmg/E/QdSW2s9RhNoACWS5YyQhv9h/vJ+eKAOg8YfDHwvf6Vd69payWbTSwRiAJ5axOZArEqRwcN06cV4Ff3Ub+JLq5nRriM3DsVkblhk9SK+tNdsv7f8B6vDpt/HdW89gRBHGQ5RwuR8w5J4718csGVyGBDA4OfWgD2D4R6vZ+EtFvdZls2ur7ULtbGzgyFDEDJO49B83NaHxb0m18R6K/iKw0v7Hquny+Vq1vkbkBHysccMPf0rlvBrSTR+D4cOYI9YffxxuIUj9K+oNa0m1vtF1O2MKf6XAyyELyx28Z9aAPiSxbzt1pLdi3gf5iWUsMgcDjmptP1q90mO7tlw0NzEYZoZRkEHofYg8g1Qnia2upIj96Nyp+oOKu6na3Bmgnk8ppLpA6pEOfTkepoA6D4cxInxK0aJZkkDSEbl4GTG3HPfJxXt/w78L6HrfhG2d7iW31aF5IppLO6MUoAYgBtp9Mda+fvDX2jR/Fuk3l1ayxxxXcTN5ilBjcOpPSvo3wd4Q0K/0y6trkRSyW99K1td204DtGzblIZTnvj8KAOmi8M65pku/TfE91LGesGooJ1x6AjDD865vw63iBvFPi220uXTo5FvY2madHbBKDO0Bhx1610lv4Z1vS5S2neJrqWHHEF+omUe277361y/h3/hLY9Y8Q6lpuk6ZKbq92SSSzMmSigfKPTmgCDxRDJZ+PtIfXdXlRLnT7iKR7KNo9wBUhQFJJqbwKLe61rRru2tNSKxWU9vJc3BcqWV1A+8eOjcYFUvHWq6l4d8SeFPEWt2kVw0TzxfZLFWJy6Yxk9eaoa38cL7SbQyWnhN7WBmIVrmQA7jk52jnrmgDkv2hNbtNQ8X2thbMGksYdk5H94nOPwFcDa3Jjkt5Tcfb1eIQ/Z5Y35A/h4IyB9az73Ul1bW5dQvoz/pDl5QjHOT1IJ70lpdwQXVq0P7po2bdLJ84Oeh2/SgDtfCqyXuvWX9nSyW9pHcLM6iIsssqt6DkKARwTxX1fZXDXNjBO8bRtIgYqwwQfpXx7oJEWtWARSEZ1M4gAyirgnBJ53Z/pX2JZ/wDHnB8zN8g+ZhgnjuO1AE9ZPif/AJFTV/8Arzl/9ANa1ZPif/kVNX/685f/AEA0AfC560lKetJQB6T8CgT8UrDBx+6lz/3waKPgUSPilYYXOYpfw+Q0UAfW1fKfxevVuviFrsLvfmNUiRQvCBgP4h3X0NfVlfIvxGuft/xG8SxtNeAiTaI4xuEgTsemFAz60AcXE0szxY8+OONQm5CTz2+nNa8s+oWd4omnfyIlDSlZ/MyWwCQfqR9KqTzal/Z8Rt4r2O1+/GSPlKjgHgc4PeomRbOC1kggk+0tF5pZtrqw5ycfw4HrQBp2viFNPiBjSYBpF3RyPl41BBDRk9DgEZ96ry3MKNHGb69t4XeZpAGD43DI6dc/KDn0r1j4P+EdA8c6HfXevaeLqe3nWKN2kYMECDC8YzivR/8AhTPgP/oCL/39f/GgD5w0bxj4q8OaM0Wma3PbxBixgbsOxGf5CrUPjPV72403UbjW/Lv0lYJKYFHkepGByTX0M/wc8DSMWfRgzHuZnJ/nTofg94FgmWRdCiYjs8jEflmgD52v/id4ylc2x8SXm9X25G1B19fyqL/hLLy9tXl1vWprueBwiRsocMPmJ69eVXB7Zr6cHwy8Fg5Hh2y49j/jVs+BvCzPuPh/T84x/qF6UAfLM/jTxPZRrHF4g1C3jKloELADYSNowPu8c1AnjzxBIjTT61qclzGo8lw4+Vs8++MV9Xr4J8LoMDQdPx7wKf51Zh8M6FApEWj2Cg9cW6/4UAfJdr4z8TSiOe/1i4ntVmw8Ep35BHXaR0qxD4jupYXQXWpxIxYgw2ylQP4Qoxxz3r6yGh6QBgaXZcf9O6f4VYjsrSGMJHawog6KsYAFAHx5/b+pytaxtqXiCLb8kzBmYY7FR1/CmRa9qUds8VylzclS4j8223b8kHLE85PP6V9j/Y7XcW+zQ5JyTsFBtLZiN1vEcdMoOKAPke18QRB4ZbjRiswDDK2zNtULhF5688mn/wDCU3k0aRS2chjQFVkNiA2cZDErzkHpivrb7Lb5z5EefXYKX7PBjHkx4/3RQB8WnXPEb26Rtd6uJS53yGSTBX0xSDVdZtbV7ewk1WBVlLJtkfG09sevfNfaf2aD/njH/wB8ij7NB/zxj/75FAHxNdXmtGR3jvdXkdgpLNvGTjn8j0pLO41B7hDfrqEiqG5YO/J9jX219mg/54x/98ij7NB/zxj/AO+RQB8SPqGvPNM8QvIxKm2Ty42UEDvgVBI2tqcpNqTp6/vBz6V9xfZ4R0hj/wC+RR9nhxjyY8f7ooA+K57LUr63s9llqs08alZ3aNicEgjaTSW+j61bXFvMljq4IUlykTAq3ONp/L9a+2Aqr90AfQU6gD4kutD1V5IGisdYfMYMxkibO/vj2pf7L8VW21VsdTUH5+YmycjHXr0r7aooA+L5LDVp4Yo107V7fy/mA8tmTIHAAxxz3pptfEzvc3MWkXqSMoMjeUx4X+LPbtX2lWJ4wkeHwZrUsbFXSylZWHYhTg0AfHmoTva2yWc41SEylHuEuGwrtk7jj8sfSlg8hJzdD7RawRqYUuYoshyRxuB5yRWfqeuaprMry6ley3LuwZmlOTkDH4fSrEhuM3MUs01zHbhSsybtsZHQkHt26UAOE15Bp9xLHdXW0yKh4I9/mrUUC+mI868kDQo0hS0DFVX7owvQZArFi1QN9p86e7U3CATbCG81gc85xgV6/wDs8gN4m1ZzOs7SWKs+AflO8cHP0oA82mubj7TbQzwXflCRXmlS3ZZAoP3ADxgYB+tKrRvqlzcsLoRgEQiW0Zy24YIPpj196+w9SutP0uze9vzFFAhAaR1GBkgD9TVK38QeHbqN3ivbIhA7NkgEKpIY/TIPPtQB8dy+Zbm88hbkwmMLF50LEqCecH+HHrSQSW8VzEUuZUaAhlneEuWb6egr7GXV/Dt3NHaC4sZWniEiKdpDrnGfQ80108LRoXePSVUNtJKR9fSgD5E029ghmnSaVikxdZJ2t2ZtpzjA9/61V1C7jM93LYvOjTsVKxxbE8vA4x2r7MubPQLG2Nxc2unQQHAMjxIqnPTnFJFY+H55fKitNNeTbu2LEhOPXGKAPiy0u3gs3Dm4MqDEKj7oBPzZpCIJLW5naeW3mXBigCkqck5APYAYr7Vk0/QYX2S2WnI2M4aJAcc+3sfyqMaX4cvocCx0yaNh2iQgj8qAPiiW9ZywV3BbBJQkDOOmPrVxbyOcMkuoTwxxQkg4JeWTspweme56CvsVfCvhRGDro2lgg8HyU60r+FPCrszto2lk5yx8lOtAHxh9vmkSJH1O6Ct8sqs7EKPXryKkXUGSO2f+0Lky+aTLgkFRwAQ3fjP0r7Cl8D+Db5zG+iaa7oOVRACAfpUcnw38Fu+X8P2O7H90j+tAHy6nii4+zwodaby4sL5YgCsVXou7Hcd/etG38dzXdpJavcPbxhlYTyxq5RF6LwMkk19Hj4a+CG6eH7E/TP8AjTv+FZ+C8Y/4R2zwfY/40AfKVxrrX00ry6rPCoYGFEDBQMcjAOAM1bg16a3numOpPGZGHkI4k8rDHBYDPA69a+mIfAXw+ubua0h0fTZLiDHmxKSWT6jPFWZPhr4LlAWTQbQ7QAMluB6daAPlWHVNXZZ1t9ZvhDEhlbfcMq+2DnnJzj1osvEFzdW8n9o+INVjkUgx7HZgCO55+gr6evPhT4EmDTzaNCiKvzESsqgD8arxfB/4fzxLLFo8bowyrLMxB/WgD5ck8S6357GPWb2QIch/NYHHrVmHXNZuZZXTxFdIY0yvmTsGcn+EV9LXHwQ8DTjC6bLDzn91Mw/DnNU1+BvgJ87Y7k4ODi56H06UAeA2et6jdmYt4l1K3jh5dmlZhjgZGDzyfyp1z4lvVuFFlr2rqI4VMoeRsyEEZK+mRzzX0B/wofwP/wA+13/4Ef8A1qmtvgl4GgmYmymmbbgrJcE4H4YoA+bZ/Fut28jiz8Rag0MqZw0rZH+yfesuHU3WeG6kIluImz+/zJv56nPpX1h/wpnwH/0BF/7+v/jR/wAKZ8B/9ARf+/r/AONAHypcSQXEl8y3MCLI6uF2H5j1OD271WvJkubiGTzsoERCdgBXAGeB/k16T8aNC0LwnqlrpejaVBAJofNeXczODnoMnGK8vgSA3US3ErLASN7ouSB3wKANFI7u9vIrz7QELXCxLdOdvPAB9scc+9TeIJUm1S/S4ukknimYLJHH8svQZz1rPGoMlu1sqAQGYS99wx2B6Y/Co5pop72abDKHbcqnnv3oAt2115FnJEbiE+YuQrRbjk8HJ7YFQLGtpLBOhjusNlkKErx2Prmmy2jPdyx27JMFBfdGCFwBk4zzX058EdL0+7+Gds9zYWszmeQFpIVYnkdyKAPmWKV4Whuo2ZrhHP7soSFA6dfqeKS1E/25WD+QZCVaQrwobgn6YJr6nPirwvZS3j3vhpLYW7FGYWisXO8qNoA5B2k59jWxdav4ftWus+HJZEtioaSPTgyktjABxz94UAfISp5NqykLIHlAZdh3bV7g9gc1oWlzHKywrBDbbW+V5ULKV9G9T719Vy674VgnuLaXR1S6gtvtLQGxG8qACe3UAjinprfhBlgLafEhmVWCvp+Cobpu+XjPbPWgD5GuHaeycMIQ6SBQFiIZwAec+lMmdo7SBIpkkZlyyomChB6E+tfYlnf+Fr9YWh0yPbNN5MZfTyu5ufVenB56Vqp4Z0KNtyaNYA+v2dPXPp60AfE8M8CuklxM6hwVmjiTBxxzzxk1WmFqUVoC6kDDK/Un2x7V9Z3134It9Yns73w2iSROqPK2n/JljtXnHft9Kutp3gR2mjbSNO8mO1FzJL9nUKIzkZzigD45ZQEUhwSeo9KvWESyPAHmjWPLM437WwByM+/avqy58OfD6bR4tVt/D9peQyMsUXkJjcegHUAfU1Hb+GvhtNa2U0mi2MBvWZIY5QQxZSQR19RQB8q3zRXOo7IY4beHdtQK2QATwSe/XrUiRrZyhmC3CWs2ZozJ8khz/DjqDjrX1lqPgj4d6TGj3+j6dAHbau/IyfzrOuvC/wAK44bmaay0xY4gI5WVzhc59D7Hn2oA+Wb+6MsqqIIodgIIjOd3OeT3qNZNluJAsRbzM8j5hx0+lfWafDH4dWVk1+dJtfsrJnzXlYrg9COayR4E+FsmoWFlBpiTzXwZovKkdhtHUk54oA+Z7fUbtIVt0u5IkzwFYqv1OPSrEmoyxXiXiX07zKCCQ/RgO2P4elfTWofDf4aaPc2sV5pSRyXDERAvIdxAz2NUIfCHwimhjlFtboJJvIAeV1O/0wTQB802N4bXUIbmTe6pIHYBsE4Pb3pt5dz3dzNcSSyv5jHLSNkn619T6z8OfhvoyWv2zRVBuplhiCu5JbH14GBVaDwZ8JWEjJb2hChg26ZuMDJ70AfNlrqVzYwzE3EgNzHwY2GQR0z6UqTXt5EqJfCNSh3K9yRux1yCe9fVd34J+HmmaIdTm0K0+xpGH8wIzEg9D1zVeXQPhpFbF5tHsI7ZYln8x0IGGO0d89aAPmrUPFF82nafaWly8MMMCghXBJYHOcgZHQcVRPijXihQ6xfFWyCPPbnP419Ow6b8KLpQkVppTDaXGAeigk/oG/KtXT/AfgDU7cz2ehWUkYbaSFbr+dAHyFA015qEXmTK8jMPnuH+X/gRPaopB5l0wYxpliCV+6Pp7V6h8dbax0vxdDp1hptnawrbo+YY9rEn1xx+leYRyurOI1XDjBGM8UAS2TlLmMxbBIjFt7EYIHseKjaaNVaNIlMZk3qzD5sc8Z/GoXcu5YgAn0GBVmGQsxZ4FnO0rg/7uAePTGfwoAerTtpLxiKLyFkEjPgbwSCAM9ccHiq5jLW/mmRDhtuwt831x6VN9neCziupLZjFKzBHJ+VscEfUGvbvgP4W0LxD4f1STVdKt7uSO5CK8gJIUqDjrQB4YiSSQvJ5gAiA4L4PJ7Ct/TPiB4r0a0FrYa3dxQDom/IH0zX1Snw38DSgmPQLBgDtOMnn061LF8PfBas8KaDYbgAWXbkjPTv7UAfK83xM8ZzytI/iG9BP918CkT4jeMSdn/CR3wDEZJk6V9Wr8PPB6+WB4fsf3ZBX930/x/GppfBHhWZNj6Bp2ODgQKOn0oA+S3+Ini1Z5pF125EsgVXlUgM4UYHNRP431i/mT+2LqS/gz86yEBmX03YyK+uv+EL8LMQf7B03I6fuFpx8HeFwQDoWmgnoPs6/4UAfI8fisT3OoTXdhDIlxEqKioPlCkYBJ/InrXQeB9chfxHLJa2NhZxR2EwcmPl/kOQee/tX0svhDwqwyuh6YRnHECf4U6Hwb4ag8zydEsUMgZWKRAEhhgjPuKAPkj/hKLTIUaNpipESygW+fNPAweeBgVMPGUFg6PpmkWMLsn7xkQgE+mCcEV9RSfDvwSzNv0GwBZueMc/nTo/hv4MhkDp4esQw6ZUn+ZoA+UZfEVnNdF49C0rbtJO6MqCe/GaS31nRn8x7jQIjL5ZVRExCliRjjtxmvrp/B/hWKMu+h6YqKMljAuAPyqa18M+HI0WS20fTgrfMrJAhB9+lAHyLoHjfX/Cl5dy6FI9rBcE/6OwLoozx17j1qqmr2hRprnRY7i8kc+aWBCkHnIx0YnNfZ/8AYmk/9Auy/wDAdP8ACj+xNJ/6Bdl/4Dp/hQB8X2PifV9NiWK0VY1SSOVP3eSrJ90j3wce9dcnxx8eL1uIG+tsK+of7G0fOP7NsfT/AFCf4Uv9iaT/ANAuy/8AAdP8KAPiuTU4bq4u7q90hZrm4l8wsrMigk5I2j8fzq3aeK7qw1Ox1OLTbb7VYhVjZ4yVKqCAGHQnkc+1fZA0XSCSBplicdf3Cf4UkmgaPLGyPpViysMEG3TkflQB8v3Xxv8AEd7G6T2OkyIy7cPaBse/NYT+P7ltrDSNOgkHPmW6NExJ78GvrMeD/DYUqNB07aeo+zr/AIUN4P8ADb43aFpxwMD/AEdeB+VAHylp/wAWfGemTb4NZmeMNkRTfOuPTmtO5+OXjGe3mgSSzgSXOfKgAIyOcH196+mP+EM8Mf8AQB07/wAB1/wqlJ8NvBksjSP4dsizHJwpH6A0AfJ95431vU7fZqWo3V06MGiLy4EZ2kZAHfkflXPy3E9w2ZppJCe7sT/Ovsa5+E/ge5Xa+gW685+RmU/zqjJ8FfAshUjSCoGfuzNg/rQB8hVK8xeGOPYg2Z+YDBOfU967/wCMGgaN4X8VJpOj2RgjSFXZzIWLEj3rzzBHWgDW0W+a2lAMRZFdWMikgoNwJ6delfbGiSrPoWnypL5qvbxsHzndlRzXxbp9ukUqXtjLI7WjJJM4UHCkj7qt97Br7J8K3kOoeFdMubeOSOJrdVVZECsNvy8gdOlAGzWR4pUN4T1cEZH2OX/0E1r1k+J/+RU1f/rzl/8AQDQB8Ld6KU9aSgD0f4Gx+Z8UtO+dl2xytwevyHg0U/4E/wDJUrL/AK4y/wDoBooA+ta+NPipcSzfE3XXcbGFwUGOPlHA/SvsuvjX4pxIvxR1tdxVWuiSzDpnr07UAYltJd2duGGoTRwyxGIeRcA8nnaVByF9auI19PaafZzkJaQyNDhJ0DsWGW5J4XH4VkWosIrif7TJK6qh8lohjc/YnPQUebJdXyJfXDSrnljIccj1wfbtQB9Efs6Ls8NayuMYvAMZz/D6969EPjKxW9vraW2u42tJPLz5YJlbr8igliMDqQBXnf7OSNH4Y1dHVlYXYypGCPlrudV+HumavcTzTXd7G8773MUgXn244/CgC3B420i6naKAXUhEJnBFu2HUAE7eOTyOK6CKQTQpIoYK6hgGGDz6iuY03wFpum3STefc3ASMxiOYqV2kAEdPQAV1EcSQxJFGoVEAVVHQCgDMvNQ1K31CSOLTUeyS3aQ3T3AUbx0TGM/jUWl6xeahpNlfmyiKzxs8qw3AkCYHABwAxPStiSNJo2jkRXRhhlYZBHpTLa2gtIFgtoY4Yl+6kahVH4CgDjT8UdGWe0iNteA3L7FbYuAQVByc9i2D9DW34h8RpoK23+iSXDTk42uqBQMZyWIGeRgd60ZNMsJRGJLK3cRuXTMYO1ickj0Oaj1TRdP1qKOLULdZ443DqrE4yP59KAMI+NtxvRDpjsYImkQNOgL7SAQRnK9e9Xtd16XTPCMutRRxGRI1k8t5AV5xxuHH41tLbwqSViQEjBIUcinGONo/LKKUxjaRxigDjbP4iWl7d21tHaNvmLL/AK1TyCw4/vA7eo9RUEfxAmuJ7fytNynmNFOofd5bfu8ZYcADec9a7dbeFSpWJBt4GFHFOWNFztRRk5OB3oA4r/hPLmayvLiDSghtplTFxMUBUkgk4UkEEdMVH/wnd9E2oq+nQzNbsxj8uRx8oxjdlePr+ld1tX+6Pyo2r/dH5UAcdaeLWvLuzle4W1gubF5TbvCzFJAeDv6HoeK2/DepPqvh22u3lWaVlId1QoGYEjODyK1tq/3R+VKAAMAYoA4EeL/EMJjSfSonZWkEpjimwdrABV+XqQcg9OOtRxeNPErpLJLoIgQBSpaKViMg5yAvPYcV6HgelFAHFDxL4haO5lOlxRCK2WZY2jlZ2Y9RwuOPbn2p0viPX0u2ih0wT4iDqFhkXeNuchmwBzgYPPNdnRQBmaHeX1/p32jULI2czSMFhY/Mqg4Ge2fpVHWtQ1q01a0j0+1We1YKZwYmJwXCnDA4BAJOMHpXQ0UAedX/AIs8QafbWiG3AmnuXjDXFuwL/PhVUAjHynOeamtNU8Yx6UyzwDz4vLfzTaMxZSTuXaGGWHHSu8aNHKllVipyMjoafQBi3aXWs6fPZwXN3ps6+X/pSxAZPU7Q2foareLkaD4e6xHLKZGTTpVaRuCx2EZP1ro65/xwrP4F10K5U/YZeQP9k0AfGthB5sd1ZyNKsp2lIVRcswOACWIPfoP6VZu7TUby7vXhE8hiwLsthFBHQEA4xxWfbtOhM8D3CyLgxsik5YcHntgGp83CW06F5HmuJFWQ5B3g8jgjJOe9ADLbTZZL/wCyMsq3hYBYkQHcMZ9a9t/Z6tFtde8QI0EiSJEigt2BOcH36V4vBYTS21wIopWuImUsMkOq9zt9PfNe1fs4uHn14rvxtiHztk96APatf0ka3o01gTGPMKH94m5flYNyMjI4rkovh7ew3W9b3T/s4ct9nFoVU8MB/FxgMeBx7V6DRQB5xqGgRWjxwajrunxssQiRJIkVgpfK4/lms/T/AAtpAfzbTXNLdI5wxWSNHBK9vmz69RXdan4dj1bXbK/uZFaC0RwsGz7zMMbi3sOg96pSeANFlB8wXLN0VzM2VX+6PagDN8TM2o6Je2F29osME0UWVtmYIxI2kA8Y6VU0/wAOahaeJZpLSeyN3aYk8t7Yxq+9QoO9RyOG+XkA12mr6LDrGmmxkmnhQsrF4W2sSOnNQ2Ph9bHV5dR/tC9mkljWNklkyhC9DjHXk/nQBwviPTJ9W8QyJqV1oUNzFaHdG8zoShDAPyP4QX/M1UHgvVZrddRtdU0g2Sq7vJbZCOo3H+Fccbj9a7jW/BGleINQe7vjOd8QjeNXwrAbsH6jcavab4cstL0abSrfcLebeGHAPzdcYHvQB5bJoE95Y28sGueG0tJtsabm4Y4AOBgfMfzrQXwJ5aXgTU9MKTyq8u+4Y4w2QDjHToK7CPwHpsLMYp7ldwCkAr0xj044qG9+Hum3dk1ut1dxMW3CRWBI5yRyOfxoAzBpl/4Wum1uK00l4RapHPPJOUOFGAchOhGOMVW1DSfE/iDUYdYs4dOS2mtsYS8c78ghSG2jAwew/wAa7nTdJ/s6IQfapZ7ZYY4kilAIQKMZHHfv9K0VUKoVQABwAKAPMrHwn4njvIp57WwiCOHC2124VMNngY79Oa7SyufEAhxe6faGTJOYrggAZ4HI9K26KAOL0jw/qel+JL3VjAkv2lCgQz8jLA56Y7Y4AqnqXhfXL6+u7hCqecJNublsgsoUA4xwuMjHOe9egUUAchJa6ha6CNITw/8AaIZIyr+XeDAJ9356896PCmhX1lbWDXiNA1qsqmNpNxbec5+U7fzGa6+igArlta8IJeWYh0t47BmuftcjquWeUcqc/XGfaupooA57RNEvdN1jULm4uFlhuW3oBLISpIXI2k4Aypxjnmqeu6Bq13qWoXmlzQW0lzZJbrJvZXDK5bJwO4JXPUV1tFAHDQaF4uj+wLJqwYRwss7CUgsSDj+E5xkc+3epLHQ/Ei2tg17fSvcQXDmVY7shXjPTJ2c49MD612tFAHzB+0Feznx0lllTD9ljYAqMg5PQ9RXmtzZajoqrDeWaJ5oEiiRVYkbeD6gYbP5V3Xx0mkvPijLCEyY4Io1C9T1P9a8+njFuWIuWeXZghCfkzxtJPXjjigCo0ciOQyMGB5BHSnyqxkfcpLlsDauAT9MVYa5vZ2F67hng2rvbbn/ZyOrdOtQzzy3l2ZSo8x2BwvGTQBJctcSh3vJHEoVQqOhBYDj9K+p/gSM/C+1B/wCe8v8AMV8s3d3ciZo2QQMqmNlUc49Cepr6e+B99aW/w0to57qCJxPJ8ryBT1HY0AdefBGikTBo52WY5dWnZh1J4BPHU9PWub8W+HvDeg2Et7fXGprDdzIjRQSr87gHafmHYD1r0GG8tbjPk3MMmOuxwcflRc2tvewmG5gjmiPVJFDA/gaAPKJX8MxX0l3Jea/9oW33vKHRiImACk4H8WQPwq3p1r4YvVsZbSHWbhhEZo2CqzAKcYbjkg9M/hXpRsLMqV+yw7SgjI2DBUdB9KgXRdNjdZIrKCKRVZVeNArKD1wR0oA42x1nQdOeC3xqE1qsrTRtMP8AUSKRu6YJHzc9QKv33xG0y1s5pILW9nnjUuIPJKsyAZL8/wAOO9bcXhjRorazhaxilW0yYWmG9lJOScnnk03/AIRHw95Lw/2PZ+W7bmXyhyaAMi2uPDXiXWrmBY7g6hiOSdSHXb5bZQk9Op49RUE1n4Utrue2WS6M8MDW7WySykbFG4jb0/Gum03RrbTbu9uYWdpLtwzlznaAMBR6AAdKbdeHtJvLqW6nsIWuZYzG8wXDlSMY3DnsKAMzTvsNla2mi2unSCzuLZ5lDuGx32nPf9KpaJ4e0bUNAtLpEvFhileWOOSbLRsHOQCO2VP51sQ+EdGt5oJorZ1kgQxxnzn4U9R1q5pejWOjWZs7GExW5YsU3Fhk9epoA5LUvEPhDxFZ2899fT2rKxjUFWjfa2QwIxyhA5I496s614a8L6ZpHnX1tcPbAiICPfIRvckDaM5GXPbvWj/wgvhzA/4lqZByG3NkdeAc5xyeK2bywtr+yNpcR74TjK7iDwcjnr1FAHLy6v4Ti0pNFlmlS3gRAimKQFSuCoBx94cfL19qh0vU/CFrc2TWl/Mbhkcxht+5snLblx1J9RWtfeDNIu7SSFInhduVkVySjcfMAcjdwOcUmneCtG06O3IgaW4hQKZ3Y7nwcgtjg9aAM/UfEfhzU/sTXUt/Ah3SRzCOWHAyFO44BAO7vxWUyeArpYpEkuZxHKLePy/Oc7gCRgDPbJz+tdb/AMIlonktC1krxnIIdmbgkEjk9MgVDD4N8PW1zHcQ2KRyRSLKhWRgFYAgEDOOhIoATxGdKE+kHUYrxz9p/wBHa3Dna+08sF5xjI5965RLDwSNEkd9IuWie4jV4JRISrM21SCT93nscV3Oqw6TeJDFqUkH7txLHvlCEMO45FYV7pPgaOMJdTafGr7QM3YXO05H8XagDWt9W0nUb278PRPKJ7aPbJHtdML04b/A1zetf8IVYXMo1e7uDJBGsMiy3Epwo+YEjPPTr61rW1/4MtNSl1GHVNMW7kQRtJ9rUkqO3JqhqWu/Di4vZX1C90WW5YBXd9rEj0zQBgte/Dq2iE9hbOZzbNMvlPIpICvkFs8MQH6+ldr4Sk0VtH8zRd4tZZnYNIzHzG/iILckf4VzF14n+FdoqLLd6SVOQAke7164HufzNQN8SPhfYPFNDd2xeORpEMNu2UYjkjgYJoA8q/aBUt8RYlHe0Tv9a8qnRVfdGCI25UMwJH1xXo3xZ8R6H4q8TQ6xpOpSMBAIynklWUr0Oc9815oSScmgB0blGyAp4IwwzToV/eDcxRQfmYdQOh470W4JuE25yDnhsH86c8+64aZR8xkLgsdx655z1oAa5QM6K7tECdnb8cV9Ifs4Mp8KaqoVQwvBkjqflHWvniRvMmhlljRw37x1RsFstyOOh9hX0J+ziVPh/Wiq7VN4MDOcDaKAOkXwLdzXEt7aeIUKT3L3TBCVVZSMAqVI4Hoc81u6Do03hZLm81fVoZw8arJcSgqxIJ5LMx45wAK5W7+Humand3yf8JJ5VwlwsjrEAiqx5G4Zwze9dT4ki0rVvDz6RNrFqjQPEJWbbIQQRgMvuRQBlXPge+vNX1HVLfxXdxx3q740DnbGflKEDOMAg/UHFQf8IPfRX08Vv4tl3NYiIRySEsgIA34DA/eBIOepNM1HwbYx6tql9P4igQvGGngeNWCqpUjcufujbgDHQ1Zl8JWame3l1yxiWS2jilRYI0farBhnnIHbHoaAJ7DwtcWviaxyX+xRQiSaVbt8TTj7uELEgcnPODW14i8PnVrzT7uKSBLi1c8zbyCpHIAVl5rk7Xwdb6f4t0iePWLKWNXabZIy+Y3XasY7Lz+ldF4o0O01XV9LluNXWyliLBI9yhpQeoGf8KAMKfwHe6hFZCPxBDElpLKVFsHCks2Tn95yRz1z16V0PhLw5f6BLqDXesyaily6uokByhGc8578flXNaf4F0HXraZ7bV5ZkimKtJbxiNQy46cYzxyR1rW8F2OkeHXvLW21+O+NzKWClwShQHIJz1x1zjpQBU17wYslzqt5JqFtbWc80dzLJI8m9Nq4IzuwBnBGMVXufCGptps97H4gmuWnjTyWErRhTkYKktjHU4PXNP1bwnpmzWJJdct0SV0MoeJHKZk3gOOrEnAGe1dXfWVhq+kPoUtzbPK0Q+TCkjGMHZ6ZoAWKxSPw3JpVncxyypAYi1w5k+YjktznvXMw+DvEca2LR69FAttbiHbCGCcZwcE4Oe/TpUFx4Ss3Oo2L64La5SENOYrYRbYduMA/3eOxrb0jSrCHwUdLGqrLb3UbbJ2bHyv0wGPA9KAKlj4R1RbG2huvEVw0ilt7JK5LjIZcHI6MD+BxWh4P0rVNCtLmDWNXS+MkoMLlySBtAI+b3Gce9c9afDzT7O7gez14eXv3RI21mHzZxGc8ZPBx1HFXrf4bW1vpq232iOSRbv7SryQBguVClQPwznNADdW8H3st1eSxX0dvBNcCdJWupQ6NtIGOcD5iOnUdqt+GPDniLSdYmu9U1z7bBLHgxlmwG7EA8D8K3ta02fUtL+y206QyB0YO6bh8pBxjI9K87vfCWNTvki8SC5vXlSae3nlKJFGW57469qAOk1Dwrq0mtXmoafqQt/tL/ADL5rgbNhH3RwGzg5qvb+G/FVvcxCPWQLcyZMbzs5ijDA7QSMuSMjJ6ZpJPCDNP5I15CxibAJO8grgDhvud/606DwhDDHpM9vfW63UIZDKzyHzM91Bfr8vfI68UAU7fw/wCPIo7dm1mNmiudzI0xJkjyv3jt9A3AHeus8Sade6lpaJYXEsNzHIrjyp/K3Y6gtg8fhXIaX4D1IQQtP4lFz5U7yRSRs4wxZCR9/B+4wx/tGuo8OaE+hS3268WaCeYvHlmLLkk4OWI79gKAOYvfDvjmCG8/sjU1iE7lhHJN5hQbv4SVGCR1rV0K38QXN9PZ6xe3XkxQKruqKiyOVwwVtucDg5B6111xcwWsYkuJo4kJC7pGCjJ6DJoe6t422vPGrZAwWAOTwPz7UAc3dWOpW3iW1e0s5p9PSwa2kc3WCWyNpIJ6jB56/NVzwhb6jZ+G7a11OF4rmHKHfKJCwzwd2eePWt6igD5U/aA/5KU//XrH/KvO/LkvIofMvYAiDYodsFeM+ma9B+PsiP8AEuVVYEpbxhgOxxXl4OCDgHHrQBr6J5MU321ppImt2UgCLzAc8fTOexr7O8KXEl34U0yeVgzvbqWO0Lz9B0r458Pqr6naOwg+e4B2lN/A7FOOOc9e1fYfhKKWLwvYLM+9thIYR7MqSSDj6YoA3KyfE/8AyKmr/wDXnL/6Aa1qyfE//Iqav/15y/8AoBoA+Fz1pKU9aSgD0r4E/wDJUrL/AK4y/wDoBoo+BP8AyVKy/wCuMv8A6AaKAPrWvjX4mut18RfEPlQqzJdOxkVv4Rx/OvsqvjD4nRiH4ja2ql8m4JbcADk9enagDlbeOaSYeShd1+bAGenetfTdJTVysrTSq7sdyxRbjkc56+mT+FQ6BeWdreN/aCztaGNwywAbskYHJ6VYtdOitraC6la8gkmlDQsgGDFnBPruz2oA95/Z0Z38N6w0jFn+2DJPX7tez141+z2ANE10LnYL7AB6/d6muq1DxzeaZqWqwy29pNFa58qOKQ+YcFBls8AHcfyoA7uiuBm+JG2zSZNPUPKoaNZJgOCFIJ9B8xz9KLfxlq92P3NvYFp4d0IM/COFzgnuD60Ad9RXBL45v1mskktrF45bVpJZUn+VXXsPbIrU0bxDfalBpcpFlIt1I3neQWbyxtJA6cHPBzQB1NFFcfqsWsaRpk7tq93cNNeqYjDbB3jiJGVwO3XmgDsKKztXkvl0O4k0zBvBHmLcm7J+lcrDrPiaSWWK5srkwm2ch4rVkYNtJBBPcnjFAHd0VwUOpeI7q80OJ7S/t7YGEzMYfmchWDiQ/wAIzj65rZ8Trr0ktumiStFiKRpSUyGPy7Rns3XFAHSUVwkV/wCMzHqCvauB5yLbN5SllQ5DHrg9j+NaWiS61Jr91a3WoLcWtogDHyAhd2GQPwHpQB1NFYl1Ddv4otXSK5NoIHV2WUCMMehK9ScZrM1LSdc+1aXbWNw7WNtLE7uZAHbD5YMepG3tQB11Fcn4xbxCktl/YzTCMsBIIUDHdvX72f4du6pPDVt4kgvpm1mcyQsnQspG/cfugcgYx1oA6iiuPmsvFkutX7JcmO1G5rYiRdp/uqV6j3NVl0zxulyC2pxyRG2bIGBiQqcD8CRz7UAdzRWfottc2uk28V5NJNchAZXkbcSx68+maz/EWmX99Pay2Mj4jWRJEExjDBgOT69DQB0FFed/8Iz4xhuLIW+tOLO3ZT5RkyzDjcGJHI64qWfQPF/2FBbarIlx9qZ5PMn3Bo/4QDjigDvmYKMkgD1NYXjTnwPrmOc2E2P++DU8mnSatYzWGsQo1udmDHIQXwASTjpzVbxfGsHgLWYoxtRNPlVR6AIcUAfF1tc3tpMIYppoSGOVU4IzjP8AIflV94EXWJWsHluYo2Kh4zufBHBPHSq8dnNcPJLZpcS+XCHnZl+YE9ce39KsaQ15HrDeTILW8cERxbDtYkHjA6cHvQBLYak8c9//AKRcRkRkqY5MnjGQT1IxXsv7PRU6h4ikT7snluPm3HnJ5PrXj1hv0z7YLyyjn8+MpHiMOGYHnnPH1r179nRoWn13yY2jAWLcrHPOWoA97orL1/U5tH0mS7gtvtEilQE3Y6nGfwrn4viJYtbRyyWkx3KoDRYZWkO35V9fvDnpQB2lFYun+I7bUXs1hhmH2kSffXGwocEH8a2qACiuU1HxTqGliU3OitxKwjxOo3xqpJfJ+nTrU3h/xhaa5cvbeU8E43sof7ropAJB/wCBDigDpaKzta1WPRdKl1CWN5I4iu5U64LAZHr1rB074haXf7v9GvItrFW3QkhTzgH3IGcUAdfRWbpOuWWs2xntHbaHMZEg2nI9jTdJ1K71B7tbrS57HyJTHGZSCJl/vLjtQBqUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfKHxnaM/FK7TBSU+URMD90Y9K4TV2IlijN5Dcsyh3ZExtbptJ7nAGfrXY/GDUnk+I2tQm3i4kjQSlcsNq54PbOa5V3tV1O3uLu6hvVlQ+aNjKEJXjOByQT29KAKZk8u6uPO/fy7dqyZ4ByBn34qbXLx7jUmiFyZo4sRpIVClgO5xToP9Hs7lo1WKSMhsz8M6ngAD15Jp17NE1swM8N1JLiRpFyrZz0Ix16/nQBUvlVrkRxCImJApeIk+YfX3NRF5hIvmXDqHAJYEnH1FWryF1ML21rLb5wpXBPzD0Pcmobp5opZ4C67X2mXYvGeKACK9uFUJDcSxOMlpPOYbvSraeJ/EEUfyavfKhJ6TNjPeq/l2nmW0UciDeP3krMcDkjkduMVCYi1sQkwZA2ViHJ5yM/oP0oA0k8ZeJog6rrl+ocYYec3IrXXx54uMKmHxbeHbHuZWlKkEdh61z+nz/PI4b/SmGwNIoMaoRglvTtzSRAJHvimiQrGUkCjJcE478ZNAG9N4/wDGkITPim8ZmXcQtwSV9j71Xk8feMrq2kV/EGovCMb/AN8cDnisg2zc28lsIizhllkBBC9Ppikt7GGTzVe/RD0VFRmMhwccD3HegDUh17xLPE0ieILj5eqm6IOMZzVT/hLfEX/Qavv+/wC1UZLaJ4RJbuSw4eJvvA46j1HB+lSW6iaITzPERCVRYCdrSflQBaHi3xETj+277/v+1W38T+KbexSQa9eeTOxXC3BJyuOv51gtEGuzFlUBbGSeF/GmOnlswDqdrYGD19xQB1K/ELxmJVhPiXUF6D/WnipV8d+OnvWtE8RX7zKWGFn4OASefwNYMdzGtvMl1Ekk8jCTc/XAB4yOhORUEcR+xidF8vDlDKW65xwPoDz9aAN9viN4xVFI8TagWOcr5p4qjP408TXMplm12/Zz1YzNVSS1/wBJNxBDGYFkAKbtwAzwT3waXVLGZLu5mEMaRLKF/d8ICRwADzigCX/hLfEX/Qavv+/7VENV1m4imf8AtC6ZEUGTMx6Z47+pqhNEInCiRXyASV7H0q7Iq2bBpZILktEVQIwOw4/iH40AVnvLuf5pLmZ9o/ikJqFpXf7zs31OasN/ockLJ5cjKRJvHKk4B2n6d6ilEkxecqDuO5to4GT+lAEf8Od3OelNq7bpbzRoJR5SxnMsobLEHphfaomYpHKInAhchdpI3EDkUARIm8n5lGATyetOhi85gisocngHgfnTmtJkEeUz5iBxg54Jxz6c1E6lHZW6qcGgBCMHFKT8oGAMfnQuA2Tn8KnmuVmj2+QokLBjJnk8YxQAkbtayh9sTkoeGAYcj+dSxSlI2nNtC6AeX8w6Eg4OPXvVTaSpOOAcUqxsxQAZLnAoAcsTMpeMMdg3Ngfd5x/hX0h+zrKs2ha3IsaxhrwHYnQfIK8HsUOlG4kaJm1C32yRgFWjUA/NvHfqPxr6A/Z3jU+DtQuSD5kt6dx7HCjpQBZuPDPheW9vbS48Ry5t5VlIYKFQk9M/xHt6itZvD+htYSw2+viK33qqkxoSrqfM6kZJ+vaoHi8DadqTGXWmSUTgCMvkBlOduMc8mrF6fBV3a3SXWqvJb3E4dm8zCxsO6kDgcY/SgCq+kaLcX+sX3/CUyBp7eNblxGmweYAFbpyTt4+tWh4a0K+1x4ptf+03VygkMK7NzEKg3AgdMIOOnNT22j+FNZ1+5FnqTvOY4Xls4pAFAjKtGduO3H51Lb+FtP8AC2snW3vVg02CIqsUgHyu+0Fi34AY96AIH8N+HtG1+wubnV2jubZmljjkIywOScnGdvJqxq8fhvxBd2l4daRS3yKInB8wKckeo57ilv7zwjq159tudVVhJb+QyB/kZGyeePrWBY6R4BlktLew1S4kZpXaEpKWUOeDk46e1AHT+H9R0DR9LFrHrsNyjTOwdyAcsckcDpzWb/ZPh7UWuJ49cVrdvOVUjCjZvRt/OMngk/hTZfBPhjR7S2t7+6naWXEW9pApm6YUjHTOMUmk2nhCWJ3t72WJ/IKyxPJhlVVZSTx1AJ5+lAFZ9A8N2T6rJPrMxFzOltK8igiGT/WAZx64/lW5pi6VpOv6ndzamJJ5/K3GSNVC5T5drDqCBmsm7i8IrFd3M2t3TQzzLJIiybgHy0YOMexH4Vd1fw7pUGiXVyNQMEF2sKmS4O5VVQMbR2JAoA2X0qLVbmXUrbUZPKu7YwYVVZSvqMisHVPD3h61sEi1XU3JsrUwtyFO0ghTtHG4c4rUtvEGhWVzMBrcXlRW6kW44WJQOWrP1G38GeI9RS+nvVkmMWwbZSFZcNzjoeA2D7UAUtH8KaDaT6VPa68W8pzKi/IDNznB74yvT2ror688Oa0LJp9QRgzsYCsxQMQRkfy61j2ei+FtR17TNSsZZZndWlgeNsxnYQCPbBJ49zVrXdK8P2iwwarfSRLcGSOFDj+IqSBgdRgc0AalkdC0ue5mhvoleVv3m+43DP0J4rl9W8BaLCt1f32rvBbXDgl2CgZLbhlu/PrUMWi+ErV3ew1KR9l1AjrERIVbnaGz2OTXTa9d+H9S0680y81CCMQOiS8gmJyfl4oAytM8L6TFqG221iC4m8s7EZY3kGV25B64x26U2+8O2trfaIl5rkMdxbsEhRo1BlVSWAx26cmpdO0LQtJ1yTU/7UdpLZfOfftVFLrt3Egdx2o1G08Nat4hh1D+24kvCqlFDqeE3dM9OrZ9cUAU4/CEf2TT7VNfgZYppAuxFOd7CQhcdDwefQ1UuPAdl5MdnHrkMSyMJEx3dQAx649OvrWnY2+hJZ6dp9n4gjLLI/lSIFzKTwVz64OKp3PgfQXtLWRtdaKONl8hw4ALqFX15zt5HvQB1+s2JudCNqJ7aPhR5lwMrkYx/KsO98N3mp3GoMNVtop7vyCRCuTGIznIyeCcnn6Vpa1pFn4otIrVb5Cbc5OzDjpjkZ/Kn6F4Wt9Dup7hJfOeRVUO6/MAFA655zigDK0fwfqena7b38+rNNHGoUxBmxjZtIwTzz83NdpRRQB8ifG85+KepcAYSLp/uCuKtEsHhKzu6zNuAY/cXjg+p5rufjW0Q+JmrhkYykQ7GB4A2DORXncnlDb5ZY/L824d/agC/pFtHLeRTST+TFE6mVupUev07fjX2v4bmS48M6ZNG25HtkZT6ggV8U2EUf2V3uPMSKSRI9655GcsABweO1fafhZoW8LaZ9njljhW3RUWVSGAAwM5+lAGxWT4n/5FTV/+vOX/ANANa1ZPif8A5FTV/wDrzl/9ANAHwuetJSnrSUAelfAn/kqVl/1xl/8AQDRR8Cf+SpWX/XGX/wBANFAH1rXyD8TLYxfFfV4orRrmeSdmERywbcuRgDnvmvr6vmz4xWNq3xEe7t1uH1CKOOSW3ZlVZEwAChUhs+3WgDzey066QiL+zHv4nHlKYtyYkb+EnHJHpWxpWmvqENjBdmOGaB5VX/S1iKBM/eGOMMRz1NJb2VpZXMd413qCnd5rGOIOSpH3CuThs8ZJrd0r7LaXdtrFtA8qRu0btH5caBZc7Q5zksDjJOQKAPQ/2e1ZNC1xXlSVhfYMituDHHUHvXqU2gaXPdSXMtmjTSDDsSfmHuM4r588J+MdS+H8c9jZaGlyL67O55bxFVHHGMgnjBBycda2NX+M3jbSQktz4f0uOKVDJHtn8w7QcZyre4oA9hPg7w6SSdItsn/Zq3FoWkwBRHp1soVdoxGOBXhLfGzxvNpEeoxaJpy28hOx8sSwX72BuzgetOtvih8SL1FaKz09JHlCLE8W3II4IJfn0oA93bRtLdSr6daMD1DQqQf0qa1srSyQpaW0NuhOSsUYUE+vFfPNx8V/iXBfQWb2WmiWfIQeXkAjqGO7CkdwabbfEX4gTah9nl1RQwIV4bezjkkUnptXPzAg8EGgD6Qor501Dx38RrNYZY7+6aEn980ukCNo+fTkHjnqKLfxv8RJZJ0u9XSJ7YliIoYXz8pKqQDnJx09O9AH0XRXzND8QfiXdX88EN7mURgpH5UHTGSTzgcUq+O/iBdNdrH4gCtaKrMDbwjcTjCjk7j14GaAPpiivmS08e/E9owZNQSO1jdlM00cKsdp+bgkZIz0rKTx18SbhVmi1ydIXZQjTpHFkMcbuR93IxnOKAPrCivlmHxn4/juCL7xFdxQk7Y2WKP94cgHGR0569DVk+LfFglvWfxxMgtW2vGY4t5X+8vOD9RQB9O0V4P8H9S8Qar4yuGvtZ1S/sYoCR56sqbj0Jzx9P6V7xQAUUUUAFFFFABRRRQAUUUUAFVNTtBqGl3dmQuJ4Wj+YccgjmrdFAHztcfAjXYmkaG7WeUJhZTc7QWAG35cdByMGsyH4NeKy019q9n5kwARFtpEZjx94fMBxj9a+nKKAPlxfhz4vstUvmudLvBC0ZaN7dVkO/scL1+ldz8C9B1PQ9T8Qx6hZXFvuMe0yxFN3X1r2qigClqel2ur2ZtbxC8RZWwDjkHIrBX4faCjBljuAR0PntwOw+nA/IV1dFAGVp3h3TNMWHyLcM8JcxySHc67jlsE+tatFFAFS/0yx1SJYr61iuEVtwWRcgGqj+GtHZGUWEUe5GQtGNrbWOWAI5GTWtVKW2vHkdo77y1P3V8oHbQBNLawTwrDLGrxqQQp7EHI/LFUm8O6Q92t01jF5ykncMjJPUkdCfc0kdvrSQlTqNpJIM4ZrUjPpnD1nTx+NViJt7jQ3kzwHhlUY+oY0AacGgaVbmMw2MUZjl85duRh8YzWnXEXMvxKiiDQQeHJnJxt3SrgeuTWXc6v8WYJ2SLw7os6DGJEuCAfzYGgD0uivH38Z/FiMOZfBtoioD8wLPn6BWJ/SsuT4p/Em2G668FiMHhf9Hl5P4ZoA90or5/l+NHje3ikkufDtlAEOAJY5Qzn2HX8agX47eLng82LQbCVdhcsokG0DrkE9vagD6Hor57b46eJmvYrS20/SbiV0DNsWUBCRnac45+lKfjj4qSOcTaTp0N3C6o1tJHKH5IAOfugc9zQB9B0V88z/HbxPFIyJp+jTMqFm8t3O3ABPf8AD8K0V+L3ii4a2SC20yQzct5EMrtEAM5YZHB6ZoA91or5yHxt8YxxzKINKuZBNsQRxvn6Yzn8as3nxf8AGT28U9kumMXT/VRQM7b92CCC2QOeuOaAPoSivnE/F/xzs3rLpMgO5UEdtIzMyj7uPxHPSo0+MPxAljjEUWmvcs8itb/Z2DoU65ywH5Z6GgD6Sor5pb40+OYZYPtB0uKCU7RN9ncgH0IBz146UXvxr8a2TzK8+jN5QGQIXBJPbBOc0AYvxTuzF421mL7OrhdQWTzGiJC/IOM5wQfSuW1SGbc95fxWSXUjCQCORVIUKAMIOP4gfXg10Oq+J7vxhFJcaldadb5QlpIbd1y/BwxKkE/KB1FUP7ME+qRX95fSebcwLLE5tx8wxhvlwc49cdAfTkAZ4k8Q3msTi5vBZtcCGFyIo1WM7Rwp9SAeQP6VlNBCL2VkijiMYG1IpPMBcYJJOMYxmtmCSC90rUoJtTspHhmWe3lkhePfnJYrtAAOf734U/WiyaY9sLqKKKSZpLp44iu8j7uA2CfT+dAGFqtyjSh0uUIXj5JWbDYzlRxgH6UssI04qtsnmSBUmnW7jC4JxgDn5gc1rwWVvd3NlHMRNPFas7NHErB2HIHHDADgtUTaTbpqUd3qMqW3msG8meMoBHnBIyMMMdNv5UAUjPBbT2klu0JgwsUjx2m4B8fN977x+npWfbXJtQkdtdyqJCfPVIwGByQACeuRjiuug02wudGs7mykiF1ZCZysRDkjOUcgZbAxg5GRmse00yxOtWdy+rW5LPukjEcgYSDBCgEEnORz65oAoWJmt9D1F4ZIiZdqTRltrqgOe45BPYHPFWYbcRWs1zPDbWqyYUIBudORztY8etTSafpklxLc6hqE0ERzJGkkLFycnKduhHXjj8quXukwxeaJLu2ayjkEtwkERLxqRxiR1J56CgDJv5Lm2U26X0U8EUuFmU7jzyBz2A544FaNvLbS3l7bpbQ3dxJFJG17KwjSJhjZIu3AX0565q9FaRXWn3V9bX1m9mqBRHcQpuTIwTwBlgue1NuYNMstPaOzuY7RtRtyrea0gXYu3G5dpwzYJHJHPagDm7HyLO3N3HKs1znyzAwIJZtwypB5A4z25FVsOsLW8Ks88o/fo8QyhDHG09e4rfhgtoYnEdzGbW2LGF5d5HmMD8yOqg9QAM9xVMJaSiWK5vbJ9jlpJ/m3ylgOVYr0B9vWgDJO6J4Ux++U8qI+VPpg9amuppZobeOZIyQXCxoAsgYkctgc89K04tNtZLa0mTV/s+1nUSTqxJAPVFVSf1q5FpH9p2zYFiYll2tqbvKrSEck8jg49RQBzlxA815Ksphgljj+eNsrhlGNvP8AEcVaWSOINEbO33XMgCxFzmIAjkHOBk8c1ehjsIZryzg1WJZZXBSaaPfEVA/v43Bs5H3cVPNpCWe+3ntLOG2eRlN27vJgoN21WU4yQR25zQBi6w0p1KZpZVkLHDiIgAEcY4GDj171NLfXP2NfMt0ubNW8sTSxkMePu7u2B0reuLFruMM1xZrYCNooJoWeNUw2VWRdpLH0459apX9oLtbm1NzFcXcTiRfJUgvn73ygbcgfT8aAMJ5kubjyrO0WMSONsZO4g9Bg07VmlN+I7lIo541EcvljjI7nHBP0ravdKuZbg3sMSpC1twXRIjwMN8nPT/JqeTThDcQAz6c9oIC8ZKLmQEAYfaeOeM54wTQBzYgM3nRR3SvDASyE5AfJAyM9M8dfSoVdoJ/LlZjGrAOiv1APT0rVWxjSOYx3Nm5eTaIgSUUHgEucYHPHJ6c0t5oVtFerDHqlogZAfnl3ANnBUsoxx1+lAGZeXEE0hW2txHCCdhbl8E5+Y9CfwqS3ktikxljjjzAVQsGOW9Rjv9eKvHRw93NbWLQXDWynfLvOybngoCBTItHVW3XUkaRxMEki+0rvJPde2ORQBkiWRUKB2CkYIBxkZzg1bjtTJpLTLGpPm7S+DkccD05z+lWbqGAva3SvaDeq4g37vu8EvgDGcdOvNJbQW7zpDNIjsAyIG4i3Hp8+RjGScn0oApx2gktlkMiozS+Wu4gD3J54604WjC3edZ7cGF9u3zBub3A7itMWplktopG0zEEjbgJFXcFIyCw6g9quX2n3/wBkljlfT1tUCvGYWikbrhU3L81AHPQyw+TK7FluwwZHz8pHcYx1p9jaSyK90mwxwHc4LAHHtnqfatZrKS9SSwWDSYHjJkNx5hjY442/MePoRmltbGHT9Rk0y/WCdZRhZFlUxx7lPz7x1Kjnb0JoAyw0LWm+3CxyKgikjLMWlJJO4Y444GK+lP2fGV/A12yRiNTevhQc44FeF2OkTWq39nHdRebIxWMefHgIMlmfqRgBSMEdfeul8NePvEHw2t7vQrOxsryFZjL9ol3BXzgZU5GRQB9B3HgTQbq7N1NbymUyGQESkYY9SMUN4D8PyQNBJaNJCWDCN5CVQ/7I7c8140Pj34tZJ3GjaWVgx5n7w8Z6Y+bn8KsXfxy8V2Wn21xNo+nK07MApLDAGOfvc/eoA9bi8B6Na3c95afabe7mjMZnSYlgDjJGe5wOa2tU0qz1jTZNPvovOt5AAyk+hyDn1yK+fZ/2gfFVuiPJoum7XBYFWZuAcHo3HNLaftBeJr2Xy4tK0pcDJaR2RQM46lvegD2+28F6FawRQpZ5SKJ4VDOT8rnJB9ep5qGz8B6DYhRbW8qbSCCJW4wc/wA68Yk+P/iuO3e4Oi6a0CMEaVC5UMRnGQ3Wpo/jp4ylaAJoWmEzxmWL5z8yjr/F+nWgD3HVfDum6zdWtxfQtJJbHMeHKjrnnHXkCoIPCWkQJIqwO3mKyEvKzEIwwVBJ4HtXi1l8dPGGoStFa6Bp8sioXIBYbceuT19q1/CHxk8Q+ILy6iudIskSOxmuYyrlcsgyAcnpkYoA9NHgrRVe9KwzL9sx5gEzAAht4K88HcSeK0b/AEa01PTBp90HeAY6t83HvXhrftB63bJCbnw1bMZlBj8u4PzcA9MH1oi/aJ1aT5V8LxOw+9snbjnHPy8c+tAHrzeBdBYSD7M6iRCjhZCNwIweevIpj+AdAbyP9HlUQRmJAszYCnPHXtk4+teWQ/H3XLgziHwkjmD/AFuLk/L9flqKX9ofVIbw2j+GIPOBAKi6z2z1AxQB7BYeD9K0yW1e0WeP7KWaJBKQo3HLZHQ5rTvNMt726tLiXzPMtWLR7WwMkYOfWvFrX9oa4aEzz+GC0LP5aeVdAksBkgjGafJ+0ZDCMy+FrpBuK5afHI6j7vUUAemL4D0OISiCOaDzGRj5b4wVOVxx2zTl8D6Sv205uC15gu5k+ZSDkEHHXPPOa80b9oiNLZblvC10IWOA/njB/wDHaiX9pK1bJXw1cHAycXA4H/fNAHqsvhO0uIpI7i8vZlkRVbfIp+70P3eoPNVIfAOkwK22W6LuctIxQsTliedvfcc159F+0RZNbrcP4cvRBnDyLKpAOfpzUp/aO8PDGdI1IZ6cJ/jQB3kHgHSLZQsUlyoVxIuHXhgwbI445UfhUF34DinFvbpfSCySSR5EdVZjvILAHHAyPrXGy/tEaFAVEui6mhdQ65Ccg9D96prf9ojwpIP39nqUJx/zzVv/AGagDtdL8GQ6PNcyWOoXMIndG2qqgKFP3enQ966mvKP+Gg/Bn9zUf+/A/wDiqUftBeDScCPUiT28gf8AxVAHq1FeU/8ADQfgz+5qP/fgf/FU5P2gPBbEZN+ueuYBx+tAHjHxrKt8VdT542xg45/gFcFbpG11Ek28RMwDFQM49s8V3Hju60TxHr2pavol9c3FzdT5MElqFG09NrFs549K55pmnihn1R7iVYVZUSIKjRt2JyOR/nNAF3QYrWO9m86WUW9tKGi8xd65B5OwHk4719g6Axk0GykImHmRh8Tn5xnnn8/yr5J0qaLUdWtJ5Y7m8tZp1hmilQ7G75BU8NkDjqcfhX1r4dSOPw5pyQiURi3TaJfvAY6GgDUrJ8T/APIqav8A9ecv/oBrWrI8Ukjwnq5AJ/0OXgf7poA+GD1pKO9FAHpXwJ/5KlZf9cZf/QDRR8Cf+SpWX/XGX/0A0UAfWtfOfxw0+7u/iHp6RTBEe1BDn5dpBPG4AnnFfRleI/Ge0XU/E+l2bwXlwi2zMIrUYYsW7k8dKAOD09bqytt58RSxR2wLCSODY+ehXIBDDPGc49qqXVz5Y063lnupIblzcTKQFaCQ5yMIASCDnHGavaHaD7OI49N1WS1VnRjvDrGMHCqeqnPrRBpdtavHd39jq1vbiNYeOGReoyc/MSfQdKAKtrNHb3OlvF9qn0t7h5kYyIiiVx8u7cWAwAevPFTsi6H9muJkl82SWOS5Avd6XETMRuTavbnpngmrPkSLNYvfZtoHEhMaJvkEbKQS3T7u5QM881WuVW2mSwVplayYSSyxRALEiklcrnkZOPwoAlmsLdbOSZZbnUI7T5NOgguBgsWPy7AA3QZORn3NQXNvCmnJKY5re9M6K9q2N5J/v7h8o75q0dRV72W+uRPbwKoC3BjTfO4J4jXHOcnmiwiaz+0aoLiSNLq6jMhHyAR9gy9jQAeVJCSLV7uCT7eWEchEsVx0YBlTlfuk5A5pkuhw2VxJepHdRzxywEosxDRIzL8rALzhd/PP6VejtblfIks0unBuvNltZW2tIuSFJcfNgenuavS+F4LwSXEOl6jbOInW8iefKsVHG0k5+Vs9exoA5qf7db6iXhlvItQXKb0lYmXJPKh1yw24BPXPtVq6nuIoNUsZ7iVLiQRW9vIqoplbPDNuwxU8g9cVPqiafLeXMrS6wAjpJbiWYNsJKA5fPHXr7VHrdjo0etz6jqtlftbu52zvdbmLKcDauMn8eMUAZtvaO9pBb3dvcfbbfdFbXkd0oVSPvAIOSM+2ferT6ddvqNvd3Zu7ZILEMqlUaRVXliRtx16HnGeakvI9Lk8V2stpod6FMI8mNDtWZuuCCOpHYU2CzsrmG31K5W4jW1WaO6SGQq8khydpBPCADGe9AC3VpHLc2AsItQlF5atlFRZ0dC7F87QvPOfwqC0sZtJtoY/sV9N50mHkcgphJMIpGGHTB4Gck1o6XfJDYWMfkXtr5am1llkBCCLLBmjX+I8jPpisa2eOOC7soXv/APRS6QyzO2wo0hAChejYPfvmgCrJHMlwj6jFqBlDyufNQShVbG3OflzntgGrW25828MFs8krfuDPswy5X/ZG0R47Z61uapbWWmaYLm3lvLuOMmO3j37QA4GHJ6kZ9eapXLQ3E1/aS2+ovDAIVv5YbneRj+LaeoJoA774QTSXPijUG+0XclvDZJFAskJRNoYcg9+cj6DrXtFeYfCm2ZbzVpwbpbfbGsMVxgFV7HA+7nHT2r0HVdUtdG02bULwsttCu6R1XO0dyfagC9RWPF4o0abw6uvi/iXS2Xd9ofhcZx/Pimx+K9Blt7e4XVLcRXBIhZm2+Z9AetAG1RVaK+tJ4mliuoXjBwXWQEA+hNSpNFLkRyI+Ou1gaAJKKKKACmSOsUbyOcKoLE+gFPqOaJZ4JIW+66lTj0IxQBw+l+Mtb8RaZe61ounWsmnQSPHDDIzedcbepBBwuewwauWnjaXUdUm0vT9La5u7S1Sa8JlCLE7LkR9CS3WqXhTQdd8G6bJodnaW9zbG5eSG7eXbsVjnDL1JHtUGl6LqXhHxb4jv0spb611YpNC0OCyyAEFWz0GTwaALE/xU0e20G11p7a6NnJcG2uCoBa2lHVXH4HkVs3vjTTLGRjKly1utsLo3MaBo/LPfIOf0rhPD3gq7063s9M1i2luBqdzcXWoCNcxxeYm0KT6isW40bVfCXhnxlp90891DDbJaaZ8hbfEzFgBjqRk/lQB6ja+P/D11ZJeC6ljt5EMiSSW7gOo6sDjoKnj8b+GZbWG6XWbYQTHETuSof6ZHNeeRafb6J8Ib29ubp5hJpqw2yOp3xHbgoB9awpILdLf4V6VO8LosokmXIGOcjd6de9AHuiapp8tslyl9btA7bVk80bS3pn19qmS6t5TiOeJz6K4NfP3i268u2+IL2isNGaS3SAr9z7QWXcyHp65xXSLo8B8N6kb2NbLU2tRZ2yI3MiARhZM9zuI59TigD2OivENJ1HVrC7TwB4gu5lvknjbTr3cQZ4epXI74Fad1Hqlv8RdK8Kxa/qSRyWM08rrOeXzlcZ7D0oA9corzLQdU1qf4q3uhXOrTNZ6dYxzOhAPmOcAknrjnNX9I8ftqHxKu/D0sPl2bW++ylI/1zKxDkHuODj/doA76iuI0HxXquo/EDWvDtxDbC304K4mUMGcNyB6cd665b+0a/exW5iN2ih2h3DcFPfHpQBZooooAKCAaKKAGmNG6op+oqpLpOnTKVlsbd1YYIaMHNXaKAMv/AIRzRAABpNkMZxiFRjPpxWcvgHwwl01yukQiZkCFxnOAcjHpzXS0UAeT+OfhrZQ2s+t6YxjkiUvPHISy7AdxKj1B5xyD3FeQx3U1/ObsWcUFrEwRf3SB0IznzAMHk47V9N+Lpng8IavJHC0z/ZXAjTq2Rjj86+ap2eC9WeS/mtFKbXCWp2yfMCNxxhgMn3GKAG3k99beXDDcWs8czD7RHOi+YTnCgEfNjv2pYry4iuopru9guJYoyxCbdiDdtJZSfmIx0HrV6TTlaZLq2Edzdys67IJSrJuHLOzc8eg6VdsoTNq9tDKkc0FrEMvaxBzkONwLY6knv6UAYkFm8l9mSOze3SYh0W3ZyNq4X7mW+bB4yRVyy1NdR0treS7020gM+yKGRflKlgSQgG5XyDlumKvX0ssl9a21pE9sGZpLnyyOVdSIyw6HGQM/7VN23Wm3EdvOUeLzGjRxDgqzcKhC8/LjqOOKAOdnuUS8FuUt2cEGQTD98fT5hwxPHvinF1WzmEdxaC1eYSTMBkZx8yBNwJz06fjWlqFx/ZdlsV5GczMhcw+aqdCrbj98AfiM4rNijhkuAY4rMxwTsLiR0O8hh98hhkDP5UAZGqRX1td3mp21nBbwkguiIuxUI2jC7jx7HvWvdrcWxs9Vmnt0hW3KwxQo+xlCgY4OF3Fhn6GnzRNbtdxz30lrGEtyhjXcMBidu0DHvVxp2EF0YhOfIgZodwQQvkHDHjnA/EHigDCs9Hu5WGbI5JiCJvcr95SoHzcjB7468VDqFzdTztbAWJffsWJ2ZtjKSSCzcHqTzmrljLpwukW4u7thMFlcBTkPGMKyvxlfvED2Aq5rUsUGniKB1NpGqzSTfYQsm5iSrE++B3oAqandWN6+kk3CQ3LKdyQtvS3jA4AUYXk84AzUepXUPkQRXclm87RpBJ58DIYwd2H75xwe1WiZVsrrUYEIubtkSWQW2AM9HVcfLj9as3J+ySWViJ7UTzIyynytxl44Y7gSM5xgdAKAMgW4mvRfQ3OnRWgZY0dIsLKYwTkrwVyAM+ue/NQyXd+mpQypDaSTXhDm5wX+QEKVG48AEZ455rVlkjt9ZtVXUYraWMsskIttsQJQjevHIJ4zip9Pv7NLqC3tXjIurkHdJacqu75gc/e5I6YA2mgDBa9+xbrwzRyW0/mBIkIPlyZxwpO4L6ZqBpryw0+SC6MYVisYVPvSDOecHgj1IrSvIUsrLVYbq20+S7Jby7gZJCodoVVAwCck5PXFS/ZoptBWTU7i2/cKPs9zAm47SeVOOn40AP8Astrfm6t0ljV4VjIiFiimP2xnn3bvmqst5BqFi1hpkVsqqoea18t/3sgXls54x2HTitQXUMVwTJcz2ksUCiBIwAxiI/iwOfXB9ait0+y2WWnjtZU2xiSQKoVw5JEij73OeeeCKAMuVLLUtLN4n2e3uTHuhgQyHBXqoBJAxgn/AIEelQalqtysdjdWscRhXYSptl2EqflLEk5J54OK0JriW4ZAlzEUtwI7ctEFRAF+cZA4JPGffNSiMXU0TRLpy2Ec7kI4yZXCjdg9/bPvQBnapfXP2j+0pbCOIhCheOIEpIT1bsGPYgCq91dXWWS1lV7IKuZ3iA8veMEkAnk+vWrkVoX1SFTJbTBZSJLOAffC8qSf4iadDIg8NyiYQ2we8MiRgKckY4x944PbpyaAI7SSPSIzYTQQvqD7fIO0OQcgqWzlcEHheuetQRW91Y6jLAFklAf7XbkW4zMB0Jz0X1A/pWmo04u0ut2xtmklLxNEnIJYbgT227QfoSKatpcSW9+0dzbuoceVLcYDrGFOSmcYB4wMdCKAKcZkn1G4k1e4m2wxbQojcrDJ/Co2sPu9qikvHgkeHUHga5wJGlLeYZCfu57A+pHNX4pjpt296waztpjgrA2fLlxxnIwQeo/CmiyuVuYV0+/sAk8olMXmB34HLNkDrzxQBV1aZrqGW5eK3n3D9wwJLKg6/wARwBzgGmMZkMKiztWhiRbloYtokEeCMFu/Bye/PI4rTupori4khtLPTYWi/fZg4MsYHIOOme4FaV/a/Yy9oun20V7AQoRFyFt3BJYZODu6DvzQBxGn2jvctK8CLbEeYBI2UXngkA5OM9OTWrPaz2aLPOY70xBZBMiM0ahTt8snsMc54NaEGnW7W93EBExZCwWOPL2pyRgjOBkKCSPpUltYQXumCe22xwoPIMc7gNcuSD8oP4cn6UAc7ZC5F/fLay2skskbBCy7sjuELcg1b1SO9v8ATLaERQmaFGadATmNRgAlmOOf9k1etrO1tdcmtBBGbe3gM9w8m2QswBztH9Pai3t4Y7C2t50W5M0Jl8hWUBmz8oLjBAwckGgCjFoVx5Omx3enElyHbygAfKLDl+B1zgHdVIKs8Ox7T/RB5ixvub90d2fzHp6Guinsrd2i06C6tbicoViSGZtxY4ZUf1APyjmlhiaKzhmaytrVLidlkjDh4yu0AjGch8jIHSgDKtNixR2NpYBpZXKxXSnIbIyy525J4/Cq8ER1O1lgtdLjN2lx5h8lzvVQPmyP7v0PWrc3h97SG2ls70RSbfMZmlCld2RtUZ+vvzTrDQLq30y6+S2F+zZj/wBJ2y7McsoBwR7HmgCKO9iilMtjbbbeGX/SpRIWLBiAvzEdAc9u/eoJL+3mkvLY2HmYPmEW0uI2Zd2ZOR056DAxWrqmmLKs1nFHdFLaBTGlvgxhj8zbyeT0B9qXUdPCafBfz6F5Z+4rwv8AK8agqRgcMcjnHagDJ8ua6eadoFVZUjiHlOG3uMHJzlhkKTkUj2s9xC8EhaWeSTlpg+Io1xzvzz1wRjitCbSoL3yry3t3soRJtlZJFxEGY7QvOW4YZ+lV4by3ia5+1IHs4EaKFGOHJLZydvOT6+1AF3UIYm0q5itoZ2K4iLR3AaN2A5PIBAA7YpskV3/wjxWW1mMtgWYQXARBHGyj5tpwSc85AzVB7ue1u3iuVtwixFogD5gJK4Hzd/xrX1Kzv7fwnperyskjOGh3ux3SgjBXnqAMD2oAp2FpPqFpHbPcRxRXSSyIgZSA7kAYBGVGQMkZ4HFZgZbeW386B3uICUiuIQojfBATquCMg8nk8VavdHkcRwokn2xEACxNvVFwSB67txwewq7eWZj0m3S5up4Ga1il+yEfLPhtvXPXOP19KAHX7WyaldA2Xn3MzMWtnlQmMkfNuIUDPAxg+tVrie9ENnNGqpcRBwHtijqo/i3gDjj3q6unJ/acD7nNnJBL9mR2DGGQDPzn681Fb2J1qOzeb7bNP9nZ7mS1ZcmJexzxmgAW4eSxeXfNH58b7oIcOrSABegOVzxXV/C7TruXW9QmubS5gntdOmg/eEsq/J0wckHJz6elZ2jw2tncG6Rr1bY2zFrhvmO3j5cLgZGOMdDV7wtJqNpfXd/FeXH2e5injunuDh9qrgE+/wB7A9aAOTsZtNSHTrdlLTNukEjz7fLcbl2HaAVGcEc9/rVZzFZavsFhqhc3BW5g83IkwcgZAyT61cfTXj02J13gxSkGCRNrSxydx/tfL/Kks7W/u7Wyubu+ks9HjlZonX5pC4Y8H1b39KAI7q5gjC2Ojx6gs81w2ElhSNwjdV3dSfrWfIJNG1xotPt7lWidSyzj58EYKkr1Bz2rSvTqIe1a3uXnm+0M6zAhmAP94+uPep7grdzxC0ubqCNipmQRbWwDgsGPXnH0oA525uLpdVuFhZ5wi7MREkeWD0OADjt2qTT5LS3f7VdTXOUZkMQAJBZSM8/n0qe3tpLG5xY/bo75tzBXTAaLqCceoBqa9mgt/tM8UVwt894jRvOo3j5fmUj6nj1oAz0l/s67cQu32xZPLjWZFZNhGOc5ANRyyyWVhc2UkIEzTHfKuGU8fdB6flV2/wBNnNzNdS7ozC6BxIm1kU4+bHcZzWvNNabVL6jcTyGRrmM28gdY24C7xjjPWgDmpoBHpcT2byus4xMrgfeHPyjrj3qrE4maOK6eYxqpWPaMkemAe2e1dNFf3jWl+l1d3McUcy7Lgp0kJ6H0B61JNLDqOoi3bUZ71Qm63aMAeSwPDMQBxn+dAHM26obeaGYTFg6kRonzcdSSRxgdvetC6it7m9uobWczM8cZhLqoyMcqSQOeg461Jqi3sU006zsTLK0SuFCmQkDePp0qC502/M1vbS7d8hAY7eYyF4Ukf7ODxQBSVLOHaJ2nSdQwkRVHDduT+tQRpNE0c0ZdP4ldQeMd81qCRbVXskSOeHzMSzMxCMTwpI6jFSRQRJMbO21KWfcDH5cK/f55AJ7HtQBVujZeUDunluETG4IFTg8H3GKrjf8A2b5ca7vNfe2EBwFBxg9R1OR9K1rKV57qG3lmeZZoHieNvlIc7tq5+uDVa4a4ghNu9yjSW7BY4I0JVuCC2e/THvmgCrHcvLHDAbaMylfLjkI2nGeDkd+vNNn82a5Z/s4hQjG1FJXjrjOa2ika2thZ2eoCSd2VmDj5EbkheenJP51NIsljYwRNqMrNvLNBLb5iU7sYBoA0PB97YQfZYIZJHlNzHPKptAygqcbe/Bz14r65tFjWzhEKqsYQbQowMY7CvmnwtIdM8SwfZ5b5pry9WEyW8ASEA4wuHGSD+lfTUalI0QnJAA6YoAfWT4n/AORU1f8A685f/QDWtWR4pUN4T1cHp9jl/wDQTQB8MHrSUHrRQB6V8Cf+SpWX/XGX/wBANFHwJ/5KlZf9cZf/AEA0UAfWvSvGvi9DLb6/p1/aLPJclfJZNrBHVuAoYfxZyfavYyoYYIyK8W+NkVvdX9gPt76deWi+ck8kTNG4PG1WAIDZHQ0AcamlW8F5GI9O1Kwt2ZluYmuGDMSPvELz14zjmtXatxbWmi3ugX/lrIZoZJbgpKI0PHze+eK59764Z7a/8vV5bpVEMJZ1jeZSfmOxOW+uc0yKRW19L15tdMMMxi8iSIgrGM9GBPK9fmoAsTaFNLrtvHf6bfCxnvBGiedveBmXLKw/iP3evpTfsFkdfeSzd3FtP5Lw3MLJkAkOxccHGM8+tXLU6r9q0m/kNzczz3PlOJJHJVc43YKnJ2kfMOKrtJbi/uLM3c15ZQzSNdQZk8xyu4b1AGMEso5HJHbrQBo65aW81vPELi9kudKkUWktqBK0cUgHLDsoJwMetYl0Zb+9msrKC7SBcCeB1KbpFwTuZuVOPSnajLBYWMAs5L21muA9uYp4/K84hu+0sdwboDSXV3Pd3t1ZXdzdrB9oR2b7OAZ5VAIWQtgr6ZoAuwx2MyXl9dpcfZY7uOITvIwkdsYBDnoB0wAc4qTxCyWuizz/AGLVUS6hEMKMxzsLkq+7vuOM9+SKyb0ahe61DcmwvI1iujAkD3PziRhuXCc44z04ro7+QWKXyQl5/sYeSzuCfMkjK/wMNoOQ5PTgZBoAxgsU8mp6fHaSeXPDbJFvUlRKFZcqcYwWJAJ44zVhLqK6vr61ewE8ljaCGd5mLPwMHysckZ70v225u9Viu5i0Vm6NIZL4PsVSMbeFOSHyeehp81/dXNvFd6jo+oSXEdq80CWoIYqTgSmT0I4IxQBnGwuLSa3nj1a6iL20ht4cO7WoI5JLY5PtVdNO0y2K3Mt7qC3kKFJI/szurcfLkHkZJ6+ppE8Qf2hbR232TU3U27fu5Lhn2kDBKHBDD1GBVS6TVoVAjs765gsESS4mMrowGRwvTbxjI5xQBsCWK/n00apJeS311BLbtC0nFq2TubHbIIP41FGLfU9Ejm+03yxx30YuDKgVwByCOg2559agtdYgmura8ksprmyZJV+ywO0kjF2z6A/w4JJNR2El5qUK2EzanqGms29NOQkMshIG12I+7joT/doA1ruLT7uQXJbVZbcyhZS4CpIu3crIF647fhWPcs8uvXdnd299BqE22V5bP5jImOAy9PQ5q/cTSpZILaO5tLZGihigltxKY2GPmAIIwSxwc1mNeQ2EV7aQ2+pb0uC0k0BVZCc8Kcc7T+npQB7x8Ko7drbVrqCSeTzZo1keYEEuqANgHnrXReNrq2t/C10t2N0VwVgK+oZgD+mT+FcP8IvFMMqXenXhMdxNMJI3YMEkbaNygt/GO4/KvWPlcYOGH50AeL2ulWNn4e17QvFErW3hy1vpFt3Gcv5hDrtx/dyfz9q7BdO8GC98N201zDPe2MH+gK7gkoF+8R9K7Sa2guECzwxyqDkB1DDP41Rfw7o0khkbS7PzGXaXEKhsYxjI5oA8kMUfhHTWvZFuLmz8STtFceWQY7eQnCsoHrVi80/VvC3i5/EWihrrTY5I7C9s1Y/d2jL+xBINeqJoGlR6aunLYxfY0cOsJyQrA5BGfekj8P6dFDfwrCTFfktcI7Fg5IwTz7UAeT61ILE+FIrXUrvytQv7h5RazMWlhDMQB+GBWrrOu6ponhjTtSjnv59Ju51lnaE7p7WBo1wM4/vZP0ro2+G2k/aNHmju72M6QhSzQOpVM9SQRz/9apIPBl3ZXBuLTW381wyyLNbq0bqQABsBAAAUAfjQBzen+MNQudR0rQdN1VL19UaS5S/dQWitQeBj+/2rQk8Xa5b+Kb/wnHDDc6kscc1pcONqtGx+YsB/d/WrFp8OotGk0m90udG1DT/MXdMu1ZVkYsw+X7vJ4q/pHhCSz8Ual4nvZ0n1S7jEUaJkRwoOignk+5oAyfDvjnWdb1C5gTTreSCz1EWNxIjNuwc5cDHTIrpLLxVZ33i6/wDD8QPn2cCys/ZsnBA+nH51geDvD+veGNI1/wA+1t5r+6u5LmEwyDa+7oCTjGPesBvDfiLRfGPh3xBbW13e/u2h1CP5AY1c5PQ/NhiT+VAHpesavHo9vDI8E07zSiGOKFcszEE/lgE1h6N8QtD1wwiITxiV5Iw0sRCBk+8C3TiukvpEhs5J3iaQxqWVVTc2cdgOc143oXh3UJfgprthDZTprDzTOIJYirqS2cLkd1oA9LtvFPh/VXihWRHilcpBJLFiOVh1CMeCaibVvBsuoy20k+mfbIMK6sqhk54zxxXA68n9r+APCeg6Sm7UPPgJWNfmtgn3mYfw4rl9fYarefEO6E9uYYjBGz4+aZUIyEPZiR+dAHu2o6BoV/pYsr6ytnsieIyNq5J46d84qhP4E8PSoxa2kjOFBkWZgcKcgZJ6ZAP4V57461W6vPA1jBo/26FNPtILuT92ztuABRJCOnALEn0HrV7WNfl8VeKfBWmx3DR6NqVs13PscqJ2AP7skehHT3oA9AvvDel6tfaVfzqZLnTX328ob5umCCe4qkPBkf8Awm48UvqEz3KxmJImUbFQ9h/jXM+PHPw80O/17RndXeJLaK2ZiyQuWJMgBPpWvb6XqEPh/S9Wj1i7eeJFubsSP8twu3cy4xx7YxQAg8D6hb6zrOr22tL9s1OPymL24xGo6bcH0rG1D4X3MOs+H9V0GSztbnTD+98xnIlHcewPP51BaeJtf1P4d3vjhdQaCaHzJYLIIPJMan7rdySO4Nd9ousSa74QtNWjAt5Lq1Eo3DcEYj07jNAHJ2OieMNI8SeI9UhtrG7bUmU25abb5QUEAHjPp+VbOhaXqcXim6vNS060yLSKFNQV8yzED5gw7DNQ/DrxPqfi3RbjUr2K3jiE7QweWCC23gsc9OaytL+Iur6nqGqW0OhRSixvTZ/u5zlmAJ3HIwFwPWgD0iivP9E+Jh1jSo78aFdLG9xJb5SRGAZAc55HXFaNn8RdDuvD0WtFpY4JnEUKFcvLJ/cVRyTQB19FY2meI7XU757AQ3NtepH5rwXERVlTOAfTmrsGp2dzd3VrDMrTWhUTKP4MjI/SgC5RWPD4r0C4Zki1iyZl6jzlzWhFe2sxAiuYnJ6BXBoAsUUwSIzlA6lh1UHkU+gDnPHc0sHgjVpIW2yCDg4J6kDtzXg8OoGGwNqNZmklUqWihjEzKGGdqdRj+Ve1fEu9lsPB0k8Vwbc+fEpk2bsAtzx3rwd7m5WHTEjmhS4kjluZLgqoLck87RlTxtzxigCYXE0MltcJfQzz3Ehb/SEIdUPfC/dx3Heo9MjNjfKbe7niRUdr+ZWOyUHJLYHp6deazIdevbdUK60IpVnZpY0Uq21l5+fBDD0wM1etST58i69bW9tcRieeKGBnZt2RlcgkZwdx7UAarWsVjNC+kaguy6wgMw3M5DLIFKnnODjHQAVR1i9TT2sZrDWLe71IXBja4fKtADjOV9OCB3wM96s2pLPpkttq1rM80kj+VEBudmCrsLE4B2gEng4JxWZr+oC9M9namxaeC9VcrCN0wXJLI3fBOMA9AKAJ3i19pbqUXyWctvIkdrb+V5cNypGWPzcjIA5qC+v9Wa4uHgvIHmky1y4jysKgf6pTjLcVrarqdxqE9pLcarA8MTkzHZt2DPQgkkHB4zgcd6yZtX1CzTVDZakoiEIEIjVHYsGzzjPOO+aAJZYdVeNr231S0m01LRUlYD5o2C/KSh5zzjvU39k3Oo29pG+o2FzHKH+zQu4WOLKhclR82/OTg9xWHJKkdp9kvrrbqjqJ5ZAgfylAyTkDGWHbtjqKsXUOmwL/AKPZW/lW9iql0lWXczsoz7NjJ74J6UAT3wtFs7a1fUoLe7sWja1uImDBjgfLIOilfXp1qys8Ee+JtTiv1aaMRRPIGQOQdxc9FU9gehzVGAw/ZbpRqEbWkTGOOT7ON0gC7V42/KOTjPoeasPd3llpcF3ENMiurdRBERExlk3E/OyEYbPQHHGaAJGfUbTWzKL6e2tEjaXfH++Qk/wHHAA7Go9Ru7KbS9EuLe5WIwzSMZ0O2cg9ACeT0P8AKq+nM1tqp1GHWIBIYts8EWyPae42P1x9KtatHLPd2E8t8stslwjwy2yBNowTwNoAPfkeuKAKaWwlW0kt9Re8uhL5bzW6mSWFG+YA7uuMYx9asQ6nqSXEWPKMYnmVEZAXHzZkIx90EE5AzVWK9jtY/tj3qFLqXassO0uiBjtYr97J+YnHP51TfXmtbuBobuw8hrh8boM7BjaXOCW+YZyDQBckubhUuGsbtbmSSTLXsQIWFM9HUjp39eadbRtKt60+p2iWt2A8q4WJnX0Hox/lT7W/t5NXumfULaKI3Pms72TrBMjY4GOV47EfjUCWl20Vwls9oPs8/mRphDFgnIw27JOO34UAWpGVoJHi1VE8yImBp1/eKoGAD3bpjjjFUpIryKzOk6xJY7LrdLFfyc7d3zNnAyCcDGema0dTv4J7qbULae0u3hsxGJZtwMDgHhFQAe3I781FKtwlqpiuYTObN3uWYK+8sny4JHPGcenTtQBQudd22VtaBmWxkZVdXYN5cYGPmIGfmIJ57AVbWR0uoVDCSwgLNAIlGyVwTwH9MGq0Oo/ars2ot7S4VkVFjvIW8yPk9cEZbHIAyKr213qivcOJ7CGGxuFRAEwdzN/AoOT05zQBbivDp+qWx1C4tUIYsYUQDMTHI+YDg5qLULIW7yXM8axpdagrxbsONoBODt5BPH1q2t5Nqd041FnhV43WOR7Rd07A5IDHhVHpnpWfqOpi9t7SSS806R7gqrKkMhdQD1fkkEdsdqANACLV7uK2lu7Se8CP++MhRYtx+WMjGMjnJq2yXdxc/Z0tfPu9gS2h8lJSDgOwHOcZBAJ6Vl6fcW0N/LuudKjid1MrAviRjnBU4+TGeQfTmrck0lsbi5t47dbZv3XmxGRWl3DAYDnDE8buM56c0AWP7clV30/UYHkvyFl3KRiABQSrIB25onubK4ukkW0hNvcP80jRYe1O372/pin3t5NK0Vo1rYW8kcMazTqj7jGeW3M3IbjBz17U3Wbuwk+03yGMRRwGOFXbYzqem4ZznPP0oArXEpurJLe4WxlYSMY3uI/LdVHH31ADA9QK09QtL4ywpG8b3JjCzTM/mlFC5YAdcAMBnsRVHUtRmtSs0ukWF9Da2kSb2m3ZLHhtoYjAJ6ce9V5bC3gmiaxjgtpo4H89JpDEWZv4G+Y8MoOPfvQAySDUDqAsdP1GK3t5YhGsSAHAx912xnJ3HmpreG4ijtYYXhL/ADxOJCH+ztnCsN2NpYgkVUS/e1sZ2FppFnb3MixJHNHvMZUZZgwO4cgY9c08yXGmXUUmo22l6iZY5JC87OGZc8MW46k8DFAEUtxqEN/BDpL2twzo0TPKil8r97djp3xWhaRXVtbLKbmyvIlhfzo5ZYyEdlxuGOSAO3qKrWuqw2pjhgSJoY9pVYDh5i2eBjBO3vzU2nz2Fxp9tN5ll9reZklkkXytu1TtG3KqQcDJJzQAlrpktzox1IQRws37mGcwnfG5IbPHO7HSskafJBC58zT59PAIFywORt+XzFHX7x/MVpzTxPeC4uzEq2hjuLuCxdmY4yCVYvggggZBqDzNOu9Fe7TR/Jt/t5AjwFj5GFDsW3DHBPbmgCrdaYLc2Vt/Z1tc3smNo8zAkwOuM8561NfQQQ3lsJLK2tys0cUP73IjKnLBh1wfU1nTxf2uVsEhgjvPtEjAWxHlogHQc5PfknpipNLnnvdQTS7fTESZeFRc4eQdHkPJz9OKAN3WJ401C4vrCKB7edZJJo53Gx2Ugdj25x61OswKl7fT3vUhcWqQO+6J2K/N5e37v9awruT7YZLvUrUwOh3PFFCFD7ODwPlHJHaiN4LaWaWztrdpgiNborlMKOWYqScNgY9MHjtQBYOjtJEAthJaCPBB83eA4bGenA3H9KsXMcl499G1nHLJdwmYQQDcd4wC2cfKoxz2rDgi0z+2JJZYpZYmVZFBm8pwSwJKgg7uDn8M1vWt7LFAklrKZLi6d7eO4Zcqsac7VwACD3zQBlWFnJ5VpbR2QkiwGlkZwQAeW2+2K6jxJJYf8IZpEd208dufOaykWEspO4YOT0OK5y81COHyZ4444pr61MbRKzSKB0wOcqSe1aGsR3d34V0bS52W3h0xXlkMpBdSxAGAT8wzjp0zQBhym8mCHULhIWR1ZpYxh5EZsYBXqepx7Vd1jT0eOX7Lp01wgh3KwkJaIBmGTnseMYrMitTe3UP+lL58Dr5tx5oVVJOFC4HrjkZHNalnZWM1xHI2n6g95uaGV0kLoZgCcgqMg5A45HzUAV9MheZbJ0W5t9wMVnKwyjsPvBh755PSr80V3pxs5r1bSEASc279GJxnC/eGe1VrbVVl1BLSC9ns0htjGWiRn2jA3ADAIbORmnW9ta7Ip7lbxITIVSN3ZzGoOCcAZyT2xQBY0nT557XUPt6anmVWMcdvgqwzuwMn5ea3PDVibq4tzZs9uGtXaRrw5MikDdgdCQAcEetY0EQa0kez2xRTJJNGIw+8Bc5ADDDKeOOTzW74DKTRvcvZuJobW6Bklc91zkIP4BhuAc+lAGTY3FttvpIbm+guGlkmLiHejKjBlwW6Agn8QPWqFsxvWhLWF00sDSSJAIjtmViD83PGdx6egpkl2RerNaS3EitN9lREnJjlVuHVc/dXBUDNSy6ppsen/Y2huFFzMdsktwzNAFXGAQOeRjGccCgCOG6QRRaLGv8AovmFla3fDFjzh8/lUUtis0MUr3DG384wxmIljuyCVlB52gDqBTLyXTmsvJslceaVUrH/AAbTlnKEFiD16ii81DdeXCaZJcS27xmNcxLhs43jkAnoCO9ADooGvrvUNUZ721gfHlmD7uMncoJPTAOBTbuKHUTPcSrfvKAkctzPGoWHBwAADknAwKhsry2lknRmm8lbnckc0ojjZCNpBBBAPIOe1Q3IgmOpQR3NxG8l0DawSSD5jnGT+fB46UATrbQ3FpqDTC5xbyKIpbksQygnEZ9CasCBZVurmzhBsSwaa3dfLYMRgKnc49KpT3095AVluW/0YxoyRELuAOACT1PXnmrU+owJcs4e8l8gs8fmPHj5j6j7xz6UAISkjC40yC73C6UxwTJmDIAGWJ6nr1psWktEPO+2i2u2zHOIm3tJuYAkKOgGcfWmalqd9GiRW93d21lLloH3D96cdiMHG78BWkjQRvpqS6hd27woElC26TOZAw2jaOq56bic0AZF7ZrdXmpWxlnaO0ybZ2jJZwMKB7ZABpLVZnd50iuYrgKzBY0YmIKMbh656Gn3F3fK1u0Fxcxy3Uu+SSRF2lhlQ3y8jqcjHFQtrFxFI1wLmRLl8hZo8hQoxkKOxznnpQBLENgfY0wuYXMkkQTc7KRyWJ4yKgjsmltbFXtZ4i5Z0mjTLMucdveo4Ll575ruCWWXUPLLOWiVwzfTkYx3IqveXksl3BJNdTSog+6rEGL1UcAA8dqAOllFuLa2iOyxmS2kefEZMxAwRk/7XUHtzWBFFeRRQC1+2C5u+AGjyGT1U9euaUyiSKKWeWeXIXerR4LRgEcHvj6+npV06nc3Om2oEsqxWshIlWQI5TAwiE85XLdOxoAeRLNo8Mu2QXdr5apKIMIFbI+Y9zjv6Cr1m119strWCZZLG3g82eTyyVdc5OAeoB7iqNjJc3E0cEF3eLDJDvUlNoXaCcZPUdR+NaSS22rQxTfa98sdt5crMu37Oe+ASMknpjAoA6rwppl1fyQtFdtLJFLHcO8Uxk8sM4yqqP4sAGvpVRhQOenevBvhpp9uL6K4gcR3sqoQghBJBONx6cDaDx05zXvdABWT4n/5FTV/+vOX/wBANa1ZPif/AJFTV/8Arzl/9ANAHwuetJSnrSUAelfAn/kqVl/1xl/9ANFHwJ/5KlZf9cZf/QDRQB9a14v8a9SFrrOkW7SyQQvE5mkjDksM4VSFI43cjnrXtFeCftBQ3MmoaWFlvktDEXuCgZolAbg4HG760Ac7E11FcQzatcxRTQrtI2xBgzDgtHuzuK9zk5qeOeF9STU3lv0FsCrvPbxmTIzgfK33MHklfTNc588UdtJDeTXUgs2liiezKiRUPHmDPzH37VFdeRfWlrbRedB9qYOsqQbX3niRNqjLqPwxQB0NrearaeIoWae1iC6gly4lkRY40ZTtXrtJwCMY4xxSrJqj3V14lvGW9drhzLHHcJIgiAxyiEFiAfvZxwM1jafb2d3r/wDatzeXMsSf6PBNPkxO+CqF3b7ozztwcDFIl5b/ANmpp0NsWupbxwYLS4yF3MOGIQ4XgYKmgDR0+/s7nSRZ6jp6G8ule6t5LucxCKVmPzIQMqMDOCeTWs2qW15ZLawywstqsdxI7Rr5MjDjCea4ySevrWLbWOlPpqadLd3k2otI3nyiUgQSKvBDAFSg+6ST3oe1tr+wXTljvBCkqb5Gl80llHCDCggHkjnFAHVSxW8DO1zBd2i3EkU0MtoyDywqtuZijcEj+EE8Cse+s5b7xFpyzLEkdu7qscIXbKkhJALl8M33SQP7xPrVUJbDS4r37H5VusqQ2qxhlnLAnaW4xj72ec8VnWtu1rb38E1jdrYGV5/NfluDtDLleM5HQ80AaszyWTOGjwrs6LJb2xdFCuBlkViu7Bz/APXqO4s7OS9iEuo3N/CiANMkaxtIuOFJdgXUEENg9qxl0+HUb2OK2N61zEWb7PB+8wCwKqJQOuD36VpXz6gk15bXCT272lsqOoiWZ1Un+InPHQ5GM0ATX2p21vZWV8BmOJWUILaMiEHjaik8g9eGOKpQ6jbXbW2u6o87vc+bEY0VY0dsYwQW6YA5GMe9UdSt2l1GO1i16W8QxOAGk3BsYOzbzt46dRmpbiws7O9s5bC7nuHjtmuJLa9iZDBuwBgqvPY5xjigCyU06wg0ZU1AhCJ3UJLhlDg7BjcVXnGRweaitp9Qmh+wTXdxK0F7sjFqHDSMwwxDbgODs6nqTVGa1Ms2li40i/imuIfJnuJFVxKTjBXeOCFB9+OKz5We102SydL1rJZj1h8oR/MQjF8EkH5uKAOgRytlP9ud7dFvPL8pVLth/ugBpBkZAPPfuaktdQv7Fb213ymY3nmXFxH5f73A+VXO/A+gOPrWDqZmOrobGWV45YFjlgjXzTb4IG1uME8ZyPWp9UuUEGpfNdL5tyscfnqEYsFHLrtPPpzmgDYae9fUvtLtNcqbtCE+yb/IKgEkMhC57YGc961LPxFqttZ6lJcaneW9zIPOESKqhUDsMsFIIABzxjP4VzC6tZ61dtPLaX0Yt1VluIXPnlwoG48bcAgZAGeKe9pOzKXe9E0wLXEkaoqyReaQw+6DuJA4Pr6UAdK/xB8XWEuo3C6oslubY+WqHdtdnONisQ3GGySOK2NU+J2vwQ2E2nXdxILy3jCyOsTIJSOVYAZX8cnivPJW+wa5p08ss80kkTyQWwId42xtUOBjIIH3fQ96Ee7vLq2uLmbU7Rhb+ZJhCiuoY7tpHCqOAOPagD0m3+Lfia2ktIdRMC+c3lySG0ZvLcfw4U5yeuMVbsvjL4imlhB0GGW3E5iknw0ZY5HCryQ3PTFeVSWumzQ2f2O31WzdJfM+2T5Pmf3sEDg988024NpqFxbC1e/dfOZZJLgYzt5BDIuSTj0oA9vHxy0iKKYXdlNDcRZGxjgMVbDAcZGOOoGefSr1p8XLa60yS/XRLuWIMAq20iSOwxnO0kNx34714VsNrpii1a5ub+O88u8e2dfnVh8pEmN3PAwcj5TU93cTm1juW/tOyvp3MUu8s6FlxsDZwBhckEUAe7W3xh8NTyWkRW8WS5wFURBsMRnadpPI74rVT4j+F2hWV9QaJWfYPNhdTnGehGce9fPt1dQz2a3EupXMTKip9oNuCu75jhWI9MAEY5rM0zUYrpLOKaLUo1im3E28AO/IwGJbufTpQB9Q2vjbw1eqjW+tWjq+dp343Y649cVojWdMK7v7RtQuSMmZRyDj19Qa+U31DTNJngNne3ryefvj8slbdGHqu0Z9Dg0t1cadafaxZfamLlPKkEizB33YYrkbkBJOOc0AfWq3ELkBZo2JGRhhUtfJr6jc2V/fRme7xZxRKYobgRvKzKAeCAzDAA4571Y0/XbaIILS+8URzyRNI4S6JJcZBVlAJHcAn0zQB9TiNMkhVyevHWqv9kaZu3f2fa5BznyV6+vSvnDTvH2tPAY11zVIAyObeOSQSSb8ZAY4G4fyq5B8VdetZbGQa5Nfl1Pm2rQxxMp4xksuDznpQB77JoGlSm73WUf+mALcbcjzAPXHWs1/Avh82NvaQ2jW6WspltnhkZWgY9dhzwPbpXnFh8VNeC2vnNazNPMI9rIQRxluQoA6jHXOasp8X9UREWTS7fzHYoZJA6Irhc7ffoQDnmgD0SXwfpNzpt1Y3sUt4l0gSZ7mQu7AdOT0x7VHp/heS0EcNxrF7dWkSGOK3faqhSMYYgAtgetcRpfxutL4XM1zpotbWBSwkknwZecAKADzntV9/jNolqwS+tLiKZlBWCMF5MnsVwMcd6ALjfDhx4bm8MQar5WhyzFzGIf3oQnJQPnGD64rrDp32HQP7N0qKKMRQeTAjkhVGMDOOa5BvjD4chuHt7qDUIJ0AYxtCCdpHDcHpV9fil4SJYPqRjKxiVg8TfKp6EnGKAMrwj4Z8VeEPC1posK2MhW5aWadJjnYW3YUFep6ZJ703wXomveHtO8SvfaXvv764e5jMMiESFhgLyR075xXU2/jnwxdAtFrVqVxnczbVIzjgnAPINX4vEGjzPIkeqWbNGcOBMvyn0PNAHBeDNI1Tw38OtW06ewuRqO+V1XYrBy/TbgnPXvXK6b4avNJ0nwXfyWl48Gk3shv4ngbcjMf9Zs7geozXucdzBMFMU8bhum1wc1LwR2IoA80tvGl5Bquv3moW1s1lp8QS3vxC0RuC3Kxjcex6n+Vcx4Yurvwt8WFg1VlVPEdsGlLXKyAzdcgjoDk4HuK9waNGXayKR6EVFLY2k8iSS20MjxnKMyAlT7elAHmNxoen3fxjtbJbVFsrXSHgCgjG4nPA6nANczdF9K8XeObzSYtl5pWnRw2hIDbT0LdOvvXtx0bTTqK6gbG3+2LkCfyxvGffrVK18JaFZXV3c2+mwpLeKVuGx/rQeob1oA821S0bQPAnhzWtOZ11154mkmaT57gufnDZ+8ME8dqTUfEl54T1i5up7i5k0LVZZ4BKZGP2SZcgAZ5AyD7flXo0Xg/R4Da7IZCtpn7OjysyRE91UnAx29KY3hDT5PDtzokrzS287tIXlbc6uxyWBPfPNAHIeNbyex+E9kXZru4uPJlkFwzFj0diMeh7HjFeUi1mRrOaXVYoLuDzYni8iRUnjGSQ5U7i3ONuO1en/Gm8i07w9pdlumPmuY9kePmUAA7s8Ec/nivF53h/wCEfMT3cs8MfzQZJVopHY5LMBg5B6+xoA0dN82DUUkjvbm7vDIEYSwSCKMn7oxncRjoSDxWhabWuUtLeW208pMxmldEDXEm8Dbu4KLjtx3rF0HTtn2bztRkECytJFE5C7towxzjLAenFWLC7Ml7Lc2F4iyiNhbLJEpkL7uGwOhDcDAzg0AbosrKXVirytbyu203dvFIzxlcEqqcDdggbhnIHT1ivL0SW8FlJBZXF/bzBlu4hsw8jDaxUfMWAVi23AH4VQvBFd6nZy32vvJeQv8AM8cuwuzBRsGFyDwwOfbmozdadLd3VlNdx2jRzt5kTuQxBJZVAVfm27jnPOQKALayXNxeXY1WPyoJZMyTgOisin7uQCwbphSf1NVYfsNpfvO9wba0mj3QGeKVxHN0+VdxAbGOWP4VDd2ejXOppHBFd2ltHbrPticMZJOhJLHIGcHB6c1auNOeGVWlv4FiIQPuaNkVm7KwO7PuOlAFE6fFcTTWKM8t1dRlpI1Vt8WQMM7Z3FSMk7sgZGKsQWccmmiKxjhjeBUnby5J4mUbgSoG05ztBzk4wTVGO4liu7uCC4tBB5cn2i7vJR5zMBjhh8wx2A6+9QusiW88K6j9qmgjjvGXZjdtAC8vkn7xyOOB70AatxeiOb7KbmwsdhPlTG8aUwypkEFWUnoT2GT3zUepmWCw01ob/T5o7jdMJ3XaBISAQysDjGM7R68VQnu01l7PU1lt7MQCSTeuAVbPy7skkA4YADOMCkgma3fFle2UkzRqTMkXzu+AWUFhjBHrjpQBuza3YQbLg2FrY7oDBKkcMihwOd4yO5745zXPzv5mk2f2K1so4EJkuLmJyGxuHyFyOvPQUy+thZapbyX19eR3F3GrvDbAYAPQZY4IPp0pZ4I7fTbWwuNyXBuTNM+BJCvPQ7eASMkj2oA0vtn2HTdNjMg2QyTbXt5x5ltC4BCkMuRhjjJ9Dio5/wCzo2nuZ7/TzfTl447gWjYX5icspXa2QQQw55rNl1m0j1KE2sTXkmXRmWJVaYAhlY5HXcPy4q5bldUZHe3gMjzFEtlsw3lnaAD5ikD5RtOOO2aAOiur22ttCu232j3sckcEk6TND5hzlS0ZQdDnvwR6VQWe1a91EXs1sksTxCEmFm2nqTkgZJPqDWZEltem40x7y2SFmWSScx53uOCxbbleT05xUuqme5uJ7WV7XzCEaRZAGQHpvVsk5wPT8qALyX09tZzQac1kcQMpIRt+WbliSmGOM89Pes/V7bS72CSLan2oRotrMsjghlOWAQL0xzx68elSm7s5JJ7a3uHgZo1W2SdciPaMsMHIGT6EfhVW60iW8LXErizmdGC+btKRkA8KVOFDEYGR70AOtJlvNBjhmurS3eVybqW4t3Z5HJKqVOOoX09fWla1v7XT0Wf7D9ntpmEZEHloWK4VtwXc5OCMfnUOm6OI7KxW+uoJIpkefYEQknlQofIO7ufTiqdrBcWsEqwT6c1uGjleZn3ug3YGA3APc4oAtWV5E1tHDqMUlr5reVLMVKqynoBwc57kDNKs50ppNYSxa5ghlFqrQZEcQHJG4jcGI6NxVS4vtV1fXrV5bsahawThY8LtjXHtwF9ualm1OBkvLNg1tPLdHaiqSHBPLFy/OPQ8UAXrC5s9XvJLGKSzAvXLJ5kzKsQ2/dyVJxk/iafdxQ282sLDZxZOyJvJKPsYPlmU7QcZA4xnFVp7mc6hF9lGnO0l15iSxYSSbgZGTkDA429Dk9aWxbVLXULi5f7JZwtcB/Ll4849WXcuWU4wSOKANW81C0undJC13axtGySrMAiMDnYS0YOQP4c+tPuQrG7uYIbBLRYAlwkspy4JyD0wQPX8BmsKZbqxnmadF0+a8YPBIJsxOp5O7GewA4A61duVvJrea31G+07fLbmQkW+XYZG1Q5wCcdOaALUsxitbext9Rs4kZCQk5+0AuQdqgbflB4PGMelLdiT7czi0hmla3iS8jluXCygEYI+UfKcZPpz0xVK10lcQqL60a3hkaVZBKqPgDO0DIxyQDg1TtbWa08m4t7ZYJbe2aeQyyN5ku5sA8HG0cdff1oAsTra3WrPcXEMEiCJVMcAZ44nUZBLEggAcEjKmtARaa19btPFBNKQymOCRUMeV+9wOVPUHnqKxP7Q1G8uG33SCOeBGmiuZTGJTydob264JqA3d7b6r55EMMyxDfPEiuWcjK9/cDj8qANu1m0y60++tJbi2uXihYQi5uwpRQefL+QAMew70zRI7uygt7e4sE/suZ9sLyldyscHk/dz0554FYsUdsls9xLo0ryXJ3EFjhQp+cgdfxzTZ45lyZXjtLJ5DIlrE6lyQMqCD04xyaANK3Gl3NlLcS2geyRggAulWVMEDYGYDcO4GAQO/ql1dWU5tpdItrpo5bhluBO6nBfA8tpMbjz39KgjhEWjte22jz20UMnnpOzgtj8wSOgz23GpDqcKzG80yyX7gkMgbdIJSeSHPJ5bHPf1xQBanu9FhmtLO0tbe0kckyjcDtByGVmdTg9MdcetUw8AEiPp91b/ZeXJl/ekYxuV8fMenHTFNu7acPb2+owNDbK5BhllDSSSsOTkdOcHnHWs+SMx28Elxf3NtB5pEEUh8wbV6kEEd+KANWSCxmiaRdPkgUoo8mQhPMKnLdWzk4HGOvSkvJLFow17pdykkCJEk4lRvKIYYBCg5GA3LZPbms6/h1CS3mNw0sccsiTS7PmWUHncTnqAela9tIlvPIljY3aIAZTJHkLMIz8oAzzkgE4Ock9qAKYjg1C5NzHGyJdZM0m1IxGVbgq27Ck+4H0q5ZQabbWyQT2d2lxHbzJI1uVbzAWzuY9CAMAlSKr2V1dvqN08ulCbU/P8AMkZmBEceM7d2cKcA9arraX5slAsmimkWRVnkuCCife5GcDg4x39KALOmX1tdWl7NBp8UBMKxusB2qvOFYA5bcfUHrRcxjTrsJkWhgiZ4VuJUd42cD72AcnIHGOM8kVTzP/ZMEv2GSC6tYWQSoRiRB6qfTPXFXbb7KdC0yYi6a/hjmMbPKkaIV5xzgnqO/NAC2tnZm1htorZrvUVgkklhlwY2/wBpCCA3Q8g5574xUdstraXF1BFYzzxSBZbW2JyoZxgJIeDkdQM9R0rLsRdTLcamdPnk8oMwkEhRI1bIGO5wx6A1OESOCyV7tkuRKEZBE0UgXcQD0IbHJyee3agDWsvDVmyag1xYXm6KMbmtJlk8p9xznoNuMev61UguNFjgxbw3NwiEeczWoaQ56/Pu+Uj2FQ3sjWt9asbUvaiAxRGG5KmQA4Lknnnngj8KciyJ9jXT4bi1QvliHLYXPAYqvU9AeaANy20lEb7S09xbo0LLBDGTM7RlSSB834dhXUfDu30xdcuYGiu7mYWMxeWeBVR0KfdMiuQMBsce3TFcHALiezv7OZr5Egd5Y7NH2lMkAliRwDnH4+1dn4EVf7cuY7S0uI7WGyu2RPN8xMmNQVGRycjk9M0AcFGJoBbiKO7gmIM8Ztk3ry5HdiMKq8Hjke2a11nsQ1pZzwXCiSYKhe3OecFmUKx+mRms60t7mJbYWsepRvKREY5SHQxld5BjGCVJyR261ds005ZRdWc7ALKyPNKxTyzuG37qkgHB4PFAFDUJtOe9vYzJeCb7SR/qQuxM4wSeeR2JFUbiEW93eEST+fZsrW6KAykZGCx3ZBxjpmlGtRLb3MUrPvM5DiIqvmxk8jdt3H2yeKe81guUNpdLI8nmSQSFAViGCu12GSTjmgCF5bbUIIbYFYryaaONoYrXkEEgsWJJJJPQdeKWY2cr6haXM80apcfu5pITJK4DY28kbcZJPqTUN1E93LfXpezQRSRApv5wf7uPTvUlzfS6ZPfw6dKrid8SSQIDGQDuGwkZXBHr2oAc2m6HBcsxvdTWKN1TLWiowbvn5+KnuksbaERWviCWYlMMDExEeTyA3v7fnVB2hMd+Li+lYzKkiiMbwzHn52PIxUcUlrLaXE02yPAQCOOIfMR3B/nQBryW2k2omiN2989uirCfLIZmYjgDfnj2Hc08QXn764lm1GW4t5g0sEqFHKLzuLA5yP6jms6a6b7HKtjcRLG2xZyIgnfIxgEgA8E554qe5VBFave6lOqPbhDtkDsVBJwAMfKe2eaAHwQWo0pyNXk4jM0ojHzITt2g5YA5brjkdaW6hshaMM6jFc28RhaNY1ZOgJO7PTPJHvWQdXlPzJBagx/ccQqrDkEHgdRj9TU8UsN1p80c1zdkK4mby4xjJGGLHOT0AFAEdvDp5iKx6lPC7RMZS0R2+y8Ek59a0reC1ube1hR7m5umDPtdDGGwOFGDk4GefpWB58kS/upAqMuxlXjcPRvWrdtNe6pcpG964MMTeVukwFAGdoyRigDTW1sY9PX7TrcsSK+YraS13MMj7xGcY69M1TOnvp8EWoray3WnOVX7S8LKgfIJCnoTxis61S2cs13NKiqCBsUMScHHU+uKvxXE8+y5up2NrGcmOMAKucjhDx1Azgd6ANlEt5LItPrjQWsz4XTkUvJlgMHAwMfj+FamlwRWVszR3GoywRw+VMFtwhClu3cnOMZPWuWsNRnvFmtp3DxeaLkAouS+QPrjHYGupNxPba091Lc20rIoRI4owNu8+vIBB6E5oA9Y+GMU8+rB4dQ/eQRA3iLbMqyZ6BmPBkGRkivYK8/+Gc9xNaSiXUDcKi7WjKqgRs9lAyO4PPavQKACsnxP/wAipq//AF5y/wDoBrWrJ8T/APIqav8A9ecv/oBoA+Fz1pKU9aSgD0r4E/8AJUrL/rjL/wCgGij4E/8AJUrL/rjL/wCgGigD61rw741XyxeJtM3Xn2OK3iDyOYyS/wAxO0HoR7V7jXzd8bvOn+JNrAsyTKLUZgnB8uIdS3v60AcY+tf2rcwT2upPBcRS72ZLTlAevzDqvTAq5cr9vKy2+pX0McExa0eeAhFkOCxLdRuOcD6VmhtOtLqC4CKroqb4osrHLhsZPp681qxI1wXhbVYrmS2uVltpIZx8xJ4UoOWwcfQUAVNumfv9JvLyZ57iaN5wYSgjAzkrzgDB/Sq9pcw6JBJb297cW/mXJJCRnf8AZyUIkz04A4710l+JBqs13rcsb36btrxxiUrIQCF2d1xx7DBqt4W0bxV40vLz7DHbW5cKZLgwqI1XJO056EcDaO1AFixuYH8L67HDZXMayKj28rL5huAMk7j0XIHOO1Q6ZKLtb22tWeN7mKOa22fejZDnaQT0HrXTeK/AA0T4f3FzLrRuJYJEQN5W1SzNg7MHkc+najUPh5ewa5ZWZ1qF3vNOklDtahTtUAleD1I70AZq2VvcaxZaZqlzehrl2WC7jIQRk4wwOSMcsMHrmr2raOwe6t7q71a61JkRY3I4dNyrt+Uj6jGOlbGkfCV/EehQ3a6/JbWN6yzm2itwNm0kAKScitK6+Ct7P8sfi+9VC27mMbgQeADnOBgcUAec3kBt9UuYp49Tt9Nt4xJZ26ht4bgEuoOeCCetZ2YYNbvLlNSu2v5HaFxHExaOM9NoByeB07V6/e/B28vNQTUW8X373YZSzSRja2OQCARnnmuPTwWtn4w1dLHxXcHV4beSe5laxGxcZB59evSgDkILyOTXEvI4pbC5jieJVhtCTuK4VsE9T1PpWPDc2iaikstxdQmNNlxJAWzIFbLZLd8dh3Fd3o3wv1/U/Dq6ta61bSKWaWK4lVwcd255z6dqx9R8G6ne6LJeTa/p4sUnWNzHC6gSHjJGMknvQBn6le3a6BpqXJu9sCuollY5jBYGNwCflz39s1kxanfX+n3F3PqPmhXAuxtO8oxIz6EDJx9a9AufA2o22lyiG80p70WHn3IllaTzI0BIIUj5SOO/auYTwLK3hm81Ca/05VeCO/O1nVo42P3doGOpA5oAyrVILG2bT4LmSaS4hE6tApEiyEY2MD2Hc+9TT2V7a3EEDXd/cSBvNhVUB3ADJw2eD1Ga7hvh1f32qwaRavYteW9ktxHvZydhPygtgZ+hqhefDfxLYXU4udc0e2kh2mOPzCu0t2Uds+9AHOG7luZpJbeO5gnYhZbdLclhGCNo3dMnu1O+0wC88pJnRZFRGsIFO7eXD7R3I4HzV3dv8JfHa3H77VbIweQyhxKQDnkBsDJAOKzX+GfiO11W30BtU01JrqAywyQDaVMTAjLdc/N2oA4uxkaVn1B7dxdfYXCO4K/OCFDBjwflzgdsVNf3dvLPGZ7qbY1gvkwxg9DhgMqe5z1rauvBmt33ha/uI7qKOw0a8kikidyQZQyAlBjOCexrUm+DesIZtQtNU02ImQMwWRiIxjdtIx7ZoA5NtQmSG0tNLDPMYzIzyRbDGCMHJPJI9ahgub43UWp3Wp/2fcygKj+W2I1I2ljjocDPviuhXwPq0+l+Ymt6Ic3GRdl2Dox6qCe2OcVow/DjX9du4dPTV9Nubi2t/PWVixQqWwuBjqCWP40AcpaatbhDZXGpyyxu8iNexRFXcdFVWPUHO7HanxfZbSC0jM95d75ZNsZdt4IX5fl6dGzn0qzrE2neHNZfRtbkup7qzmImMMKeWwcLu2gkY471mf2h4Minjkgl1v5XLYkVCoAGAMZ6dAfagAsr1W0aGGwleJ2mMRWVAwWQ9DuPRQtT2l7DbWNtB/bSxXVtK2UjR5TMy/c+Xpj0qZtb8KzX5vftt5ayGXzDFb2w8rdgjcFPbGOOtZ1rf6FNdPJLqVzFeTOT9tlgB8vnA4HTjnIoAtW+r7pZbC91CK6t2iLRb4GjBmLBu3JIYDrVi8EK6aReX0kc0CB7q02bXXdycMe5cKce4q40X2WH+07TU9NuojG8bzOgZlXKjcM4+ck/hiuZgvSdeRfLVohbmKZkbz/kI5PPfPP1oA6qS40iKES3ouPtc1tHKLqeMurzEA5Iz93gDNZWn3ywa5qWoXF61rKTl/3bBwWOC2V7Yzx7006nqV2bOxs1e7mkVVWO5hXcQoBHy9AvJHHXFQ/2xI2un7Q4V8bryJodyl0zj5Tjp0AoASwiEV/G8WufZIpGaWJpLdwqueOCe+OavL5SSLZJq6QR3K75EmgOZOfvoeuX5rOvb2/hurSW4nllS5Qyqs8QbYCcfIg6Ej1qeEpNZ3Ejpcpqkce2KUjLFAG6g9DgdumKAJl0++ie2vbRJYrSPAUCPccFv4sH5iO/rg1cS5j1nxEkNtrEclu8yzC1khkKPIqjK9cqMk4FZWn6hc3WpWtlsEFtd/uhKYmDFAAN2FOd3Xn3qeZX3WzWsxtUxskeCFvNYg4XOfXAz06UAGbW5vLiG5gjhuopCLOPyXEcpByQBng5zyan1TRPtN+NRlnW3v5QHWGOKRwmBwN3Q571X1LVb8+cs1pHG6RruuEUsCpPzYB6E9cfWpb7U9UWzt7e0Vkh8reVi3AqoPUg9SR2oAuWd7pWrXNxqV0xt7uMDzhhhD5a8FSOcnODx0pbB0t76+zrRt1ktd08rRNIJBJymEJzlQcVjaTq99o8lwRbytDcsd3lx4cAjA+Ugg+4our5LqS9kmsr6dw8YtpmTa6hARkqO+3p9BQBuxILxba8MyNZW9okIR4TtIbKsCOq5YZDDpuqlZ3sdhbRz6cba01CB2SUzx75PKY4z6NjHBxnmof7cuo1gsjaRTK0YKyyQMCF2ggHafvAj+VKPtENvDDA9u11IC0k8kBAwpJwSe/pnrQBpafqKCS8k03UbmOTPlReSCgCgbjICTww9OlTxX2ohbK/TxJMZZpUMMYVvvNnDtjtkE4xXOWfiC/0/wC1fZ7dWl+cLLLCNzhhyS3cj0ArUsb6+m0+60+GURpbhHgfygJC2QWCuecfe9qANHTPG3iO3n8i58Raj5ysUBU7ohIrEsrH3AGKu2vxS8SpsddfVLYj5/tlsd3LEZB9gR+VcrLqa3Ec8v2cWTT3EfmuY22xsCf3mzuSM8Cs+TULnUbgytczXCGNHuE8gqECtyqdhxg/jQB6dF8adYidxPdWmI1YqrwHL8/KCQBjjNalt8Y9dWN5p9Ospo4tpl8vcCqt0xzya8hTULPUL9f7RS6n3AyM0OMzdTh+eMc9KuWZli1K1ZLBHJLWqQQNn5duR82fvAe1AHrP/C97ezvJbTUrGOKVD95HJXHBH5g1q2fxs0ee38+4sbqGHyy3n4zGGzjBPbtz714vc/2gD9nm0u6vYiqqc22SP9rIH90AY961p7HWDbPHpFrqEdoYSWgktS8c53EbVHVQA350AWfFHjFfGN+mpzXMdmLeNoxZ3CPsaJxyQ3qeOfpXMyNBHYTWl/fQSSKpRCYSwiTqCh6EZJGavx2+o2unC7vtPmezeJZH8uJiEcEqFY9Omfl6c0r6DrKW1reRaHq9xcSWhhaE2m2JTn5AMdeOfrQBkx6leWBtxJqUTKH82CaWBlYnoeeoq1a3bXuvRwNcxyxAt5tzPKY0BPQrjlTjI980+107xvHdWUt14cupGhfBea0LbgT3HtV19I115743Xhu/W3CMqf6ISJgSCd56jGMg9qANCea7ludOe/1DTk/fyqEIIJX5RvGOMjt6msTUb+S80271O2vIZUN0UjR4BG0bPyW3dS3b8TUsy68s9nLYeHDZxkBZsxFyoUjkE9AODx3FQXukae4uHt0vblTdG4iFvbnYsZOCCTz05/KgCzDcwQTarYtqtq10brzBD5f7qddoBH6His3UPPOs28dprFi1qs52NBH/AKksOrKBnH8qj1TxClxNcXEttaC4Yoyxm3PybflCZ47ck+pqxdeITp8ogi063gufKUSsFzLKD2Vh0oAz52sLaNytzBJfRxMkH2f50f8AvF93OSDxWhLa/Z9Bubm+kgOqTQJvMkudyKyYBHQnleB2FZaajFNJ9tNiPtUCY8xkJEsnTLgdMA9uuKv2E8aaTIDd2FwtqjzNGYCz9FG3Dc4yRz7UAFrYafZzGW21C2d51eOWF8eUwyPmBI4Ufzpvl2lyRbm/iitfNCwrbjO1l6NJgfQD1qqupy2xWSC1illijVYFlgOQpG5mC+mMj6VWkncWVncTQKkf2jZLInDyqpGcr7ZwKAL63sT67LeS3KtNbALHsTapUdWkz/Ic1d1HWGEdvLLqNrLFNKzyRwQ7FBHA+YjkgHg+grAvrxLnUBapZJaSRS5jlIwwTr8453H3p+o38d5BBapMs8skoKqsRjEZ4GfckUAXruW31vxFYJBqKSQpIcTXhC4TIJDADHUt9RS2OpXNqZZNPn02CA3LDYgIbHQkMR8owAfypL+Sy0q+MaxWbX1lMfMjOSksaqMKT0JJHT61Ym1mzns/ktINz75rhJ1YAO/KhcYzwABj1oAg0mGYvcXtvf2ibZWka3vDlwd3Gcj5jwDVwSiz/tK5e5hunuJSHuBCyxMMdOPu89Kg0/xA1rY3dzHNFa3FwjKsEkAcEEcspwT+dVo9UniW6toHguWeFXVYmzHGP4gc8EkUAawkcpLBaraMI4lSS4gXzJMFDuY55xhj07gVVMFtqe37LcrHB5OyNF4RnXKKz8fe2nP5VS/4SSwWOLNhbyXAgaNgUZUU9hheSffpVeC8hi0Z4ZwlokkZmtZNjsxcEAqDngfKefwoA2re8e0khi1C20tdPtZfs1xKsIYT89R6kf0qCITPZNMjaXZWMdwwWREC+ft7Z6nOcCqumPY6nFHHIsclwnmyEeYyhjj5Ts7npj9arTTW80EV6NO86KJCJEbKBm/ibjjqaAFWe2BjSdbNoHbDbZWjYNyQXx19M1XuIRBpy3L/AGGcSj7NtRizxn7wce/apILq2ubBg1nBBLGjGEFSxlZm4VR7VHeSFbWNobBVjVy0i7GzE3APPT6UAWrDUZkiiaazsFdnEIeeEEAev+zg9T34p2oGK9u9cKG1kZJTIknmfIdzAEoe5/pmq15d20t1MbuNoAyYA37nIK/KMYx15qTU5FjivI3iEQmVH8yMfIGIDBenXaaANazuZYGtpALKS3wFBe3UpuGNxIPQcjDd8VX1e7V7uCW2khkis5QADEAuD/Ece/arMEoS2hikltxOlqF2oDh7cKpUvjPOeMetUdQnc3EMdoIYXlZMTFgNrYyQe2PrQBZuFm1HVPJk1GxjO9JYmdv3TDnnpzjuKriGx0yW6nvFa4jurdhAGZXfIOCR2AyDj2xVa+lFmf8AT1S4WZMbtmxwpyMoDxjiora6+y7UFvBexxp5jMuD5aEHK59cE/jigC7Zos+pzXd5d2MUdtMZDHP86MCM7eOoPtT4I4bfWh5U2mvCu24SSaPYsvqqk5wRn9KzrK4tY4pom0aNmuiXszLk7VLYIz36HntzSJGLzULkmzUJCd0dgu7YFPU7uwHBzQBqRy2194otNqW/72RjLvm3KUboNvQY9Kq3embb2GW2ks5YI7lh9plcFmxzh19MDjHrVSxNmNZNlLpMVzum+VYbjt3UN0Ip9ze6ctzOI/D728bFljXziSuTjBJHPGRQBdbULiSaJvIsLlriNAtoR1BkY4Ufw9Bx6YqGJftq3arHpyTwhY/IkOxjIXA/d46/d79MmqU7WtvZgf2aI1Scv80+JcEfKB7DHX1qBYnlsLa8uLZ1gWXyxLDHzIcZ5buRxQBqQyyX+oO6wyPJax7drupSN8ckZ/2hxUd3byNdwl7K3l+0YMaoSxkYde/y88ntWWZLNLuJZLKYYj2yRvJjfJ/ePoPaoBHLBdLEqP5yyYBic/8AfIxQBuag8llIiRWcXlB1TYRvEjY53Y4HXH5UshmN4biNUjjQb44TOFZShAZeOhPbHaqOoyWqyNBDDc6fCU+eKRt+916H25qA6jb3EKm8tXnuAAok8zaAo7YA/WgDQzBf299cDaJI1CBEJQgZADsRwx5x79aUvEt3LHd2ib5EEuHmZxt2jjIPyn3/AArOuHiKxyrGYVQf6ticyLuyozjHCkc0y+uLa7nD6fbSwO4PmKZNwJPYe1AGnqKm2iiS3kt1huIDIXVgZAvdCf8AOadfq1z4e0/MEsdvBvlDMwbeGwDz16qBWffxm3soLMWjrtJlaR48OexGR2FT3Fo8NppzCUbLlGZFkGSmONv45oAnspzrE8dhGLlncbIUkfKqoOVUDjpyeaje4ayvYMGaG6ikKi6aQggDO7AOR1JqGGSPbaRah5rLBI0TRRMBLjqMfjn86hkkt2uph9muVSJG8uF237Dn+LPbn86ANy4064kjMdzO6W6krBcyvuV3PIQgHjqeaaLq3szbeRaXnnRq0TxrOV3FejZH8qxtKhSRWkd5GZM+VFG2Cr8bWOeMZNXsLFeLZmO6+1XEu17gtjcpPzAKeM++aANPRlnbT7y4mjuZkMBjbeDtRWOWwepwMV2HgP7Vp0szQ2d0lv8AYLhjPlflZlPyjvtXH5gmuOh1pkkltUkkllaSSKKOUDEIA2q7HoTiuq+GEZk1fX0EzXVpHp8+Hm6+bs+bj0+9QBxUEq6jBmRvJuDGvzuSWcJ/db+EnJ49qknVr6FxBcS3geVRLFAm0gKABnsRUNvY6extYTa3MrkKzhrhVyWHAQfUfyq5e6iZLVZrNorRJXKXMW4eYFAGRkdF/UnNAFC90u1s7+OygKvPMR5q3CYEB64yKpJHEdVil8t5VaQhYcb+B3HqPb0qe6vbHUGma4lZHVVWF40xwBj5vU1CVttOZVSeSa4xuEsJ/wBWOCNvuRnOelACtdx3T6hZ2tjDcvdTB4p9m10C5J2jtkdaesepW8Qt5be5+yNKv7pmCkyEYGfyOKoLdRJJcBRLskJZMYDA4O0kj68imx3SSEi7lncMC24HLbgDt6np0oAuSXTRDULd4nhMwUeSM/IByCfWobgLPA26UySIqGMQqAgz1z70PcRQWqG3mlM80RW4dxwDn7o9RjFJZS2zrMbud4pWKlJFj3Yx9KALEsc19JarDGPs5jWNvIXHI5IPq3GaSzntfPNnHbCWOUgF7jG9ADk7T2OBUQWM2hkm1JkuGdZEiVSRznLHHQj+tI39nPPbGXfFH8gmER3kj+Jsnv7UAJPFbuJJRFLG0mWhiUYAXIw2T17jFRrKwmMWm+evnRiN0zkv6jjtkUxmhlWZnnk3JgQLjgjPI9qf5xtrK3a3lUTFy5ZeHQ9Bz6YoAba2l5KS9rBMzx/eKrnbT7WWJbZ4psgNIpyrfMuOpx3qO2uWQy7rmeMMpP7tj8zds89Kgik8uQNtVvUN0NAFjdFaOv7tJZkkDFidyMMZwRSPezyDlkCK7OsYACgt1wPwprLDHKCpEi7d3zAgHjoPxz+VVqANKDZdLFbJ5puA4SGQcKM54x6kmuyguncPY6vBeLDp6ATGH5i0q/c564z2rjNKZYrtXaXy49pzIYywjbBwfr71oaIbueS5njvZ90QEku0kllzgk57e9AH058Mb2PUNO8yJboeVGFkZotkbSH7wGeSR716FXknwn1ZWvbuyi1KK5gciRVjJKqMYAGeQT1PrzXrdABWT4n/5FTV/+vOX/wBANa1ZPif/AJFTV/8Arzl/9ANAHwuetJSnrSUAelfAn/kqVl/1xl/9ANFHwJ/5KlZf9cZf/QDRQB9a184fE6+f/hZVxb291Mks0XlRs8MbruxjamQSOcivo+vlj4rXeiWvxMvJLc3Ul4jjcBIY44ZO5zyTzzxigDlLXUrmC+TTzdvc2pDfaIWiYbePmB4LcflWz4f1G4stQ0pNKLRWct15ccqwjzevzAPtJweO2eK53SrqzgvLu5utVnjfJCrDHvM2eu5j2+orUvdauFvIUt5JrawsytxbWs0YQMP4ihxnkjI4oA6qysNS8Q/ERLK0u7r99dHZesrgwxIhDY3qMsQ2M4yK9wn0x7HToNJ0Z/s2nwLsaSAhpTLuHBBHQ5JY14l4N1Fbf4h2usWFhql40okSOOVkiBDJ8iLuPIADc8Z4ruP+E4mvNRkkfwfG32jUxp5afUBhZ1HHGCF4HUd6AMzx3PBH8JkDvE0r6siN9ljaJVZWIIIPfj0xmug8UJeS+OvC8enNCLuTSpli+0FtnIGd2OvFcz4su9T8Q/Dq/MulWWnaXpl7sVIpS0hdH245XpknnOa6fxPqTaT4y8H3r28s0ENhKzLGFz9wdyR+VAGbff2HpGn2mlSeNNYmmtcI0GlbSIyW5yFUkAHPU5qx4gu5fAYso7fxnfv9sLyRW9xbCdnJA5LcYXOOOOtM0DxV/Z3iHX9Sh0aRoL6eJVAf5lfaSdzMAFULz1wK09V8f+HdU8LX82q2S4YPbLHDNFNKwI+YqVPAH17UAdh4R1uTX/D1veXAjF1jbOIs7A467Seo9xXl+mXC3HxW8X2ttJJNczWdwiJHg8gkAD0OT3r1Lweb8+ENKOpoUvPs6+YD16cZ98YzXmHh/ULPSPjBq91qOo2ltGzTxsXZUBO/Kgk98UAdB4Nu4W0q08NXAvtN163sDEIrpWVXXuyjo31HNc9c6brlnqkWjPNDsmlkWGLEiCd9vXfhjwO/Heul8S/2Trmoabf6F4o0m31GxLYkluRIBG33uA2Sfxpbe31i3uo7seIPC99IH3AyW4iYEjG4Mrk5xxQBy0Nw6/ZvDUj3Opa5Lp81u1sm2MWwbIDOTjgKeNxz7c1XvtLnsfgleieO6t7mK1EFxFdO2AUdBlBjGDjjnuakvvBGq6bFdag0E13c3eria+bT2CyS2xGSsbbt2A30Jq9rdpqMfwP19NVhnjQTFrOO5YNKkO9du8jqevvQBo3L6vo3iCHW7bSpdQsbzSoLVlgnRDu56EkEnB4xWNrl14bk8Kvr9t9rTE5tp7K4UyXDTnjbliQp98GmaNb+ILfV7KMx6q919sQ/ZzHusltFX5SpbgMBjoc5rF+Ivh68064sdPnlLwarqMl9+5jZXhOOV4LZ4/KgD0PR/Bus60kF54l1157N4QE062LRJGNvGWBBLDvW1cfDjwzPDGPsUkc0WPLuFuJPNTBzwxOa4D4feGdSl0VtQ8OeN7rzQTmznjLxRnsrBuencAe1Q+Jda+LmmLe3k8+nWthZK0jyQorblHT5Tk89qANmbwXqMOnaxo+meI9Nk03UZnupPtZZpkIYE/MDggbRk4q3pWp3eveDb26j01xNDcuu6GfZHPtwNwb5SVI6fSpPh/4Z0a80qPxDeWtw1/qdtiaO+K4ZWwWIQcAMRnpzms8S6X4a+I2oeHn1iO20a6sRL9juWXyLdyegDHjI5AHrQBklrvTkismneeK+YFYgqv8Ae6rhVIyO3PPc11eio1v8V/sgmDpFoUahSoDod4+8B0Pt7VyXi7doOlXWqaBc6dIssiLJqIlFxclC2MpjhAo9B+NW7LxG+hX+tSaBY6bNZaXbxtdXV3K32q7Zl3ZD85z6GgDyn4upA/xQ8QmaYxsuwxqFzvbavHtxk59q89rtvizP9p+JGp3BQp5qxPtPbManFcTQBKyRiBHEoMhJBjwflHY56VFRRQB7Z4LhZPgXquo28cRvLa8LIzqCCPlyCDwQR61hakZbaW7dfs2l3UTPEwliUeWQocAYBUhuQPqK0fCV7Y/8KV13S7m+tYrlpluIYTMN7AEfw59RWj8abawjvNIu7Z5pUubVjc/ZwHjyigK2OmRuwfagDzpLq8t9QtLlrua5P2QOkywt+4zx8nQcHgnp1q/Nfo2v2j2+qSYKyK080CB2LZO4+ufUnNZ9nfWsuy4kea4aJUL+chwGVThcqSduV6cDFImprc6VCWvYUiizG1rLCGGWySw6n8exNAD4bvUo4llnvHKFWlSVSNykNgMzdcewqWaR/EOvG3huRc3UtxGsf2cH98cYJB2A5571lzS2r2j2MduItuZFLHzW57BlxgY65zXf/BHTon8bXmo3MMk0unwb4o1i+8zEKDjHHBzmgD1Pwx4O0/wdEsurG51DVFhQG4EXmeUmTtjVQCccHJxVuyu9VnvvtUsIgcQSobSRk2lVG5ZVGOfvAH06Vb17T5Nd1mFVtr5Y42IkRwyI4zgsGDDuQcccA9a5XUfGUdgLp7CPSdN0O0llsYJ7mN5JLiXH7zZs6DpyepoA3I7t7r4ITajcOst1Jprs8pRckkH0FR+G/Gum2fhnR7afStVubj7IhZo9OkcE49cc1Q0C6s5/gFdx2txFK8VjIJlRySjEE4IPQ+1dz4FOfAuiE/8APnH/ACoAyr3VtUuJYrrS/D960MRBkglSOFpc9gH6j15FNGt+KCzSHwVA8Y6xpexmUZ6ZHTP41T1q5uD8T7K3LEQqYCoDHBJLZ4qrq3jyDwV4j1WG6t5blbq6VkO9UVP3S5GT9OnWgDQj8dQRSFdR8HazZsoy7/YvMUH6rnPHenXHjTwrqUUEcesRadJ5qsftMPlFlHUfOOla/hrxHeaze3lre6eto0UUM8ZVywaORSRnIGCCCDW7dWNpex+Xd20M6f3ZUDD9aAOcmuLLVIY5NMn0a8KsWSLem0rjGc4PPfjFXtF0+4GnbdQ+yPcAsEkigVdo7YwT/Sqtx8PPCNyCG0CyUnqYo9h/NcVkQ+A9EtL6Sz0bxBqmn3aoGNvBfl9i+uxs8UAbWs77G3t4f7NXUpZpVRXNupSHoCz+nc15o/iLWdMvbiOSw0OW3kctBtWNUVS6jc55IK56Y+nSur1Gx8YeHoDcnxjYzWIIVv7TtQpGeANyEEk5Fc54m0d9QZLLxFaaXa3LW0kpubeWZ9yDq2CvqRjJOM96AMEeKxDeSxWT6LJKjy3DRG3TyfKxwN+372e3rTNI1+1vp/Dd3rEFpCkctxfXTR26xbig+UYxyPSsG0029sbe4ittMiu5lQRqfMZI1UZKhQxDM38XINSaDjVJNHGsp5c41hVk/d5jRduAMH5Tk9cnNAHq+i/EPxB4vCN4e8KyxW/mDdd6hJ5cZX2xkk/SqfxeTUbbwXDrg1GLTdYsnO37O5/eI3ylATgngg9O1ZVt8Y7vQde1nRPEVlGk9qfKsY7aLarn+EEk8ZBHtXWtYZ8KXPiTxfbQ3t8bVpBasm6KAFeEQHPJ4yetAHG/BHVNPi8A6rfa3cIY0u/LeS6lLqRtBUbW4HJ7V1Pw81ga5NeXGoaxN/aM+8JpuPLS3hyQuxSBnjvXGXPg7SfCV14S014p0v8AUNQWeSWMt5PDbvLKE4OMqASM8V0vxt042mg2viqxaSLVNMmQJKkhX5CeQR35xQBBe+J9f8EfE+w0fUb2S88P6lhYJLgAvGT/ALQAzg+tddJqWoQfEH+yLi4iudMuLGS4MJh5iIIABOTkHJ7VwPxDuYPG3wh0/wAVW6yQ3dpIkqkoQQ2QGx6jPIrtfCnh+PTPDdxq+pajcXOoahbiW6vpR5bqm3ICj+ECgCC9gaXV7me1kihtbVvLnilgjjQDaG3KWXJ+U5PPasHV/H3h7SbmKLS9Om164c7G+yWybY8HdtzjqAcYrkbeZ/i14pXTrLXbmz0i1RUe3nnHmXAGQzAAcnA75/Cvb/C3huz8M6Da6db28KGFcM6Lyx7knqTQB5XruvjUoZrbxB8Mb6GwKFjc2qjzFUd8gD+dcZr3guey0I+IfDk/9s6DcLueRhm5tf7x4IJI6e3pX1C6LIjIwyrDBHqK8e8XeDdW8G3Z8QeC2upIGk/0nR0G+JlP3iFz/Q0AeCyatfW9xbS2oe0eGNhbSOi7mjOcliR8xpBfXZtkeOSC8e43GdBCN67eAScehz+FO8Sanp93qd2tpZvFCzlo1n3B7ck5KAZwADnt3qrbRWosoj9u+zPMCkqJub5Rk7j+IAx+NAFyXVb22zbFVijmEbEyL5mEKjq3UDGDgepqQPe2d9FbRvZXLSMZFdFVwwPPDHnPbBqrNFc2tiIBq2yAyKrRneBhlzu4GNuCPf2qW2h1FbVbS11GPyBuYhwUUBh94Fh0bbxQBc1DU3gkkktUWS4d1Mwmt43VSR0Jx8rZ7VIIrvxDq1pZ/wBjpLqZYeWLDbtx6Mo4HPJOawmjgjdvKtZLgzgLDksArHqPViD0PSvqv4WeCI/CXhe3e5Uvqdyged35KA8hBnoB396AOJ8P/s/ss0l5rust50yHfFaIOCw5G5s+pHT8a12/Z68LOV3X2pnaMD96vA/75r1yigDyqz+A3hywm823v9RD4xlmRuPxWo0/Z/8ADEdx56X2orJu3ZDpjP024r1migDyyb4E+HZr5bx7/UPPUhgV8sDPrgLioX+AHhiSRHe+1MlOVBkXA5z02+tes0UAeSj9n3wsLjzxeaiH3buHXGfptob9n/w01q1uNQ1IITuALqQD6jivWqKAPG4P2f7G2iMUXiG8CE5wYEOPpk8U9PgJZpYS2X/CR3zQS4yrRjjBz616rPqdla3sFnPcpHcXGfKRjjfjrisjWPGmlaLcSQXX2gyIFYhIicqTgsP7wHfGSKAPP5/2fNHmnaX+1Jk3IFIEAI4AGeW68Z/E0+L4CWEUZi/t25eIuXKSQKwJK7fX0rds/ihFNqlxp81gpk4+xzQzgw3O7lRuIG1iAeD3BFWbz4r+GtMMA1Fru1aRvLcSW7YicdVYjuP5YNAHPD4F2IhdBrU/muoXzxAFkCjoAQQB09Kov+zxp8hy/iTUGOc/MgPPr1rrovi54Rnsb66i1DcLR9nlkYebkcop5I5roNK8WaFrUxgsdSgluFQO0O7DqD6g0Aea3H7Pun3VvDDP4gvJFhyEZogWAPbOelMg/Z50u3Mu3WpyJIjF81upxnuOevvXs+4ZxkZPaloA8Qh/Z1tYZIHTxLdq0eeViAIGP4eeOc1al+ANiFBttWaKURlDKYSWfPUt83X6V7LSHpxQB4J/wzaNrZ8SEsSOfs3/ANlVlf2fJRp0lmfEpZHdWDNbkldueB82O9e4Jv2DzCpbvt6U+gDwN/2bmlYNJ4nZiBgFrfPH/fVXp/2fVk01IIvELxSq5f5INqE4x03f5ya9uqOVGkiZVdoyRwy4yPzoA+S/F3wy8U+EJjf3Q+3WuSGvYh5uB23A8iuViuVEci2oaZndSkpYRukh67UB59M19vsivGUcBlIwQRwa+Zvjl4Ds9AvoNc0i2ENpcuUnROFSXrkDsDQB5tevHDZ3FvJaTJcGQBmk5KODzljzyO3rUtk7zQQR2VkvnxxSb9zAl02sWIzwOM8AZ4qu2vXKx20Ue1oYEIVJ40cbiOT93n2znFUv9InBkReF2qdp74wPfmgC8kMWoQiNriT7RDCSI1jLAkE5Gc/3QDnpxirl5JaXFoslhpYNtH+7MhUhmCgZJOcAnr361mGSWSO109EJdHO6JkUZcnpnqeMDmrdlaQ3dze3k6+VZ2o8x4+gLk/KgHuc/gKALlrEtwy3KR/2ZaGMxzy3EzMrg/wB0AAkn0Gau3tzZWfhLT5odMMv+kSCC4mkyQQRxgdR7HHWuX1HUp9TufOmCKFAVI41CqijoABU95f3NxoenWj24jt7dpPLkCkeYSRnPYkf1oAkg1ZLOS4mW2tZnuVBKNGcRNuzgc57dj3p8euw5n86wRzcjE0vmv5nXJwc49OoNYoUsQAMk9BU1zbm2kEbOrNtBYAEFD3U5HUUAbel+K5NLurmWPTLJ454PIeEqwQjsSM8mnT+LJLtYPtGnWm6Ako0SlCOcgcHgD2rnWIOOAMDt3pyykRNFhdrEEnaCfz60AdFB4mtra8u7iDSRM1x8xNxO7Mh9QVI/Wuo8F+JoH1W9kj0+Oxb7DcNMLd2AmG3OGzk5z6VwOn2C398baOZVyjFXc7QSBnB9K7PwLoOq+INVkstPuE/tMrmRn2tEIVGMFxkgkgDGORQBzqa/ZJ5QOlICsyyFxK2/ABG0EngVqN4z099QE/8AY4SFZPuh8lo8AbGxgNiu7/4Uboum3EVrrni+OK8mA2QQw/Nk9eM5I98V1tj8D/A9tqB0+efUbi58tZiHk2qVJxjgDuDx1oA8T1PxNoE1y/2Hw9HHauMtGxK7mHTOCSB9DVCLXdLiMRh0YW7ISTJHMWd8j7pzwF/DNfRsHwr+F9y1wILe3ka2/wBeEvWPl/73zcfjSn4U/DKeWKKO2g825UtCqXjZceqjdzQB86r4htvtc7yaXDb+YjohSPeY0YDAAJA4AIB680q6x4fikuU/shpYJgNpY7Xj6fKDk8DGc9T0r6BT4OeA7cTXiXk4SFSs0hu1YIpBBBJHHFVX/Z38JzMZIr/UljblQsiEAfXbQB4E19o00kke67htzEqqpiWQhh3HzDFSyXvh35QkVy8QUDyniA+b+Jgwbr+le0H9mzSyxxr92B2/cr/jVe7/AGcoLe2eWx8QyrcKMqZYgFA75xzQB5VP4h0F0eaPTZTMoRIUlYERjPJDADkdsg9aoXEvhgyxeTBd/M26RnkyAODtA2jPcZo1fwsNMsBeR6tY3StIyCKMt5nDEZ24x2z1rnaAN9n8PMoOydSEK4GeTuJyfwwP1qHOhSXDSn7RFF5eBCvJ3Y67vTPPSsaigDRih0wTYkupGjMRORGQVfsPenw2mlteJFLqRSB0yZ/Jb5G9CvU/hWXRQBq6lp1tYSRvbajb6hCf4ogw29cAhgDVG5EjyNO8PlLKSwCqQv4e1QVuLq02q2cOn6lqF00UIC28Zbcu45xnJwoHH4UAZ32uRbZ4IQ0cLqokUMcMR3NamkXkVvfwSIgaCAFhHKqhpCeCAf4vpTLixvtCjnV54lYN5ckDYbdkfeA5DD3pklrDbRxG7uHt7jyxJGIoTk+nOR1HORQB798J9Xt7m/MMF4s67T5sbxiGRWXuo/iUDjjpmvaK+X/BviVrO+trnSImkeBUT9+6l3JDbvkX5jnPavpq2l+0WsM3I8xFbBGOoz07UATVk+J/+RU1f/rzl/8AQDWtWT4n/wCRU1f/AK85f/QDQB8LnrSUp60lAHpXwJ/5KlZf9cZf/QDRTvgOoPxQtCQeIJT1/wBk0UAfWdfJPxQhMPxmvAnmszTxuNoAbJAOB2r62r5W+Lt1bj4m6pa3ce2NxERMvMi4XoCfug5oA4yxdotaurmO2fJDkJGxynPIJwea1reW41G7kuH1S5mucFrdZXZHjcqSCv8AewAB71haaZbdZ7u086QlzFFGrHc2Rz09qfdQXtqul3G+6e6ACqAP9XtJ+UdwfagD1PwNqNtqXjbw7IySlY5nijmmVY2BEXCkdwTu/HNdFbP/AMTVGlwf+KzkHUH/AJZED2rifh7dRah8W9FkhSaKNxJLsmiGUIVhgHuMgnPqTXbzbotXX90jH/hMz8p4HMXX+tABqeW+Eni3zgFb+1psgHjPnCofivdfapPD+lElkS0FxshA8xnAGASeikZzVS48RaVL8P8AxLpF4ZBqdzqU7JaxxszBvNyM4HtW1d6j/wAJRrehT2vhO+v7PT4WWeS4i8oZKgcbuTigDqvCOs6CPCt7d2VlLbaZbOTI0ili52gsQOuOcVx/iO58Pa9p2rSWgjhgt9Oe4hgFmEYs+AG3DrltvvWfoVzr+ix3XiPRtMl1HRNQupIrrSgQWhC4VWX8iDUlu1hrd3b6dZxtojXM5eae/wBokYREFYVXoVDlTigD2nTRKNMtRcY87yV37em7AzXn/gLS7TUNQ8Wm/sobhV1qXyzNGGA4GcZq1/YfxAttvk+MLJ4Y15a4shz7kis/wH4g0/TdRvdLvtctrm7vbt50mhhKQyMfvKrHjOecUAc14fs7F/CvxBa706B3tLqYI2xdyjbwF44qrpuhaG3h/wCHJl0q1lOoz+XdPsG6Thup6nHH5Vp6VEi6H8Uv3Hkp9pkGc5P3emKoaTq2nto/wxgS7txJbXG6YOcBBhuTmgDU8WeEtBtvGnhPTbDSwkF/PKbjLuoZFXkde3J/AVX8S+HfDlgNOt41vpra41JbAwC/kdSuCScZ4IIGO1X/ABx4lsLfxZ4O1SbULRltmummMMgZU+Tj8f515L4n+I17cXCLpdtbWcCXK3sLqNz79u3d7cDp2oA9lHhpJmxF4v1+yiRVMQ+3Fi2R0ORgcgjjNcZ4gm1ez8ZLa3+pXWoafp9t9ptvtuA0sjjbtyMHBJ+tcLH8SfGt7FcXH9rBhborNuQZxnjHHY1reHvFev8Ai3+1G1O7+0vZ2wugTArMwRgdueoFAHpvhPR5Le31G70nWLlZo4BALBNocSoQxC7jll5IG7nBPNZ3iHxXf6lokUespPJpSaikV6I7YxyMoDMYpFyQBkL8wOMGrWmeKNfTVk1dNGtNTt7hlMT2dtiSSNv4t/QEdCDXdap4o0DRrJ5NW/dNdTeU1swEjsxHTaPUCgDgR4Ts/iRqUt9D4qiSFJCbaKyb95FEu0IvP3QOeAOpqrZ2us6J4y1jQrrSrLxJd3O24ilvpQskkQXaMcY4xg1SXxza+DbbVb6z0+MaxqkzNEiIBHawpgIre+3kgdyK2dG8RR+J/jRo99AimJdLZGkVSCXIDMp7ZGaAJrK/eHVLlLL4XWrahp+xZfInjBUkZGMr0xUaXGnal4jku7z4e3txqUUqC5IljfyiR8oKggEDHeun8Hgn4i+NG+0iQCaFdmOV+X+lcXq3im+8Jaz46v8ATY43u5NRtYU8wZA3L6d6AOM8QeAPEvjzxTq2v6dZCKwkuWTddTAFNoAOcZ4GO1Rx/BK9j8Nza/d63ZiwjtzOGtkaUsAOg6V6F4W1jWtPvpfDa6los8txNJJIrxyKFdyWZAw4J56dsVoNIjfAjWrL5YfsEc9oSjFgSj4yO/P9aAOA1T4NaXoXgSTxFc6nc3UixRyrDGqoPmI4PU9DWx4n+HHg7w34KfVbS0ee7V4N4nmZhGHIyMDAPBrsPHMKD4IO+Mv9igXeeuMrTvifGifCWIELy1qGIGM8rQBxXxK+Feg6foNx4m0/NrAI4ittEMLliBnJ7c5/CsDxt4f0fwT/AGPYwT30sOoW/mlmmABJZDg7gQF/D0zXrvxTaNPhPcRjGNsCqD/vLivM/jx9ljv9CinLLJHpp8oRDgPlcD6cGgDzQ2TT6vKkeo2skc2JLhgdqrlvu5wBkZ7YFRW0cKzSosyRRW+4uSuc8nABAOfxqCG4vb4eX50ccaopLuAu0J0x+f400C2mDu14It0mGYKSzqe+0ccY/WgBzTS3lw0sDrFEf3fmkCMAH+9t65r074Q2M+p6xqTwatd2LJYqzz2j72YBwMHcD2HSvKpIb3+yVfbmxSQ7H4G45x9a6XQP7V1Dw5ND4dFxBdaeHuLqWOXbuhIH54IHFAH0VFp19bXdtEPFuvzG6AAL2yMiZGRuynFc3q3gnUtEuvC02kWLa1baPNN9qhOEeRnOd2DwevWvE/DWoeKfE3iC00e11+7imuWKq8k7bQQCf6V7Fpnwk8bCJkvvHFxEjHlIWZsj6mgDfbQNSTwx4z1bULaO0udTgYx2iNkRRqmACRwT611vgXjwLon/AF6R/wAq5Y/Da4tbF1vfHWuNZhCJkaUBWUjkZrvNHtLax0eztbMsbaKJUiLdSoHFAHEa5IjfFCwRWBdTBuHpktiua+KMxg0zX2TAd9StEztBOCvIz2zW94ja2sPiXbXs0ixIRA0jucABS1cP4917T9f0zXjo5mvFGo205eGFmUqi4Y59qAPVtNmA+JOowZbnS7Z8dvvyCuury231HXbjX7jxHpmhT+Xc2EccIuFx+7Qk7iBzuYtgL7ZrYsfFni2aQLceCrhUG3c/2hVJz1IFAHYahJcw6fcSWcImuVQmKMnAZuwzXnPhCDxJJ4nlu5zZQWw3PqNwqh3mk7R7uwX26e9dbrepXFxJBounlo766UNK4/5d4v4mJ9ewp97oZ/sqDRbAfZrFuLiRT8xTuB7t3PuaAM0PF4gv21y+k26Fp5LWyOBtmdc5mPsOi/n6Vy2q6nd6p8QtMkubSO2gm0q5+zQ3LYDKSBmX0BHOO3FdclrHr2pR2UMapoOmMF2JjbPKvRf91f1P0rmPH7RW/wAQ9LmuB+4Ok3SH3JwAOOe4oA88/s7TbvxHei3SGaKJGiNpB8r7xxuX5c7MEZ+vFV7K8spbaTQoILhZo1UNClukcbc5LM/3sg9COp7VX8WS2DXmn6hot5fQI908MkhB/hAwBnrg8c1VtLu9GjJe20cYjjLAtc/MxH97A+9z2FAHUOTexaVqGpS2Oo2ou4obu7uLNo7i1AbILtwGOBgnFa3i7S/HusfEyxtnMlx4ba6ilQQHEPlBhncO5rj9DsbiXU/7RubqW6jA3NZzZEc2VIYMD93rgVth9JsdUiuLTV7rT9SjuvLsizO8SqELFSjE7h0XA7tQBsfGfXLMeMPCllBcr9psbrz58ciJSyYLY6dD+FaHib+1finNPodin2Tw8jKV1BiALhwedoPLDrjGPWuS8fXN215bW97eWF9q1+iOkNrbeUBF94tK3Ugqv3fSt3wvrkn9r2+tXt/bJp1uhUCRNvy9AsSdR9aAOtX4T2R0mzsZdb1aRbNQIQZ/kVh0OzpRc/DiHypLvVvFmtyhIiHke62IoxgnA4ArtrbVrC7W3aG6jb7Qm+Jd3LL64rhfGniGx16aXwrp9zM8ikPqMluu5YoB98HHUkcY96AK/he98I+C9NtLW9axhu41PlXkMBbzYSTtcuFwCQeefWvSba6gvLdLi2mSaGQZR42yGHsa57w7pOl+GvBNrbyzCWxt4S/nXKc+WSWG4HpgGsPwtr1iPiFquh6ZNG1lJGbkRDgwyq2xwB6N978aAPQ6KKKAPnH9obSbS31vR2s7WCGW5SVpXRQu8gjlj3rzYz2tlLFBarZz/wCjZmF0BIqkKT8jYzyD07GvUP2kzjU9AOM4il4/Fa8Y+zyxxG+MUUsLxt9EJ+XH1GQcfSgBTdxSvebVWCGZSywqm8IcjABJyPr+FTSxPFHp9xKYp45UBCscAbTgqcfSqts0cNrJLHePHcsCnlCPO5cjv/npUUqwpNGElaSLAJyOQe4xQB0VlqMhv9FtzbiN1vFlQtjCqWGFXjIFfaSElFJ6kDNfD9j5I1S2u47qPCzB/KmJThWGOR/SvtqykMtjbykqS8SsSpyDkDpQBYooooAKKKKACiisnxDHJJpTeVq/9lOGBFz8uAc9Du4waAIfEXiaw8P2btcXdvFcbQY45WxnJwCcc7c9T2ry7XdZ8VXGnfZo9RntormXdvWRHfYc5EUi8OOR8pw2K6SH4Yz6nqQvvFGs/wBsDMiiNowEMT4O0DsQRniur0rwfoejQrFaWKBVKsu8lsMowGGeh96AOE0vwBc6x4RaC8utQiumc+ZFdymSOUjoy5+ZeO4IPrSXXw31Ww0tJbGWKWaAqVgjJRyB3V84Dj1AGe+a7m98YaXpmurpd/ILcyAeXO7DYzf3T6H61vqyuoZWDKRkEHINAHj9z4ak0+6F3qtnHb213ttL5wPkkVhuSbA4SRG6npk1H4hs1vowdWjSR9MlSDVQEDCeBlKpcr3BGck+x9K9Tkv9I1KS60p7m3mcDy54CwyMjoRXmur2k2j6jJbTebKsMH2KSQjPn2c2VQn1aNzj6GgDEsPh1p2u2sDanrTW8en3E1vOUG2SWbcSr7un3AO3SnWWj+EzqH9pf2MHht03BzI2+Z2O2NTzjOAW6YrmtP1m+Kw2QKkS2xlldjj97H+4PPrg5zV+K8nEUNlA6jz5PMZychc/KvI/uoCfxoA1rx9XXUk1PQLkREO0rzXkheT7Mn3yGOVRM/KABzXt9pcxXtlBdQOJIpow6OP4gRkGvA/DN3Y+M/FjWUrOtpeAwpbxE5+yRDCqSOgZvmPqBXv1vbxWltFbQIEhiQIiDooAwBQBLRRRQAUUUUAFFFFABXmXxvRIPhpftkDzJo/lKgjdnr9a9Nry748QD/hWVyVIH+lRO2T79qAPlmCASQzSuHKRKDlcdScDNRpsyxJYDBK49e1Sz+Q9xttPMWIgA+aRnPfOO2aZJE0IG4KQ4O0g54Bxn9KAIsknOTnrmtyYrB4LtURxvubt3lXuQoAX8OtYyFQj5Zg2MDHQ+uauXqxx2NrEtysrLuLKhyFzzQBn1bmtbiLT7e4dswSswjGT1GM/0qpXQag23wbpMTWjq4mldbgt8rqccAe2KAOf6UpJJyTk11/hb4beJPF0ay6dZMtvu2tPMdifUete2eHPgT4b0Cza98R3AvpIxvcsdkSADnjv+NAHzrpOg6rr1yINL0+e6kJx+7QkD6noK9L0T4A69eFDq99a6ZvPyRk+Y7fgCK9dn8T2ehwaY3hbSoptMmkNu/lxeUgYgbW3kfdycVd8WWd6NGsNcOm/adesZkdI7QE8Z+ZRntjvQBlaH8DPCGlFJbqCTUJgoDGdvkJ9do4rT0q00vSfihPp2n2dtaKNIVwkMYXd+8Pp1x/WuhsdbZtFOpaxZtpKgnMdw4JUdicfyrnY7i2vPi1YXlrKksc2iyFXTow81cHP50AL4nsbXxDdJdWusWkAg32LuSciZnQ7CQQedpGM96o3Hw9uSlm95rcLNFAkHnyxfOhDlh5bE8HkAZyeKryeDdce5ubtpZBv15boWsbL5bRBh8598VVGk+KrnU5ItRtrq7Vr2KR8sREFRyQwJOOmOAO1AFqD4YxaRHrN5Pqcsn2q2ZJfIhy7jdu3MCTub+da2keHJoLuPUItQtgl/arCyPaiKRQAceWARtODyOawdH8O63c2+u6klwYZJ4p4I2eV95bflSc8KAOmKuXngaa+RNQm1pFvZhb/AGZpHJWMqo3hcHksR1oAkg8M23hnwzrE8t5b3xuI0tmZbZWjRFOAXQH5j8xLE811Wg61FqFxd2VralbSw2wrcjAjkYD5gg9F6VxXgWyvLCw8UrbxW18wEccSW7HypJFjIYZPcnBPuax9P0keHvE2mS3usWVrbQriZHufnUGPDQlBwfnJbd70Ae0eYhUNvXB6HPWobt1NpOoZd3lMcZ5xjrXjOmeGWv7qCzTV9Pv4o5YlhSOV8tErMX68ZOR+VdPoXh/XtGuXvb6dfsCWtxEYCwPkLksgB6sP5UAcj4E8V74dFsJLDTZoo7yS22MhM8aktum3fdC84rvZvhN4HvWnmbRoXa5YyNIjnqf7uDx+FcRBc6KngjR9Ne+SweRHm86W0LxXO4scZHJxwfwroNB8GalcR2MKazdWul29kCk9hMU+0TOxZzjqFGAAKAMTWv2eNBujJ/Y+pXFnMOfLkIkUZ/X9a861z4EeL9KXfaxQ6jH/ANMGww/A17h4G0/V4tb1i+lvnurSS5aAvdxFZnEahVKnptzu+vWqvinXNas/Glra6W2oWzXEiQh7qMGyfucHqG4PSgD5b1HQdX0hymo6bdWxHUyRED8+lZ1fe81pBdweXdwRTAjDB1BB/OuE8R/CTwNf2811c2CWARSzzW7eWAO5I6UAfIdKCQQR1HNaXiCHS7fXLqHRbiW409HxDLKMMw//AF5rMoA39VEV9Y2eoyOqzTZjb96DjbxkqF4HXvWRcNC0cIRpDIoIkLnI68bfQYq2ZfL0QKo3iV9p3xf6vHPyt756VUb7PFcRlN00YALBvlye4oA3PDrJbMbq3aZ7mMglIoiWUdMg4IxyK+x/DrK3hvTGS4adTbR4lbq/yjmvjbR7qS01MR23lWnnYkW4kBBiUZOR6/1xX2J4VuDc+FtOlIUEwLnaCBn1GaANmsjxSwTwnq5Y4H2OX/0E1r1geN5jb+CNalCqxFpJw3TkYoA+Hz1ooooA9N+A0e/4oWrblGyCVsE8n5cYH50UvwFcL8T7YEfet5QOP9nNFAH1jXyD8Uw9z8V9UNms07i4CgSLn5xjge2eK+vq+OvinJMPifrBkkeEGYlcZyBjjjP0oAoW+qPpH2eO+t7mMoZJlCkRnzDxgMOQuetaljcxvqBSUTXH2hfPeNZsRg5yTvPOeB096wLNdPuoFhuL1WwgY+ahVkP8QVumPr1rp+bLQ7G3TW4Y3lBeJHhkWRog3yruGQoPPBFAHS+C5Yz8XdBtY5borbJJEobAXb5eTjvgkknPrWp4v1D7Hp2pXUSPNcQ+LGMSL13+Vhf1xWZ4PuILn4w6LJLfPJJGrxCLgqhEXGCODkk9OmMZrXt0GrfEmDQ/NMkCeILq/l2jJ+RV259s5FAHf+HfDdhpXhSDQb68VNY1CNp5JC4EzSNyzKevB/lWl4B1q51jwsst+czW0sls8x4Euw43fjXK/Eq11rT7o+J47eG4i02MvayQJiWHIIZXBPzKc5yOmOlclrN1e2Xh7TNA06MzRRaU2pXSrN5aO7HOXYEHHPQdaAO3axufDusXdz4V13Svsl05lm028lwiuTyyMPu57irOmeEZPENzf33iWLTpILmLyooLJy6KSctJuxwxwvI9K8n1HxvoUVno0Nt4Yis1uYM30T2IZuCMOhYfNkA9+9drovie109bXWtL0q70m0uS8c1jOGETr5bPHKn8I+5g49aAJ/EWm6h4Lsf7Gg1a4n0fWY2sklvJNzWkxU7cN/dbp7Yrk/FHiTRp/AmieD4VWHXbaWFWIXaluy9WL9Md/eun8X6udc03wKNcthHDeS/bryJEZ1ComcYAz/EK6LStX+GW9oLQaPA5OSk0Cxk8f7YFAHE6J4q0G00jxbp13cGa4v55PL8uNn8/5MA8Dpmn6Ra6k/h7wUP+EVvWj02UG7d7UNvQg5wvU9a9hsJ9HuVWXT5LKRQPlaAqcD2xVfxV4gtvDHhq91a5dVWCMlAf4m/hA+poA+bvjZq1rdeIobCw0pLKCBFeRjb+W7SMOh+gry54ykhTIYg4+U5BrR1HVNT1mW7u7qSSRJZzPLgfKrt39vQVStln85Gt1YyZwuwZOfpQBbstR/s+xnFu7ief91IpUFDHwfzyK9f+BmnRa3Y+KxMsaSXMAhMu3AUMD+QryJbS7SwvI5ZI4VTbIYpAA7/7pxnvXoHwN8WWPh7xNcWOpyiO11FBEGb7ofPGfr0oA9e8PfDpbTQba30bxff28Cj98LOUPGzjglc/d+lcP4u8J2OlaZrHiCbe0NkhWzlF2XmuLh22+a5H3dpBAHsa9rsPDen6Zqcl9pwNsk0e17eE4iY5zv29AfcV4L8YdYtdM0RPCsN7HeXj3b3Vy8fSNNzlEJ9fm6e1AHmeleJPs9/A+r2o1WyiQp9mlcqMHvkd/evYfDWqx/8ACT+GtT0bw8YrL7BcLFZ2kyuzMGBYnnr0614F5b+X5m07M43Y4z6V7Z8HNN1+S0tNW0qHTrmKzadfJkuSkhZ8D5hg4GF4oA6/wnrk9h468UXMnh7V3kvJondUiDmBSv3WArm9bk87Wtd/0a7jkudcspNs0JGEGOvoc13WlyeLNH17WNYvPCbyG/MYEVndRvgqMZO4g1jarDqWp6prkd1ouvWMeovaywzwWwmMTREk5wcdcUAYNqumW/xLt4IxPHpTaozIGxvacPj1+4HPcZ5HateXU7GL4YeMdNkvIIr5rq8YW7SAvjzPSo7ue0h1CDV7qa1TUIJt6/bdMuYdzjjcyrld2O4FPWXw3H4L8Tw3d9oVzqs4uLpHjALqXyQuWUHIPFAG143u7eT4IyRx3ETyC0g+UOCeq9ql+KDqfhTbKR8zSWgGBnBytY/ibwl4Yn+GEuoWtjaJqSWcTlo5CCMFcggHFL448Dadb/D37fYzXscwEDuGvJGXaSuQFJI78UAbnxWjl/4VreGQxmL/AEbYAOQd4z/SvN/jbLIni/THit5ZFh0xZJWRQcAMcHnoARXZfELwydI+HFzJHq+qXKGSAmK5mEij5l/2c/rXGfGC1a2v4BfapKcWChJCADNlidjqnVeOD2NAHk8L/wBrzRw3LP5oAAdcD92o+6Bxk0afdR6XcNL5W+UxyR/vFDBSeAQPWp1uUn1JLm8ijhKBFigMBMezHBbHJAHPcmiwNhDfyXVxNFISjtHGsbAB+dvGOOxoAhtre0l2w3b3EAhQlhkFmYngKprtfBUf2XRvHYjSWLbpBKB+GAJHXFc5pniO9kVhcXNrJMhXyxcwLlhn5h5mMjj1rpvAslnceHPHUyRtADpTbowd3JbOR7dBQBzXw2O34jaC2cAXiEn0Gea+u4fE2nzaddaiWeOxgcoJ3XCy47p6jPHvXx54Fa2XxvpBvAWtvtA8xQSCV7jjk/Tv0r680uzn1ORL/UbX7PBHj7HZE/6sDozgcbj6dvrQBHDp91r95DqOphorKM7rexPc9nk9T6L2rpMY4FIzrGjMzBVUZJJwAK5VNcuNRtdR1eJxBpVrFILdj/y8MAcufRc9PWgCuuh+HfFfiebVnmku7rTJvIaPOIlYDOCvRuvWujg0/TNE02WO2tYbe1BaV0RQASeSTXI+ELrTfDHgm1kjBurm6Q3c5tzvLuxyzFugA6ZJAGK5XXPEWs+MZrDRjLFb6Tql8tu5igk5jALEeacKSduPlyOetAF/xN8U30vEPh+zF1Nc37WyySMSgwqYYY6DLjj2rsbX/hMLeIQzNp94Whdhc8x7ZP4VK+nvXNeK/DPh/Sbr7TqGqxabpEuxjDGdsgkQAfJjOQVVcjH8INbul/Ejwnflrew1NpxBCZZG8p8IijksSKAPPfh3oni/UfEOqSanr81i0FwRdQIQZJDnI68hMdK9d1ZryZotOtFdTcA+bc44iQdf+BHoK82ufGGnWvxKste05bu503UrIwyG3t2HmOpyp+YDOB6V2CfEjQP3xmN7AsX3nks5Av54xQB01jZW+nWcVpaxiOGMYVR/nrXm/jeSRfifoqxEhzpdyEYLnYSR834dfwrqoviF4Tl8v/id20Zk4VZW2E/g2K5bxTDa678QdClsru2uUlsLmI7JMgDjn5euQSKAPI9TntHiubAx5aSItI4jMy7mbOUI4DnuelM0vw0mneJLf7bdTWNvbp5oLuHWMY5wp681qvbTaFqCrEbePTWk2x3C+ZGJGPHlup7HnoMZqpPHpNtoqW2s3cAja8F1F9kYyOqn+EBl3E59TigDZsLr+23Eul2O5J59kzSSeVG8a5DDJ7nrx7V0sOl+H9Vkh07RoLi51GyuTNcCIBtkjE8tKeAAQOnpVTwxoOs+NYprWbT5dH8MNKswViyyXGD1X+7nr0xXsWj6Lp+hadFY6dbJBBEu0ADk+5Pc0AeJeOvDkOk6zHfzvHYPDpBZ3TMm4rujwpPJI3x1Z8L/AA6+22kGq22sabqWpzRr5k10TJ9nbrtRF49Otb3xpXTWi8PJfJNK0t40It4m2mZGAyue3zBK5eS8v/Dtv4f1K28KW0kFvLHFHqNpc7w6k7CrhcZPue4oA6S48B+KZLG6EWqWlhNMdhnRi0jL3O4j5F/2Vq0nh2DwVY6FoOi3MqXGq3yi61AY8yRVBZvm98YFZ3jGyTS/FenW6aDq2sWmoRs/2dL2QJG+eRjOOnYmtWy8PS3+h3drBZ6noc1nMt3YG8uEkWFwDwuCcJ6g+tAGf4/8SanLrMvh8Wzx28QJLRtuNzG8MgAK+u5elZPhPRZ/CXxOk1zW4PItdW321pK38EmQQG9NwBxW9pXxP8O6x42sdInhtXvUjVTe43A3HTZGwHI5bnpXfeJNCtfEmhXWl3fypOhCyADdG3ZhnoaANUHIyKWuY8DasL/QfsUoZb3THNnco5yQ6cZ/EYNdPQB8+ftHCI6nofnb8eRNt2YzuyMfhmvGGguJAIb8zQ7Yz9njCHDsMDGO3ua9j/aTGdS0AZx+7l5/Fa8VmDJblxdI7pKUGHJYj+8PagC7a6VcS28csEELTLLuIMoyNv8ACy9uR+taGvrFZ38lkltCLmOSMCIRcNgZJJz3J6elYk9i8FvHeM6MjSBcJJ8zcA5Hf159RWhd3EkV1a3QhhnI52M+8sQuOcYOKAF0u3l1LXrW5eK3DSXaqtt91T3wF6gcV9q2Of7PtsoEPlL8g6LwOK+O/Ck72fiDSSI7O7dr1CkPmDcDnOc9h25NfZSFmRSy7WIBK9cH0oAfRRRQAUUUUAFebfHT/kmN3/13h/8AQxXpNea/HU4+F94T2nh/9DFAHe6SAuj2Qyx/cJy3U8DrVHxQ+qLpDDSfO+0MwBaFFZlXvgMQKXwnqMGq+E9KvbYFYZbWMqpOSOBxn2raoA8D8Taf4gi8RWNzfWKXF7cgRxj90HBH8bgMQVx1yK7fQF8nxDMk981tY6WYraC3hm/dyzyDLdeSORge9cfqlhqV98ajp0FqjidUurkXLkrHGP4cgnK98DGTVvXm/sLxuftHliFNZgvcMcfu3QxhgO+1sUAc3eWi+OfihZxW7SWVumozW7RxMQzrF8zyFvUnge1fQUum2c7o81ukjInlqW5+XIOPzUH8K8bETeGRoXjVmkuLe2u7m21KOEZxukkUSYHUjIH5V7TZ3UV9ZxXUO/y5VDLvUqcH1B5FAGXceEtCuYJYn0y3CypsYquDjduwPTnmuM8d+ELHStGudU0vT53fI8+OFuEj27WZV+npXp1NdFkRkYZVgQR6igD51/Z9gth4u1KWJfMLWW7cOkOX+79cV9GV4D4A0abwz8cNRsnkSG3fzUiiDgFwQXU7R1HXn2r36gAooooAiRJFklZpd6MRsXbjb+PepaKKACiiigArzD49RvJ8Mp9oztuYifpmvT68w+PKh/hu6nODdwjjr1oA+V7e4ms5WaIgOVZDkA8EYNAEK2pJBaVj8uD90D1+tSXNhJbXKxSDYHJ2hiNwGe4B4NT2doXu5bHYJppVCx+UwbLZBwDnHtQBRcb08wKFAAGAPbrT5fLW1RV2l97ZYZyR2qSS0uWuIIPLG+TiONSD3IwfQ59as6gkY0yzYJsl3SLJznJB60AUktZZLdp127F6/MM12fg7WbEX2gw+IUiutKgumTymHKbhwT6qDziuG3Hbt3HGc4zxXa6H4S8Q+L9CsbTS9JnkSCZ2a5KBUUNjox69M0AfQnjbTb+W50mDTr0WunXDLbQiF/KWF253cfeyoIA9cVUvvDHiq58RXKzlrzRbvfazxSXIwYWwFZV7MuCTnqTWj4Wna08Py6L4lhSW/wBARZdxG4SRqCY5V/AY+orOufiJqA0iSOFbeTVMpLJ5SMUtLdiBubP32XIyFoA7OTSdNtfDEOjajP5tmFSANM2CxyNoyO/ArP1vxdDpFmDYRLdIkZIkVwy4QgOvHOQOaxf+EX8RajrJj1HUJ7jTpQzG5EiqAMAx7Y8fKwOTmug0DwXovhmBWjUy3GGElzO5LOW+8SPujPfAoA5mx0PXvEZe41HUXWx86SWPcu7Ix8jIp4KlW/MVneD/ALTF490q0CyeTZ6fc2yyTxGNpIVdCjYPucfhXb6j410XTd8Fs/2yaJctDaAMIx/tN91B9SKwdK1K51b4mWF45sxC+lzBEguBKVHmJ94jjP04oAf8Sbj7LJpk0mrmC3jLvNZLOYWuFGOVb1Hp3zWJZeK/EV9r1npunLPZQTxSi3S6tiVwoBQtIfvFu/pmtf4hfE3TfBGo29nqOi3F350RkilVUKE5wRyfpXPv8WfEN3cKumeCm+WNHRbiQqxV84YELgLx60AdHp/irUtd8N+Ib+6s1t7O1heBExuZ5VUhzx/DnpXOeHLTVNMk8LWUyTXWmLayajEX5ZJBGf3R9snIqhp3j7xs089hpng60tIrc77qLLSMu45LbRgn8M0upfEfx/DeWtrY2ejzLeKPs8kYYZy20AqxBByMYIoA7P4aa7eap/aFtMlt5MWyVPs0PlpEz7i0R9WXAyfeua8Uw6NN4kvUuPEGm27LOS6y5Z0PB2kbcenfpWRb+NfiRFrVtps40pHvGVEkgg3oJWHAdlbAI79/TNadje6ve3d1av8AZINU1DWZUkeEZQLbxKG5YdGIX3wTQBFpOoaBoN9Hc2vi+LcjH9ylqzpt6sFGO/rXrcOo2es+Hzf2UqzWs8DMjgcMMGvI9K8Va5rcEOtFbe2tzqA0s2UUasrAqQzg43ZzyK1/h14qmbRNQ8PXdh5LaZZvNHKrZ82MlgCR2JoA5zw3fX01tZjTGt557K2aCKARmV4gzsWkEf8AF2H4murg8c6xo19bQa1YmKP7PGrqIdi+YdzM5boAAANvqa5vwsuo6b4efxRp1vZrHLAsUc01w87QZYljtUHaDxx2Nb2peKfEcK2dg62OoP5cYnkij3IZZW/dZU88KCxwO3agDqNE8eWOoXFhp92rQ6ncRbnjVSY43C7ihfpkA8im/wDCKeH77VDqz6ldXIim8/ymvN0KMOh29sVky23hHxT4hv4NL1dF1hLaWGUQsSqb8B3A6bscZHrWP4p8L3+nXcGn6NZxWulXssFrLLbhFMinl9/OSTg9BQB64rK6hlIKkZBHevM/ii2qeJbSfwloLxC48oT3TyPtG3Pyxg/3mP6Cu91C8ttB0Ka6fCQWkOQPoMAfyFeczeC9W1HRbW/kEb3lxIdQuGJIcSn/AFa/7qA5x3xjFAHg2t/DDxfoFqbm90eXyAMtJF84X646VyFfW+m/FO2RPsviOxmtLlnCIqQu4dCQAzDb8uScc8ZzjNYvj/4N6FrsZ1LRrm20q7yEKkhYXYnocdGOQOKAPn+7hiHheyeO9Ls0jM9u5A24+XIH4fyrM2LLaBhKgMfBViATk9vWtbX/AA/q2gapHpGtL5AhcorgblAJySMdeufWsW4hNtdPEwOUbHzKQT+B5oAvPCJbiOJ71C0abYyPmGRyBke5619oeEJXm8I6W0s0c0n2dVaSNtykgYPNfHUkMeoXUU9sYp5JEXzIooHHlNjHAHUDAJPrX134At/s3gTSIyysfIB3LGUDZJ52kAigDpa5r4gnHw/1w4B/0R+DXS1zPxC/5J9rv/Xo1AHxNRRRQB6n8AZkj+JSIygtJayKp9Dwf5A0VF8BWdfifbBQCGt5Q2R0G2igD6xr42+Ksmz4oay6TtMyXH3nXoR/Dj0HSvsmvjL4qSyS/EvXDLCsTC4K4XoQOM/j1oAyNNv7a2kkErz+RPHiULGAN/tg9B/kVv2z2kV/Bb6d9puoXgPmJDbFVuCpyN25uw6kYrnbSa4WWzRY3huHnWSKRhhNp4zt6H61r3FlfWupok5nv7dmZMKHhiSQk4GegGcHFAHYfCm6TV/iBpMiMpliErG0ZF2Qg5LMmSMEkjgZOAa6XR7qz8PfF3UtZ1ZnttOa9uLSGYqNgmZkOGI6cc5OK5/4RzT33xbiluoI0aC2liUuTnAGBj1IBx9K3LyMsyRSHzo28bsGLL1GBxg0Aeh/EvVILr4caj/Z93bzm48uJfLkV9+5wMD61TfwxrSz2+vWkELapZJ9nSzlIWKa2Kj5AQOG9yOtUPHWkaVpOsaPdW/h0wQwXcc1zfwQjy1jGchtvPBwelegXV3eahYQy6DPaOk4JFyx3qoxwQB1oA4ubVbkaums3HgXVBdRWxtgrTQeUFJB7t6jr6VzvxFkvItN0u3vTa6fJqMgtbSyhYeXaRtjzHYjG5tpK8DA3GvU30NZLK5F1O1xcTwhJHkG5eP7qdB9BXnPxAgtrjxf4XmvII4tKgjlMd1HP5Uu9UJC56KAQO/WgC34002ceL/CVvptxfwrbWswaW2GfLQKADyCMkjHNMktbye3fUT43066iGSY9U02MBQOD12tx0zXOXd1oUeuHWdSfUpLKaFYVli1N5Z4juPzYXnaRjoT0p/iCbw3ZWbi08c6oVubZjb20qecM9QuWUlTn8aAJbzw/dW91bNNpnhOaWZGlWS2lmtGlHqCPlrz74j+JtXFlB4YnuHFrGRM0DTLPtGBtHmDlh1PPTivW9BvvE9rpOns/iXQLqN4EzbaiojlQEdCQQT+Ir598aNf23jHV47+MRyvOTJGDlSOq4Pp0xQBjRy3cVpLbCZ4recB3QkhZNucfXvim2UoiuRkoocbC7qTsB/iGOcirTag95bWkN5Jvt7IYSHJ3MpbLAHtUVtp0uoO/wBjCff2rG8qhuckdcZ4FAEztb2rC2W68yKRMzSwA5buFw2OhxWZnB4NXpNOvoZYYprZgZiFjLEYbB6Bulal3oUskLtDpv2aSKESEfakYMucFsE5z7CgBsPjnxTb2YtIvEGopAF2hBcNgD061gs7SOzuxZmOSSckmmqAWAJwPWtjw34Z1TxVq0enaVbtLK5+Z8HZGPVj2FAFzV720/4R2ztLKzeOByHM7xFDJIvDc7iD1HQCvS/2ctXt4Nb1PSpI0E9xEJY5P4iF6r9OQa8r19tQsJpdC1OCEXNjKYy4XDDAxjI6jgUeFJoI/EtgtxdXNpbSSeVPNbOVfa3BwR+FAH21dahZWKF7u7ggUDJMsgUY/GsO8+IHhSxk8uXXLRn/ALsLGU/kma84t/Dvh2CRDpfiTR522lYk1e1VmJ92O0/nXWWI8T2ixmy0fwzeRCPAa0kMWP5jFAF4fEbS7jAs9M1q9J5Ah0+QceuWAGKrXup6nqaSJB8PzOrNhjfyQoG9Dj5iasnxVr9qcXPgq92jjdbXEcmT9OOKc/xE062cpfaZrFmRxmSyZhn0BXNAHOx+BdTvEkDeGvCmmqRtUeW87e542j8Knb4SRX0YTU9dv/J2BTb2cjRRHHPRmaumg8f+FJwCuuWqZOMSkxnP0YCte31jTLs4ttRtJiO0c6t/I0AcpL8OpioSDxZrgi2hTFPIk6HHTh1Iryv4xM+k3MVlrOvXF/czWn7pUs4lxhs/MeoBx2r6Nr5s/aCkuovGlq9uJNv9nbZGAyApcg59KAPLoNSFwkazSmCaNSnnLHuLIQB2xjao4qWKOEMkk0z3VtHMQdrIHZAMAYJJXp6kU+xuZLnUbS4SWeFgFWW58vICqo4wMZ6eucGqwhuxqUwKyQIsjFxGjfKT0HHIzjigB+nXkTyrGz28EFuXmRpIQWJ7KSMFv88V1nw8wfD3jtPNR0OlMd7ZAPzDn1rira43W15bzTmKOVlZgVyxIPH+ciuz+HTRL4Q8dEgmb+yzjP3du7n8c4oAxPhmu74k6ACM/wCmIf1r7QMiDdl1G0ZbnoPeviv4eXFxa+PNJltLf7RdCUiGPOAXKkLn2BOT7V7jNpHiC31HVluleSe9ZEdvM2m7VVB45+SMEtuPHygCgDV8Q+J38TX8emacJZNMLNvWM7WvCp55P3YR3bv0FTRzwXunXNsxl+wSsIZZYB812QMbIV6BFHVh1rPsYbRLJndi2nSERzzRk79QlHAhiA6RDpx1rroLSTSdNutf1KJUuIrUiO1i+5boBwi+/qaAPINC1u0g8JwaNHcxH7Pq86rBIWdFiGTvlRfmKrjp0J6113g+w1Pxrc2mpX+trNa6bcbzBFChgkcfcMZxlVCnoec1xlro9po2qLcxi2e8eCWe/aWUru89T+7Dfw7VPU9SRXoPwo1wtYWejObK4ke2a4F1aDaDGrBArjH3uetAHU+IfC32+eXU9OW3GsNCLeOa8UyxxIT8xVDxnH51zc3g/wAQr4Tv7O41mK+uprmM4tbaOILECN0YHT359K7281S20vTZb/U5Y7SCLJd3bgDPH5+leWXNzaPfLNpE3ilZdUui6RR3SRI7HknBJIGPbpQBoaJ4ct7nxrd6NrN1calBpVur21veBCmJOrbVUDjoPSuqk+HnhSSMRjRbeNQc4hzHz/wEis/w6i3nxE8QX6rkW8EFkzlskuBkium1vUJdL0e5vYLWS6liTKQxjJY0AcJ4k8K6LBdxafYPqr6ldkbbeC9YhUHBZi+4Kg+nJq3Y6JoXhDxFBbtdyu8llLIVnSI/KpAPzBQxJzjGecUeFfEGnQf23fX8d2lzABLe31zDsU56RpyTgDGB7+9Yeu2Vl4t+J/hr+0rORrO60uZvstwuCvPB46HmgDkj4X1jxX4mu72zitNJ0+f5Uu7ic+dFHnoikgjI46Y4r1Hw/wCBPBPh5Ld4YLOe8iAP2q4kDyM3rknj8KwNG8K+Grrxz4h0I+H7JrfT4IDCCvJLLk5PXPvUV94P8N/8LR0zQ/7EtEs5dOlmkRVxlgcA5oA9TGoWIGBeW/8A38X/ABpG1OwQAte24ydo/eDrXmXibwF4W0S78PQ2mjwhLzVI4pg+XLLg5HJ6VX8Y/Dzwzpur+GzaafFCl3qqQzxbmIkUhuMZwBxQA/4uz202qeGpkMFwYpJygMg2K+0bWYjoBgt/wGp/DFoPFPwx8OSWMtuP7OuFeeOfIjlZCQ2SOevINZfj34beHNL8Lancxada2TL5a2tx9ocsGZwCSCcdDXI+DIbqz8Pah4Ru720uLfUizWEltd8faEwdjex44PBoA9ws1vJPEC+d4osrmPLSLYLBHvAPTDZzx64ropIYGEjSRp867XJHVfQ+1fP9r4T8XanJaWA8MWOlszgTX0dsInhHdlcMSSfpXrOp38OkWlr4Wsxd32oXEBRB5m51To0js2eme9AHkPxAtfCek+I9GvfCH2GO7geS6uHtwZEXZgKCqnAywxgetZ+r+PvE+t/Z4JrwwxzwNqEsSoAIVRiUAPXkoOv96ugv/h7L4e8b2+maZaabPbahZqkMl+CMvHywBXGHPDZ9q5S+/sLwt4nvn8VW1prUkhWGSGzuXRrdl6jaQOOB37UAe2/DHS7q20K41jUgU1DWZzeTIf4A33V/LFdxuHqK+VLDxN4BkjupdSstcMjXDmJYbtwojJ+Ufe6gYrTg1X4Z3fiOzi+1apbaYbZvOM1xKGEu7jJBPagDY/aMtzPf6JIciGOGQyOBnaCygcfWvDjeeYIAbS3IgTaflI3jJ5bB5PP6CvXPi3o+laA+m3GiWcEtpcWTPvnlaTcCVwyhjyea8khtHa3iuVMDEuVWEnLPj279cUAOCJH9qQRRXC7FYSJuIjGR05Hrjmr+uymS4j1GEpC7hVKROWx8oOSx69cEfzrHVDJdiJyId7hWyMBOe/0rU8QRQW99bQwmKREtowfL/ibbyTxzzQA2zv7uPWLGa3WO1u1kRlmxtO7P3jngfyr7dsPM/s6281xJJ5S73ByGOBk5718Prd3Gr6taxtHAjtMiqEiCgHIHYV9w2UbQ2FvE+NyRKpx0yAKALFFFFABRRRQAV5p8dufhjdL3aeED/vsV6XXnfxutpLj4X6iYwD5TxSN9A4zQB1PhKB7bwhpMMkEcDpaxho4yCoO0dMcVt1zGi+IrOD4eafrt2Ps9qLKOR1HzY4HA9ea84134g6hr0UyxGbS7QA/umOx2HYuRyAfTK/jQBq/EdtLsfFWk+ILO9VtZspF8y2SYkyQg/MCq9/rXX674a03xtptrexv5Vx5e62uvLBKqw5BU9Qe4NeReDtEvfFWvC2sNT+y2NmVluZbJmRiT/DkAAnvzmvctW1aw8L6E97qNwUtrdACzHLOegA9SaAM/w94TXQbWWxN415Yy5d4blA37wkZIP93joc/WukAAGBXktv8AEzxpeXE72XgG6mtGbdbs7+WxTsTnuetWR44+Ity6xW3w/wDJc/xz3A2j8jQB6lUEt1bwSRRzTxxySnbGrOAXPoB3rl9YudS0n4e3t1rGosuoCMsJbNAhRyfkVR35wOetedRfCjxrruoWuv6v4tEeoIVkhxGW8r9QAfwoA3vFumfYvjZ4S1iJFAut9vIRwSQDjP4E16tXlOn6Vql58U7C11TWF1Q6LbG4eQ2qxkM/yqMjqep/CvVqAGJIr7tpztOD9afRRQAUUUUAFFFFABXlvx9ZR8NnVu91F/OvUq8q+P8AIY/h18rEE3ceMexoA+X4TZqzC5SZuGwY3A5x8vUdM9as2iea6zTW5MMSiRmjYISoIB69ev15qsWSKRy+y4MiH5sn5WPf6ipNOls4J2kv7driIIdke4qGbPcgg4oAW9sXivpEg/eREGWN1BAZPUZx9PwrQt9E1XV7PSrWxtXuJLhn8lI1OT8xBJPTGQaziz6hKI4LY7wWbEeWwnXAHoBk19F/s72FsvhO9vRGDcNdGPzD1CgDAHp1NADPAnwG07TI0vvFGy9u+GW2Unyo/Zv7x/SvRfFV9P4Y8F3d3o1vAr2kQaOIpiNQDzwO2PSo9f1DRtS1JfCmovcrNdKsipCzKZFzzypyB65xXL6JYTm11bwlDY3EulNeypLdTuyLFCQvCE8seuO1AFSTxHf6gYtZudEnS7skbznihb7PfWhIDgbhuBGdwDD+E+tdZommaFpOq2bQXd1cS3tqwshM5dEhG0lU4wByvucVm3niSa2tY2tJbee2WJkjgkDBJoVIQvuxncpByOmOaxfBq3fiPSItOJfRtW0WczWT7A4NvJu28N1XHH/ARQBr67411a38MXc9rarFe2mo/Yrlo083ylzw6qSN2fl4J71q22l6h4l+HxsvEsStezxNkAbDnnYSAcA9M44qpL4Y03w9p+q3+tajqGopqBjW73n5S24AEKuAOcfgK0H8aaXb38NhbnfDHhJZ3JCpjgKvGXb2FAHAv4qt9N8LLpdp4dhF5YJGZFkYRRmUEjcQPvD5SefUVU+Ft5bT/EJ4LYSSGKznaW6IGyaRnjLbMdQDx+FP8Wabp9n4n1mO7083Fu8J1FBHb7mfKkEM5PyhSAcY71X+FGh3nh/4gx2ly8ixS6S1zb27tuMSM69SOMnGeKANr42afp7z+HdT1lyNKtp3WdQCS2QCFwOudpFcQmmW19MdFuLu90bzreO8iR0FwJFBYqQMkoqqRkDj2r0f42tDH4Y0+Wa2a4WO9DLGoBJYI5XrxjIGfYV5X4butZuvGWkJqdwdOaMvaLqETr5Ii25EQ6qTn19aAJ7i1lF3banpGv6jdyCRRc3dtbIis4GCkbEozDHYDFVNSk8K2rb7Oa53x3DPc3k8Klju5UBGyeCTyMCvYJNFtLrUrHStQ8VkzRndDBBbRwFwf7rKv54NcT8Q9Q0Xwrr8emW17qpvHi3ygzMyZwfLJzxgHk8dKAMzSdRi0GCHxTdaHZs76gFsZRK0SmJYsMyjADdOuOpNc9418TahDqdwvh++jOntqFxNFNauC7NKo3A45AwcfnXYePNd1fw9qg8SaZLpF/pc1qlvChdXCDjcVXsdxOSO2Ku/CqzuPEWmXX2bU5bWNBbOZIbdcFgmGUFgRkYAJFAHPeCdR8Jr4WV9d1u40/XraZ3hcSSA5GdrFCCuccdOlbPgXzLbTvEOpreQ3XmaKGZidxViWwD6cc4/SvRrj4f219fxTXes384iDbot6puyOp2gGuQksrXQ/wDhPl06OQ2sFrDAAz5IcjoM/WgC94auPF2leHbVdK0zTL+MpHM53rGShUfL8gA3dTk54Hery+M9OjvrVvEHhyW0u8LLJcxxeYkb7eMsBu4VupGBkisK08O+JNHsrmeOVbbUdSFvZWktsgYbDy7yYUAEevXiuoj8daVpqNYamzzRwMtr9pRC/mlcK7sOyhiBnnnNAFU+BNB1yO1bT9QhFr9pa5YQxIsjxEkGPeoDbc55Oa7jTNNtNLsYdOtizRQD5FkkLso7cnJrg7r4e6Nqlo6aXqjzzRh1VWuSQhzhR8pyAhL4Hr1rUstQ1fRre61DUrONbOKWRJJJXxIkCDCEYB37jz+NAE3iUHX/ABHpvh6P5reFxe3/AKbFPyIfqa1vEWq3Om20IsDZteyOBHb3MnliYDqqns2OlVvB9lOLCXVr9MahqT+dJ6on8CfgKwta1Oa+1qWyktVvLX7s2lXcYSUqP+WsDdG+mc/SgDSVdH8YWV7bvbGx1V1CTxSqFmjZeVP+0ATkHkVxD2F78OoRPfW0N1YSMs06NnyVlyMuvBIIGAqgc4Yk1ueXZzxRtEt1ewQkmM7jHf2GR0GeXUemfzrrf7DbU9IjtNYuWujHIJIp0BicY+6Tj+LBINAHzF8V9atdY+IFxMJCbQIrJsiAcHYODnGea88dmkcs5ySeSa7z4r3jxePNZ06EIlqk+Qir3xyc9a42QQyxfJO6rFGMJKclmPXbjoKANPQIrkzSraytEkZDy3aBmCL6FOjZJ6Yr7C8FxiLwZpCCSSQLbKN8gwx98ZNfIFujxx2u+9gs45I1Vgm4mVdxPzY75A4+lfZHhsIvhrTRG6sn2dCpTOCMcYzzQBq1zPxC/wCSfa7/ANejV01cz8Qv+Sfa7/16NQB8TUUUUAem/AYyD4oWuzdtMEu/Hpt7/jiirX7PsYf4jsxJBSzkI9+QP60UAfVFfG/xZlaf4j6w8lwZJFuGTaVxsVThRnvxX2RXxt8UbeI+O9Yu4Z2lEl24YGIrtP1PWgDl4bqfZCjTyjY2EVRk4PBx/hW9BcPb3VzBo9/dzPJESyTRfMu0EsPY8Yz6GqMlzqD2g1F7iPeoWKM4Ctgjoq45+tXYymp6oJbq5uba5TAMW3DkFckl8Acn19aAO5+Ejyt8WbVFmW4QW0krmIhkQsozj0HAFdHriBfCviLV4pgr6V4oN2gf5d5XaCv15rifhlp2pJ4/tdOt7w6bqOyZZSsG5kXaGBbsc/piu98ZfDm48P8AhPVLt9evb2wlukur61IVA4z87A/3umKAOw8L/EPS/EiQRWjPdi5/10MrL5kGexU/eX3pkng/UtCu5dQ8EX6LBK7GfTZ3JhY/7B/gNeNafY6LrVxb2eh6zI00Y/0V5MQTwjrtzwGx9a1NJ+JXjDwLe3EWu2s2oWIyqu8W0lh0+btQB6ZeeE9dutCubzxH4hvHaOJn+xWUnlx4A4UsPmY+prz7wPr+ly+Vd3ukT/2apLG2ihkuld8cMNxO0gk16Zb/ABa8G3eg295datBbm5j+a3c5dD3BFeR6HqXhebWl0Cyg1LUJJJXNtd6XI1u+0sWKsp4OPUdqAPWYfiL4Xddlro+oybVyFj00jHt0rM1Hxomop5EfgohDz5movHAoHrzzxWJcaLNEA80fjKayJPyS3KQBcHuSQSKr3zaJo8zNcaPp0V3HF9oBv7l7mR488leqsRjpmgDn7vTbaPSLhLc6fdv9oE73kIMn2Lc2MGRv9Z16VxvxDlg1bxoINNJmWKOO0WYjHnsowXz9ePwr0K7Nvp+iXGvpb38mnG1kngS5iWKB7iQ/KURfQc85xXkGtl0+xKNRju4/IBUoMFCTkqffJoA97+DXgTw7deE5bvUNPiutR8+S3uPOG4IVOMAf1rl7r4caXaeLNW0aVXhKndY7Ex9pU/O0Yc8BwCAMelHwz8da1Y+E7uG6Ei6TbzRqL+GMM1uxOcOO6nBBPbNe3wvpfjXRBFOAx2pLvibmNiMqyOO/uKAPC77wCZtP8ldfuRZGZZGWSINiNuFkGOmCMN6GsDUfhj9g0i5vJNVZpoom/d+UeZF/gJzxkcg969Y8SeHfCfhAw/a/FOrafLIj7AZPN3q33hgjuax/D3g7SvEmo2kN74gfU7SWN2QpOFM0ajCq6DkMvrigDy/4baRY63qtxa3cens6xiVTfSMiEA8jIPWvcvDuov4ST7HZ+FtM8pzl30u+R2Y+uCcniut074d+E9LjVbbQ7TKoELum4kY757025+Hng+cq8uiWqMpyGTKEE+4IoA+ffjRpz3GuR+I4tKvbGK8GyYXEWB5i9CCDg5GPyrzmz82xltdS2KyRzqwBb7xUg4r6s8X+AvD1/wCGb2whvBau0W6FZLolFdfunDE/Svl2+in0v7Roz/Zbg+aGEsDB+emAw/lQB9G6vrFx428J2V74QtreeR428+NFTzYpMcKQw6ZzmsG00e8i02Aa5a3VnqLZSQR6cfLwOhDoc/jWX4O+GeuaRpNvr9zZ7YljL3Folw6zSoe4A4BA7GtXVfGFhp+qaZDoHi/UYIrtgZTd/vEjBIHRgOgz37UATvfvpelTXK+JrrdH+8aO2nkVyBkfdkGPTiu1uLfxLpmiDUY/FltNbRx+c731ou0qRxyvNc3B4p8Q3/iu60S2bQdahgthcLcyqEEoPG3jIDdakl+Jdxc+GrVtU8ISNp+pS/YUWCZXDNkqVx1HQ4+lACWXirU9Y1eTSm8O6Pe3EcHmqJEMDSp0LLuzxVCK78M3uoiKbwGpvACrCwuEdiR6KpBI96u6Xr3gWwvtVvJxqljfrD9juJL9HJgXGAoPQVT0DQ/Dt3r+i3qeK9NaDSxm3igQRSyk9DI3UmgCtLd+E7TWTZR33ifQH2CUyu0mxWzjBBzx71xnxA1i/vbj+ydJ8QS65YzWitLLMqhwQ+dpPHpmvb5miufighEkc1s2kOWUYZSRIuOK8Q+KatbeJ7SS5hWOGWzPmL5O0Z3SKjEAfexigDiYr/UNQs2t5bhPNkdfLBT5xtTHGBkZAA96rLBOunLKk8kcjSAOjH53YE/dA5IA9e9aE94ttfrMivFdSQJ5IQ/6obMDOOh7/jUbRSW97AUvvMkhUMGZgFbI52MOvfmgCjKDJZfZVYhklZhvj2l8/qTntXc/D+ylPhzxlp1pZXN9fXNmIIzbx7gCecN6c1zS67dRTvH9sMDb3kluECyiR8fKAccccZr0v9n/AFewsJ9flvr6OASeWwadwpY5OaAOQ8KeF/EXhLxbpus3nh2/ngtmEjKkfIJU4H4GvTrzxhZ3krQahLdSPIDJfyRWz/dXpax8dMjk/X1rvbv4leFbVRs1MXTk42WiNK35KKqxeO1u0LaT4W1i7jY7g4tvKVvU5bFAGP4d8V+GXZNW1bUIYLpAY7e2aJlS0T+6oxyfU1oweMtI8U/2hbS6rZ22mSobeEPIFlkbu2D0HpWfq3i/V4EMk/h7SNPQ5K/2ndoHPP8AdXJzXKfafFni6Ypoel6I7ZxLc/2fiNPo7gbj9KAOT8S6XqU+meKo0eS6NtdRCPZgkwd3yP4fkFdPoUeqeBvCnh3xsLfzbYWn2a/tVTBSFnLCQe+cZ/CtfVfBPirw94e+0QanHeW64fULG1tljeWPOWRG6kdeDXo+kXuieM/CaNbRpNptxF5TwMMbMDBQjsRQBjWVzpXj7wNdrYXFvqSzs0ixXY4jbdlVZeoA6Vl+F/Av/CP6m2sXuk6baLaxMytHPJKwOOo3HCjrXC658Lta8Baq+teHdYmg0QMHumRwskMYYZ4PDYHStbXJrtNLvft954suoVTdAGhUw3APQkr/AA+oOKAO5+FdoI/B4vyMy6jcS3TtzzuY46+1a+t6rNLdDRNKkxqEq5kl25W2j7s3v6D1rg9P8R+KV061bQdQ0LV4lgyNNhjMEpC8EKD6VqeHfEMWp27aTqOiXmhPeK4d7h8PO3dUbqTz37dKAHmPT2CnbI2iaXINnc6hd5xk/wB4A/qfao797h/jH4X+0xLHKdLmLhDkBiRkD6V0ui6U0s0N3Na/ZbW1BSxsyMeWOhdv9o/p+NYutSEfGbw5HtXH9n3BzjnqP8KAG+Gv+SxeMf8Ar3tf/QaS/wD+S7aR/wBgmb/0Kl8OLj4w+MDkHNva9P8Adovmx8dNKUY50mXP/fVADviJO0eueDUCrtbV0yzDgcGoPizqJ0i28P6kY1ZLXUllbLYOVRiB+NX/AIgS+Tf+FH2Eg6xEDt+90PSuO/aKu1j8L6XElzGJGuifKPJcbSCR9M/rQB4P4n8Va54l1CWbVr+SbLZEe75E9gOlY1vMYLiKXL4Rw3ytg8HsexqGrukWy3ms2Nq2Ns1xHGc+hYCgD3q4f4iab4Y0G/h16ZBqMwjkjuFD/Zlb7hLdSMeten+FPCc+iTXGoapqUmp6vcqEkuXGAqDoijsM1vpZQfYYrWSJJIo0VQrDI4HHWucu/GMl1qE2meGrA6neQnbNIW2QQn0Z+59hQB080EEjJJLGjNESyMwyVOMZHpxXw74ouVvPFerXKMWSW8lZSepBY4r688Q69P4b8B32pa7JbrdLE4CwZ2lm4VRnk9RXxlLcyTqiOQVTO3jpk5P160AQ1LFDJOXEa7iql257Dqaiq/JpV1Ho0Wq7QbWWUw7gejDnB/CgDt/EuryeJvB/hoi2jlNrbS28gh4aLaynd+Irg4kdmjaSfylClo2PbHOBj3qW3dhpdyFcqA6sfmI3dsY/GoJJ5ZbZIyo8qNiVIXoW7Z/CgCXUJ5rp4ppYUiUoFTaMZA7n1PvWr4jZxPaIhRWWNSsSr8ycDGT39qoSJLc2cN1JdxytEFTyyOUTOBmt3VZX/t8XVjcQJcTO8bM64RBng7m4xxx6YoAz/D9xKur6dax4juGvkdmkAA6jGT1r7dQkouSCcc4r4lh+0X/iizu5pbMyy3iRnYwK5BHzYHY+tfbMS7IUU9QoH6UAPooooAKKKKACsTxhpw1fwdq9gTjzrSRQffacfrW3TXQSIyMMhhgg0AeBaP4oa9+GGhQuqxJbObVcHMs8i8BU/ujaRlj0rCuILTUoJDKZp4iXkS3gVsyMvLYz1HHLt+FaXhO4vvDWu6/4WaWy0+O1upLpr29j3+VCcD92PUjBz0rtdO0e0i1TTxd3B1jTr4PFb38D7SNwLFJVXjB55FAHRfDLQE0PwhC5g8m4vj9pmUtuILdBnvgYrW1zQbLV7yyuNQtlngs2Mqq8mEVv7xXocDJrXtraKzto7eBdkUShUXOcAdBT5ESWNo3UMjAqwPQj0oA87l8cR67eTW+na/aaXZ/NHby7BJLMy8MQDwqg4A9a4Oz1Dxnq9tIby/1WczLLbxKIzCnm7lELrjqOSTn+7XuVtoOkWePs+mWcRAwCsKggflTtW1jT9Dsvteo3MdvBuCgt3YnAAHc0Act8QoLtPhlcAuklzbrDI7ueCVZSSfauIsfCvifxDqdpdXUl+1rKFknee42xK27OY1HVdvAr2a7tbfUrCW1uEElvcRlHU91IrM8K6XdaJoy6XczCZLZykEmcsYv4Q3uOlAHlp1nUNN8Z6nqmnXqmSbWIdN/s4R7hLGq+vUEAk/hXt1eaxabZaf8AG4KQSLuza7hj6Kkw+Vm9yVNelUAFFNAIJJOQeg9KdQAUUUUAFFFFABXkv7QmP+Ffxfvdv+lp8mfv161Xkn7QkSv4AhkIJMd2hHHHPrQB8zJLM8eFjDxqCiqwztLenvSRwPO8dpHATclyvLYz7YPAqWW5MU5aNIoo5oxuSI7sD+h4pk9xFLdI9vH5CgbSxO4nk/MffmgCVXUWJkM3l3MJ8pEjTBIOclmH4ivZfhF4+0vwt4ImtpUlub1rwt9ni+9tIUZ/wHevGrhbpgJZHR4eEVuFDAcA4r2r4E/2Ra6NfTXNtavqU0h+y+ZIC0pUEhQv8Jz396AO8t7r7ToH/CRa7dTWU63pe3ulgAZYc8LjrtI4Oartrt/43cDTY7q2jtp8OkEhVmjbIWXkAHBGdvoaLRLv4gxTTpcC2tpQ9vqEWGIidfuFN2Oc9a29R1i5Wxh0nQr22m1dY1YyugVZo1OH2HoWHp2oASLwx4f8NT28t3elVDq8EEj7U80KVZlH+1k5HSuW1DxEdS1Cw1byptIaUG0M8T5PkOcK57ApIACD03Uy9C6xpzat4ijuLaznZ5bS2eYCYSjIaIZH3XCZHfNXJbebUrG2vbO3hHh7U5ZI7iCNT5sXmjG5l5AKuoPHc0AZuuax42mvtZ0v7Ml5Fa29uGgAw0uWGZY/UHHI963tX0zTYtaSWN3+2zIrvZ2cYacnHILH7i1Gt/qd34agEclwuoWMzWV+1uERmCdC0j/dUjn8azlQtA3ktGbdgfPeKUpAD/00nPzSH2WgBPGjO+lR3EH2aKdYZNPkgikLBY5FIUM/QkMAaq/DW61PVfiVNe6qkdu0OjpBbQo27MauFJz/ALyn8637KA3ulT6bI8ey6tnEIdBGuQCQYoyN3GB8zdareDr8XvjzTLlEhAuPDwEpRQCJElw4x2+YmgC/8ZikXgyG6kcpHDdruYdQGVkz/wCPV8/DV9XiuFtbKOK3gszI1vbFFcNIwyx/Lv2FfQnxktmvfAgtUGWlvYEA2FuS3oOT9K+eNS8F6xCHu1t5RamV8zLCy7SPlIx94c8fjQBseEfizrujWqWTRWNxFbM0qzXS5ZAeqqe3oKi8Q+Or/wAS+LofEVvbR2UxURWbSspRVUfMGB6nnvTNP+E3i+90l7jT9OnWOVRuW42xlh3GDz171Enwy8YwLtudKMYhBzukRfkPXrQBUv8ATpdeaZbea2uJAftBvN3kpgr80YQ8bgR2r374W6TCvw8/sR74OYbqVDJaS7WIDnnI55/lXjafBvxOMTz28Y0sBnU/bI+Bg4IOcelWdD8B+M9KaS98PyQI8LrItwuophFxyGUHaQf6UAfQT+BtBeFUNtJkcGQTMGcZzhjnmvN9UiFt4d8arYqLYS6rFbRhHxnbgdT0Nek+C7rWLnwpaza9j7fg+YwC7WweCMHBBHevN50lu/hmJo0MjXuvGXy0AZmXzDxg9elAGzp/iHXLBxvv5DD08rVYAFOMfdlTj860Y7rQNRkiOoeHxA0Ll4p4lE0Ssx3Fsr7gHkVzlgiPcSRWkaLMdzeTHK1rN9DFJlT+FaWn2V8t43/EquY5HwRJ5ZtpcntuXMbfjQBueFfB9vpGuNqtpLHLDJbMrTgYeeVpCzuw6egH40uv3ia94vs/CqSgQwqt7fDPLKD8ifiRk/QV0d5ex6LoE17MDttYC7AkZJA6ccZJryLTLjSr28sf7Ys7qDUtQuJm/tkSiMxyjkqvPKL09OKAPTPFeqCys4rCKSCK4vMpEblSIWx1VmH3SR0rlLfT5CkeniIx3MfzDT7uXP8AwK3m6/hXLv4yittburC81mz1KFmERkuMfZ7ogdD/AM83A79DXdaNY6frRiS2lmjht8M9pMdxiJ6NFIOg/Eg0AaWgaVc3Cx3GqhpzC26BrmPbcRMDghmHDD0PeupJCgkkADqTQBgYryT46eOH8P6Ami2MoW91AESMrfNHEOv0z0/A0AeGfFKaOf4la5JFIsiG4OGU5BrmGCLNEWdiTgybk+6fp3pPLmikgnli3CQ7138h+f8AGlvPO89vPXa+SdvpQBsWN7b2kLN8lzI02y3VhjYP72O3XivszQI5Y9AsEmcO4gXkemOP0xXxtZKs1xYCV4od6CIM8BKKpz8xI75r7G8Nlj4Z0zeVLC1jBK9D8o5H1oA1a5n4hf8AJPtd/wCvRq6auZ+IX/JPtd/69GoA+JqKKKAPWP2e1B+IshI5FlIR+a0Uv7PP/JRJf+vKT/0JaKAPqavjf4mM8HxB1iC4abMVyxUMxJdSc9SeBg8cdK+yK+OPi3G6/E3WyxLAzZBPYEcCgDDkup5J9NghlDwR7SmC4UsD33cZHTgYqzcyWkb3Uz314bm5JKiL7hw33W5zj/CqWmJH/rYvKBWMqwulDqXbgbR2+var801rosoSze3k8pgGniYPJvKnJVmUDbn2/GgDrPhLbayvje61LTLJ9RuLa1Z0S4uPKLhvlBJ5zXffEHXfFWr+C9R07VdFg0iMvH5sjSPJ8m7kgqu0gcZ56VynwK1G6tdf1S4s9Mur4PbL5yROgKtu6/MRnP8AWvRPHnjL7Z4D1q2utD1Sx8yLyh56qGLEjGMEgjn1oA+evCVjBNrC/bxssvmUXMkTNFG5HysxUgge/wCld3Je6udCuLaDU76VrcD7TFeXML28kOfvRb8s2R044qPSfslj4ysDpizG0ihheSDUJ0tnfj7qBuqdcg9eK3da8IWWqX1laaZp8mmyy3nmwQ3d0klvcHqwQpuYfyoA4iX4ctJe6pdSXVvpulWRT55pTIzllDBVwuWPPpWRqWjeItDu4tWi0m806CFFkhmRSNqZwrMwA5Pviu/0bw/bJLfT6xrtirJJJM4tBJLJwwBUcfuwOPujdgV2V5qWkWn9n2ttq8d5FcwxLcW1pbFzcRFtieZI24KoBwRjJINAHU6adO+J3gPS7y4J8zCy4DEbZVyCDjkrnOR3Fcxqir/wlV/Etl5UUHhqaNDtKqAGbkA88+/pWp4GsoPC/j7xD4cSCKKCRVvrAAciNuGUZ7AgcVnXwaPxZr8btJvHhx2McjbihYscdB60AcpZPc6z4PW0kiMcGiaI00rZJEk0i4Uc9wK8d1wxi7gjhV1jjt41VXUgjjJ6+5Nex6Lpkz6DqWm2N7ewLJoC3rxCdXWeRuudwPGB2ryXxIwkfTplnkmR7KPDSHOCMggewoA+h/gDY2zfDaZmiV/tF3IJQwyGACjBFSX32v4Y6888aS/8IdeTIzeUw/0KQnng/wDLM/1qX4AA/wDCtF/6/Jf5LXoup6ba6tYSWV7Ak9vIMPFIMq/oD+OKAPK/iBf2fxA0iXT9GkY6jYTJd2hG1xcoDgsgBO4D09ulcfa2mu6cFll8N6fqRlZolu9LuTbXDsOWG1SDuHcba2vFHgPR/DnicTpYPBYSSLcRvbysh2AYliGDkY4cfjWnplpFaXDaaxjW0d1Tz4xjy3PMFwPqPlY+tAHNWfjTTbm9urK+n8U6dNbrh7eTUY1P0+fBJ9hzUR8TfDgnZd6l4uuBnLRzTvgn3A/zxXGanNPd/GrdebfP/tKNJSnAJBAJHpnGa+k/F8K2mlXElnb6TFdyMNs97sVVGMs3TnAGcUAeQ2WteBfEms22laB4WvpdUlkIt57q4YLHjLBjlm4GOmKgl0W01nTfD/ia7spH1GHUpLe8jsIlHnrGxO4KMDIx9TXoay2U/ifwXeQ/2eZZJrlXms0CI/7sFffoRwa5jwRdxf8AFPRkuPL169jc4+XcwJA/WgD17Q/EGk+IbZbjTL+O4jaPmHI3J2+ZeoPbmvJ/Geh3Phbxjol1b2aXeirdPNFE0bNslbrHkA8MeQMda2/FOg2/g/VbvxF4YuoLfU503XGlu6qlxHn5iq8EN3yK6aTW9M1H+x9HubeOew1W1LRzmXcodQDtyed3oc5yKAPLTrng2DxFqV7q/hK+tnuYxFGi2+1FZc7ihUg85647VS0ey8OS+GdE+06re6deQ3/msm6Ty4/mYqVDAqMAg59q9RurbXvDVtMrpF4k0pMyLFcsBcwqOSASCHx+BrzgarBPpm/SvCupSRx388r3ltamNWhfftwep2hgcY7UAVNQt78aZ4wlsPElje2lzPG5eYK0k/ONwKnA5HpW7q2jeIbmHwpb33h/SLmCJ1aUQOu+VcYAIYDB/GvO/snim40R9QstCuL6zEjH7Tc2ySB4B90YI3cc5IrUnbxpoehQa5faHJa2MQUJNBdsrLk5B2lmA/75xQB6doOlaXD8Toks9HvdI/4lzSNC0hUEh1GMAkEfSvN/jzC9t41tLSyDbW01VZcliVDMeSee2a7/AOHetT674sudT1CPUbaWPSwAdQCD5S4+ZcKOPfHNebfGsSWnj55lulubgWMavuhB+U7gW9Aee3rQBwuk/ab+dhHIol2ctIxMgwM7lxz0GMc9adYpc3En2OS+kXO1I4ihcmNskkY6YHOKjvH863sriS8YKlsEj2lC4YEjaQMED3POKsWlvBZRxSRPI93HOdzAR7VYLkYck5Ht3oAoTWkfmR21jqHm7nbcrgxhSO/JxyK7b4b6/b+Hhfpf+FW1tptpiC2yyFcdTuOcDHoK5HZctdR34ktrqWQlo4gisDzzuQcL+NakGoS6daWdj/wkF1ZIxAnitZcptb7zZTv045+tAHsY8e+MnlZdJ8D2WloVJD3sixHAHBOdvAosNZ8Za5r0ek6l4p0i2jnjZ5INL/eSiNQM7WAIB59fXFeJ3OgXdyY7uXV4/scisEuryQru2kggLksenp3r1D4AaZpsXinVnjuYb2aG3Ty5RERtJJDbSwz6elAHY6d8MLVPP1XQtQv4dTWRkD6qizq5UnqCMgH1BzXX+E/E39rxy6dqEIs9as/lubXGM+jp6oexrctofszvEsIUOxlZ14UsTzxnOa474jq2kQ2Hiu0Kx3GmzqJiBzLCxwyH19aAO768Vw+o+CtS07U5tV8HalHp88777iynTdbTN/ewOVP0612sMqzwRypna6hhn0IzUlAHDS+G/EfiWSO38VXNgulRkO9pY7j9oYHIDlgPl9h1re1fxJofhqKKLUL2G1yuI4yCeOg4HatusDxXZ282kPeT6jPpxslaYXMLfcwP4l6MPYigDy/UPEum6xoen63FeWFh4ksbmR7dIwUE0YblW44DD1716fZz6Z458Kwz7RJb3KA8HmNx6HsQe9c1os3i6a3jvItM0K8SVAw1FmaFriP+EFNpKn68Va0j4gxSQSm80O6tbaJions0+0wsy/eAKDIwfUUAWtLv9X8OXi6X4hm+12RQmDVdu0DH8M3ZT0we9UtXEM3xY8L3kMySK9ncoCrZ6bTn9a6HTNe8PeL7OaG0uLe9jAxNbyL8y89GRuR+Iqlc+AvC1xdq8djHa3iKTG9pIYXQHgkbSKAM3SmK/FXxU0KLJILK2IQHGTg8E1WvGz8btEJiWOZtJmMnOe/SvKPF/i+/+HfjjULfQNYnvbqRVS7mvo0cgr91QcZOBXPN8X9em12z1q7trG41C0VkimKsvynqpCsAR+FAHvvxSvY9NTw5eyzpBFBq0bvJIcAKAc181+O/FkvjHxI9yqGCzjJS1gJ4RSc5+pPJroPHfxcuPHXhuDTLrTI7aaK4EvmxyEqQARjB+vrXBQXivqSXd+n2kLgmN84kwMBSQQQOAOKAKbo0bsjqVYHBBHIqS1uZLO8huoTiSFxIh9wciiadpriWXaF8wkkckDJ6c81DQB9e+EPi34a1/RYJb3UrewvVULNBcSBDu9RnqDV3UPif4I0a1eb+2rOTOW8u1IdmP0Xv9a+NaKAO8+JHxKvvHepbF3waVC2YLc9z/eb3rg6f5biMSFTsJxuxxmkZdpxkHjPFADa0zcmXQFtgyIsUxcp5h3SEjrt6cDvWZV7S5vJvdxkhjUoyt5wYqwI6HbzQA2G8MWn3FphsTMpyHwOPUd6jlSWBNnmq0bHOEcEEgeg+v86u2egahenMEUZ+VZMNKq/KTgHk9OKqCM+U9yVg2sxQJu5BPcDOcD16UAW/sMsttBqCi2hViVRCSoOxRk5PHPpnqa0/EEn9mXcdjMjSHyAbiJZMJvb5gVwOnOcVnWljHcXEFpPdWyRgszSKwyBtyQScDt/PrU11Cs+oSyWnlJBNlUjuJSzjAyM55z6HpzQAaFEbbXdIuYSjhrlMbwNu7IyMdePWvuBM7F3YzjnHSviDT7RoPFOmxQTrueaMB4myM5Gcf/Xr7fRdsaqTnAAoAdRRRQAUUUUAFFNUkjJGD6Vz/jnWbvQPBmp6lY27z3MUJ8tUXO0njcfYdfwoA84uZI9a+Kmo3CSQi1vYZ9CRwobEqxhtzH6lh/wGtDwNp+meH/F76HqMtxD4hRTKPKk2W1yh6MqDgHGOCM1zE6R+HfhL4cngeNtTurn+1jcSkqVKje3T1BCfjVvXfHvhDxFosevy29xZeIIIF8hnDo2wsN2xl4PG7mgD3WkCgZIAGeTVXTZ4rrS7WeBi0UkSsjE5JBHc1boAK5nxloM2s2thcWsEVxd6ddrdRQyttWTGQVJ7cHI9wKwtN8W+MNXv9Tm07w/Z3Glw3TW9vJJdeU52HDE8HPP0rSk8V+IoIHeTwTfGQMFRY7qJg2e5OeB+FADbxfiDNNLLZPodvCp/dQSiR2cf7TDAH4A1o+F9OudNS5/tTUI7rVrp/PuFjY7U7AIp5Cis+Txdr8MS7/BGpGZzhUjniZfxbPH5VL4b0fUH17UfEur20dreXkaQx2yPvMUS9NzdCxPpxQBgeMEkk+MXgwW7ASJHO0mDzsAGc132lSyz6ekszFndmJz2+Y4HQdq4jQCdc+Kmv6ySGh0uJdPt89C5+ZiD69q9FoAKKKKACiiigAooooAK8g/aIz/wg1rhsD7WMjPXivX68f8A2iTjwPaDA5uxz6cUAfNthAk/2gNA8pWFmXa4XaQPvHPUD0pktlcw3f2J4f8ASCVAQcnJHA4+opsFvLIrzCGV4IseayDhQfU9qQbx5rRKXQDBcrnAzwc9qAGSAqRGdwK5BB7HNewfCvQbfVdFiuLe/ms7y2uzNcxxNteWFQcOuQclTkYFeSG1mNgLvYPJEhjLZ53Yz0+ldV4T8QXOhSWIa4ESuxktZuR9nfdjk90bGCPfNAHvGp63falYadZ6AdWCxyLPdMYFE13ATjcDwDz16Uywm0rRruLSPsuow3/nMmnNe264tJJAT8rj7wJPv0qjHaWHiXwoda0e+urWXULmGG8Fu5YWu1svsxyoJ59K1odQsdLt4taihn1S6ac2dhd6i6qVU8feGTtLDAJGaAIb/Qja6Vb6t43a7vbiCXIjgkAj+UHy2crjByTyMDkZ6UupS6v4phubPSLqHw7pSSLuuxtPnSb8nayt1Py+uc1oReFNV8QX9vf+L5reJYYmVra2chZVcEFX57ZI468VleLrebT9QhsIYTb6dbqDaouEjjAGC27og55Y5b+6B1oAZpkk6+IbmC7nguo9ZikgeV7YtG1xAcbhGeuVxxnqKa+9Gt1Y3LXKkrCbi22ucHpBajgf7zdKtDS9TvvBzT6Ykwl0+Vb20uLjIM7qPmCJ2QrkDPJ61oyv4cg8MQ60+qDRre//AHl1KH/fSkjlA7ZYc54FAEmiIW1RYJJGt7qQhpY4yJ7jH/TaTBVAf7opum+HtJ0D4q7rCFYXutPlkcGQksxlUnAPQc9q4PVPjVZWKLongbT0PGBd3R2gnucHkn3JrD+FHi3UNU8aatrWuSyahNbaZLMpkPCbSpwo6L07CgD2rx9aXdzZaU9pYXV81tqMdw8NuwBKqD1yR3xXFano3iO+uftun+FLq0WVH3WrXsYRXLq4cDdw2QcjHeuev/2k7kuV0/QIlUHgzzFiR9ABVfTPjvqeoq8ep6hb6U275ZILAzcfi/8ASgD1mHxD4wACv4LfhQNxv4uTjnvWB4hh8W67IJ4fC0tnOIzGx+1ROJAexG4dOcGufX4mxOMH4lW6k8caKeP1q1b+Nna/Wzi+JkFxNMQyBdGLD6DFAHSWeratp3hy30W68GapcNFAImdBFJGTjqPm5rkvDlsmmpFFrfhfxHNGkKIIktR5MhRnwWVTzw3Q8cd62j4i1PyWkTx4kgVipEehOxBHsKryeJ/Eg2GHXtSnjcfLInh0qpPplmFAHSy+N4F02S0tvC/iCNfKKRounMFXjAA9BXP3mmjTvh34Xe+tJ1s7GYXN9GYmDKgyTuUc55qrLqHjm5t0lS61dcDa+RZ24+uCWP61yPji38T3fhqQRy624RwJ0m1OKVWUjOdqAHH40Adta3ngnxCkcOi+KI0dzuW0vz5i5PYB8Mp/3WrufDel6hp8kguZ3+zqgSKNbjzY277huG4emCT1r4lBIORwRXovgf4sa94WU28t+bmwiQlLadd24/3Q3Vf1FAHufjXX9NvPEun+Hb+fytLSQSX8pB8tm/5Zwsw4GSdxz2ArntX07TtF8UWem6OiX0ZjnjePUGDW1urDftDYyCcjk54ry7QfjBq+mahdNf2trqFheTtNc28sYyxY8nPqBwM8YFdw1poHjvRm/wCERuFDJI1xPotztD7mXDGNj39Bkj6UAcpqth4di0+zGkSWK6rCoaaR3URxTNIcqd3DKB9eK9G+E+n3+tS22vNDHpttah4XFo5Ed8+cbtn3Qo9utcRpvg7SLvxVcWVrZTW88pjtbaCf78Xy/vZHX2HQ9MnivpDTNOtdI0y30+zjEdvbxiNFHoKAG6vqlrouk3WpXsgjt7eMyOx9q+KPFPiG68UeI7zVrt2ZppCUUnIRM8KPYCvVPjl8QDqs7+HNNuU+x28uLnaTulcdvTaD+v0rxPI2Dj5s9c0AdBDDp1ra2N0t8iSFMvFNEZMnJBIx0HGOee9YEh3SMRjBJPHSt7V4Il0zSP3z5+xGQoYwu07ux/iz1rBCvIWYBmIGWOM4HrQB0nh94pNQs7ZL64S3fCTKHw24g/d4OBz+tfXfg6OeHwhpUdzcm4mEC7pSu3d+B/Kvi/S7q9juIoLOWOJ2fIZ9q5yMYLHt7HivtrQGmbw7prXBQzG2jLmMgrnaM4xxQBp1zPxC/wCSfa7/ANejV01cz8Qv+Sfa7/16NQB8TUUUUAes/s8/8lEl/wCvKT/0JaKP2ef+SiS/9eUn/oS0UAfU1fInxYdofiTryi7kiBkWQIR99sY9fQmvruvkj4uziX4s6kjGAITHEzMnCjAyT7j1oA4qGeT7HELeVvtfmbBGqjOMcEcde1WbSAzad9lhEjyF2adBAW8sr93kevOas2yJEzy2ckIaK8UoVjLLtx1z1x7VaSw1Gw1OTZPewWt0DK80UfDx8ndj0znigDv/AIIazHYeLdWm1aeGz82zTCPhd3IK7R/u9hXa/FfxtpX/AAidvNYSJePDfwytEUZVYKSSCSPUVyfwb0XTNZ8WeIEvreO9SOGIxPNFtZfoP4TWx8VpNL8M2WnaLE890klyl1JayNvEcStyT3wcnigDAXUdE1q1m15YLjQ5rtlZlvbH7XZybRgENjIJrXjWSHxVoRt30y5mVJJw+m6cVcYXAJBIGPpisnwx9r0uKOKC/wBX0+zuJGkWZIFuLR1blcoclMCu08MapHceOkF7rltf7NOZIbgwCDBZ+mMDtQB51M8mmW2n3F43k2eo3rQ38JO03SiRsyEj7uCcHn0rrbHTrrQLOyge+eeyl8yGKDw9ArvtVt4Dz9R19R1qe7u9X8AeHbuy8Q6HbanoPmS+XeRyAuBISVG09OTXB+EX+2WEOlpcz3scUTXK2sV39mgAJ5Dt1LDnPtQB6RqE0WnXPhrxI1k1u2n3X2K5N1diaYQyZAaQg8fNzye9JFINc8P+J/G0kwgtmtJ7K0jgAwYlJAZsjli2fwNUrmD/AIpDxJpX2fRrIR232kWtmWnl3KQQzN06jFW1XxZe/Dg2Nj4e0yfTr+0JjNhKY2G4ZztbvnrQBU022u/CWh6HrsVwt1YalZxWFxAYhuUFTtKnPqeleH+JGkez07zY9rRedb9QeEfpjtjNe3XerRXPg/SvDesxanostiYy89xZGRGZPu4ZeAM15B4xszBHcYmtZ0j1Bys0BPzCRd/APQcUAdt4C+NNh4O8NWeiPo006RbmkmWUAszEngY+lbt/8f4hrESr4Xm86FtsYe5wfmA7AYz0r57q3p7k6taM7Z/fJkk/7QoA9x8SfGk3+nT2uo+E5ovJn2b/ALRzFKvP93/IJrhrz4oajcwpZ6TYRw/eRNw81yjchMYwQDyOOKueOpmuLHxMsduHgj1sN9pTBHzL93PfpUcGl6cngrR9Vv7GWLDCGO8sZgJAzHILKepFAGJ4OM2q/E/S5NVfbK14slw0hEeMHJJzjHSvqfxBqOmTWvnLqmk7I0bebiRXULxuO0Hk4B/OvAZF0K3vYImNlHcRuS5u7UrNMPUscrmukgXSGm023u9DkSxa4Et9cRokgZUGVUBOdpYjPHQUAb+kWHiDxE9tqej6Zp8FhaTGayuL4OGkYjaXVFICKR0FN8K+GdbkXV9KOrvo+pRytcPaQW6GPL5w6OQWwemc5FekaZ4r8O36rDZana5VRiItsKjtwcVlX8DD4oaPd2vImsJo7gqcgqpBX9SaAOWu7OyutGsRYwoNTurk6bcRTkyqX6O3zdwOc+9akXhey8TRSaJAWtfDmm4hQWx2NPOMZbcOw/U1z9xfyWnifXbxZQ8Ngt3dRR7cYdiE3A969O8MWMel+F9Pt1IwsCu7HuzDcxP4k0AeY61Y3PhXw9rFzpDRtqOg3EcwupPvTQsvzK4HB4/PitDQlk0vS/B10Lm4jk1C3k+1RM5MbL5RfO3ouDjt3rK8ZTtd+C9YltOZPEWqrFGQ3/LKMhC30+Q/nXR+KZIdPglBkVINI0v7MJH4USTYQfiFGf8AgVAHGeGPPsfhiL1GlhvY9QliCmVlVk+bIZehGPaprhryx8J3OnmWV4JNJgupI3fcsMhlAG30yO1ayaPqK+G9N09YXRJQp3n+OSZssef7qAj8a0b6zjS/W1vrm0jjvLtDODKv7u1hHyL9WPagC3ZSsPjS8PGx9CQsMej15J8aY7aT4kXnmzmCRbONlfbuG3DZGM9zivXNIu9P1P4wXd5Z3Ec6jSVRShPGH5ry34sxif4q3cAkto5PsMcqmdNwbZubaPQnFAHmMUkQaztbJoWdJRKs7pyDtBYMMcjI4zmrdvdl988skQEIZ022oHnHG3Ax2xyT2pGuLLUpFhjf7PGjedLLeEBslsEKV7HPI9qk0y9lS7E6XMNoFIjRXTMbqSSck9uBnuaAKlnaQ2+pNbteOsR4mTymHy9cEA5xUJ003YaXS4ppEDsJSo+RFz8oyfbPWr1vhZLqdAJ7mO5UlwoMTqxwRzzj0r034MWFtFdeI7K5RXXKBA4yMNkA+negDzLXtK1OW3e+WydNMsgsImIwpYnnnjJ3E9K9W+Bdo+gapaNOGUa7ZPLHvGOYpCAB9VOa88+IuvG4vIPD1nJ/xLtMyuxWyGlJ+Zs9+wH0r02w0yXw/wCAvh7rUspD29+pkMmThJ8jHsAMUAen+ObadtGW9ttR1CyntHEiGyQybz6Mn8Q9q4nU/GL+IvCmoaDq8KwXM8OxbhVZRuyOTG2GB+ma9H0bxFZa5d6lbWvmCXT5zBMsi4+bGcj1FWr/AEjTtUi8u+sobhP9tAf1oA85134t6J4P0G0tLLzNSu44khyAVRCFx87EdeOnWq+p+JdQt7bTdQ1Lx1BaQai4SJdPtkaOP5c5Ytk+n51574v8EhPEuv2N1dNZaXp8T31nAq7nn3AD5fX5uPYV59rPhPxDodtZtqVlPFHcRGaJTk4XgEkduo/OgD6B0zxVqJ0Jdbj8aQfZ3uDFFHqlvGvnANtBGzDKCe/aqfxF8bS6z4Ni0a3t5Y9UvL0WlzbQDzGwuC231BGCPavGtO+HniXVbfVNsBj/ALKRXkimfH3hkBc8Zxz+NdVompXeieLNOUSC3hlsQbe6uIyzZChDIE7t8pAFAHt3huHXp7iyn1e5j0u0ijEdtpUbje+BjMh7n/ZHFQ/D1jbax4t0nywIrbUjIhX7uJFBI/Suf8K+IfDkF4bm303XNTvmc+Zfzxb3z3IGflHsBVvwvr9rJ8WdTtdOguhBqdsLmcTwmMxyJxkA9QRQB2OpeC9F1GZrkWxtbxs/6VaMYpef9peTXG3uv6z4M1qK0fVbfxArRsfIePF0qrj5dyA5Jz0I7V6keh+leUeHxe3z2Oo22pG21S/uLqGVjCro/lOwUsDyDjAyPSgDxvx94X1nUvFN3q9j4f1ZLe+bz9s0OWVjyw4zxmuCuLW4s5jDcwSQyjqkilSPwNfYtza+LrLTLq6v/ENuUhQvi2s1DEAZx83evIfEXha4+Ifj2XT01Zo5oo8R+emckIGJOOnXGKAPEqK9I1r4Q+LvDE6OiQXKTOII3icZdm4xg1L4P8Bx2d7Yap4mSFLb+0Ftns5nUZUgku3P3RQB53JYXcNnHdy2syW0pIjlZCFYj0PemCBzbtOCuxWCnLDOfpX1b8Ro9C174eXOl6XNYTTBo1to4pF+Ri6rkAfWvlW+sLjTr24tLmMpNbyGORT2IoArVueHbVhLLfyGJba3Q7/NAO4Hghc9+aw6047mC6gt7W7ZbeOHgSRRZZgT/F60AWNavbKdPs1jLN9liKmGIjC5Iw7EepIHNZtnBDc3AjmuVt1I4kZSRn3xWhLoO+ON9PvI73zOFSNSHLZAxtP1qpd6Tf2ECTXVs8UchwpbHP4UANv4La2lWGCYTlR88qNlGP8As5AIqnSgEnAGSavf6NYy28gK3LFMzRSIQEY9vf60AP0sxQym8uGjaODkRONwlbsuPT1qu0CNbfaDNGGZyPKCnIHr6Y5/SunntbWxs76WY2k106W/kxCPAwSD0+gwT3zWXfW91e3UMKeRFEzBUiWQbIyzcj2GefpQBWuJbdNMjgTymljmb5vL2s6HGMn04/WrutSpOlqJ8eabaAQygALtC/NnHJ5/lVP7Ak1k15LdIgjG3YWy7kDAIHpkYrYuIljuNFhNqJpWt1ZlucKjKV4x6DH60AYmkiWPVrCVAQqXKASBeM7h3r7qiJMSEnJKjNfEenK7eI9Pw0Hz3q5t87lUhgMkdMV9uoMIoOOB26UAOooooAKKKKACuH+Lhuf+FZ6vHaRyvLIiriJSxxuGenbGa7imSxLPC8UgyjqVYeoNAHzB4tvHm8H6PBESPL0a1to0z1aVix+vEYFdD4otrbQNG8QaaYiUttBs4EHuzEls/WsfxP4M1fwuhhvLSS40yHVrdoblFyvkDOAfcZxXaePNJutQ+ImjafHF5lnq8cImx/CkLFiD7HIoAyPDvjjVPhlDpWm+Id17oN5bpJaXkYyYgRyue4HpXt+marYa1YR32nXUdzbSDKyRtkfT2Ncr4o+HGm674G/4R2LcgtwWtHZsmNuwz6dq+ddH8Q+K/hL4jezlEkcav++tZOY5R6r/AIigD61tNNtNPtZLazhWCKR2kYJx8zHLH6kmuPtfB/irSXmTS/GUrW8jFwl/bidkz2DE5xitjwf420jxrpYvNNm+deJYH+/GfcenvXSUAcJbeE/GLuy6h45naFu1taRxt/31g4rrQDpejNumlnNvCSZJWyz4Gck+tXq5vx/eGw8A63cqQGW0fGTjkjH9aAOf+Gcjp4X0+aKNfN1S5nvJy64IUsenv0r0SuV8DaSlr4S0CWUE3EVgsYOSBhsMePXpXVUAFFFFABRRRQAUUUUAMl8zy28rbvxxu6V5D+0Pj/hBbPd977WOnTpXsNeQ/tCRPP4NsIo1LO96oUDucUAfN0Ykt7CU7YijsoZvM5xjOMA8iq8br++JcxhlOFUZBPpU9xp1zZah9mRo55kG79w28Dv+lW4YLgxSyvp8hlaIvvMeQ24/eOenHTFAFP7LImmtNJDtUldjF8E5zyF7jjGfapr+4L6PptuxizCsgwv3hlyfmqDascyrMH8yKTBVzwF//XmormPZtKr8hztcHh8Hr7UAdz8KfHzeC/EIju2dtKuyEuI+yns+Pavf9R0XTNInl8TQwJdCSLbbRxwjyo1b5tzBRluefWvj+voL4Q+Poo7O18La1ct5N1HizmZsENnBTPbtg0AdTog1DWtZjEzSyysyzS+YMeSuc5kGcAnoqfw9TzVf4jfFTw5olymlC1i1TUIHGWdA6W7ep9WHoKw/il8QrfwpZr4Z8KFI5pQTc3MZyR7Bu7Hue1aMmkWdpYadYaf4U0G8v7q2jdhc3I80yMu5mIPJA5OaAPGtU+JXie68RnUoNcuwIpCbcD5FVc9Ng4x7Vz99q+qanAzXk0s8O7guMqhJzhey/QV31n8JludVuX1LxDp1tp8UQuHuYPmTBYggemCMVp+HLPS9O1jU/AJ1K01XTtUiD292i5EUo559OAaAPK7KCa3u4WmjSFZFJR7mM7CMdenNdH8PZrBLnWotQEmyXS5lTYSDvGCBx9PpXd6toFv40gmu7vWxZaZA7WeiWqoD5piX5j9Dg1DZ+AYfD+tah9nlvfsp0A3QmaMYYsBvQHp0P4UAeMHrxXRN4f8AFj6UEbSdRNkv7wfuGwOOvTpiux8a+BfBvhgSRjX76O/W3V44Gt9yyOVB+/6H9K9F1OWHUr7RtGfxXrNld3dlE8lpbrmNkEeTg+pANAHzOQQcGnxTSwSrJFIySL91lOCK9k8MeBvB/iHV9WuNMN7qq2YP/EvlYQFmJxnd6CpP+Fc+HrjxbPBbadc+Taad9sexF2rNNIWxsDdgKAPIhreqL01C6GeeJTW5Z6F4217Tftdraapd2fJDhmKnHpk8/hXT/EDwhpuljQby10aXSlun2XcElyJNhDAAD8MnNd78WvF+u+EptH0HwsPs1vJahg0EeSecBR6dP1oA+eJJbqORopZJldThlZiCD6EUxZpDkGaQDHqea9fvPhlpMi3UWp61ev4lS1S+u0WIFF3kZGe55zU9/wDDjQNF0fUbq/0rUFh094f9MkuAFulYjcVUdODQB4wQibDnfkZI6YPpUde5P8O/CumaH4l1+4CXOjOinSWS4G85GSAfXPGDWP4F8HeFx4Zh13xLFPdHUrwWmn2kLYY84Lcf54oA5XwR4GPi5NQuZ9Sh02wsYwZbmYZUMxworH1K1n8Ma80VnqkM0sBDJdWUh259jXs15ovhbQPCPjLT4odUWzgv4ku9roWx1ULn+Hkdea8L1D7F9um/s7zvsm7935+N+PfHFAHtvw5+L+ny6xEfFlvCNRMYgj1YJ8xX+6+P516X8S/GdvoXgx5LK8h+1aghjtJA/wApyOWyPQV8iWtzLZXcVzCQJI2DKSMjP0rT8Ra8deuopVgFtEiAfZ0Y+Wr/AMTKO2fSgClqd+dSv3uvJjh3AARxjgYGPzPU+5qlRRQBua8WFppCFyyLZKVB7ZJJ/Wsh5QyoFRUwuCVz83ua6DV5rEaTo8MUYlK2ZM2AVZZCepPfAxWXafY4LjzS3nBYsqrxZVpMfdI9PegCzp0KXFosLl5dzERRBSMSnpgjqcdq+0vDyhPDemIEdAtrGu2QYYYUdR618dWQCXdvdxqsMRkBkbYQpBIVtq+mD9a+ydGWJdEslg2+UIUCbc4xjtmgC/XM/EL/AJJ9rv8A16NXTVzPxC/5J9rv/Xo1AHxNRRRQB6z+zz/yUSX/AK8pP/Qloo/Z5/5KJL/15Sf+hLRQB9TV8kfF/wCyR/FDUJGZp280eZEVKADaO/8AWvrevnr4h/B/xT4l8dX+qaelqbS4ZSrPMFI4AOR1oA8rtbK8s2khj1JLNSBcJgEq64+8DjkdqtW19epJexPrX2fzIv8AVEGQT45GDjABP5ZruLv4HeJJYJJLy+0+3c7YreESllYjooZuVz6Ci7+CfjDLxO1rcRhFZbp5QHUqvCjJ4UHigCt8L9Tv7DV9fvNMlWOGONWnl+ztMAmSckZ3DH9KyfFPiebxT4gfVxdq5XNkk/2cxxiAjBkcc4+Z/wBK7DRvhn4x0jw94itI3t5LrVoYwJDcAAruy7E59D+tLB8I9ejnmlWC0is47Hy4s3AKSNtHzMOf4iz5PtxQBfihh0u4inn0/XtMk+yxoL3R38+2lXACtt5roNH8NWvijxTrBv7y8uYrO3htRKQI2diu5ieOD9K54eEfGVtLHNaX9nZkyIYk+3SElVUBRndgg4LYx2rv/hz8ttqSzXEd3fPcmS6u4pAySuf7uOgHTFAHIfF3wall8P47XRbbUZ2SdT5aSPKNoHJYHNcF4Q1NLTS7K4vdLW2gt7W6jlmSHzVuhjGJE/hI6Z719QO8R3Ru6gleQTg4rwXUfhread4knt49VRNLumku4oReFDMBhhFtJwADyWOe1AHV+Ar6e5nln1KW6G6yLXFodOEMMQx3fHzHANeWaJ8b9Y8Mytp8FtBd6TBIywRyZV1TPA3CvXdF0nxBH4G1SHV7uWTV5Hlit99yGVdy7UUkAA4z6V5TqH7PXiqHD2t3Y3WcZG8oQe/UYoA7LQP2g9DuoDFr1ncQSFvvKokTHp615V40v7TXn1jWbeOOG3ubtWtFXC5VRtOV9ec1p/8ACg/G/wDz72n/AIELWmPhD4zl8PvoSzW0rQTLP5C3C7YiwIIb3PUfSgDxyr+iRSz67YRQW/2iVrhAsJGQ53Dg+1eg/wDCg/G//Pvaf+BC1teE/hH448L+KLDWl0+yuDauW8o3SjdkEdfxoA5DxRNEZvE1jBaNbSC/WR4knBjQDIwB3Oc9K3NGt9Wh8H2yW2LyBkEv2OSyaUJIDwdw+79TW/dfCnxTrPi64v5rCxisnvXumiW7XepPO3cAfQdq9MXwjp0lleX1/Z3eiXLKTPPb3pO4DqflOD07igDxnUNH8QTeRr974dl2RAxBrRldMc7mYdc+ldvq3iXwR4h1fSoY5F01/NAuBJA1u5+ZeNwx6GtVvC2o6h4dS08LeK7S9sDN548775Pdd6f4Vp674fvvE9zph1jw7brBDKTdfv0dSuVO4HG48A+h5oAxtU8F6Zea/Y6fp18zxXUEkscspS4RWGMjqG6e9ULjwrquha3a22n3ai+I8uOS2umjY8bj8r5U9u9Tf8K80fWfE9vf+D9RbTdOjhdZ57G5O5JsjauwngY7VNeeCviFpmtWWo2Os2muG3csovEEbD5dvJHtQBSmtte1DVp7K6kRriKylR4ryDYzRk5Lb48qxyOK3m+JNi3h/wDs+Sy1CC4+ziMvsCLjAXcGYgYp2i2niFfEt3qOu6RaW/2yE2zNbXQfLHpnpipNE8KPoM7yN4dtb2eS2jVAWj4YMxblvYrz7UAcRd65Nq+oab/ZWkq1rpURihswTMGZWU5bYD/dBqZ7PxP49hvLSNJPJMy3Ey7FhVpONhyx3EYHTHautsNM8cWWuazqNpp9naxahJGRFLceb5YUYJVRgcj3qho3grx1biYf2nBp4lCB/KYHdjOexIP40AZtl4X13U9el0zVvEEiQqjOqPIXCbWKnH3fSsa38KeF9J8b6nFqmsErDas0c086oN5OAACTkV01h8Kbu/157nWdfu7qMbyHik2nJc8FTnjHtTrP4NaYvijVLi70z7RZNCfsrTTg5k9dq4/WgB/w21DRJfGLQ6XeQ3DDSI0kMbFv3iv83Ned/GeNpvis8cMjxzPbxJ5gXcqq24HIHPcV614S8JxeGNenvpLWzs7SLTIrd5FZR+9ByxJ7cd65Lxt8MfEmueOp9a0xIJLFYY1hjkuNolC4+UkEHHU5zQB43NbW94Ldo7iApFiO8uSCuNzbRw2OcAnj3qrp+prZB7Npt0IZ1xgFXBGAfY98+lek23wc8Zrq8biLTLaBZDJHavOHQjJOCOrYz1PPNRRfBXxlayNPDp1gbhmfcZJlZNrDGAp6Y5wc0AcDez3EsME1ncCRpHeLylAZwD745B7V0nhnxRJ4I8N+JBbqEvrvyoLfL7tvB3MD3x/OtCL4G+PolUxtBGyZ2hboDGfTHStGf4Na7Z3OkLObe9uW3sYWuAu5gMgDPUDBJoA8oTRdTmn2rZzySGL7SwVSxEefvH2r6D8Y+I7G++HsOgabFNeyWcdr9pniQiKDayDknqT6Cqfw98AeM/DHjwa3rKWptrlWiuW89ScN93A+oUYrvfHVlca94e1Xw9pn2eXU28uVI0cIY13Aqz591NAGTq2tax4c8Tz3Vlpp/s+WJDMXtHKyMFA3CRAfpgiu/wBGv31PR7W9kjETzIHKKcgfnXklpY/HC14+1afMMAASmMgflitzQPCfi3V7NofF/ia5jdZCzWli6ISp6Zdece1AEXxI1WHT/Emj6vawpetpRZr6KP5mEDcHI6Y781leMtf/AOEiTS5bnRWtWs50nK3F3GqSxEcqcHODhTjHau8vPDT6RoLad4Y0zT3E5K3IvZG/eKQeS2CWP1rmdC8IeMNAtbby7LwvdTIuwvIjiUAfdHmbTnA46UAY63Wq+K5mZdPbUo5ZFkNtaxmC03AYBllbBkA9BXWQfDWDVNQt9V8USpd3tuuyCG2BihhTsoxya0YNU8ZwyLFP4ZspI1GGkt78AH6Kyit6K9vXKCTS5o843HzYyF/JqAIdP8NaNpUqS2GnQQSICFdBzz15rk/HVxdeH/EuheIdOh+1XE0n9nS2wcAyq/IAJ6EMAa6DW7vxJ5zW+kaPBNGwwZ7m6EafkuWrgrbwT478Qa/Dc69qVvpVhZsWtoLEiQ5IxkFs847nmgDop/H+padMkep+GJoWk+WKOO6ikeRvQKDk1VtNM1G2je5htbfQ4RczXQnv3Ejo0nLbUU4A+prrNF8J6PoI32dtuuMYa5nYySt9WPP5Vh654M1PXPEkOoNrqfZLfPl2ctmHRG/vfeAJ6cmgDnxrGvXkn2O31KXW7a5JikdNNaNI+Rhg/QjrWHpNzeaV8T9Q1I6XeXqJczxEWaBx90AfQ16D/ZPjS1UyL4lsZdnKwtYbFYf3c7+PrU/gbSdU0q01N9XSFLi7vpLjELblw1AHGeIoNT8c+KLXTp7G6soBZNcRWl1L5QaRXAySmSODWXefD/xau3+yvDfhy1Ech2mWQzuw55JY4r02fSL1viHZ6wkamySwkt3bcMqxYEcd+lbl/bPe6fcWqXD27yxsgmj+8mRjI96APHk0ezSRbbUtGtbvxPbzI8L6BEVEYUgjzD91TnIOe1YnxD+Gmu+Ipn1XT/C0dreSOZJil6rtJkZJK+ufSuguvC2u+HryWwsPFFppmjNM1xI08oDknHViSzZHXpyetRCHSrO+ink+KckW7JMNrN5ikf8AAmbFAHhB8G+JYr1bRtDvRcld6xGE7iAcZA71sJ4Z8YtLG134TurpUTYEe1I4wccjuM19U6j4c0jxNYWcs5eVokBt7yKQpIOOoZfz9KpR2HjDTY/slrqFlqEBXbHcXisksXPVguQ/H0oA+b4fCutSRqZPDGrabPEBsntUYKcc5YHvx1FVrf4f694guLs6PZXmo26fcuJgY9pzyPm6ntxX00PA8N86y6/qV5qrjkxO/lwZ9o1/qTXTwW8NrAkEESRRRjaiIMBR6AUAfDWo2L6K62lzb3Ftq1vM3nLIMBQMbcD160ml3cg1tL+e3N75RM0qEfeAHU19DfF/4Vaj4u1e01XQ4ojclPLufMlC5A+6efyrzE/A7xjHcpblbJZpFJVPtS5YDrQBkENeWmo6q0trf+WsZAIEZDMfuqB1K49DWTIlteaTAjy20V0is6qg+aRi3Rj2OBwPceteoWXwo8ZaLpo0+0WzknnZbhg0wXaQGUqDnp8w5FYt78HvENhZQRvBZx6gzPO80t2v3UGTtHpzk59BQBwt5YG20SIEW8kqyks8ThmXP8Lc+wIx6mr2pwFotKa5/e2qwJtReJSm0E4J7A5rsofgt4zu/In+zaf80YAuPtHbs2B6DjpVg/Bbx2TDaym1a1TCOy3C/MgPocHpQBxehXcj6jpa2sUECXGoqSUKs/BGBt6gY/Ovs8dOTXzh4M+GHiTQvHNnfJZWU9pFJ54zMudgOODX0hQAUVVuby1ilitZbpIp7glYl3AMxxngfSuR1bUfHYvpk07RdPhsclTdXF4NwXpvwBgY64oA7Z3SNSzsFUdSxwK5bxN4lhsPshtde0q0AnH2j7S4YmPuFA71yi+BNd1+OW78UeJ21S1H+qsrNzDDJz1ZgOa6zTPh94Z0mKM2GkWscgYN5kkfmt7jLZNAGJqXxS0dVkt9EtdR1idmORaQMyj/AIEcClj8TePNUgj/ALL8IR2SMoxJqNyAR/wEc12NjpstpdXMr3JeGbpbhFCJ64wM+nWtDYu1VCgBegHagDw/X9d8aS+IU8LardwRy3AUDyIhHBKpGW/eOew7Adq3/BGtRXXixodcvYJNWtY2trSaCTMM8ec/Kf746Guu8deErfxh4an0+RVFyoL20p6pIOnPoehrz648E6rB4cge4tbWLWoj5yTm5WO308KeCiDrkDk4zz1oA9nrj/iB4A0/x3o5t58RXsQJtrkDlD6H1Brb0LUJ7zToBfCJL/ylaaOOQMOejDHY9a1aAPjW/wBB8ZfDTWHlVLu0KNhbqDPlyAc9ehHsa7fS/wBovW4YVS/0i2u2VPmkRihJ9SOa+jp7eG6geG4iSWJxhkdQQR7g1xfiD4Z+G73Tb17HQrVL94GSIRsYlY44B2kDGcUAZ+h+MPGXizTlvtG0fS47UyMgmmuWIcDuABnrVu78KeJPFLxQ+KNRs4tMSQSPZ2CtmUjoGdu3tWn8O7Ww07wZYafZXMcxt02TbJQ+2T+Jc+xzXTvNHHIkbuqvISEBPLY9KAFRFjjWNAAqgKAOwFPoooAKKKKACiiigAooooAK8g/aGcx+DLB1YqReA5U4I47V6/Xm3xX8Gaz4v8NpZaZsknF35uJZQoVcY44oA+XGm+zo0kEatvyfOLHeu4EYJB696jF280Lq1xLEixBQoZmDkHgH0/8ArV6Afgf40tBva1snDER4M6nBbiryfA7xlbGJra0tmbYRKk1wrKW5GQB7Hv3oA8tvYWieItBJDvjVv3hzv7Fh7Eg1FNM0gRDwsY2qMdO9eoP8DfHclusBt7MqrFsm4UnP1649qs6l8DvF92ttJHb2RuPL/wBIYXAGXye3TpjpQBwl74J1axsTeSLEYRax3WQ45RzgY9Tmq1xaNDYac8NhfLOpczOykKxyMBccjH9a9Ok+FnxPk021sC9qILZNibbhQSu7cAT3APSvQI9C+JEmm6LBLqsFrLGsgvplijkZuRsAGME9f60AfMEyXMheVopQiuQcgkKTzjmunl8Z6m/iGx8TWKLFc6dbQwNuO4NtXZz67gDXvL/CaTVbDVbPVNVuFNzeLdx3KKiuT5e1lZV47kcVwdl8ItHM8ml3s88upNDJLaGK7iAlUH5Ds6qDkdaAOZf4waiWuFg0bSreCaBoTEkWVG45LH15JOK5rwxrC6HrNxqKtC8iwukYbK5LjGRxwRnNepzfs8Tpp1pHFeSPfyOpnkyoiiTuAM7mIq9ffs8Wv9pWS2N5c/Y1Um6aUruYjoE9M+/SgDz3w98U9Q0Dw8NDXTLC8SNn8meVCWTdwSK2dP8AiV4gn0a40r7Smo6dFZNBIPs5UohwoJb2B/Su6l+BeljUtKuLGG+s413G5/0hHZGA+UjIwecdKl8BfCq+0KfxNbX5aKy1K2NtDJ5is+05ySB3oA8m8TahrPieLT7vxBazaZpcNmsVvMsLMjkD5T681Z07WdTu9aj8RaZPPql7osC5VodkSxBdvrmvWvFHwza9/spd6yadpelmJ0nlKLM6fcDhcnGNx4qjpXgHTL3SryPRba2ga9gigu44LhyhxJl9pYAj5cUAeUfDzVdYtvGF3qGim0LvBJLcxXcgjjKnlhk/pUtt8UJ9P8Xf2omiackCwNayWkOQsiE8/N3Oe9e2XXgLT7qI6f8A2BpUDxCaOLypAHaPbhHbGCTnrmsqf4UwzaF/Zg0jS41C2oa8R8Sbgf3xzn8qAPI7/wARTePL+DQ9I8PWFrJcPtiO9nkHc/Ox46VtWXi/4gaJ4OmnmhtZrKylazSe7RXlhYcELnk49a77xL8NL77Ho9z4S8P2Gnana3JleT7R8wCn5Oc4ORya09X8KXGuLCt5oumTT2kPnLYi42JJduQZi2OcAFSPrQB4efi14qeMiWW0ld4xE8z26+Y6jsW71p3EOt/EiWzv59RSzt9Ru/sotg7eWrImd2OnOK9QufhlbedbQ2OnWEaW+rLdSxlwdsJUZGT1Ge1X9B8M+INDsLaCW00UWsOpvNxGCRCQcMD/AHskfhQB4Hrfi+/uvCll4Pa0hittPmOJIwd0rAkZP511Wg2XizwjpsbXGvaPpojUXEFlqDqzoW6Mq9VJruPFXgDxB4s0rSydN0e2u4buQy3NoQuIQ3ylecE+v0rQvvDuseKNF1W31ew0G8xb7dN1OIgO7KQBvycjpzz2NAHhV3421w2+vWVzLDdR6tIGuJdnDMp4ZSPpWFomkXWv6za6VZ7ftNy+yPecDOO5r6fh8C395pMVtq8Wi3qC4VfKtbURBYwjK2WPJIJBGPSsix+F76P4m0FdLW0K6XBI11c5AfznDFDjqQMjFAHisvgnUNK0W/1i8jglhsbo2U8PmYZZOxHqKqeC9Dstd1t4NRleKyhtpZ5ZEIBAVSR198V9HXfgddYs7Nb+O3aT7et1qsRcBS4XHGOMHgkVznjf4Zazr+jaYNI0jSbG/R5PtQtiseVz8uCDyMYyKAPLvFPg3SvDngfRb2a7mTXr4ea1qwyPKPQ+3GPzrgq9av8A4KfETU7jz74wXEu0KGkugSABgAegqr/woPxv/wA+9p/4ELQBzOs3FyLPTktzIiS2gbytobIxjOffFYsWr3ltv8lkiWQH5QgwMjBxnpxXq0vwf8Yy2v2W2Wx/dgKR5yq8TEZJ3L97g4+naqt38CfGhkgMUVgVSMAhZ+Ae/wB7/wDVQBzul3tzFY2sdxq8McoaNoIzGjEKTjByPfP0r6+tBizgGEGI1+593p29q+dYfgvrthcm5mk02FItq75XBj5GC2CTggnv19K+iLC2+x6fbWu7cYYlj3YxnAAzigCzXM/EL/kn2u/9ejV01Yvi3TbjWPCWp6daBTcXEDRxhjgZPvQB8NUV6h/woPxv/wA+9p/4ELR/woPxv/z72n/gQtAFn9nn/kokv/XlJ/6EtFdp8JPhf4k8H+L5NS1aK3W3Ns8QMcoY7iRjgfSigD3Ksg3Xn6fqhSRz5TSpzxtIHQVr1zlkzNpmuFpEkH2ifBU5AHOB9RQB5f4u8TT21rplzNqQku7V2mEARidobCscDHFM0f4i6lF4Jv7y/wBTknvpbcvDtQEbs4yCRjjI4rjvEl5L9t1C9e9tvMtlcRwOpwy7xleBWS2qz3HhS4lSGCzUxlI4wzEBNy4C8k5znrQB6honi28j8eSRaxqch0xrSTauRsjfHUqOQMcdMU+68WXGof2daLqEllOtktuWRdySSy4wdvP3Y1YknpmvLdd1u7HiWymuklkjitvLhMWAzTNGpJypyx3kHmrreLo7fTrlrzdBcywTmFlyZDLIdpYg8cLHtz23UAem+Hrq41n4l/2fDLJLBpUpkml2YQqqBIx9Tya9gRFRcIoUegGK8z8N6P4hsle+0O90lba8QSyLOpdmk2jqQQRj0qzbz+Jp3Ftr+tz6XM+UVrS1QxMc8ESEHH44oA3/ABhb6DJp7vq09pbTtE6QTzS+WwOOgOQT9K8qWXzWtonN9qVra24N1eWEYuGIc4jjjbqAMAkf7NdN468NP5Ohwy3N/qTSXqI1zcSbo4VP3tyqP4hkfjWt/wAKr0uwuUuNC1TUdGZYzGRbTZUrknkNn+8aAKD61b2/hbRZJG1hfO1YZOpKRMwXczEqP4cDgAV08nj3QdzJazXN7IpAZLS2kkKk+uBgfjXFa34f1Gx8ReHLG38QatqN+1wJYnumUwxRp98nA+ZipxzXpN7oWnX+JJ7dVmUcTRnY4+jDmgDPHiW4uVk+z6FqgUA4lkjRBn6Fs/pVXwvOtx4o8SOrEndbhjnjOxs4q/FbyaVMiya6JLQ9YrxlLY9m4J/HNc38NodSN1r19cNHJaXV8wt3DZIRd2Bj8aAPQqKKydV1HUbOVY7LSJL1WGS6zKgU56c0AcX401jUvD/gXWdYs5pI7uO/JQvyMBtoGMDjArifDX7Q1xcTG313SIXQgky2zhMDHOVY4P5138fg4eJvCGp6XqU11ALy8ZpG87zGG1u2RgdOledaj8DtHt/Fml6LY6jetJMjXEzyqhVY1OOmOpNAHbafe/DPxqfN0+5hsb5uA0Lm0mB/DGf1rdXSfGGjDOmazb6tbD7sGoptfHoJV6/Ug1wWsfs62c7tPpmtzQTE5xJEuzPsFxisy08I/FzwSQ+k6guoWqdIPN3gj/dbp+dAHf6hrmmSWkln4s8OXmlJI4d7iIF4iwGA3mx8j6kCtHRrAf2XcTeF/E73xZQIftc32iOPnOD/ABe3XNcZp/xi1WxaO08YeEry3yMSXEURKfXaR/WtbU9V8I6jo51Hw9d29pfyzxIZrf8AdTIWYA5XjPGeCCKAOj006xpMmoT6zp8M4uZlIbTgX424JZWOfyzXRQtJGzGRoltyAYx90qMDg1xlxoNp5jT6n491B4wcbRepCo9jtxWPcS/CnS3U3uqwXLxuQPPuXnIPp1PFAHdXnjHw3Ybxc65p6Mn3l89Sw/AHNZf/AAn2gPK1zZnUL48RYtbOV16kgg7cd+ua4dvin8M9JZI9L0pJpQdqGO2VFGTj7x6Cuj0vxlruuRltF07Q44wpwHv97DHfaoBxQBdk8XalHBLc6f4K1MoqFmedo4enPTJP6VyuqfFzWUvrKytNM0+KS5wDM0zzpGx6KSoUbsds1082n+OLqBpbrxDaWiup2wWNqCx9gz5rhNS8IxeGNbbWb+3u9V0C4iC3kzNteORuDKqrgcdz2oA9g0y1vZ9MZdaNpPLMAWWKAqoGOhDE5P1rlfEmt3MMOlrZXDySJrkVmGiIAK7RvDDGDwW445x6VyureNbXwF4Iuk025XUppbhoLW4ExYplc5bJOSOOntXGaT4xnXwDHfzxRiOy1eBhvj3F32OWbtyWHWgDvZdZ1GWfTdt7It4n9o4kfcAoD/LnIyQNv6VrN4lu7P4Rrra3olmO4iWVuHBLACvONM8U3ssVnei2jl1KL7UrwyZb7z5GfzIAz2pLm9upPhrPpd7NHHELaCRbYrgIS7F2/Uce1AHp+s+Ln0qHZ9qKyPpKzRhRu2yDBOfwq9DrVlqHiHw3I91GGmtGntxI21pCy7TgY56+teb66LeXU7yAXKBkgIZhnAUoMMR2Nc5aeN3GtaBcSwzl9JkFs1wpIMkRChQiE5wcc0AfR2oSQQs0l7KIrYIDvkdVRWDZB57jFeUaJr/h3w54nmhsPEja5r2r3sUcs8ikqsQb7oI4yATVXwHB4c8eXV7beJprq+1q2nkBiurltjpngogOPwr0Nfhh4RhvLC8ttIitriycSQvBlTkf3sfe/GgC54n8QTaf5Wm6Wsc2sXQ/dRseIk/ilf8A2R+tec3Op3vh4r4t06/Nzp1n/o17NfTHN/lvm8oHoFPSuy1v4fyahe6peWWt3dpPqMXly5VXwo6KCRlV9gR1rndf+EWp+IUskvPEoaGyUCG1+zBYRj1Udfx5oA9RsL2DUbC3vbZw8E8YkRh3BGas15dp3w+8Y6ImzSPF8FpCzFjbCzBhQn+4pPFTXvh34o+VttvGNi5bIbNkqEfQ0Ael1VN6ptlniimkDHAVUw3fscY6V5rN4X+Kt1GA/jO0iI6eVbBc8HqR+FRQeCPibLEwufHwjJ4wkOf14oA9ItL+7uZgr6ZNbxYBLyuuQcdMAn+dWYZpHZxJGiYPGJN2R/SvKB8IvEl2o/tPx/qcpB48skDH4mrth8EdKtBcmbXNYnlnQrv+0FSpPfjr+NAHb6v4u8P6DKkOqava2srruVJH5I9cVx9zq0Hi+6fUPDF7r90ir5G+ylSKBW6k/P1OO+DXLzfs5W08peTxJdv6F4wTj6112h/Ca28N2Rg0fxFrFoxbczRyjax9duNv6UAP0jwXqc/iBL/XZ5JrSJCEtpr15wzHGGI2qoxj0rv440ijCRqFQcADoK5JPB+rSEi88Y6tLHjaFi2R5HbJUZz711Nrbra26Qq8jhRjdI5Zj7kmgB0s8UOzzZFTewRcnGSegpZpPJgkkKs2xS2FGScegqpq2k2Wt2DWd/CJYWIOM4KkdCD2IrnY/C3iKycpYeL7sWuPljuoUmZeP7xGTQBwOox3HiG9m1d7MSz2qksJtAYGSMso5Lt8zKvTHoaqW3inRGfaPFOhWz7tqpLoG1kPo3OBXoV18Pptbt/K8Q+JNTvl3AmOJhBGcdtqYrWsvA3hiw0z+zodFtDbH7yyRhix9STyTQBm+G/HmgT2Mdtc+KdKubtcgvGPIUgeisf61qan428NaRAJbzWbRQwBVY5A7Nn0Vck1XHw68HBiw8Oadk/9MFq7YeEPDul3Hn2Oi2UEuMb0hAOKAObh+JVxqNxt0jwjrV5bk7VuGjWJW+m49KuG/wDHuoSutvpGmaZEPuyXc7TMf+ApgfrXZABRgAAe1LQBx9v4Z8SXF5Fcat4smaONw4t7K3WFGx2Y8kj8a6aSwt5b+G+dM3EKlEbJ4B68Varzr4m/FCz8D2X2a22XOryr+7hzxGP7zf4UAc38TfijqWg6/Np2jwWxWBFimuHUM6yPztHzDsPSt/XdQkTQ1vZsNc29jceUZGAX/UISCCPm6n9a+azqS3uqLquowpczzyjzYWZ90pJJ357enFereOfF93FeC3trPc1i2AiEtkTWwHTH8NAHr1j4pt4PCr30kEj/AGPELRwgEuV2qSo6dWGBVHxv4ml03+zYLZlKXRkFwhxuCqm4DJ6HNeX3fiuUWviPSLfT8rY2Rkk3Svl3ZkJOFPGOOe2K2PEd450vSyV3NItwZZDklwYidpNAHW2Hify4tLuj5SLJpqvIAmSN0mBgA4q54v8AG0um3iaFoUUd1rcq7m3tiK1T+/Ie30rx2bxfd33w4kltbS3t1srSK3DRAtj58gbjz26Zr0XwFoceteG01M3H2i51T/SLu/A2szAgCLGc4FAC6J8PtS0zVbrxNfaxBqeqMFNvd3LNshQr85Cjgeg7Yr0DTI2udFWK8lju1kUozDkOvTnnnjvSmCK3uEjw4i8jyVyMjkjgnrmnaJZHTtFtLMlyYYwmZDljigDhtS8Pf8INdHWrG4uG8OxKftekom9QCc70Hsa7nRdQsNV0i3vdLnWazlTdGwbPHoc96t3EEdzbywSrujkUo49QRg15n8J420PVvE/hRn3R2F35kAz0jagD1GiiigArhfH3g6fW57TWrEiW908ZFm5xHdKDnY364967qigDwObVdR1TWrbW9F1YL4iMcj3NpgJBaW8fWJwepz3Neo+DPHFh4usV2g22oogaezl4dc9xnqp9RXPeOfANxLNd614cVUubqMJqFoMAXcYOSAf4W964TWdWsb7X9Q1b/TNB1Ow0pF02KUGFjIv3lz0cYwOetAH0PUcsazRNG2drdcHBrya2+JPibSY2j1LSItVjjsI783Vq/lHymHJZTnke1R6r498Wa1p1ytjpH9jQ2/lPeTtKJZkhk/jRQMYwc59jQBhW9wLnTINcElzZazJrTacl7ZFYxKpY4LpjD46cjJ9a7PUtX8UaG8Z8S6Mmo2EL5XUtLJEkQ/vMnXnvg1z2meHpPEfiaz0bTLwHwvoMy3BuoT8085AOCejEHOT717WQCuDyPegDn9F8T2niBrebSr6yu7RkYzMr7ZEbsNh5HvmtxJHZ2UxOoHRiRg1y+q/Dbwvqt19rbT/s11nPnWrmJifU7cZrmbyfxd4I1XTdKsdSj16O+ZxDBf8AyyqEXcR5g68DvQB6kGDDIII9qWuM0Lx3Y3Wo/wBlarYzaLrErZFrc9JT6ow4bpXZ0AFFFFABRRRQAVh674hj0gSRqEkuVt2nEZbB2g4zj0rZkkWKNpHYKigsxPQAdTXz3p/ik+LfiD4svUYm2i054bceiKw/nQB2cfimW28cz6Y9vvivru3cMM5jY7OvtzXb6trM+n6deXEaxM0N1FCoOejsgOff5j+leQ6iLP8A4XV4eEguAxdCNjjDPtTGfb2613fivXEs/Cnia7t4w89ndofKc9WHl4P0/wAKAOq8OahPqmjrdXG3zDNMh2jAwsjKP0Ap2lT281zqSRKqyRXJWXHUnAwT+GK86+GXie6Twn4ju7ySS5GnXsoSMsMBeuAfqTUGieME0r41a7o902221FomiyR8suwfzH8qAPWrmQwWssqgFkQsM+wrxvx9491uz8Oald2N+lvc2WoQxIIkGQrIGO7JOc59O1ew6h/yDrn/AK5t/Kvm3x9EV0HxXLzh9StB+UVADJvjH4w0rw/pEy3kU8t2srytPECch8DGMY4pll8YPEOn69DaNDZTI6pCrmECRA4HAYc4BPSuD1v/AJFfw3/1ym/9GVoaLok/iP4h2GnWzRxSMY33v0wqBifyFAHWQ/GzxVd2r6YWtkMMTf6QEJkYryCSTjt6Vm3vx08ZXdzazLNbQG3OQscXD8YO7J5rk4LT7J4i1K0MiStGssYeM5VjnGR7V3Op/CvRtL0J3m1e9Orw28cskEdvuQtJ91Q31PrQBYh+LvjHVdA1K8N5DFcW0kPkmOJVALNg5zwcg969P8Fa9qF/eWU+otcTT3GlRSykgbFbfJ8xXjHQdK8qvPhrrGh+B9VF3eWcl7ILYtaI/wA8QL8A16lpXhK+stPgCanbPqdjp0VrcQlzhOWPJyP4W4z6UAcX4m8ReJtYs9atLK8mW9g8QpZWjQHy32kSYUkckfWrXh/SvHfhnx5p8F34iTVZpomM9l9qZmUBSRuDDgZI5rlvEd5cadpviu8tJWiuIPFCvG69VID4NbtzdfES70sajJqfh/Tbye2XfL5qRXUiYyATjI454oAS6tPEVx4m8Sa7fWn2GT7Rb23kQyF2BLA8EDkY71VvtL13SNEjlkmvBp19PezTPauwCISQu84wDkZFWdBb4nmxguYvEOkRtfRhlF5MnmOq8BjkZP1rMlm+L99Pd6fa3k97HFIYpHtZEKBsZwDQB0Hg7xtYabfx6Gh1K8k0tbu7kuZ5v9YBEeACMkccZxXCeI/EOqah4C0nVZL+5+1SaldDzfMIfbtjAGR7Voabp3iaz8a3s/imNlvZ9Hu8MzKSwWFh/DUOl+FJ/FHwu0lIdQ0+zEOo3BZrycRg5CdM9elAHO+ItSuxY6Kz3l1++04eYVlILnc2N3rXpE93cx+ArHZcSrnwtI3DkfNv6/Wua1b4eX2pR2FvBq2jlNPtEhnnN2PLDsWIAbHpXbrocN7pdpoEesac9xF4eltppI5Q6RHdncSO1AG98Pr959ZjtJLm4fyvD0LpGWzGNzHLf7xOK+eYLy6GuX0H2iXyh9pYJvO3O1+cV71oOo+GPDOrWd0fEMF/dXVjBpSwWg3YYN9/6VxGofCC60vXbx38QaTuZJm2TTCNhvUhQQT3zQBh/C7xLqq+OLSS5vrq5itbaeRYZZmKnbGxAwa6o+K7vxJ8OPHGu/vLWeS7h2hJDmMAKMA8YrivBOmT6R49nsrh4XljsbrJhkDqcwMeCODWr4X/AOSH+Mv+vuL/ANloA2NRu7lvEniRDcSlf+EfV8FzjdsXn6+9Tfs96he3vi/UBd3c84Sy+USyFtvzr0zVS+wfFPiMMcL/AMI6uT/wBaf+zqEHjXVRGxZBZnBIxkbx2oA+iTNINbSEMfLNuzFffcvP61erOb/kYo/+vV//AEJas31xHa2M88sgjjjQszk4xxQB57p+q34ka2iMm1L63G7GflZTlc+nArXn1lovHLoJZxawRt9oQDK5EeRgd68l8Ha/eap4onje6MsTX0HVQuQu4BsAnkg81e8feI0s/GswtbrypkvTHMrAYwIuBk9c0AdHo2vw3evXpVXZLmZlSS7TEJBZCFy3fjGK9crwHwZdQ33j3TrcTeZ5cjNIghJG7ZnG4cYwTn3Fe/UAFMeRY13McDOKfVa+Mgtx5RYNvX7oycZ5oAs0UUUAFFFFABXmkOtQeGfBOuXVw8lvv1W4hjOzcd7SHHHpXpdeH+N7m4uvhnfyXQIkHiIrg9gJWA/SgDhfE120dlrH+hWMoeVx5rx/vASw6e1YmnXJXwmlsktpGbrfCwSLdIQCvT0z1z7VB4r1rULTWr6COaVALhxggFcHBxgisy41X+1LqFWlhtYYk3IViwsT9TgDrkgdaALFzcm1EckvkPBIRC8lvt37cIcrn7r8cn1zVibWYo9Wlsb9YLixddpkZfmCkhwNy98gZP1rQ+HngDUfHKai9lPaRNEVjke4BJUOGyVA78V2t1+zvr15OZp9fsGkIAJ8th0GB0FAHn2umRrt7uxvZ2iuoPtEMdq5VYucYYZ7d/eiwg12Zbi2l8TLagAlo5bljux1z6cV6JB+z5r1vHJGmuacQ6FDmJiQCcnHFRJ+znrsYcJ4gshvXa3yvyPTpQBwGlz61JfNY2+usYijssks7ABQPvqPXAOKZevrlnZQXc2uSXNvcFysRuWVmVTgk8+1ekJ+zxrWEL+IrVWiXbGUjYYHp0qXUP2f9dv5I/N8RWbpCmyHMTLgZz0Ax60AeX6GdUnuYnn1S9tYzDJLbyNK3JxgkHPTIFLZ6h4hv42a98R3MFkH8uZmnJcD2TOTXqx/Z71Cd1mufE4MqkkBYSVXPoDwPypJ/wBnW4uJvOm8S75P7xt+f50AeN+dEdRcSaveGKGcBGcsWZPUDPBre/tXVoVktoNQvLWxil+aR2KzB2XIGAcngDFelQfs9XVsztF4mALkFs2wOSDkdfelvP2fr68v5r+fxSXupSS0ht8ZOMdjxxQB5DBrfim6s7y5t9buzDbMC++5IfBJAOM8+9a3i/WPEen3lssWrXYijsbXe0c52szRjkeuSDzXoH/DOM32cxf8JGuCd2Ps/wDFj1znvVrXfgVq+rxWcQ1qzCW1rFCu+NsgooU4P909aAPK9X8V6v8AbZnGp3kEMcaoi285G5yM7iPfkms238R63PNLe3Gt3u6OHbvExDH0UE+9esz/AAE8QzSxN/bmnBImDInlMQCBj+7z0quf2fPEaRzpHr9htnyZF8tsE/lx+FAHlkHiXxJOVC6/dBmzgG4I/wD1UQeKvEPzvNrepKqqSCsp+9j5fwzXqFv+z/4mgj2JrWnBWXDKUJ9wOnrVab9n/wAVzXLvJqWnOQw2ud3IGe2OPpQBwtp4p8S25ad/EMpV41JzKZDhj0C+vBzRF4g1HUtLuVvdexLI2xIZE6992QOK9Mg+A/idDFIuvadDJEX2bYScBjz2/wD1VGn7PviKJQqeIbDarmQAxMfmIwT0oA8qi+1SLGk09owjnWMg/Mck8MfUVautd+wx/Zm0rSJZY5Xj8zyMOQG6svv2r0uT9nnXXgSEa9YoijkKrjcc5yeKVvgF4mSdbpNe097hAoRmiPGOnbFAHCSeJdH1H5rbw7plpJGqtJLLFlDgj5Qo9SetQ6nr4iZ49N0/T4XhhWQ3UEfkuSwXJXB7E8V2918C/GT3IkTUNMODu3KCoZjjJIx/nFMvPgV4wvJ3ka601VeNUKqxAwowOgoA4t/F/jWAyw2uuaiLe2VfMZpgwQHjOfSqer67qr2MJl1S4v7ab7/mykjcBgrjuO4Nd2fgP4z8pYGvdPeLGNvmEAYHBOBzii8+Avi+8+zq82lr5Ufl7kYjIHQnjk0AecXF0W0Gw0uaJSyPJJG2CBhwPmJ79K3dK1W2h8Gtpt2/7st9ogXGXklUOoUY7fPn8DW/ffBTxRo1i2oXmsafBbWiFjI8hIjXv2rgHu1tbuCwluoJrW1LASxKXBOWwR0/D60Ab2jXkdpeQ6eytdGVpVjkDmMgEZ+72O4d/erV/r63Og20Tr9qktEgSTfIRtcFhtI9OnPtXFQXTsxeW6dWaRSTzluSSd3bB5rWtJ0sbOZUvIZY7rInZt3z/wB1eV6gnORQB1Vj4imuLo3Gpy2k0l1lpY4lG8IF2kE/ToKwFvrKxjvjDPDMzzqsTGMPlSM4APIA6fWvaPhf8OPDGq+CNP1S8sPNvJlbzJBIwDckdK6UfBbwKGJ/sg89vNbigD5vub06PPLdKssWpFla2uEATDKQCeORwDwfWvT9H+P1/pVslh4g0k3d8gUebBIF3ZH8Q9a76f4J+B51Yf2bIhI+8kzZ+vNVj8B/BR6xXx5zzcd/yoA5uX9o+wglaKTw7dq6nDDzl4NLJ+0dp8QQtoFz86hhidTxXQj4C+ChIHEV7x2M/wD9aopPgD4NefzP9OCk5KCYf4UAYLftJaaAv/FP3eTzjzVqaH9o/RGhZptGvUkB4UOpyPrWxL8APBkikL9vQ54Pn5wPTpUEv7PXhF/uT36cAf60Hn16UAZc/wC0jo6NiHQ7xxzyZFFRj9pPTSRnQLsDv+9WtT/hnfwrtx9s1DOeu8f4Un/DOvhb/n91D/vsf4UAZh/aT00H/kX7v2/erSp+0lphcBtAuwM/89VrYk/Z+8MSeWzXmoeYnG7evIHTjFDfs/eFnDFrq/Mj5LNvXn8MUAZ91+0Ja2N0tvdeHLtHKq2BMhyCMg8Uq/tAwM7r/wAI1eDZJ5bFplG0+/pVo/s8eF2xm+1E44GXHH6U4fs9+GgWI1HUxu+9+8HP14oAym/aR09Tz4eu/wDv6tPg/aMsJ3ZU0C4BClvmnUcCtYfALw8IvLGo6hs2FMbl+6Tkjp60kX7P/huFlMd/fgpnbyp6/hQBkN+0dYoMt4cvFB9ZVpv/AA0np3/QvXf/AH+Wty4+Avh+6lMk2paizFQpO9emMenpUUn7PvhqUIHv9QYINq/MvA/KgDLl/aPsIXKP4eutw9J1NM/4aU03/oX7r/v8tbDfs++F5JEL3d+UTgJvUfLnOM4qaH9n/wAGR/6z7dJxjmfHOevSgDB/4aU03/oX7r/v8tH/AA0ppv8A0L91/wB/lroJPgB4LaF0Rb5HPR/Pzj9Kpn9nfwqcYvNQHH98f4UAZrftH2KKrN4dvArDKkyrg/Sm/wDDR1pKjC38OXTPwFzKuMnpmth/2fvDcsMcT6jqLRxjCKXX5ec8ce9MH7PPhgIyi/1EK3UCQYP6UAcjr/xq8X3MU0Vhp1tpu2LexJ8xwMjn2615tOdWu9XN1fxW2oXt50eRt+GHr2z9a96P7P8A4cKsDqGoksACxkGcDtn09qU/ALw8wYHUtSw5BYB1GSOnagD58iuYrC6tFvrWOY5EivE4OPmOAPQDniu78Z6pJF4g1Lyoo4w1xbfvMHKBoAcYHUdPwFehj9nnwwvK31+GyCCWB/pWprHwc03VtQlvRqt5bzSOjZjUHAVAgHPtQB4H4h1+7W9u7y1aMfaxi74ALF1QlfUqMD8c1uad4ge7sNMXUn2NbxSCQ7Sx+ZWwxHfIIrlvGdlp6+LrnT9KNy0kMrW7/aNvzFPlG0g85xVrTbe9t7TypZI53XiJI3DnGDwcf1oA1NCnWfwl4gjmeD7AQigLJs3SbvvD047Vc+G3xOufAN5Jo+o28kulySbtnV4ScfMMdeO1cAuoLFa3NsbNA8oILqCGU/3T9KiW+eK0WOFWSQEMXKgnPPfr6UAfaVprula9pltqOn30E1uxEgy+OAecj1H861LaVWto2M6yZUHeON3vXwp59xbPi2upgpAOULLyRyKlGtawoCrqV8AOABO/+NAH3ZvT++v5153owW1+N3iFWjKi50+B0YDhsHk5r5afWNZUKRq1824Z4uH49utC6zqQRybu9+0Eged9ofIX+7QB9070/vr+dG9P76/nXwsdb1byxjU9R355/wBIfGPzp8ms6sy74tSv1VQAQ105JPcjnpQB9zb0/vr+dG9P76/nXwtHreq+cizatqCxlhuYTuSB3IGaa+uasHYLq1+VB4JuHHH50AfcaXErX0kTRqIFUFZM/ePcVHf6ZpuqwtDf2tvcxsu0iRA3FfD417WVbI1a+BH/AE8P/jTh4h1oYxq19xnH+kP3/GgD6qm+E+nQXxu9E1S+0tmiMLxowkRkP8O1ug9qgg+FU0s4l1TxPqNwvkC2aOACJXiHRDjnHWvmlfFfia2gSRNdvAspJwLkk8eozxUjeN/EX2dNuv6n52TvzMduOMY5+tAH2Xo2jafoGmxafplslvbRjCoo/U+prQr4rvfF/iiGO1ca3eIJYg2Fuy5PuR/D9KqL438T7vm17UMe0xoA+3VLEfMMGvNfjJ9psNK0bX7IkXOmagkmR/dIIYV82L438TZ+bXtQx7TGnf8ACbeIZIzDdarc3Vsx/eQTPuVx6HP0oA+sPGPh9PFXhlLi0AXUrdVu7CcD5lkAyB9D0x71c8GeIl8TeHILxlMd0n7q6iIwY5RwwIr5Cj8c+KInVo9dvl2H5QJTgfhUsHjnxLpt3cT2OvXKyXW15nTjc2O4I6jpmgD7Zpu5Q4UkbiMgV8ZR/EnxvcTrt8R3e9QcZdQP5U0/E/xsTk+IrvPTPy5/lQB9o1HNNFbxGWaRI416s7AAfjXxmvxP8bgAL4ivcAeo/wAKztX8aeJNdgEGp6zd3MQ/gZ8D8h1oA9s+KPxm082c+g6C/wBp85THcXUZwEXuF9T715/8I8G+8Q7c7f7ObGf94V5zFE00gRMZOepxXo3wfQyX+vovLHTWA/76FAHTi6Mfxj0ZYVKyHUgjv1JUogI+nNdD4wazFr4+3rc48uIy8jn51+7XMTeUvxq0MRl941IebuxjO2Pp7Vt+Lbk3mmfEKdZN8QjjRD6Ydcj8zQBR+F+pWkfw01mxe3eGa5LsGyW83aqbmOen3hXF+Mb5pfi9NdplGV0ZSDyCE4/lXX/C3w/q+o+DHuIbXdDILmONt33siMDqfVW/KszxJ4B8U3nxAkv4dBujaFgPMjTIOExmgD1T4ffEOHxf4Wkt7t9uqwxskgIwJMcAg+p9K4P4lRzf8IRrUZt5F/4mcJDFfvfu1rI8FeC/GenXsqT6TfwW4cMmVKjrya6j4hweMpJbiK20u7vrRhGkSeWSFO3kjHUg+tAHjOuAjwv4byCMxTf+jK2fC+u2Xhj4k6fqt8z/AGdECy7F5QNFtz79abqGl+MrrSLfS5PDNylvANqEWrFlIOSQe2Seadq/hvVPtIuG0DU1ul8pUKW5MbYUdc9+2PagCO+8ZR6eLyx0nTbCS2lZwl7Pa/vpVJPzEnvXsl14rtj4OtLiO/0q4sLezhkHmzfvmuEI+Qjqa8Wn8Lag1iXudL1v7RFkQRPanYVBzyR0HJrKbSp3ty/9l3cM3mcLHExIGPcetAHqureK/C7ateavDZa9Lf6l5MjwSxkJGUZWwM9RkV1Gh+IfB154h8QajY63cTXurwr+4lQqI9oxtHqeleTeHbu/tkit7i11S5mun8uUyM6LGueOcH+lbGk3U8sxaPRZ45NNgaZHkBA3BvugBec8cmgB/jDxXotxqOs+FxoEULzamzPeG4YDzQxUSN7cniu08QRS674F1WDxBH4ctxbWw+xXNrcB3Lr29RkDH415vPqa3zXl9P4Z23F3JI8yukkjEsRyPl4HpWA0cTSu8vhW7WNuqpK4VTnqBt9KAPZPBFxf+KNH0K0m8MaVPo4tjbzXnm5kiUe3VTVHwFZXMdtdeHpNBurzT5dWlUX1rdY8gDjLEc8CvKoWa0uZ0s7TVorKUja8UkilfwA+akbVtS0aQtokmp2Uc+DKiu4GehHI5PfNAHS22q6T4C8Ya9aa5pt/fzq0ltA32nG2BwQc565Ujmt74e3V5qOlvY6TYaJLosd8ZWh1SdTNGjABsZ9u9eWXkVvKFuTPfXV0yhpBNEeWyMjdnOMZ5psMFlDslb7a3IDwohXcM8gN6dKAPadGSTRPGHifSdBg8O3MFxLHJFaXFxhCmM/L24zzSlJtC+JN9eaF4etdTW50xRPY2Mqskbnhs+2a8UurmwkVIbPTpLSZX4nack49xjirGk6tFo90XUXqvkbpba4KNkdcEdQfegD1Xx62m2t74Ukt/C8ek+IprhZ3gyqLhTjaze5xXRX2gj4i32of8JH4Pn0q+SzLwX6y5Vyp4XI4I5rwq5u49f1GFr2/u0c5D3N45kCjt059Kt2viC+SOOzn8Saj9j2uCsbuNuPujn1/TNAFn4eQtb+NZoWKkpZXakqcjiF63fC//JD/ABl/19xf+y1mfDYWc3jZF/fRI1ndiSWT5sAxtzj2FbmiyacPg54vt7J5G2TwmTf1bkDcPQHHSgCzqH/Iz+JP+xcX/wBAWnfs4/8AI46n/wBeX/s4rPbXNKvtf1m4M7wRXehrDEJEyxO0Dt9K3fgKdMs9a1N7ad7i7WxMjttKqAGHy4P4c0Ae9t/yMUf/AF6v/wChLXmPxg+IFpY6JLpOn6j5d3KzRSkQ+YrLtIK57HJHPat/QPElx4k07R9ZkjEElyCGRDkACcLj8hXgfxMbGozoHwrX9wW46EOcUAVvCF6NHsbq/hkd5IZInO0bSjcjAz1xmtn4g6qLXxJfzjbLK95G582MEK3lg5rktFOfDOrHOf3sX863PiLPGviLUbbzYhJLcRlgw+6vlgbs0Adp8N9TsG8VwFLi2gBYsZyuDM3BbB7+mPevomvk7wVBYW+u2Mza9Dci3+5HFGymNmYDIyvbrX1gOg5z70ALVLVGmWzBgLB/MTp6bhmrtV7tUeDDsVXcDkeuaALFFFFABRRRQAV418S0ZPAGoBk258QAgZzkFzzXsteNfFaV0+HGpzJKjyJreVKD7pDNgHPUigDwrxzMkniq9VGLYf5iQR82BnqTn61gQTyW0hZMcgghlBBB+ta+twy3Xia9Z54hMT5hZm2gnAOPrWfPa3T6m1tIyyXBbBPmAgn/AHs4oA95/ZtIaDxEVXaDJDgZzjh69nk17S4tUOmSXsS3gAYxE8gEZGfwrxj9mtSLTxASDjzIRn8Gr03VNF0CbWb27u9SWC5nhEc6GVFIQDA6jI7H64oA6MX9mWwLqEn08wU9bmB4DOsqNEASXDAgAdea82k8B+DXvoZYNcSKQW3llPtEZLrg/Pz35OTXSaGmgaBpw0mLV7eWK6LvChdBlTwQoXgigDat9d0u6mjhgv7eR5UMiBZAdyg4yPXmrK3to4JS5hYDjhxXBReHNAubW0R/ECLDIP8ARY8QwtgSA/KAAeq4z3qFvCGgCAyr4pjjUsI1dGgCBQpGzGME4PXrQB3s2r6fbuiTXkKM7+WoLj72Cce3AP5VLe31tp1jLe3cyxW0K7nkboB61wln8NQby+kurtPs7t/oyxIpIXEgy5I5P70/kK1dTvNBl0KXQZtdjTySlrcMSjOD6MGBAzjrigDfGtaa1wtuL2Hz2jEwi3DeUIyDjrUkeq2MrQIt1EJLhd0UbNtZx7KeawYNI0v/AISDT7tNWhkvYbYRCP8AdFpUHQ4xkfVcVJqek6RN4osdRuNRjt7u1XKw7o1Lr1GcjOM0AbFxq+n2l/BY3N3FFczqWijkbaX5A4z1OSOKY+vaRHFJK+qWaxxP5cjmdQFb+6Tng+1YutQaDrVzbTT6zEjBTHD5csZ+bcrZGQcH5QPxrnYfDng5FvryDV5bmN7iDzgjrJtdZDtJ45yzYJNAHcW3iPSbzWH0q2voprxYhMUjO4BScZyOKdc6/ptnqaadcXSR3LRGUqxwFQdyegrL0nR9DtfE11cWV2GvlDeZbh1xHvO4nAGevvxVPxCvhw6pqB1C+mjuDZqs0aDomchhx1z7/hQB0Ka/pErxImqWbNKcRgTKS/055p+oaxp+lSW0d9dRwNcuY4t5xuYDOPyFctp+n+GLDVLG7h1tmuMOyh5VPnFiMlhjg8AcYroJP7N8SQqba73/AGaVWEkDDKNjpyO6t+tADbTxXoV7aG5i1S2EQcxkyOEww7EHvxV231bTru5a3t762mmUZMccoZgPXAriL/R/BN/AzXM8q+XP9lZ3DZLgtlPmBznLVrWcfhXRLk3sN6qPErqS0hOBu+YY9jxigDaufEWkWeoPYXN/DDcpH5rI5xhfXNWrfUbO6sPt0FxHJbbS3mKcjA61zzr4f8QaywjuLg3U1spYJ5iBo85GeMdauQ3mg6BIdIN7HHO+Zmjdyztu6sfrigCa38VaFdRW0kWp27LdP5cJ3Y3txwM9+RSL4o0zbE7ytFHK8kavIu1d6OEK/XcePWuaWDwXePY/8TCd5EuNtsjvJuVwytgKRkAHb271paVpGg6xF59tJey+Rcu4MzSKUkLAsRu917ccn1oA6wHIyKWsY+KdGVNwvN2Lj7NhY3Y+Z/dwBn8elT6br2l6vNPFYXiTyW7bZVGQVP49fqKAM/x3GJfAeuoVDZspeD/umvk7wlp4juE1WSCK6ghjleRJU+RCq5XrgMSe1fXfiu3N14S1eAYzJaSLz/umvkWw8ZR2CXYj0wb5ofKQid1EZ8vYTgdSaADxPfpqMV3cx6YlrC9yvlKsIXygVJZeDxk84IPsaw7e1EtoWnvkit1YkRB9zFsdQmfoM1O+tXzqbm8jS7eVv9dcqZCcADHJxwKzo5iuMuUKHem1R96gD65+DKlfhfpXOchj+td/XCfB1i3ww0lmOSVYk/8AAjXd0AcFrOq+KbPxRdLY29zc2QjHlr9mJjQ4GWJxl+p4BzxjHeugtb/VpvCst41sP7SVJCkbRMgcqTt+UnIyAOPesvU7/wAVx6hqdvBp5azSJ3trmPaWc7AFQKSOdxJz6CqeqXHit44hYRXiJLpuAhjjLLcAn7zbuD09QfagCOHxF4xuL2O5OiSW9sFZpLaSIliA4UYYHhsZPcYqBfFPjeViI9DiQeYxy0EpwgHCnpyfXpXYeHptUlspU1eLbcRTMivtCiRAflbAJ7VzV3P4yiupDA00wguJCqm2QJLHj5VzuyfrgUAdFrd3qyeG/tWmRqt9iNikkRfaCRuG0YJIGa5ybxD4qsGvpV0uTUo8A26JbtHz5YY8n+HOffPFV31z4gSyXMK6Klu5OYnCrIoGOnLL7V1rXmqR+FxdfYzJqggBMAAGX+mce/WgDC0fxPr17rFnp93pkEJmRpJPmZSiKSC2CM8nbjjufSrHirxhN4f1nS9PgtopWvG+YyOVwM4+XAOSOpzjisG11Px59sFzJpaPKYRE0fkqEyGfLht2RwE+XvntWgt74omuIku9IhmTzAiztbDONxyxXfwMYoAydS+Jeo6bpsFy8enPPJcGOS2EhDxKO5zjr24/Ouz1nUr9PD9re6bFmeWSElCpYBWI3Zxz0J5qr4ZtruaO7TWrOEzxzEK32RY1K54wQTu+vFZzat4q0yWeM6cZ7Xz32yeVuMUeVC4VW+bgn06UAVh441+a3lMGgk3K42wtHKNwwPm3bMYySMdal0nxr4hutUsrTUPDUlosp2ytljtPzZIO3GBgfnWpo2r+JrvVYrfUdES2tjH5j3AcYHAwuMk5zn2xTdY1zWrfX5dO022tLjbbfaAGJ3gAEFTz1J249s0AdFa30N7Yrd2zF4nUlSVIJ/AjNcZF4z1Sew8+SxNsyX6QP/o8r7oz1IG3P49Kmi8T6+stp5mkO8E8gQyLbOpXnBypJIHueK1vFlxqUNjax6YJVea6RJZYo95jjz8xxQAujanqVzrmqWd8sAigfMBjjdSUOMZJG09exrE1TxXq9l4inhitGe1hTayeRIduXQbywXngtwuelMj8SeMWnvox4fQpDNsicgglcnk5OGzxyD36VtWWpagl5fSXlheFPs8UqRIoYb8Heq8+pHWgDDHjLxRKgWLwvIrfK3mvv8soSBxxuzyTgjoK6iHVrr/hG31GexkW5jjYtAikksPQdSK1kbegbBGRnB6iuR1u78S2XiR2sN8+ni1Moi8kEbwQNu7r0y2Op6UAZlt451+4hjmXw+zgR7pY1WQNndjC5UfWtvwhq2p6tDqE2oRlAsw8hTGy7VKgleQCcHIzVWz1/wASzXtuH0YGzlcKZfLKMF3YLFS2RxzirviXUNZ0+9sZNMtnngYlbhRHuCAkYbA5JHoKAMGTxp4ht7VwNF+1SRzOhlVXRQBvIBBHU7V5GRzXU6xqF/b6Pb3VlADcPJGGjdSQA3XOBnjP6VzkvifxRASsmjfLt3+als7cndhNobOeBznAzWxoesa7fazcWmoaObS3hUn7QT8shJ+ULye2c570AYsvjjWgGaLQiQwVY0Ik3biFyzfLwgyffjpUf/Cfa2mrR2T+GLgqVKvMpbZu9RleV/WtLxDqPiSDUbu202NfKMCNbMLZnO/cA2WzjpnjHSqSeKvFDajFbPoiRRhCHnlicIWAPzAgnaufX86AH6V4w1y/t7Oe40uG2R7poJgwlJAAyCuE/XpXd1heFtT1DWNJF9fQQQiVv3SxHOVHBJOT1Oce1bp6UAfD/jUlfHeukHBF/Ngj/fNaGmKLWzmlt5HB2q4Yn5txjyT+dUvGkyTeMNYRUjH/ABMJz5nIJBbofYY/WtPSok/sZ447by98QeSQHcSApywz0+goA9M/Z9srPV7XXJ9Rs7a6k85PmmhVj09xXtX/AAjehf8AQF07/wABU/wrx/8AZxj8qz11OTiWPBIxkbeDXqGratqNnqktvFLZCJbV51V1beduB1zjqfSgDQ/4RvQv+gLp3/gKn+FIfDOglgTounZHT/RU/wAK5+Hx5K19p9nJo0vmXMhjkdJQVj+7ggkDcPm9jxVhvGbR6fBetp26Ga4MS+XOGwoIG48YBz/D7UAbP/CN6F/0BdO/8BU/wo/4RvQv+gLp3/gKn+FReItdGgaM+oC3M7AgLEG27ieeuDjp3qnN4qaNrgpY+ZHBZrdPiX5ySMhQoGT9aANH/hG9C/6Aunf+Aqf4Uf8ACN6F/wBAXTv/AAFT/Cm6LrDaroMWpzWrWpdSxiLByAPcdaj8Na+PEWnSXYtmt9kzRbWOd2ACGHA6gigBtz4M8M3hUz6Dpzlen+jqMfkKjk8D+FpmLSeH9OJPJ/0daq3fiyWxm1WN7ZJWtblIY8PsBVow+52OcAcjPrirmmeI11DUxaNCsPmQJPDukBZwQCfl9s9aAI38B+E5HLv4e04sep8hab/wgHhH/oXNO/78CrF/4iFjrtvpptiRKBmUuF5JwAo/i9/Sjwzq11rVhPeXMcMa/aJI4kiJJCqcfN78UAV/+EA8I/8AQuad/wB+BR/wgHhH/oXNO/78Cs6b4gLGbvbpzEW0yo5eZVwhcoWbP3TlSQD1GKfeeOU04XzXFoZhA5MRgYHemVGSOSMbxk0AXj8P/CJGP+Ed07/vwKQfD/wiAAPDuncf9MBUdv4yS8WFrexcrJZfbSHmRWVeeMZz269K0dA1sa9oUepRweXvDfuw+7kds45oApf8K+8I7i3/AAjmnZPH+oFL/wAIB4R/6FzTv+/ArNX4hQR6TDeXVnskNyYJYVmUtHgkbv8A6xwat6l4wTTftJIgm+z3YhdIpMsFKbgT/dweueMA0ATD4feEAxP/AAjunZP/AEwFIfh74QZlY+HdPyvTEIH/AOumXXi9LNL6UwpcJb3AjAhlXhfL37iSfY1LpHi631fW5dNhtpVKIX8xmGCA23p1HP6UARP8OPBsmd3h2w+Y5OI8fyqBfhd4JWNox4ds9rDByGJ/POau6l4pXS/EI02a3zEbVpxL5igkg/dCnk/hVvQdfh1/T5LqGJ49j7SpYNzgHgjg9aAM1Pht4OjKFPD9muzphTz9eefxqY/D/wAIkEf8I7p3P/TAVmt48kW1trn+zcq000U0QuE3oEBO4DPTCk4ODTm+IloJL9I9NvH+ySmLd8qrIQSDgk+x+tAFib4aeDLhkaTw7ZZTptQr+eDzXPa74e0Xw7dTw6Tpdtaebpkpdo1IY4Ycda7vR9as9as4Li3cBpYVm8liN6q3TIFYPja3jMMtxj94LKVM57cGgDxZv+S16P8A9hMf+gR0XX/Hr8Uf9yD/ANDFDf8AJa9H/wCwmP8A0COi6/49fij/ALkH/oYoA9P+BP8AySyx/wCu0v8A6Ga7vU9Y0/RrdJ9Ru4raJ22K0hwCfSuF+BasnwtsNykZllIyOo3muk8Z2Gn6jpcEWo6qunRLcK6SMUGXGcD5vrQBuJqFnJCJluoTGRkNvGMVL58W8J5ibiMgbhkivOdX8HeE76G5E+vQxM0iuW+0RgI3cYGOGPJFSXXhzTLLSNSMeq6fcSGBAstyyKbdQAA28ZIGPz4oA7+O8t5Z5YEmRpYseYoPK56Zoku7eGWGKSeNJJiRGrMAXIGTj14rzyTwdpl3NHHb65CmbJSDGgZiBkFjJnlWZzkd6snwRDtgZb+yuGhik2xiMJkMHyEbcdi/P6HpQB6ACD0INJuU9CK57wnoy6d4aW2eRXuJgTcyJL5gLkYPPt+FYJ+G00cMEUGuzQQxS+aUjUqGOOSfm60Ad5NPDbxGWaRI0XqzkAD8aWSOOYAOAwDBhz3ByK8us/C0uoSTpa+MItQVbg745mZgM57Bhkg9O3FdDoGnDRNa1jU7vXYp7aaXyhEztiF92cHcxweRxigDsVkRywV1YqcNg9D70m+NnaPKlgMle+PpXD634Iv7m71S60/WfsA1Bw0xXcOAIwOjAZ+VucZ+amf2Vrem6ROkU8N/cwWSwNKtyUnZg24bm4wME856UAd35UYXAjUL6YFNa1t5B88ETAeqA1maLZXsfhuK2v7jzbloyGkDlsZ6Dd1OM9a5a28L+KLSbSo4tV8uG1mLSr9rd/PTI4YODxjPHY96AO5FlZHpbW5/7ZrSHT7Jhg2luf8Atmv+FcRJ4X1W3vdMNveW1mIZ52MS3DBpldw+xTjjAB9f1q3b6b4huLGb7JfQwFru4kDpcmXcCDsBO3s3Ue1AHRv4e0WRy8mkWDuxyWa2Qkn8qT/hG9C/6Aunf+Aqf4Vg+GoNdh8T366ndy3EKwrhjINrOWP3U/hG3ApdV07xMNXvptPuHe2lEZjQ3OwLj7ygbTtJ9f0oA3f+Eb0L/oC6d/4Cp/hR/wAI3oX/AEBdO/8AAVP8Khs7PVJPCwtL66ZNSaJlaaJhlSScYOOoGOcVykeh+NIpLe4gvnWeK3SIie5EiO247i3yDPB46H1zQB2cegaNESYtKsY2KlSUt0U4IwRkDuKrQ+EPDtvZ3FpDo1klvcY86NYgFkx0yO9YFhYeLYDpv2+5e6eK5d5tsqrujZMAYxzhiSK2fCNtq9vpsh1ma6e5aQ/LcOj7R22lQOPrQAv/AAhHhfcGGg2G4LsB8kfd9Ks6b4X0LR5JJNO0m0tXkTY7RRhSy+h9q5lLDxZYWRhdpbtRdI0YimUFYtxLBiwBJ/Gq01v45W41K6hEy3EiqsWHiZCA+QFU8D5eCTz9aAO5tdJ0+ygigtrOGGKL/VoiABec8fjzVG78IeHb5y93otlMxYuS8QPJ6mtKw+0f2fbfa/8Aj58pfN5B+bHPTjrVmgDn4vA/heGOSOPQrFUkILqIhgkdOK474uaPommeDrzW10PT5rxZIxvli6jOOSCD+teo15z8cf8Akl1//wBdI/8A0KgDwfwS1vJr+lS+TYLm9IdnhYphu3P90Ank19dpjYuCCMdR0r4p8M2C3mo2r2rQ+ZATLN9obCsoI+UDB59D39q+0bOVJ7KCWPGx41ZQOmMUAWKrXkYlgCltvzqc4z3qzVe7x5I3EAbhyRnv9DQBYooooAKKKKACvBviX4gsZ/CFzYl2D3OtO8ZRcFhHIQ2Pevea+aviNEHhtLaykilR9RvWM8ajKjzOQPz5oA878SCC58Vzwte/uFJIlkj2t0zg46n3rFn1K5nggtzJ+6t8iIAAYz346mug8TL50kl3dQxASk7LiHqzBQNpH8zXPWryTXioJo4TIPLLtwoBGOaAPf8A9mxcaVrreWRmaIb+x4bj/PrXa+JLHwvJ4ivLrUby7S7ggieWOINhRuGxuByQR61yf7N5f/hGtYUgbBdLg56nbzXqV/4Y03UtRa+uBKZXjSNlWQhWCtuXI9jQBx0fhLwI2oyXEV7K17dwvMcXDFnVgdxAPfHar2laL4cso9Gis9Rnjk2MbcYG+RWPcY4578Vsx+B9DhvPtUcEizf3xIc9CP5E1NY+FbLT9Tgvobi7LwQ+Qkby7l25zjFAGJd+FfD8V9bW9/qk7SrGRHFLNjKk/wCJ/Wsu28IeDk0tYYNZdrd7kBWVlJLheEzjPT8a6vU/CNpq3iGHVLqeUpHD5ZtwcIxDBgx78EVBZ+A9KsXhaKW7/c3AuEBl4DBdvT/d4oAs2uvaXZrMLnXIJszNt3EDYOfl464wefY1iXlp4Z1DUtRuJdXdBHcRtcR8KiSKOOcc5+tX1+HmgqLhfKm2zsxI8z7u4MDj0++351ZuvBel3cFxA7XIinCb0EmBlBgH6+9AGdpHgLRYNVstdtLmeZ4kAjZmDAjnnpkdauar4LtNb1yW+vppHgkgWI268DKkkMT+Nalhodvp0sDwTXO2CAQLG0pK4znJHr71qUAcrH4C0mK2jt1aYIo2vhseYvHBx/ujp6VHZ+BbZNNltb28nmeSQNviYx7VWQuijHYE/jiuuooAxdP8M6bpmrXGpWyOtxcEmQliQSTkml1Dw3Yaldy3MpnSWWLypDFKVDKDkZA9K2aKAOaHgfRVvY7wQyfaY33rI0rE56/lmtPRNIi0XT/ssbmQmR5HkIALMzE9vTOPoBWlRQBkyeHNOlkV3SUlbj7So81sCTnkDPufzqF/CejveTXRt386bcWIkYfeOWwM8ZNblFAGZaaFYWM0UtvGyPFH5SneTlfQ+v41He+G9Lvr57+e1D3TIEL7iMgZwP1rXooAwYfCWlIsLNbsZY5BNuMrElxtwSc842r19K0bLTLWw877OrgTOXcM5YZPXAPTr2q7RQBgweENHtpo5YYZUaOUSriZsBgMDjPpVvTdB07SJpZbKExtLnd8xI656HpzWnRQBna+SPD2okHB+zSf+gmvhqytxdXHlmWGP5S26ZiF4HqO9fcniD/kXdR/69pP/QTXw5ZEJOsgELlQxKTD5eB/P0oAsQNHdKsHlIzKqjMkmCcHkL25B7+lRXS20ZbyAGjYnYWJ3L7Gm2sAlVt6bVJUecxIWPJxk+tNb98ZVXyVVCXyOM9sD/CgD66+Df8AyS7SP91v5mu8rg/g3/yS7SP91v5mu8oA5HUl8ZnU71bGS1Wyxm3dsFsnaMEY7fMahtIvG8kQW7ngVmTYxj2/KfL+8OOu/wDQ1Jq2h6vdazdT2d7P5E/lDAudoi2sC2F9SO9RaLpviqDxHFNqGqiWzWEI9vvB4xgMe+SRnPuaAOi0H7cdIi/tIyG65D+YFB6/7PFctMfGtrFKkBknYTyBWIjJKn7h5H3fXvXQ6vZX1zq2nz2ysYYPML/vtoyRgHHfFc7L4d8SS2yW1zdy3MH2iKVgbjDYH3lz6ZxxQBu+Iv8AhIW0SL+xXSPUODIcKQDjkYYEda5aWX4jSXNxEYYzC1shjIKriUbc/MOcE7sj0rUm0zxUd228lG6ZC22ccLv+bb6Db29arz6X46W4v2g1NDCUkW2V2Gck/K31A9aAHaTP48bXdP8A7RihXTjHi6UIu7ed2TuHQAgADHQ1reJE1wX1nNpc1wbba6TwwqmSexJbp6cVnWdp4uj+wy30rzMNPZLiOOVVVp/mwfxBHI9KqxWnjYWdhDDi3KWyo2ZlcK6k7i3dsjGPSgBryfEGDT444EjlkXDGSUIWOR93A4wOmetW57nxcTqixQTxu7wG2kCo6ouB5gAP49a2/D0OtW63EerSrKvymF9wLdPmBx71h6pZ+LE1HUGsJ7h4JHVof3yAKvGQoPQ0AdBqU2p2WgB7RWu71NgY7BuYZG4heBnGePWuVk1L4gcmPSLXa0bOspI3jAbClfUkKevGTXSX0OuSeFYoYJtmrGOMSSIQMNxuIzx61z13a+OmlMUUyNEbRot29QTIVO1vY5xQB0ujS60dKnOpxxteIW8oqNvmDHy5Hb0rlpLrx1aSyyW1r56zTghZ8fuxt5AAPC5qxaQeO11DTPtU8Bt4wVuymP3h3HkDsMY963/EkOpyw2Z02eRCs4MqRuql07jLUAYVzceLpNNvMwz/AGogFI4kRVUhuitnJBXuasXt14pmbVo4bSRITATZugUPvIGByevJ5rPmsvG9vaeTYSn5pN5M0iMUG4/Kp+mK6bVTqsvhwpZ/8hQpHuETqCrcbsE8etAGPe3PjAagpsIF+zEIpSZF+UELubIOSwJbjpxSWWpeMP7ZgW804GwETGXYFDbgowOvc5qvrCeJLFr+6t2ujCLWBVberMCrZfav94g9famWVl4ultWla7uVa6tcEM6Axv5a4Yeh3ZzQB3NrM1xbRzPC8LOoJjf7y+xrnvEra6t9bnTIppYDGQVhcJh9w5Ynttz+NW9OTWYfCirLufVVhIHnuGy+OMkcVzkNp4yMkMxuLgMmXZJHjw5yPlIHbrQBpzz+JlsLiSyt91ybpgqXAGPLbhSMHop5I+tO8PXvimfxBqNvrVnDHYx/8e8sa/e545zzkYNUEg8Y+QFlLyFbyGXPmIpKBsyKcfw4xinzjxqsU0kDp5xkY7GVCmzJ27e+cbc/jQBNr1z4kh1K8hsBM0MkMZtjHCpCNuAbLE56ZOKrT6t4xS+W2XSRJEYsebtGGOOSeePpXT6VdXksSw31u6XMcSGWQDCM5HIX6Via63i/+2SdIW3+wCLGHI3MxHXnpg0AaXhltX/s9o9YhijmRsJ5SBVK/QGtlvuN9K4h08bPdQJNsNvHPExaIqGdQVLhvb73Su0uW22szAdEJ/SgD4V1s517UDnObmTn/gRrdREg0WCWK6YswjfIYAxsAeBXM3bmW9nkIALSMcD61dur97u2kRIgIyUJ5zsCjaBQB7t+zexey19ySd06HJ78GvSdY1PUrLWbtVurNbaKye4WNoSX44+99T0rzX9m3I0/XVzkCZOnTpXous+K59N1m4tv7KWeCOI5lB+ZjjhcY6E0AQxeOd9/p9mdHl825lMRcEbFYBeQcc/eB/Ct7w/qL6tYySy2AtQkhTYeQWH3iPbdkZ74zWBaeL5LqXTkbSFC3E7RF1yQpGAGXjoc9fatPw1qtuujRRyQRWhS4NuIYizBW5OCT3oAzNR8ePZw37vpLstpKISGDDe+W4UkYPABz71cPiwtfy2sOmEsLfzFdmwCdm/bjH4V1LxpIu10Vh1wRmjykznYufXFAFDSdR/tHRIb1IkRnj3GNTkA+mcDNYFt4zaPQ7W9urGOKSRnWSNJOFZSBtHH3jnp7da69EVFCooVR0AGBTPIhxjyo8bt2No6+v1oAyfEl/Ppmmpc2ttFO7TIrxycblPXn1rKh8ZQS6i0R0qSLZbeasrkDjapx06fNjPtXXMqsMMoI9CKb5EROTEmcY+6OnpQBz2neJ4dWm0sQ2i77uNpT5jgNEFODjjk/lV3V9Rk0c2Yt7WJ4559krF9gQEE7unJrUWCJCpWJFK8AhQMUrojgB1VgDkZGaAOKl8WJaWl693pcdw6zFQYyMSqGcAnI4xsxz3IrodQvYbLRW1M2XmosYeRABuCHG49OcDnHfFaRghIIMSEHqNop+0FdpAxjGMcUAcbF4qRr6K3GieWXt+HZhlQULKuMfdx1PY1JY+LQbTThb6cjCeDzn2SqgQZIIUY+Y8dOK6wwxFsmNCcYztHT0pq2tuoQLBEAnK4QfL9KAMTw1rFv4j0+a4GmG0AkIZJADu9/rVG48QR2/2wtpMJdLswum4BpF2k7unoDXWJGkeQiqueTgYprW8Lkl4kY9SSooA45vF9oftot9LjZILuOGQkgBlYEbzxxjBFbepzWmiQSatFZLLcS7Y8qQuc9Mt2X3rW+zwYYeTHhvvfKOfrTnjSSMo6KyEYKkZBoA5QeLbSTVrW2utO2yS2zSiUMrhMDJGcdCB1pLXxjZpZ6ZLHpxih1BiYxG6nAyACQO+T07V1ItbdcYgiGF2j5BwPT6U1bG0RI0W2hCxHMYCDCn29KAMrRr7TteguXitIwIpWjkU7W+bHOcexrGvfFNrCdRVdLheS0vkt3RmXMgP8QHbGe9dhBbQWwZYIY4gx3MEUDJ9aa1jaNI8jW0Rd8FmKDLY6ZoA5/RvFel6prJsbG2YN5QPmhQBgAHH0+arni5FPhbUXKgssBAOOR0rUhsra3ffDbxRtjblUAOPSs3xd/wAinqf/AFxNAHgDf8lr0f8A7CY/9Ajqa7gI0j4oXBzgmFByMcMD9ahb/ktej/8AYTH/AKBHS3X/AB6/FEf7EH/oYoA9f+D/APySzQ/+ubf+htWn4zstE1LT4LPW7o26NJviYdcryccHtVL4U2zWvwx0JGYEtb7+PRiW/rVvxm9lHFpbahIywG9RdiweYXbnA9QOKAObPh7wTqV2pk1VpngkzErtgJ3IGRyPzq5beD/CVxquow2t60lxdwlJYRJuKqwHIJ6djWfOPA92k811d3Vk8MvlgO5Qx88hP9knrXU2cmh6D9su/tDxwRJFvllOVwygLg4z0AoAxdX0rRlv/wCyNQ125QyWREsZRAoiDAhmbGF5qs/hDwxc6ml/BroXy7V0dfMUhkIYE89Byfyro9WtdKvtLu9ZuLydLKeyMcjL0EfJ3YxnPNc9daN4K1O5kMuqgM1jh0L7TsC7RIeOuPzoA2/DehWugaNA9jrMs1hAZZpCgUrKDz2Hb2rYTWtH1CxV01G2MNwuFzKASCOnXrWH4e/4RvRvD8WkWGrRyRXAcxvu5bdnJH6/lWNBoPhSSCKf/hIfN3sYTIWUbgONmMfLg9+tAD7nw9a3Ftb2TeKLbbFcFrYLHGAoT+FmHVhzyTWmukmW213frFr5d7d5zJDtETqoG3k8nAWsn/hFfCcZt7iXW1Zopv3Dl1wGAOBjv179a0n8O2niK1v7SPxALoNcmWQIiHyyylSuB7fqKAOg1C2ttc0e60h7uCSZ4gsm0htpwCCVz0zg1zI8Evbzzt/aVnDvtTbuixbRtKgZIz2IJH1rStrPRNB1ma+F7AriOO3lXaNytgAFj1AIAqvqnhzT9Wv7knWEVJyHkiypJBxxnOcHaOKAJo9Cu7XU7PV7vWES1tIQrpHuWNgFxk5OPerWuaOmr32nXttdxJNFuCsZG+ZSO20jJHHXNMh03T5PDbeF/wC1Y5nMJQHcpfaTkcd6x28DWdhfJ/xN0ijZt3lykAooAz5fPGcc0AXdL8Oa3YPbNJe2kwjujMwcSNsXZswpLZBPJOe5rW8NaZe6VaXUN7LbyNLdSzp5ClQA7Fsck9Caq6JZWmjaLPCdYGoNMWcTTSjLAKBjg9BjtXJxeEZbvTNMd9eggmNxG6JBISjEKCAOckkDJ9c0AdBc+FtTa41ae1vIYpb65Rw4aQHyxwVOG/lUVz4W15XvXtvENxGsh/cqZDhB2XJ/nVC/8BPe6fexpraW8812ZvOjY8Kc4U89ieKuzeBmNldq9+jm4XJaUtgsCNpPPbFAG++n6m/hX7B9vI1LyAhugcHd68Vzsvh/xgkw8jWd0BZwVeVsquW24Pc/MP8AvmrWk+G7mw8Uf2nLqFs0KW3ltChb5Tj0JwBVq90251m/TUNPv4XtHjKq4dvkI3D5ccEE9c+lAGTH4Y8TQ3tlMupvJ5W4M73LkgMVJB/vjg8H1p9toPipZLeK61R3gFwzyFbplcoQOAceoJx71XsfDes2bW015r8P7lzKCszcqJNzDnqNuRXQ+ItHm1s6bdWM8Ye2l3gmRlVlPX7vXoKAJfE1hPqFlaW8EijFzGzh5dm9QeRnvn0rBXSfFYF75V83zSr5bfasgoH52jHyfLkY9ajt/CXiKGORX1SC5zqEd2gmLERheqj61r+F9BvtGvb+W61BbqK4ctGik4hyxJUDpjn60AdHAnlQpGXaQooUsxyT7n3qWuK1XwpqUt9qFzYXZRbl1kKee6lgMZT0UHHUV0ehwXFppFva3d0Li6hULK+7Jz1wfwIoA0q85+OP/JLr/wD66R/+hV6NXnPxx/5Jdf8A/XSP/wBCoA+X/Dlx9k1S3niSaa4WVSIY8jcvfkc5r7X0WVptDsJHQIz26MVBzt+UcZ718MWJkF9B5UgR94wxOAOe/tX3Poi7NC09cLkW0edvTO0dKAL9Q3ESyx7XXcNwOMehqaqmoSSx2waF1Rt6jJ9M80AW6KKKAGllDBSwBPQZ60VTuAf7Usj5ecB/m/u8UUAXq+avHstsIYbK2srWfdfTyRzi4wkRaVuM+5FfStfN3xEtbdPFEaTz2cENv5wMDqxSU7zhcDPzYOfWgDzS9ijl1e6MmltFBCA0sEcmWXjkg9wTzmsaVYoBLE0RMhIMb787R15x14rc14RwK7aZCq20j4NxH5ilgR9zDY4/D8a5ogqxBGCKAPVPhZ8U9O8A6ZeWl5p9xcNcTCTdERwAMAcmu/j/AGkNCKAyaNfhu4UoR/OvnmS0ja5S3tLiOfeisXI2ANjJHzenSqNAH0t/w0h4f/6A+o/mn+NK37R/h4EgaRqBHr8n+NfNR27RgHPc02gD6YT9o7w6zYbStQUevyH+tPi/aM8NvjzNN1CPJweFOB68Gvmm3hE9xHEZEiDsBvkOFX3NNkQRyMgZW2kjcp4PuKAPpub9onwwiExWGoSNxwFUfXqagP7R/h4YxpGoHj/Y/wAa+aKkRggzhWJBGCOnvQB9HyftIaEI2MejX5fHyhigGfzqmf2lLTt4fm6d5hXz0pAYFhkZ5HrUzPH5zSxwqsecCNmzjj86APfT+0pbYOPD8ue2ZhUVx+0mPJH2fw9mTPPmT8foK+f6KAPdf+GlL/8A6F23/wDAg/4Uf8NKX/8A0Ltv/wCBB/wrwqpImRHzJH5gweM4oA9x/wCGlL//AKF23/8AAg/4Uf8ADSl//wBC7b/+BB/wrw1X2hhtU5GOR0+lKiq27c4XjjI6n0oA9x/4aUv/APoXbf8A8CD/AIUf8NKX/wD0Ltv/AOBB/wAK8PkcFEjCICmQWXOW571FQB7r/wANKX//AELtv/4EH/Cq0v7SGttKxi0azRCPlUyMSD9a8XjRm3EJuCjJ9vemk5AGAMenegD2Q/tGeIx10ux/8epP+GjfEf8A0DLD82rx9pN0SJsGVJ+bnJB7f59aYpAdSw3DPIzjNAHsp/aL8RgA/wBmWHPu1N/4aN8R/wDQMsPzavJr9oXdJIUWNXG7ywpAT2yetU6APYbj9obxBc20kEmlWBSRSrA7uhrzK8urGaIutpGk8rFz5LFUj6gKFP59ar2Fot3MiGeGNi6qFlbaDk9c9ABUaRJJc+S8iRKGOZCCQPyoAtT3Uo0uO3d3UNtZI1A2bRnnPXOSfzqu8tubKONIiJlckyeqkDj881GjosMiGJWdsbXJOVx6fWkKRfZg4kPmliCm3oPXNAH198G/+SXaR/ut/M13lcH8G+PhfpGf7jfzrvMj1oA4XUvCniCe91Cex1ZLYXMrOEDNgriPaD/dPytkj1ok0LxPFYz7ZraW5/s5bYSLKwkeRSSDkjHc813WR60m4eooAxfDlhqGn6H5GpzedcFnbCuW2KTkKGOCcdM1ysPhrxJfWEcv9pXNu4lcLDPKVZVz8rHAOTjt3r0TI9RRuH94fnQBwzeGvE00Lw3OpI6iWMh47h0ZkViTn5eCQcV0+sadNfeHrvTrW4aKaWAxRzFjlTjAORzWluX+8Pzo3L/eH50AcAfD/jITCO31cW9v5KqA0nmbTjBGSMkk85qzb6D4thEbPrCSvD/q98h2t8zfeAXngqPwrtty/wB4fnRuX+8PzoA8xvdH8a6daL5d7cXkklwSkcMn+rz3JI+6OeK118PeLCLvz9dMqyMvloh2bV3AnnB528V2+5f7w/Ojcv8AeH50Ac5pmn65b+JbiW4uS2leVthjaXcQQFAOMezVU1fT/FM3iVp9OugunGAjY0oUB9pAwME9SPyrrsg9CKXI9aAOD0zTvF41TSo7+/lWBPMe62lWDAMdilsdSDz9K67UNKtdTNu1yjMbeTzY9rlcN2PHWr2R60ZHrQBxUuj+KxDIqagJN2Ww02CDlsYO3pgrx7V0WmaRHZSveSEvf3EUa3MgY7XZVxkDoOc1p0UAcjrOkeIn1q4vNNv3EEkce2Ay7VBU/MBwcEjvWw1pqUnhw2v2opqBi2+eDyG9c4/pWtRQBwQ8O+Mxtca8RIigAGTKucckjbTrDRPFq3EF1c6go8qQboml3O8eVyu4DAyQT09q7uigDh7fSPFbW7B7toHWe4lULcA7w3MYJx0B4x6VLop8SxatqTXKXE0axgRpM4WNpPMbOw46Bdv5V2dFACDJAyMHvS0UUAFQ3f8Ax5T/APXNv5VNVLWJza6LfTgZMVu7/kpNAHwlKQLiXIz8x/nSvs2RFUZQRhznOTntUcjbpGb1JNTGJ45ImZQm8Bk6EH0PNAHv/wCznPDbaTrTTTRxq06Bd7AE/LXtv9o2H/P5b/8Afxa+Fbll3AxhkbGH+cHLdyMdBVfzH/vt+dAH3l/aGn8f6XbcdP3i8Uf2jYf8/lv/AN/Fr4N8x/77fnSlpAAdzYPQ560Afd/9racP+X+27/8ALVe1O/tOwxn7bb/9/BXwbvb+8fzo8x/77fnQB95/2nY/8/lv/wB/BR/adj/z+W//AH8FfB5LCNW83JJPGeRTPMf++350Afef9p2P/P5b/wDfwUf2nY/8/lv/AN/BXwZ5j/32/OjzH/vt+dAH3n/adj/z+W//AH8FH9p2P/P5b/8AfwV8GeY/99vzo8x/77fnQB95jUbI9LuA4/6aCgalYk4F5b/9/BXwcJpVztkcZ64Y0glkByHYEe9AH3wLiE9JYz/wIVEb+zBIN1ACODmQV8KLqmoL92+uR9Jm/wAaha5nYlmmkJY5JLHk0AfeJv7MEA3UA3DI/eDmlW+tHGVuYWHXhxXwabidipM0hKjC5Y8D2pyXdzECI7iVARghXIyKAPvIXVuzFRPGWHUbxxR9qt9xXz4ty9RvHFfCC6jfK5dby4DnqwlYE/rR/aF7ud/tlxufhj5jZb6880AfeInhIyJUI/3hR50X/PVP++hXwgNV1EAAX90AOgEzf40f2tqP/QQuv+/zf40Afd/nRf8APVP++hR50X/PVP8AvoV8If2tqP8A0ELr/v8AN/jR/a2o/wDQQuv+/wA3+NAH3f50X/PVP++hWN4sljbwrqSq6kmE8Aivin+1tR/6CF1/3+b/ABqez1TUGvrdWvroqZVBBmbB5HvQB6ZfXS2Xxi0qd1LBdSHyj12x1e1M25t/icYAy5it96noG39vbpWR4g/5Kvp3/YUX/wBBjrRu/wDj2+KX+7B/6HQB7f8ADb/knHh//ryj/lVzxNLZCGwgvbV7hZ7xEj2sV2Pg4YkdMc/nVX4dxtD8O9ARxhhZR5H4VF4vv9Ltb3S4dW0/7XDIzujg8wsu35sZHrQBz2qzfD+a3lW8tZitrcC3LeXISHz2znjPermo3Pgl9Pmkur6aG2l2RMvmMuSrDbgeoOKq2t/4U1iOX+zNGiZftca3BuSY9wJ+8p53fSptUfwjbR6i+paIyRxXS26lcsZWIBymDx29KAOitdZ0DWoG0WC7+0q9sAw5yYyvUt64NRy+BNDuWdp45ZfMiWJ98mdwAwCT1zgVzbat4CtZJ5Xt7iItaCMs3mDMLBAMc8Z3KAeOc11mkeJ9H1C4gsLCSVmaBZY8xsBsxx8xFAHI3ln4W8P6t/Y39nao7CHzvMjUlFVdzfe9tx/OqdtovhCVtMlsdVNuL24JkiuRlpx/cwRxz3rsNfv/AA7BqxTVFmN0to6nYrkCJs7h8vHOPrXOk+Ar6az1EW10Zbc+bFuSUbNo43bvug44zgGgCzd6H4Z8LXumwStfM81yZLeNY/NBYKRtPy9ME1Z8Nf8ACJeHZtTubLWrdjdTnzd0ijYygkrx6ZJqe21nw/4ol0jVkS4dhJJHAxRgqsUO7J6HAzyO9Y1vpPw+VZpEuJGJLSvuZ8jC8seM4x3NACX+geH2vtZ1eLVrlX8yNrho4xIF3MGX/eGSPoKu2fgnRlv5IodYeS5ALLGSpZHwMse/YcdBmrWreH/D2n6HfT3OoXdnaXqRRvIsmThcbAoIODx6VDo13oFjrer6pJqaNL+7gPmQlGUKvr/ET1JAoAbp1h4f0fxKjpqX+lWsHkzmSEbTtGcl8fKeemaseINC0PxJex39xq8aotu0ahGXG1gcnP5/lTNRs/D2oRX9zHqtxJFOrSy21rIrBmUZLBSDkgdjx7Vmz6R4Vt7qw83UrtJbqA55TGGRmDONuFOCcYwKAFt/CPh/NrDZa/EIXG0Iu0llXn5Dn5fcjqK0dO8GWsVjpo0fV1a3s7v7SJGQSlyF2ld2fTP6elQt4Y8OXKabbrdXEkUdpJHFNFsA2Lw25lUYPI/75rX8E2Oh2WhOdBumubKZ95YtnB2gEe3AFAHK3GkRXOmvFo+sWtzch1SUzrsRwxJLdeTg4GPSus8Q6Tb674b/ALK/tNLULsDSI2cY7dRWHJYaBqthCR4mU26v5cKv5fyAgDZgjOffqKXU/AuiWelLFPqptI3YJ5su35zuyuc9T2BoAk/4Q2zQTFtajMrKFkdurLhRhvm5HH61p2Gl2Nj4VPh2DVokYxSbZImClQzMcgZ6DJ/KsnUPh/pKwTy3GqCGCaIRb5I4++OSxHzZwMenarUvhzRGvre4tb+wgljsyjBYIiGTB+ceg5PTigCpF4PgntbS7hv7SaUGV0dt3lqrjjYM9BjPPXJqNvAF81xay2evOkMEisIkdtgAAzjnuQeD60+bw7o2oiwtP+EkhaXyBDEIymZlTcBgA843np6Vv6BpFh4Vjex/tAPJdSmVVlYKScAHavpx2oAn8N6NNo1pNHcSJLLJKzl0ZjkE8fePH4Vi3HgmdnvTBcoqz3BmQM8nGR3wex5GK6fTtXsdXWdrC5WdYJDE5XOAw6j3q9QB55qng/XUt5Wt9Qa8VTlYDIyNKCwJUtnAHBrR8NeFb/TLq1vri6CyiBUuIlZm3kRquCScEhgTn3rsqKACvOfjj/yS6/8A+ukf/oVejV5j8eLoW/wyuEKk+dPGg9uc0AfNmissLWUss0Yh81gwiwZlHHJB6j0/GvtTSGL6NYsWDFreM7h0PyjmviHQWnGuWBiiMrLMpCbc5GefTP519w6bHHDplrHD/qlhUJxjjAxQBaqtfNIluDGAW3qORnjPNWao6qWFmNmM+YnX/eFAF6iiigCCRc3ULeaFxu+T+9xRUFyxGp2Q25zv5x04ooAvV86+OtLhvPGupTNawXtm0kexluiwVz1KjcBuxgbeenSvoqvk/wAU+IJRr2uQzaYrRNeHd5MrKpH8OSuBkcHPXnmgDD13Tb/UrZ5o9Gi06Gy+WTcfKyfYOck/Suda2e1t3SfyVWQnD8M4K849QDkV2Xia7tLu0jvXju7vUm+SQS4eOBVxsB4547964r7Ur3skphDB1IZQBjpyR6UARS2jxWsFwXiKzFgFVwWGPUdR1p1naG6Mn7yBAgBPmvtzkhePXGc/QGq5ABBBBB5xn9KaSCTgYHpQBNdW5tLuW3aSOQxsVLRtuU47g9xUFSMyGJFEeHGdzZPzfhUdAEoZpUjhWIFgTgqvzNnt71GQQcHrUsE728nmR4DYIBIzjPce9OuHt2WLyI5FbZ+9Ltnc2eo9B0oAr0U+LyxIvmhimfmCHB/Cm/Lu4zjNACU/cPK2bV653d/pT5XjFwXtlZEBBUOckVJdTx3ISTa/2g5MrkjDHtgdqAIH2bhsLEYGc+vemUVJJE8YUuuNy7l9xQAqQl92GT5U3csBx/j7UxF3uFB5JxTaOlADnXaxXcDg4yOhqSGGSZWVAvy8nLAe3eoalM8hthAW/dBi4HvjFACIWhmV9qkowOCMgkfzpZ08uZl3o/fKdKjycYzx1xSUASJGzqSuDggYzyc+g70hBjZldDuGQQeCDSqAEL78MCMDuamuImESS5V1PBkU9SecH3oAjlgaKKKQvGwlUsArZK845HamOgXbh1bIzx29qUxMqgsQAy7hz1GcVbizd30MNvbQbyvlAdFY4xuOe/egCxboyX1st5LFMjW52ZkDBAVOAc9MelZJGDVm7MAWKKFBmNcO/OWbv+XSmpLBtbfCd+0BNrcZ7k+tAEiW08Zt8wo3nfNECQc89+f51JLaiJY0G0zyjzA6SYUJg5XBA549aiIjdBKsJSNVCE78/P61ErliEf5wBtTcxAX3oAs39jJBqFxDGiOsbdYH8xAO3zd6bBC13NawW1sHkJ24Zsb269eMVJJKlr5MUlqplibLsG+WVewwPx596RLbfaLcRx5ZWZnxIOFGO3UdaANWy8X+KLJIdMtNcurWGImNI1nKonPSi58VeLbaWRZvEOoh0bDAXjHkjPGD0rAaImFrgYCF9oXPPrVsxQtFZySwmONwyl433M7Dvg9OooAvDxl4pKk/8JDqeB1/0t/8ahk8Q6/ExD6xfAyAOcXLHORwTg+hqipk+zvALeMmJ/MdyPmA6Yz6ZqOd1luS/liJXOdqjhfoPSgDVtvEXiAgtFrt6jQqNi/aXBPbC+9Vptf1qR8TapfMwJOGnbIJ696cbkm6gvJbVJIvL2ICPLUlVxn5ccg81ntKW3/KuXxkkZOfXNAF6DU9WuJfLTU7gHBPzXBUce5NRf21qn/QSu/+/wA3+NJHD5McV1+4cLJgxs2dxHPI9KWPaubt7dfv71jbhGXPIx1PUUASLqurNE8g1K62oQDmds8/j7UJq2qMyBtTukVjjeZWwPeqWd6BFRQQSc9zUnmSSvHAAFA+RUY8AnqeenNAFiTV9TSRlXVLpwDgMszYPvTP7a1T/oJXf/f5v8arMvkPJHIiswyuQ3Q+vHWpdq2d0PMWK4AAOAxKnI9R6UAXrfxRr1vE0cWt6hGmd21LhsE/nUv/AAmvij/oYdT/APAp/wDGsRRnuBx3pxZNoATnbgknvnrQBtp4z8Ts4U+I9TUE4JN0/Hv1p58beKImkRPEepMp43faX5H4mudqYIyRLOhwA237wznr09KAOkt/Gfi29kKjxJqPmquUX7Qw3Y7dadD488a2SzMniDUVAfbJunJIbnjn6GuYj/e3C72Pztyc46067ha2u5oGYMUcqSrbgcH170AdP/ws/wAbf9DJf/8Afyj/AIWf42/6GS//AO/lcvcQtBMYZFAdOGwc8/hUNAHXf8LP8bf9DJf/APfypoviv44hdWXxDdEr034Yfjkc1xdSSGIsPKVguBncc5PegDuP+Fx+OzIH/t6TOMY8pMflirt38WPH1tdrAuvs+UVt3kxdwDzgHHWvPxcRCLZ9ljLbid5JzjB4/wA+lQDcxwMkn0oA9FT40ePbC6kWTV45yuVIaGNlz6ggc1Zh+OnjqTKreWhKqWJaBBwK8vqSWZ5nDOckADp2FAHpX/C+vHH/AD92v/gMtNl+OvjSeJopp7OSJwVdGtlwynqDXnMEscTOZIVlBQqAxIwSODx6VDQBNdT/AGm5ln8uOLzGLbI1wq+wHYVJcwSxW9rJI6lJUJjAPQAkc/iKq1q6xFdQmyFzwGtY3iAXACkZGKAM2WKSF9kiFWxnBplSNM7zea53vnJLc5prHcxOAMnPA4oAbRRRQAUUVKZ3NusBC7FYsMKM5+tAEVFOyNvT5s9abQAUUUUASK6rG6mNWLYwxzlfpUdFFABRRRQAUUUUAFFdBqXgvxDpGkware6ZLFYzoHSY4IwemfSufoAKKKKACiiigAooooAKsWP/ACELb/rqv8xVerFj/wAhC2/66r/MUAeneIP+Sr6d/wBhRf8A0GOtK6/49/ij/uwf+his3X/+Sr6d/wBhRf8A0GOtO+YPF8UmVAgKwcDt84oA998Jf8idov8A14w/+gCs/wAV6vpOm3VgNT02O7YtujeRV/d8gZXd1OSOBWh4S/5E7Rf+vGH/ANAFWdS0XT9Xe2a/tknNu/mRbuit6/pQBxH9u+F5oJbiXw3aiD7Q43MIiWkTqcevp3NNuvFPhv7FcS2uiQF1eNpvPjRFVy4Ubv8AaAOfpXff2ZYeXs+xwbN+/HljG71+tLJp1lMjJJaQurHcQyAgn1oA46917w9JJe2c2h+btAtl2CLFwqleFO7ou8HnGK1LCHw9a2Nt4jttPEIaFEjkKgMqMQB3wB0rR1Hw5pWqWMlncWiiF+vl/Ie3cc9hVpNMso9KTTBbobJIxEIWGV2gYAoA5RtY8K6/rEAlsJZ5ZQqid4xsGQSATn0z2rch8NaA6RyQ2NuyAfKUOVI/DrSW3hLRbXWW1SGyjW4aEQgY+VVHHyjoOK1rW1gsrdLe2hSGFPuogwBQBlL4U0ZFjWKzEKxSeaiwuyANjGcA+lV7zwbpVxafZ4Yzbgx+U7pyzR4wVJPPSujooAz9T0ax1fTxY3sRktxj5A5XoMdjWbP4K0WZVCwzRMjFleOd1ZSeCQc9ccV0VFAHML4F0iKaSS2a8tvMjaMpDcMqjcMEgZ6n1pkvgDR5jGZHvWKIEOblvmwpUE89QCRXVUUAUdO0u3022kghMjI8jSHzHLEFuoBPajTdMh0u0NrDJM8e4kea5YqPQE9hV6igDkX+HWgyKokS4fYNqFpSdq8cD06fWtTXfDdp4g0uOwuZJo4kIIMbYPHrng1tUUAYWu6DJquhQ6db3Rt3ieJklKBiNhB6HjPFY7fDbSzcNMLy9BNu8BG5Tw4IY8rx94nHTPau1ooAwbbwtaWsmmyRSyK9inlg7E/eD/a+Xj14xTtS8MWeqaol/M8iyKqKVUKQdpJHUEjk9sVuUUAZeh6JBoNnJbWzFkeVpSSiqcscn7oFalFFABRRRQAV5R+0F/yTkf8AX3HXq9eS/tCSqnw9jjOdz3aY/CgD5n0z59Rt0aSVQzhcxjJwT0xX3NpQddIs1kTy3ECAqOxwOK+G9JuZLXUYWixuLqM9COR0Pb619z2LO+n2zSKFcxKWUHIBwMigCzUNzOlvFvkIA3Ac+pOKmrN1v/kHj/rrH/6EKALc9ylu8KsCTK+wY9anrN1T/X6f/wBfA/lWlQBnXf8AyGdP+kn/AKDRRd/8hnT/AKSf+g0UAaNfKOv3ukHxpq0sdpCdLluj532uY5kYOQzLjkdRx6Cvq6vkHU0t7Txnrt1a2ralNBIJUEiBk3M3zMQpI284FAFvXrmz1Dy49PQPLJEUjitZiAx28OwPQADpXA3xQpAyWi252Yba5O8jvjtXZs+lnw/b6tLpl1bOFkjle35EpJwASfuD8DXCTOrBAIyjKMEls59KAJrtbFILcWskskpTM5dcAN6D/GqdFFAD0RpM7RnAyfpSAjacjJ7H0pY43lbaiFmwTgDPFMoAtRLDE0EtxGzxliXQHG5R6Go38uRlWKIjnHXJNQ1M0ZiSKQSIS4yArcrg9/SgBsqGOV42UqVYghuo+tR08MGlDS7mBOW55NNOMnHSgB6Miq4ePeSMKc42n196WFUc7CHLEgKFxUVOViucdxigCRfKWKUSK/m8BCDwDnnP4VEST3pKKAHujRsA3BIB/A1LbzxwsDJbpKMgkMSOPSo5GRtmxNuFAbnOT60scioHBjVtwxk9V+lABOQ07ssQiUnIQHO0elI5DBWCqvGMD270SsjSsY1Kp2DHJpxlja4WQwqEBGY1OAcf40ANidU37ow+VIGT0PrV+O4t3heaS1LSRMuxVx5YHow6nPNUZZmmIz0UbVGBwPT3qMEhSM8HrQBLNJHIFCRBCCST65P9KXMPlEHeHCjAHQtnnP4VHE4SVWZdwByR60SMHkZgMAknHpQBMbS4JVnj2+ZGZVzwCozyPyNNlfzZtyoI8KOM+g6/jUbyPJt3sW2jaM9h6U6aeS4cPK25goXOOwGB+lAEzNaReS0SvKTGfNWTgBvbHaoIvKDHzQxGDjb69qjooAmjjPnRpIrbWIOM4yKngFubgoYHkLFlVS+0DP3Tn2NUySepJqa2MokbyFLNtOQBn5cc/pQBLIlvHkiVpWXYApGAePmH0B4quCol+YFVJ5A64qd7iF9R+0JB5EO8MI4znaB6E00SieeTzEMjzNw2cEEnr6UAMZY1Q/xFuVw33R7+9BaH7OgAfzgxLHPGO2PemzR+VM8eGG04w3WhoykallYFuR6EUAXhNpYZf3NyVLHzCXGSuBgD3zmqU00k7KZGLbVCrnsBwBSJIUIIVcgEcj1qOgC1bSwGWBLpHaBXy4RsMQfTPAp7S2wuZittuTBEa56ehPrUdnGJrlUMLzZ52IcEgDJpkbukp8oEFsqB1PNAE8E9uhiSeEMqBjuiOGYkcZPtSTxB4BNb+a0KcPvxhWJOAPwFVXRo3ZHUqynBB7Ubvk24HXOaAHRjEkZZSVJB4780+63m7l3oUbccqRjHtiockEcnjpSu7SOWdizE5JJyTQAgxnnpTw4VXUKCG6E9RzTMUlAFiIQyyBGBjyuAQeC3YnPQVLLDFDdLBcLtVFYGSI7t55ww9un4VSpSSepJoAkllMrKWCjCheBjgUtyIBNi2Z2jwPvjBz3qGlBwcigCYtGtr5ew+aWyzHsOwFOg+yBk+0CVlOd/l4BHpjNRTTSXEpllbc5xk4/ChpWeJIzjCZxgc80ANfbvO3O3PGeuKQYBGRkelLsbZvwducZ7ZptAD5GRjlE2j0zmmUoUkEgcDrSUAWJmthMhhRzGAu4Oep7/AIUplt0mieKJioHzq7dT7Y7VHK8ZJESFUOOGOTkDnn65qKgBTyaSnuhikKtgkH1yKaTkk4Az2FAAFJBIHA60lLk+tKCADkZ4456UANrT1YyMtk73Xnk2yY5zsH938KzKcRgDkHIzwaAG0UUUAFFFFABUytF9nZDGTMWBD7uAPTFREEAEggHpSUAKylWIPUU7CeVncd+fu47etMooAcVK4zxkZFNoooAKKKKACiiigB6xs6sw6LyeaZRRQBv6j4z1/VtEt9GvdSllsLcAJEenHTPrWBRRQAUUUUAFFFFABRRRQAVYsf8AkIW3/XVf5iq9WLH/AJCFt/11X+YoA9O8Qf8AJV9O/wCwov8A6DHWjd/8e3xR/wB2D/0Os7xB/wAlX07/ALCi/wDoMdaN3/x7fFL/AHYP/Q6AOZs/jJ4ysNOt7W31OJY4EESIYAcKoAHNS/8AC8fHX/QSi/78LXnNFAHo3/C8fHX/AEEov+/C1sav8X/GNnpWj3UGppvu4WaUNAuAwbHFeQ10OuzeZoPh9CrAx27jJGAfn7etAHS/8Lx8df8AQSi/78LUi/HXxyrMTfW5B7GAcV5rRQB6lF8ffGscSo0tm5ByWaAZNSf8NBeMvSx/78V5csEjW7zhf3aEKxz0J6VFQB6wn7QHjJnVSLHk4/1NdT4S+MHifXpdeWQWm2x0+W6izFg5Ujrj2rwOAxi4jMudgYbsDPFd98OJYVvvFio2Vk0a6EZx1HB/lQBsJ8fPGjuVH9n5AzzEKT/hoDxiFB22HBwf3XWvJaUAkgAZJ6UAetf8NC+LvLx5Nju3Z3eV29Kd/wANDeLNuPs1hn18s15GQQSCMEUlAHr6ftD+KlC7rSwYgHJ2EZ9Ken7RXiZXYvp9g6nouCMc14+GwCMDn17U2gD2b/ho7xF/0CrD82o/4aO8Rf8AQKsPzavGal8tPs3mecu/dt8vBzjHX0oA9pi/aQ1gKgl0WzYhjvIdhkegq0v7Sd3/ABeH4fwmNeD0UAfQw/aTtsnPh+X2xMKX/hpS0/6F6b/v8K+eKKAPof8A4aUtP+hem/7/AApB+0pbc58Py9eMTDpXzzRQB9D/APDSlp/0L03/AH+FIP2lLbJz4flx2/fCvnmlGM0AfQ3/AA0paf8AQvTf9/hXHfET4uWnjrR7aw/seWDyZ/NLGbgjGMcV5UcbjtzjtmnIVVwXUso6jOM0ASLEf3Tgrh3wADyK+59AjaHw7psbsWdbWMEnqTtFfCiZMq7eMsMV90eHA48M6WJWLSC0iDEnPO0UAalZut/8g8f9dY//AEIVpVm63/yDx/11j/8AQhQAap/r9P8A+vgfyptjqUl1rmp2LIoS0ERRh1O8MTn8qdqn+v0//r4H8qoaP/yN/iH/AHbb/wBBegDQuwf7Z0/6Sf8AoNFSXMm3U7NN2Nwfj14ooAuEZBBFfId9pkv/AAmWpzWjJdRWd4qOyllQgk5ULyxAxwR0r68JwCcZ9q+XNf8AD0EPxH1Rbsi10+6l/eoH3mF3BK54xnIx+NAGVqmkSxmG3TSY8oWndLh3Tcp6HcwUbfY81wM0cnzSSSIxDbD84J4/p716DrumvaR3Fi2hJKbW2G28kkKOAwyC+ThsetcPeWkn2908uGP92HCxvlSMdj6/1oArWto92ZAjRr5cbSHzJAuQOwz1PtVerUNncT3htYrd2mbIEZHI7/yqsVIzx060AOSR4m3RuytjGVODiljiklLCNCxUFjgdAOpolUpKQQoPopyBTASOhoASiipI4mlLBcfKpY5IHA+tAEdFFLtJBOOB1oASpIpPKlVyivg52uMg0RtGN3mIWypC4OMH1pEZV3bkDZBA56H1oAZRRRQBbmgayLRzxozPGGRlkBAzyDxx+FVKtLb4laOWSJP3e4MzZHTIAxnmmJ5/2SQqhMG4b228A9hmgCHaSpYDgdTTnRoyA2OQCMHNOEMhR32HamCx9M9KY2Ax2kkds0ANoq3aWE19P5NqFd+MAsFzn6moXgZFUllJYkbQckYOOaAEaMF2ERZ1Aznbio6nMjwK0aGSNmXbKCcbvbFRpHI4YojEKMkgdB60ATQWzvcxKyDDfMA7hAwHXk9OhqS2KrI0scCSFMkxynK7TwO4JOTSTwXMtxHF5OZTGCBGM7xjOeOp9fpRFavLau62sp8sF3kAONvAHbjnvQAktlPbHfdW8kcYYqwxgg+nNVcZbHTJ71aEsxVpYYyoEYSRhk5z3OemcVXQoCd6lhjjBxzQBM8EcFz5csyug6tD83amQQyTylIAS21m644Ayf0p8RjHls8SsqHLjcQWFPn86VEJtVTzCXRlTG4dOO2OP50AVFOGBwDjsauW88MVnPmGJpTgIWUnA5z3+namW6xxXUTSxfaYgQWRGIzntnsaRYozdNHMWt1BPVclT2FAECgEEYJbtip5HBMcyhUboVVeBjv1qL54JTtfDL/Eh/rTzbkWYuNwIL7CvccZoAZKVaVipJBOckYJqe8iS3mVEhkTMSkiU5OSAcjHb0psARre4Bt3kfaCrqeIxkZJHfjj8akksWS2+0YcxsuVIwT2B3AHKjngnrQBFtktV/eQYMqAozZBAPcUWsHnzhNwUYLE7gOn1IppeMwsNjb+MMW6DuMVGSMAAYI6n1oAkeRGjA8vEg6uG6/UetQ08vmNVwo255A5P1pQFEbFkY54Vs4AP9aAEYqxUIpBwAec5NSG1lVZi6hDCQHViAwJ9jyaiJG0YBz3OaQksSSSSaAJmgk8sszLhAOC4zg9MCoKKcFJB6cD1oAbRRSgEsAOp4oASnZG3GOc9c1PH9nbYkqtHtDbnT5iT24qKUxGQmJWVOwY5NACIm8n5lXAJ5OOlK8TxojspCyDKn1GcVHVnz4/sIg8r955m/fx0x09f1oAr5OMZOPSnCNjGZAp2A4Lds0+R4nMjLFs3NlVVuFHpzyahoAXJ9afFG0sqogBZjgZOBUdKwKnB6igB0hzIx2qvPRegplOBG05Bz2NWDFLbQ/v4ZEE6Boyy4DDPUZHTjtQBVopQCelJQAU4KxUsFJC9TjpTaeJHVGQMQrY3AHg0AMp74+XGOnamVZe4lWSF8IrRoAhVQOOxPqfrQBWpSpXGe4zQzFmLE5JOTSUAFFFFAD2kd1RWdiqDCgnoPamUU7JYBcfkOaAG0U+QIHOwkr2LDBplABRRRQAUUUUAFFFFABRRRQAVJEIzIBKzKnOSoyajooAKKKKACiiigB6LuJyDgDJwKRVLHCjJptFABVix/5CFt/11X+YqvVix/5CFt/11X+YoA9O8Qf8lX07/sKL/wCgx1o3f/Ht8Uv92D/0Os7xB/yVfTv+wov/AKDHWjd/8e3xS/3YP/Q6APGKkSUp0VT16jPWo6KACt3XWX+ytDRZC2LUkrkEKSxrCrR1CdZbLT4wigxwkFgDk/Meuf6UAZ1FSQyvDIJI2ww6Go6ACnDbg5Bz2pASARk4PUUlAD41DSKp4BIBrtvAmLS/8Qw7PP8A+JTcIGibgfL97tkVxdu5S5jZW2kMCD6c12nhlvJ1HxELN/MR7GdH8sFRtyOQTzigDhqUEqQQSCOhFJRQA8oxTzCQQTjrzmmVK8weCOPy0GzPzActn1pqbOd4bpxtPegBlFFFABRRRQAU5WKtkdR7U2igAooooAKKKKACiiigAooooAkhCGVRI5Rc8kDOPwr7d8Ey+d4I0WTYEzZx/KBj+Edq+IoghcBu5H0619yeF/K/4RTSfIXbF9ji2j0G0UAa9Zut/wDIPH/XWP8A9CFaVZut/wDIPH/XWP8A9CFABqn+v0//AK+B/KqGj/8AI3+If922/wDQXq/qn+v0/wD6+B/KqGj/API3+If922/9BegDRukJ1axYEYUSZ556UU+4i36jZyYb5N/TGOR3ooAu14V4ltLEfEZtPlVfs8K/aEhWEuWYHcA2OcDPHIHSvda8c1S2l0vxTrN1c3MHmvIghkSLa5R2+5u9Rj8qAOW1VhBqF5f3t9NG8lsoe1u4GVPQFueTjoK8+lydd0yK2uZYLiX5C9wSFRSSMepXHevY/HOmIml28t2yy3AhK+Y6n5yvK7V7kdieDXmmqaeY9Vj+1RW8oTCiGeYpMFYZP09QegoA4i9tn/tuS2tZHlmLlCSQCX6MB7ZzikfKPHbYazhmVVmJJYMVJBb888V0F1YXsBRzZafFEjO3msAcAL8u5s85ByD3PNc3d2s+JLhowsYfb8pyq55AB/P8qAEjaOykkS5tY7jcnykuRjI4IwaiS5mFo9spURMd7cDJx71ciuIo4E3Wtu43NIo3fNnGAD+WcVShkjjnLTQiRTkFc4xnvQBMloD9neOUbX4ZpFwqtzx78DrTxHZm2dDOQ4cmM+TzIMcZOeKuRW8V9eQRWhSaHeIooZnCOxIzk47ZzVFlAsWhaKNZY2LiUvy4zjaB0PPP50ALKkcMDWrkx3CSYk53K/J5yOmP1zVZSba5G0xybGBBIyrY9j1FTxQrPbNI4AYyqhkL4C59v61ZvoLez1O5t7EfaoY2XbL97GO4I4waAIdSiltikEv2dgcyB4QOc9sj+VZ9Xraxa9mlhXZFKuXPmuEAA6jnvRHZRyxgpJvIlCMBjJB6EDqaAKfBAwvI6n1p8aKHPmYAXkqeC3PSrMEcqXF0LYB1RHVi4x8nTPseajFlI0Es3mRfJt+Xf8zbs4wO/SgCGZkaZ2iQpGT8qk5wPTNSJDJJHL5ZzGih2yccfTvUqWLHS3vfMiwsnlGIn584zkD0ogYAefK0Unk4HkynG4dOPXFACQtaBIvPSYv5mZCG+Up6AetTbXMNy0Ecf2ZyrybefKXdwuTz6UsunskSSie1IjdUO2TOcjOcenaia6hW8aZrXYxKMYMYjbjnI9DwRQAXVsralcpaoEhhJZjGTwmQMjJyetPmWSGxmVRBKksv8C5KbR1HoDn9KiNl5UsgublUBg81GU58zOMAfn+hqQpLpUTxSsAt5bq6lQC2DyPpmgCsSxja3SNX8xgfMdMNnHTJ6Cr8V7p1lZXFqIjeefCuHZdhhkDZYA9xgdqrWoaZkuJVWZFdUeJnwSPX2HvVy90y2GoXbNfWNuiIJEjt5DINxOAi+9AFMWz28cN0+Xt0cK4DbHBPJXHXp396vJKbuea7tbZHtYNimCWY8KRjaATkjP8ASi2jtDfomopK7bT9qLOAM/w/N2H3Rmp4rW31OAyPGYYkiYW0UcZZ3YKT1Hbdk0AZ9xFeXMkFqyIXjDRCISAY2kn6Vmxo7SeSqlmLdFGTx6VvWtpdvptxKwhZpIQ0cezLjLEZHp0OT9Ko20VutzEzCeMLCSzW7bmVugJ9BnrQBMz2wykuomaKSZDIPJOSoHXOe3TFVYbj7Fc281tMyypkpIueDng4P8q0rmFLeC0tNSkPlLuOUQhuxCknr1NQPYvZrBdRXlu/llggfkFQAQeeDnJGPVTQA67gze29pcqUupJWacxMvJY/LjHArLy4jnTHOfnYtyR6e9b22JNSivroQuq5uPIWPa0ik4Ht7+1ZbWF1cxusK71jQzNGq/MoJxz+lAFKGdY4pY2iR/MAG5hkpz1FWhZz28EV6bcPbGUBDIRh/bbnp71ELQJJiRs7AGkQA5AzyPrV12sorjfAhmjl3pFDJzsBGFPPfNAFEHzbpmWNURi2Y1bgAc4q3LdwS3CrMY/JkiRWaGPb5YyCeO5HTJp1peBdQkj2xkTr5b7Y+DxwNvrn9akvoLG3ltWMO+BVQPJG5HmnPOQehxkcd6AKqsbVTIsJnsHkbYJTjcQCOcd+QaGtUgj3/Z5JmB2yZ+4px0BHXitSKzeQwzwyWcUUSgqgmUOVfOA2erDv+FZySW8KxRw3k8YkDLdLgYHOPl9eKAIkjmGmyxeQDl0YOCMjqAPXnNRXEN1bQRRTgrE+ZEXcCPQninXdjLaujZ/cy5MMp4DqD1qBY3aPzGDGMNt3Z4BPSgCWGRLZI5QfMZiVkiZONvHf356dKaGWK4LyWoKOpKxkkAAjgg9aSeNomVnaNgSTtVsjg4P06USrIj53hwqj5lbcFB6DNAEkrrJATOXWVVXyxtGGHuar718nZ5Y37s78nOPSpvL+0q0oGwAhRk/KPqe1NlhUAeVliigyMCCM+1AFelAJOB1pWRkxuBGRkZ9KTpzQArKUYqwII4INNp6hpHzgsc8+9STQ+TJtcjJXOFOcH0NAEQUlS3YdaaBk4FTLBNvUeS5J6LtPNNMcm5wEYFOWGPu/WgB89rPbTPFNEyPH98EdKiCkqWA4HWrIe7+xTSb3MDuqSEnO4gEgUxmhNkirCwmDktLngjHAx+dAEIRihcKdoOCaXcGYbug449Kbk4xk49KcEZlZgpKr1IHAoAtzCwS8TyxcNak5OSA5X+h60xDFc8XFzImxVVNw3Drj8ABzVUgjg1NB5BAWVXzvGWHZe/FADlMkcUpiLbPuF1GAQex/KmSxRpDE6TK7OCWUDBQ+hpJHXe6xbhEWyFJ7ds1JDDFcLHFHkXDMcl2ATGKAImYyc7QNoAO0Y/GpIIpwrXccW+OBlLsVyoyeM/WoxG2x2H3V4PNOjMxhlWMt5eAZADxjPGfxoAfekSTtPHAYYpTuRe3vj8akv1mX7OJkCnyVKkNnK44Pt9KglieOOEu4Kuu5QGzgZI59OlR4YruwxA4z2FAEs9ubb5JDiUHlQQRjHqKjdGTbux8wyMGmlSFBxwele7fDj4QeHPF3gu11a9e9juJGZXCOApweooA8Ior6j/4Z58Jf8/F//wB/BR/wzz4S/wCfi/8A+/goA+Y7Z0icyOqOQCAjrkNnj9KI/LSEyiVlnVhtUL29c19Kj9nTw0J9x1C+MefuZH86en7O3hcElr2/YY6bgOaAPmEkk5PWlZGQDcCNwyM9xX0tJ+zj4faXcmrXyJ/c2qf1pw/Z08PeQFbVb9pAeHwvT0xQB8y0V9Ly/s4aA7Zj1e+Qem1TTP8Ahm7Q/wDoN33/AH7WgD5uVNys25RtGeT1+lMr6V/4Zy0Xy/L/ALcvtuc48tetRyfs3aOQPL1y8BzzmNelAHzm0aLBG6yhnYkMmOVAxg/j/SoxgHnpX0Sn7Nthvffr1wVx8mIhnPvSSfs22JiQR69OJNvzExDBPtQB89hY2SRt+0jG1SM7qUSqEdPLUhiDk/eGPQ19BH9myy87I1+fysdPJGc1Yi/Zu0cRgS65eF+5WNcUAfOBxk46dqSvpT/hm7Q/+g3ff9+1o/4Zu0P/AKDd9/37WgD5ror6UH7N+hAnOtXx4/uLU1t+zn4cjYmfU76ZSOB8q4/KgD5lor6j/wCGefCX/Pxf/wDfwUf8M8+Ev+fi/wD+/goA+XKK+o/+GefCX/Pxf/8AfwUf8M8+Ev8An4v/APv4KAPlyrFj/wAhC2/66r/MV9N/8M8+Ev8An4v/APv4KVP2fPC0UySJdXwKkMPnHUHNAHmeuqG+LGngsq/8TNTljgfdjq/clTb/ABQJ5UrB09N4r1LVPg7omq64uqS3d2sizebsUjGcAf8Asoqxb/CbQbbTtWslmu2j1SKOKctJk4TGMe/FAHx9TzGwjDnGCSBzzX1Af2efCeDi4vwf+ugqs37Ofhw3AddTvljA5j+U5/GgD5lrTvlnOk6dJM0ewq6xqp+bAI5I/Hivoj/hnTw383/ExvuTkdOB6U66/Z70S7SBW1e8UwoI1KxryoJPPvz1oA+YqK+lP+GbtD/6Dd9/37Wopv2bdJMeINcuw/q0akUAfOFSNGFRG3q24HgHlfrXv7fs1w5O3xA+O2YRSD9muPAz4hbPfENAHgETbJUcjdtYHHrXoXgaSC+1HxfcfZY4UfSbiRIuSEOQRiu6l/ZrOz9x4gG7/bh4/Stbwz8ELzQW1cvqttN9usJLRMRsNjNj5j+VAHzYCBnIzxx7U2vdR+zZqHlnOv22/Ix+6bGO9RN+zbq28ga7ZlduQfLbr6UAeH0V7cP2btY8ksdcs/M7L5bY/Oqh/Z08TZONQsCPq1AHkMMoiLkxo+5CvzDpnuPeoq9i/wCGdPE3/QQsPzaj/hnTxN/0ELD82oA8dor2Nv2dPEoPy6jYHj1ak/4Z08Tf9BCw/NqAPHaK9i/4Z08Tf9BCw/NqRv2dvFC/dvbBuv8AERQB49RXrb/s9+LlZQs1iynqfNxiq5+AHjbJxHZf+BAoA8sp7JtRW3Kd3YHkfWvU4/2fvGTH5/sKD/ruDUp/Z68WiMET2JY9V8zpQB5JRXqX/CgPG3/POy/8CBR/woDxt/zzsv8AwIFAHltFepf8KA8bf887L/wIFch4n8Gal4RvxZ6o9r523cVimDED0+tAGRYsBKB9mWYk4G7PGa+49CUp4f01SACtrGMA56KK+NvC8A1PxLYWlrFFGn2qN1EpOTyMgt6dTX2rF/qk4A+UcDpQBJWT4gR2sIijMu24jJx3G7oa1qyPETsthDt3fNcxg7VzxuoAl1T/AF+n/wDXwP5VQ0f/AJG/xD/u23/oL1f1T/X6f/18D+VUNH/5G/xD/u23/oL0Aa8zML62USFQd2Vx97j17UU6WYpdwRhCQ+7LY6YFFAFiuC1+G4PiK7vYrW0neOFVjE0nzkANuCgnAOSOtd7XL6xpdveX00VvbB7h4w0jqyoU5GCCVOTwfpigDktd0qyjk825gukkfTl8wk4igUHsTwWJNeTeLba7n1+0tkTybl7Z1ee4kWJJc8BQ3RuAOnrXvHjLTGuLONZoHu0ZPKwGCsqkYbncBk+uK8i8XeFtVbTLNF0kLFAVitc3CsVyx3DGcDsc46+tAHA32nGK5t47jTGBdfM8qOVjnnaEPuvH51iT200bGzuXkg8gvxKCFHfGPUn+ddTeaddzeJLuS/sX+z285kkjglRXDeXuxv8ATjJwPXFYDrdS6HeTxIRaxzeVvUqAQx3FWH3j/Dg9sUAUI0a0it5pV8yGbLBFbBypIGePXmrUl7Fd6eYFtvMu3JZ3IHykdxj1HarOoCVdMsGmiS3mCsYDGzMWUnpgnCgHP51XXTjY6r9lukeW7UkNEjhdrcYO7v1oArkw/wBlHZZulwjqTPv7c9vc4/Kq9xNBJb2yRxMropEjFs7zkngduK3UsI7y6bSobBm1ITbtryKFUdWUtn5hVIW1vYqn9oWjmS8jWW3McgxGpbrjv0IwTQBCfMvZJE060aOGXaGj+98wHZiOO5xULyLbpJEgmilwFbD8Ejrn9KvauTZ3mp2FzCVk8/KBCFVDk5+UEjkY6elT6XoX9o+HL/UWhZI7Pk3CuDkkgBSp5wOTkUAYaxyzNvKSSZOWI5Jq2u65v1a3sdyQLuMQB5UcktimW0EpvxFa3J4JAlQleMc4zg1burWXTGaOSNnuLiNJYZvMwyDOex5yOKAKcturXrxRSoilSx3naAQMlTnvkYqKyuBaX0Fzs3+VIr7c4zg5xVy42m6YaorpIIQU8lVJZjyCxzznPJ602z0uW50y7vtqi3gwpkZujEjjA5PWgAuZIxdfaRZyJ5xMkYd+xJxjjnt+VRiSK7QRSqsc+4kzHJLE9iAP1qxDYTw7Lm8tmltYESRgsgBKtyv51Y0ezu9SjvFsdNgmb+JnblFbsu44/HrQBnPD9jmmt5Q52uA5RscZ9D1p81zbTRXLSpPNcsyiKZ3xtUcYYdzgAdafYwRS6nGsacCUArMcqB05K8nn0q1ey/aftj2rLHDHKhMRUHzGycsDgcZzgHsaAKIkgnSZWjZAqlojvyR0wuT269Oa2Sr2v2mZtOhvYUVIRvkMgjDY24YH2IFSLZat5M7W9tag3smyXIUlZEyzbeMKOvSi80aa2S8kv9LSKKHhBBMAdxbHPXI6+nWgCtZ6jqPlTWa29ocJt8uQAMAvOB6n65p2pQwX1xcTw6T9nkEatJAHK7TxkqpHTAOfrV/TvDsurRXktrAiQRKyKjsPMjcDd94YBHvyay3kutLt4p54pEubpAYGSUBcA/eYDOT25oAbctp1sTF9hljkj4li+0grIDjABA65OaWD7dDFBLaafcxyQo0hcO3ORkMB2AU/rVmY3Wn3ZIt0RHYOkdztldnUDIDjoMHPOBSGe31N7ZG86MytJhhJn5cYVTxkABQMc5HpQBDAZ2QTT/aZI/sxZGMpjVQScgeo3Z/Kn6UY5hDBLaZa5lCK6zNvCAZKhQM4PrzSXM8EMsktqIo4J3YQvICxjAyDlcYwfYZFXJLC70+Sxtbm1tgzbkS4ViQyEZII659+KAKTTNeyiOeykulik3Rxm65EZONg45Occ9eKakDH7XcjT5pbOH5Vh80ukbkHqfUZJ6djUsFjBDqnk31jIIUkXJW4yVXbnA9c9aqxLBpzwPMWbDHzIWyUbjIY4I9RxQBMLZHmY3MSwvfhmt5EuQsWN3Rvbg9/SolZobOSWD7QlxIfLUifO9R1+XuMg1ALN/Li1i7g22E07p+5Kg7gM4APQcjrVlYPLcS+Q6gRtPC6uEdwT8pIGQMenFAEc0sTIIbdZpHlk3SXDty68AqVHTn3qXV7Sa2uLi1NmIkLI0XmN8yKeBjPYnNXG0XUdYgTUbWwgVFhjaQpIBntnBxyaXV7GXT9NjmMBNnKcZfZ5jE+4zwCOKAMaCw1CfUXSFN11DjhME5yAMY69RVjVFM95LF9nSO4tV8to4sspA4Jz65NWY9KljntLu1ti6XH7yKJ2ChgvJBO7OCAe4NOuLaO116FRbzLIf3pAZRuVgNi4BwByAee5oAz4rVY1huJrRWgkhIz5vAbpuPoeOhqS1+wtbX0p06SSIKoRg3MZ7kmtE2uoW2jG4MdqBM5tolUfMrhjkcgg9eufTmlk0/VNNI/tG0jSKBSZQFjbPGRwCP50AYstrezYhMciwxfMkb9UVu+O496t2tgHtY2TT57jbOQZo3IR1AJ6YyOmc+gpkmn3B0uO+tGnETAJLvcDLZwAMHkdOuKpNa3VklvNIGSKbO0q/3gDg9DQBOFudQ1WeCGNbyWVjkxJjcF5JX04HpVsQG1T7UtlJ9iZkR4xMGBfnhjjg98VFdWifb79reKS1EJG2FX3YXBz82f8etVRdWjw2tvJE6xxhjI6Y3sx6fh0oAW9hWJ5IZVkt7lPvxt0Y54wB04qtd24tpRGJA52gtgYwT2qzqNneWd3FDqW8Exqy/MGOw8jvSafEz3UP2RFnuMsfKkUbcAdc55oAdvhNukcVn50oRg0rMT2HO3tt5qsLaW4nMcFu5YKTsX5jgDk/oTVy3s5bydxaeb5klu0m0OOcfeyTjjgnHPapPsOpSaXaXQZ2jkYw25WQDHXKnv/SgCrd27Wyo6RPHDcJlFZ8ng4Oce4PWo0tP9ENwzIcEHaH+bGcHio0mYT75WZucsMn5setO8pbn7ROuyJU+by+T1PQf/AF6AJmumAdnacTcGCQyHKr6flUccc9wrPHI7yyOIygyWfP8APkVZsjaGyumuWkLhNuNgbbzxjn1/SmxxW8unu1s1wtxCA75I2MN2MjuDyPXvQBW/1cT28kLeazKVJYjb17d85FRypNAWhlDoc5KNx+ladvpNxNHI0sEskqGMqBIoUqW28knPXAFU7lY1kCSmXzUO2XcQe/QfQUAVvLbcFC5J6AVbtH8m2ufML7HXaIwcB2zxn6darFGQCVMhCTtbPNO2t5SEltpcjr3oAt28QXfLJbyMBGV3uDtV/U49v1qHa6QQrHAyyuWBbOd444x2x/Wp5dv2x7bzriKJiSoJzk44yM46981Ey3I1JkuncSxNiQggldvBxzg9PWgCuIHYrGFJmZgoQdTnpxUktpMokdbeVUiAEhZfunpz+NJNcgzB4lCFHLLIAVY85BPJx+FMlup5s+ZNIwPUFiR60AMVHZWZVJVfvEDpTgkoVsK+MhTgd/T9KsiaBbOWOKW5WR2XKAgIyjk55656UhnETsba5nRA6yKrdSw78cZHOKAKZBUkMCCOCDViYT2m+1Z/kYhiFOVb0P61ZmtJ2FxcKrSqQJGkkwDgnIOM9etU5pDNIG3SN8oUb2yeB0+lAENfW/wNlaT4X2QIHySyKMemf/r18oXEIiEY3qZMfOgBG0+56H8K+rPgR/yTC1/67yfzFAHa+JtSuNG8NajqVpCk01rA0qxu2A20Z61haH4o1m/8R2On3enwx28+kpfPKjkkSMQNv06118kaTRtFKiujghlYZBHoRTUtoI3EiQxq6oEDBQCFHb6e1AHnf/C1bh7m2hh8LX0hu7iS2tyJo8SOhIYDn2p7fFVhpEWoDw7eFWvTZOvmxgxy5wATnHJrL8ea94c8OeLvDMXmLb/YLySeeKK3PAdM7sgc5J7Uz4q33h+18IaVFE/2W3v7+K6zDEwJXO5m46H9aAOwn8Z3Vv4usvD8mgXYe7QyJP5ibcAZbvnjpWdB8Q9Rurq6t4fCd4Wtbj7NIWuIlAfAIHLehFc6dY8P6f8AFPw61vqV/KJbST/j4eSQHzANgG7p61zX9v8AgfUNc1jUdS1TUIdmsR3cKxo+19ijquCOoPPWgD27w3rE+uaOl5c6fNYT73R7eXkqVYg89xxWheyzwWU0ttB586IWSLdt3n0yelZHg7xLF4t8PR6vDEYo5JJEVc54ViAeg64zW/QB59bfEW8vfBmoeIoNCZVs5jGYZbhASFOHOe2D271PL8QLmOw0hBoc7azqys9tYeYoIQc7nboBiuA8QiSy8XX/AIFiG231rUobpcH7sZ5ce3IrtvGAt/Dvi/w14juciwtI5bSQryYw6/K2Op6dqANnQPFk+paveaJqemNp+rW0Qm8nzQ6yRngMrDrzway28da6viNtDXwrI94kCzuq3ceArNjcOeRwap6Jq9p4i8f6l4os3LaTpunm1Mm0qzvu3t8p5wAPbrXMx/E7wsvxRn157qYWbaalqreQ+4vvJPGOnSgD0TxD4xfS9Ys9D03Tn1HWLqMyiAOEWNB1ZmPQVVsPGGvS6hqOn3/hlrS5tbU3Mf8ApAZJuegbpWV4k1e38MeP9O8T3Ss+l31j9laRVy0TBtwOOpBz6VoW/wARdH8QWmr/AGBZnsbS0dpbpl2/N02hT8x+uKAM23+JHiK+0mLVLLwj51rKrMgF4nmMFOGwg5PINej2srXFpDM6GNpI1YoeqkjOK+dPCPi7wV4c0/TtSknvZdc0+GaJbf5zG5djjkjA49K+ibG4N3YW1yV2maJZCuemQDj9aAMLxX4kvdCm0y20/TRfXN/I6IjSiMDau4nJ9hXM6L8T9R1eTRyfD4ih1OSWKJzdKTvTORjrjjrXaeI9Q07RtHm1XUlHk2qkiTy9zIT8uR379q88+EWt6PJ4UazmjD3uktLcSFosmJXZiCrepHpQBr6V8QNa1XRtav4/Dig6bI0YT7Wp81lPzgH2FLcfELVIfAFp4pXQEaOXLPD9pAKp0Uj1JPGK4LSX8O3nh3xXdai97Fcm4knUwySIAjnCHarbevUUybxLps3gzwboElzLbRRzKbuXyt+woflGP4ssR0oA9N0Dx6dZ8G6rrc2nPa3OmmVZrNm+YMi7sE471jQfFLU5ryCAeGHYT6adSj2XSEmIdz2/DrWZ4M1mztPiRrOiTagdRXVQTIz2gjUzx5Drt5429+9R3vinw1b/ABhtbbdi3hsX0p4BbnarmQYXpyv6UAeo+HdX/t7w7Yar5Jh+1wrL5ZOduR0zU+rapaaLpVzqV9J5dtbIZJG9AKntreG1to4LeJIoY1CoiDAUegFYXjvSrnW/A+r6daBTcT27BAxwCeuM0Ac9H8Q9bl0j+3Y/CF02jsNySeegmK/3vL64qx4p+Ik3he6topPDt7dR3SboXhdCXwu5htzngDmszw/8VtAg8MWltOJo9StkW1ezEZOZFG3AYfLjI65rF1PxHa658YDarqIsZbCxaGMSWpmBkYbpMDjGFGM96APQb3xjFD4Fj8VWllLd2zQCdokZQyoRknk44rLsviLNKdMmv/Dd/ZWOouqQ3TujLlhlchTkZrlPBvjHwxpfgbWdI1C8kvtO06ZodxtmXzYpCSBt7c7h+FRrdeHoJPCfiKLUNRuvDvmtbxW90SRby9EIUDJxyO/1oA7G/wDiDdW3im+0G28N3l1PaIsrOs0aqUbo3zEVJN8Q4rbRbO6uNJvI768uzZw2LbQ5kHqc4A981wviG88J6x8RNbTUNVubRhbQRh4Y5MEqckMAPmFaXijxr4f1vTdEi1KzZtIu754hcrI6vF5YGJF2jdn2oA7HTfGVzceKI/D+oaFdWF1JE8yyO6vGVUjoVPvXW15f4V1EWXjm30ax1+51ewmtZJit7GTLAQRja5AyDnp7V6hQByfiHx1a+H9UksH06+u5Irb7VK1sgYRx5Iycn2NULX4m295am5j0HVRD9lN2paNQXjBxlRnmpPiEdE03RdR1O7UR6hc2EtrFNtYllwTt44HJ71geHr7Q7r4Q/wBoK6/aLXSjZzTGNsp8udvTnn0oA3rj4l2Vv4f07WjpGqNa38nlxbYhkEnC5Ge/ar1x42jg1mXSjo+ptdJa/akVYf8AWKMZC89QWx9a8wWGy/4Vr4SvJNcvypurcCCX54uHwRgLnj3JrrfEtpDrnxFFmL6e1/4kc4aWEkFdzp7cjBoA63w74oj8Qy3sI069sZrRlWSO7j2n5hkY/CtyRikbOFLFQTtHU+wrmPBmpWslvNokDyTSaRHDby3Mi484+WDn1/OupJABJ6CgDk/DvxC0jxFBqksSz2x0wkXKXC4ZQOp/So4PiRodx4eTW41uzazXH2e2HknfcP6IvU1wWgeGE16A6hbXnkQLf3MepoMjzoN+4DgcnP6U/S5Laz0rwZcsFazttaniYqDhSxcIQOvBIoA9G0LxpYa1eXVi9vd6ffWyeZJb3sflvs/vDsRWVcfFDS4LZ7/+zdVk0lSR/aMdsWhbBxkEckZHWoNVaG7+K8MiMWXTNIma7jAxuDkbV569CfwrB0ywmtPAja/4S1qeLSPJe4OlajCs0eBksgPBAzn1FAHYal8RtE0t41mjvm32gvcx2zsFiP8AEcDirGheOdK8RzTwWMd2s0MAuNk8DR7kPQjI5zWR4jtbTVfAV14h+ziK+uNHMS4Y4VCN23HTrWn4M021bR9O1VgXv2sI7aWQseVUZxigDJsfiTPfpojpocyjVL2S0BMg/d7Dyx/AH8q9BrNXQdMQWYWzjH2ORpYMZ/ds2ckfma0qAIbq4S1tZZ5CAsaljk4HArjNG+ISapd6FFJaxQpq1vJMG88HyypwFx6nNaHxDdE8D6kZdMOox+X81v53l8dc7s9uuK8T8GaXZ3XjXQYW8IlFhtI5HJvQw3EkrNjPt92gD2vXfFt3pd7NbWPh7UNT+zxiSaSAKFUHnAJPJ9hSr480c+DU8TFpBaN8vl7f3nmZxsx/ezxVbxfrVzNcr4W0dwmqXkReSZshYIf4n9z6AVx2uDRIPh34em0oyz6Xp2rQrKXypkIfDFh1PJzQB22jeOE1DX10PUNJvdLv5IjNClwARKg64IJGfal1HxzbWHiWx0U6bfu91cG3W4MW2IMBk4J68elZniB47n4ueEoEI8yGC6mbg52lQP61c8W8+NPBmGxi7n7f9MjQB2dfJnxtEZ+KGpb3UYgjIBBOTjpx0r6zr5E+MkVxN8RtXupEUQpKsIZcf3eOKAJfh9Z/aNWtJPKaC2nlBMUmDHLtwAFOd27cR0r6yhiWCGOFM7EUKuTngcV8tfDRoZtV0LNxM0cV2iiMQqGD7s435BC454zyK+qaACsrXv8AjxjwzL+/j5Gf71atYniZY20+38yR0xdREbe53dD7UAWdU/1+n/8AXwP5VQ0f/kb/ABD/ALtt/wCgvV/VP9fp/wD18D+VUNH/AORv8Q/7tt/6C9AGvOwF9aqWAJ3cZ68elFR3LqNUslKgsQ+D6cUUAf/Z"
ffcm0082	0	{"lines_data": [{"Word": "A", "Confidence": 0.998, "X1": 0.13477, "Y1": 0.1612, "X2": 0.08491, "Y2": 0.161, "X3": 0.08221, "Y3": 0.1268, "X4": 0.13747, "Y4": 0.1238, "page": 0}, {"Word": "PA", "Confidence": 0.599, "X1": 0.05391, "Y1": 0.1022, "X2": 0.12938, "Y2": 0.102, "X3": 0.13612, "Y3": 0.1468, "X4": 0.0566, "Y4": 0.1438, "page": 0}, {"Word": "PUBLIC AFFAIRS ASSOCIATES, INC.", "Confidence": 0.9925, "X1": 0.2062, "Y1": 0.1242, "X2": 0.66846, "Y2": 0.124, "X3": 0.66846, "Y3": 0.1438, "X4": 0.2062, "Y4": 0.1458, "page": 0}, {"Word": "Government Relations . Public Relations . Advertising", "Confidence": 0.62243, "X1": 0.22776, "Y1": 0.1442, "X2": 0.64286, "Y2": 0.144, "X3": 0.64286, "Y3": 0.1568, "X4": 0.22776, "Y4": 0.1578, "page": 0}, {"Word": "2000 Fairview Avenue Earl, Duck No. 11", "Confidence": 0.75571, "X1": 0.29111, "Y1": 0.1602, "X2": 0.57008, "Y2": 0.16, "X3": 0.57008, "Y3": 0.1718, "X4": 0.29111, "Y4": 0.1728, "page": 0}, {"Word": "Seattle, Washington 00102", "Confidence": 0.67833, "X1": 0.28976, "Y1": 0.1712, "X2": 0.47439, "Y2": 0.171, "X3": 0.47439, "Y3": 0.1828, "X4": 0.28976, "Y4": 0.1838, "page": 0}, {"Word": "Phone: (208) 325-9U70", "Confidence": 0.64, "X1": 0.28976, "Y1": 0.1822, "X2": 0.45418, "Y2": 0.182, "X3": 0.45418, "Y3": 0.1938, "X4": 0.28976, "Y4": 0.1948, "page": 0}, {"Word": "FAX 206-325-987]", "Confidence": 0.9405, "X1": 0.37332, "Y1": 0.2012, "X2": 0.53774, "Y2": 0.201, "X3": 0.53774, "Y3": 0.2158, "X4": 0.37332, "Y4": 0.2168, "page": 0}, {"Word": "Date: 4-5-94", "Confidence": 0.924, "X1": 0.10377, "Y1": 0.2242, "X2": 0.33693, "Y2": 0.224, "X3": 0.33693, "Y3": 0.2488, "X4": 0.10377, "Y4": 0.2508, "page": 0}, {"Word": "TO: PAN WHNEY", "Confidence": 0.59, "X1": 0.10647, "Y1": 0.2492, "X2": 0.37736, "Y2": 0.249, "X3": 0.37736, "Y3": 0.2758, "X4": 0.10647, "Y4": 0.2768, "page": 0}, {"Word": "FROM: BILL FRITZ", "Confidence": 0.61833, "X1": 0.10512, "Y1": 0.2762, "X2": 0.39623, "Y2": 0.276, "X3": 0.39757, "Y3": 0.3018, "X4": 0.10512, "Y4": 0.3048, "page": 0}, {"Word": "Pages (including cover): 10", "Confidence": 0.933, "X1": 0.10647, "Y1": 0.3082, "X2": 0.38679, "Y2": 0.308, "X3": 0.38679, "Y3": 0.3308, "X4": 0.10647, "Y4": 0.3308, "page": 0}, {"Word": "Remarks:", "Confidence": 0.955, "X1": 0.10647, "Y1": 0.3362, "X2": 0.18329, "Y2": 0.336, "X3": 0.18464, "Y3": 0.3548, "X4": 0.10647, "Y4": 0.3558, "page": 0}, {"Word": "Mise. NEWS BLIPS FYL.", "Confidence": 0.695, "X1": 0.18194, "Y1": 0.3992, "X2": 0.82345, "Y2": 0.399, "X3": 0.8221, "Y3": 0.4588, "X4": 0.18194, "Y4": 0.4578, "page": 0}, {"Word": "BILL", "Confidence": 0.688, "X1": 0.40566, "Y1": 0.5102, "X2": 0.53639, "Y2": 0.51, "X3": 0.53774, "Y3": 0.5518, "X4": 0.40701, "Y4": 0.5558, "page": 0}, {"Word": "TNWL 0008974", "Confidence": 0.995, "X1": 0.72776, "Y1": 0.9212, "X2": 0.9124, "Y2": 0.921, "X3": 0.9124, "Y3": 0.9408, "X4": 0.72776, "Y4": 0.9418, "page": 0}], "words_data": [{"Word": "A", "Confidence": 0.998, "X1": 0.13612, "Y1": 0.1592, "X2": 0.11051, "Y2": 0.159, "X3": 0.10647, "Y3": 0.1258, "X4": 0.13342, "Y4": 0.1238, "page": 0, "Index": 0}, {"Word": "PA", "Confidence": 0.599, "X1": 0.0566, "Y1": 0.1012, "X2": 0.13208, "Y2": 0.101, "X3": 0.12803, "Y3": 0.1478, "X4": 0.05391, "Y4": 0.1438, "page": 0, "Index": 1}, {"Word": "PUBLIC", "Confidence": 0.994, "X1": 0.20755, "Y1": 0.1262, "X2": 0.2965, "Y2": 0.126, "X3": 0.2965, "Y3": 0.1448, "X4": 0.20755, "Y4": 0.1458, "page": 0, "Index": 2}, {"Word": "AFFAIRS", "Confidence": 0.994, "X1": 0.30593, "Y1": 0.1252, "X2": 0.41509, "Y2": 0.125, "X3": 0.41509, "Y3": 0.1438, "X4": 0.30458, "Y4": 0.1448, "page": 0, "Index": 3}, {"Word": "ASSOCIATES,", "Confidence": 0.991, "X1": 0.42318, "Y1": 0.1252, "X2": 0.60512, "Y2": 0.125, "X3": 0.60512, "Y3": 0.1438, "X4": 0.42318, "Y4": 0.1438, "page": 0, "Index": 4}, {"Word": "INC.", "Confidence": 0.991, "X1": 0.60916, "Y1": 0.1262, "X2": 0.66712, "Y2": 0.126, "X3": 0.66846, "Y3": 0.1448, "X4": 0.61051, "Y4": 0.1438, "page": 0, "Index": 5}, {"Word": "Government", "Confidence": 0.622, "X1": 0.22911, "Y1": 0.1452, "X2": 0.3221, "Y2": 0.145, "X3": 0.3221, "Y3": 0.1578, "X4": 0.22911, "Y4": 0.1578, "page": 0, "Index": 6}, {"Word": "Relations", "Confidence": 0.429, "X1": 0.32615, "Y1": 0.1452, "X2": 0.39892, "Y2": 0.145, "X3": 0.39892, "Y3": 0.1578, "X4": 0.32615, "Y4": 0.1578, "page": 0, "Index": 7}, {"Word": ".", "Confidence": 0.664, "X1": 0.40296, "Y1": 0.1452, "X2": 0.41105, "Y2": 0.145, "X3": 0.41105, "Y3": 0.1578, "X4": 0.40162, "Y4": 0.1578, "page": 0, "Index": 8}, {"Word": "Public", "Confidence": 0.926, "X1": 0.41375, "Y1": 0.1452, "X2": 0.46226, "Y2": 0.145, "X3": 0.46226, "Y3": 0.1578, "X4": 0.41375, "Y4": 0.1578, "page": 0, "Index": 9}, {"Word": "Relations", "Confidence": 0.369, "X1": 0.46631, "Y1": 0.1452, "X2": 0.53774, "Y2": 0.145, "X3": 0.53774, "Y3": 0.1568, "X4": 0.46496, "Y4": 0.1578, "page": 0, "Index": 10}, {"Word": ".", "Confidence": 0.676, "X1": 0.54043, "Y1": 0.1452, "X2": 0.55121, "Y2": 0.145, "X3": 0.54987, "Y3": 0.1568, "X4": 0.54043, "Y4": 0.1568, "page": 0, "Index": 11}, {"Word": "Advertising", "Confidence": 0.671, "X1": 0.55391, "Y1": 0.1462, "X2": 0.64016, "Y2": 0.146, "X3": 0.63881, "Y3": 0.1568, "X4": 0.55391, "Y4": 0.1568, "page": 0, "Index": 12}, {"Word": "2000", "Confidence": 0.964, "X1": 0.29245, "Y1": 0.1612, "X2": 0.32615, "Y2": 0.161, "X3": 0.32615, "Y3": 0.1738, "X4": 0.29245, "Y4": 0.1738, "page": 0, "Index": 13}, {"Word": "Fairview", "Confidence": 0.618, "X1": 0.32884, "Y1": 0.1612, "X2": 0.38544, "Y2": 0.161, "X3": 0.38544, "Y3": 0.1738, "X4": 0.32884, "Y4": 0.1738, "page": 0, "Index": 14}, {"Word": "Avenue", "Confidence": 0.791, "X1": 0.38949, "Y1": 0.1612, "X2": 0.44205, "Y2": 0.161, "X3": 0.44205, "Y3": 0.1728, "X4": 0.38949, "Y4": 0.1738, "page": 0, "Index": 15}, {"Word": "Earl,", "Confidence": 0.349, "X1": 0.44609, "Y1": 0.1602, "X2": 0.47978, "Y2": 0.16, "X3": 0.47844, "Y3": 0.1728, "X4": 0.44474, "Y4": 0.1728, "page": 0, "Index": 16}, {"Word": "Duck", "Confidence": 0.88, "X1": 0.48248, "Y1": 0.1602, "X2": 0.51752, "Y2": 0.16, "X3": 0.51752, "Y3": 0.1728, "X4": 0.48248, "Y4": 0.1728, "page": 0, "Index": 17}, {"Word": "No.", "Confidence": 0.733, "X1": 0.52156, "Y1": 0.1602, "X2": 0.54717, "Y2": 0.16, "X3": 0.54717, "Y3": 0.1728, "X4": 0.52022, "Y4": 0.1728, "page": 0, "Index": 18}, {"Word": "11", "Confidence": 0.955, "X1": 0.55121, "Y1": 0.1602, "X2": 0.57008, "Y2": 0.16, "X3": 0.56873, "Y3": 0.1728, "X4": 0.54987, "Y4": 0.1728, "page": 0, "Index": 19}, {"Word": "Seattle,", "Confidence": 0.663, "X1": 0.29111, "Y1": 0.1722, "X2": 0.34367, "Y2": 0.172, "X3": 0.34367, "Y3": 0.1848, "X4": 0.29111, "Y4": 0.1848, "page": 0, "Index": 20}, {"Word": "Washington", "Confidence": 0.61, "X1": 0.34636, "Y1": 0.1722, "X2": 0.42588, "Y2": 0.172, "X3": 0.42588, "Y3": 0.1838, "X4": 0.34636, "Y4": 0.1848, "page": 0, "Index": 21}, {"Word": "00102", "Confidence": 0.762, "X1": 0.42992, "Y1": 0.1712, "X2": 0.47305, "Y2": 0.171, "X3": 0.47305, "Y3": 0.1838, "X4": 0.42857, "Y4": 0.1838, "page": 0, "Index": 22}, {"Word": "Phone:", "Confidence": 0.629, "X1": 0.29111, "Y1": 0.1832, "X2": 0.33962, "Y2": 0.183, "X3": 0.33962, "Y3": 0.1948, "X4": 0.29111, "Y4": 0.1958, "page": 0, "Index": 23}, {"Word": "(208)", "Confidence": 0.624, "X1": 0.34367, "Y1": 0.1832, "X2": 0.37871, "Y2": 0.183, "X3": 0.37736, "Y3": 0.1948, "X4": 0.34232, "Y4": 0.1948, "page": 0, "Index": 24}, {"Word": "325-9U70", "Confidence": 0.667, "X1": 0.38275, "Y1": 0.1822, "X2": 0.44879, "Y2": 0.182, "X3": 0.44744, "Y3": 0.1948, "X4": 0.3814, "Y4": 0.1948, "page": 0, "Index": 25}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.37466, "Y1": 0.2022, "X2": 0.40701, "Y2": 0.202, "X3": 0.40566, "Y3": 0.2178, "X4": 0.37466, "Y4": 0.2178, "page": 0, "Index": 26}, {"Word": "206-325-987]", "Confidence": 0.883, "X1": 0.42318, "Y1": 0.2022, "X2": 0.53774, "Y2": 0.202, "X3": 0.53639, "Y3": 0.2148, "X4": 0.42183, "Y4": 0.2178, "page": 0, "Index": 27}, {"Word": "Date:", "Confidence": 0.998, "X1": 0.10647, "Y1": 0.2262, "X2": 0.16173, "Y2": 0.226, "X3": 0.16038, "Y3": 0.2508, "X4": 0.10512, "Y4": 0.2488, "page": 0, "Index": 28}, {"Word": "4-5-94", "Confidence": 0.85, "X1": 0.18868, "Y1": 0.2252, "X2": 0.33019, "Y2": 0.225, "X3": 0.32884, "Y3": 0.2488, "X4": 0.18733, "Y4": 0.2508, "page": 0, "Index": 29}, {"Word": "TO:", "Confidence": 0.99, "X1": 0.10647, "Y1": 0.2522, "X2": 0.14286, "Y2": 0.252, "X3": 0.14151, "Y3": 0.2758, "X4": 0.10647, "Y4": 0.2758, "page": 0, "Index": 30}, {"Word": "PAN", "Confidence": 0.705, "X1": 0.16442, "Y1": 0.2522, "X2": 0.23046, "Y2": 0.252, "X3": 0.23046, "Y3": 0.2758, "X4": 0.16442, "Y4": 0.2758, "page": 0, "Index": 31}, {"Word": "WHNEY", "Confidence": 0.075, "X1": 0.24933, "Y1": 0.2502, "X2": 0.37601, "Y2": 0.25, "X3": 0.37466, "Y3": 0.2768, "X4": 0.24798, "Y4": 0.2768, "page": 0, "Index": 32}, {"Word": "FROM:", "Confidence": 0.823, "X1": 0.10647, "Y1": 0.2802, "X2": 0.15903, "Y2": 0.28, "X3": 0.15903, "Y3": 0.3038, "X4": 0.10647, "Y4": 0.3028, "page": 0, "Index": 33}, {"Word": "BILL", "Confidence": 0.695, "X1": 0.17655, "Y1": 0.2792, "X2": 0.2628, "Y2": 0.279, "X3": 0.2628, "Y3": 0.3038, "X4": 0.17655, "Y4": 0.3038, "page": 0, "Index": 34}, {"Word": "FRITZ", "Confidence": 0.337, "X1": 0.28841, "Y1": 0.2772, "X2": 0.38275, "Y2": 0.277, "X3": 0.38544, "Y3": 0.3018, "X4": 0.28976, "Y4": 0.3038, "page": 0, "Index": 35}, {"Word": "Pages", "Confidence": 0.967, "X1": 0.10916, "Y1": 0.3092, "X2": 0.14825, "Y2": 0.309, "X3": 0.1469, "Y3": 0.3298, "X4": 0.10782, "Y4": 0.3308, "page": 0, "Index": 36}, {"Word": "(including", "Confidence": 0.986, "X1": 0.15364, "Y1": 0.3092, "X2": 0.25472, "Y2": 0.309, "X3": 0.25472, "Y3": 0.3288, "X4": 0.15229, "Y4": 0.3298, "page": 0, "Index": 37}, {"Word": "cover):", "Confidence": 0.809, "X1": 0.26146, "Y1": 0.3092, "X2": 0.33827, "Y2": 0.309, "X3": 0.33827, "Y3": 0.3298, "X4": 0.26011, "Y4": 0.3288, "page": 0, "Index": 38}, {"Word": "10", "Confidence": 0.97, "X1": 0.3504, "Y1": 0.3092, "X2": 0.38679, "Y2": 0.309, "X3": 0.38679, "Y3": 0.3308, "X4": 0.3504, "Y4": 0.3298, "page": 0, "Index": 39}, {"Word": "Remarks:", "Confidence": 0.955, "X1": 0.10647, "Y1": 0.3372, "X2": 0.18464, "Y2": 0.337, "X3": 0.18464, "Y3": 0.3558, "X4": 0.10647, "Y4": 0.3568, "page": 0, "Index": 40}, {"Word": "Mise.", "Confidence": 0.885, "X1": 0.19137, "Y1": 0.4072, "X2": 0.30728, "Y2": 0.407, "X3": 0.30593, "Y3": 0.4438, "X4": 0.19272, "Y4": 0.4448, "page": 0, "Index": 41}, {"Word": "NEWS", "Confidence": 0.907, "X1": 0.31941, "Y1": 0.4052, "X2": 0.42857, "Y2": 0.405, "X3": 0.42722, "Y3": 0.4448, "X4": 0.31806, "Y4": 0.4438, "page": 0, "Index": 42}, {"Word": "BLIPS", "Confidence": 0.234, "X1": 0.44609, "Y1": 0.4022, "X2": 0.61186, "Y2": 0.402, "X3": 0.60647, "Y3": 0.4498, "X4": 0.4434, "Y4": 0.4448, "page": 0, "Index": 43}, {"Word": "FYL.", "Confidence": 0.754, "X1": 0.63747, "Y1": 0.3992, "X2": 0.81941, "Y2": 0.399, "X3": 0.80997, "Y3": 0.4598, "X4": 0.63073, "Y4": 0.4498, "page": 0, "Index": 44}, {"Word": "BILL", "Confidence": 0.688, "X1": 0.42183, "Y1": 0.5102, "X2": 0.5283, "Y2": 0.51, "X3": 0.531, "Y3": 0.5528, "X4": 0.42318, "Y4": 0.5558, "page": 0, "Index": 45}, {"Word": "TNWL", "Confidence": 0.993, "X1": 0.72911, "Y1": 0.9222, "X2": 0.80458, "Y2": 0.922, "X3": 0.80323, "Y3": 0.9408, "X4": 0.72776, "Y4": 0.9418, "page": 0, "Index": 46}, {"Word": "0008974", "Confidence": 0.997, "X1": 0.81267, "Y1": 0.9212, "X2": 0.9097, "Y2": 0.921, "X3": 0.9097, "Y3": 0.9408, "X4": 0.81132, "Y4": 0.9408, "page": 0, "Index": 47}]}	"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"
ffyc0000	0	{"lines_data": [{"Word": "PURDUE RESEARCH FOUNDATION", "Confidence": 0.995, "X1": 0.20446, "Y1": 0.0622, "X2": 0.8005, "Y2": 0.062, "X3": 0.79926, "Y3": 0.0858, "X4": 0.20446, "Y4": 0.0818, "page": 0}, {"Word": "and", "Confidence": 0.646, "X1": 0.48575, "Y1": 0.1382, "X2": 0.48451, "Y2": 0.138, "X3": 0.46964, "Y3": 0.1378, "X4": 0.47088, "Y4": 0.1168, "page": 0}, {"Word": "DIVISION OF", "Confidence": 0.995, "X1": 0.09913, "Y1": 0.1852, "X2": 0.20322, "Y2": 0.185, "X3": 0.20322, "Y3": 0.1988, "X4": 0.09913, "Y4": 0.1978, "page": 0}, {"Word": "SPONSORED PROGRAMS", "Confidence": 0.9935, "X1": 0.09665, "Y1": 0.2022, "X2": 0.29616, "Y2": 0.202, "X3": 0.29616, "Y3": 0.2158, "X4": 0.09665, "Y4": 0.2158, "page": 0}, {"Word": "September 1, 1994", "Confidence": 0.993, "X1": 0.08674, "Y1": 0.2342, "X2": 0.23916, "Y2": 0.234, "X3": 0.23916, "Y3": 0.2508, "X4": 0.08674, "Y4": 0.2518, "page": 0}, {"Word": "Harmon C. McAllister", "Confidence": 0.99533, "X1": 0.08674, "Y1": 0.2632, "X2": 0.27014, "Y2": 0.263, "X3": 0.27014, "Y3": 0.2788, "X4": 0.08674, "Y4": 0.2778, "page": 0}, {"Word": "The Cncl for Tobacco Res-USA Inc.", "Confidence": 0.95767, "X1": 0.08674, "Y1": 0.2792, "X2": 0.37423, "Y2": 0.279, "X3": 0.37423, "Y3": 0.2948, "X4": 0.08674, "Y4": 0.2928, "page": 0}, {"Word": "900 3rd Ave", "Confidence": 0.994, "X1": 0.08674, "Y1": 0.2922, "X2": 0.19703, "Y2": 0.292, "X3": 0.19703, "Y3": 0.3058, "X4": 0.08674, "Y4": 0.3048, "page": 0}, {"Word": "New York, NY 10022", "Confidence": 0.998, "X1": 0.08674, "Y1": 0.3062, "X2": 0.27138, "Y2": 0.306, "X3": 0.27138, "Y3": 0.3208, "X4": 0.08674, "Y4": 0.3218, "page": 0}, {"Word": "Dear Harmon C. McAllister:", "Confidence": 0.9925, "X1": 0.07931, "Y1": 0.3342, "X2": 0.31722, "Y2": 0.334, "X3": 0.31722, "Y3": 0.3508, "X4": 0.07931, "Y4": 0.3498, "page": 0}, {"Word": "The Division of Sponsored Programs assists Purdue University faculty and students in applying for", "Confidence": 0.99564, "X1": 0.08426, "Y1": 0.3662, "X2": 0.86493, "Y2": 0.366, "X3": 0.86493, "Y3": 0.3828, "X4": 0.08426, "Y4": 0.3778, "page": 0}, {"Word": "research grants and other externally sponsored funds. We are in the process of updating our files and", "Confidence": 0.99641, "X1": 0.0855, "Y1": 0.3822, "X2": 0.87856, "Y2": 0.382, "X3": 0.87856, "Y3": 0.3978, "X4": 0.0855, "Y4": 0.3938, "page": 0}, {"Word": "would appreciate your assistance in helping us maintain current information.", "Confidence": 0.9945, "X1": 0.08798, "Y1": 0.3952, "X2": 0.68154, "Y2": 0.395, "X3": 0.68154, "Y3": 0.4098, "X4": 0.08798, "Y4": 0.4068, "page": 0}, {"Word": "Please send any available information on your current or new priorities, along with the guidelines for", "Confidence": 0.98562, "X1": 0.08426, "Y1": 0.4242, "X2": 0.88104, "Y2": 0.424, "X3": 0.88104, "Y3": 0.4388, "X4": 0.08426, "Y4": 0.4348, "page": 0}, {"Word": "grant applications. We would also appreciate receiving a copy of your latest annual report and a list of", "Confidence": 0.99189, "X1": 0.08674, "Y1": 0.4382, "X2": 0.89219, "Y2": 0.438, "X3": 0.89219, "Y3": 0.4538, "X4": 0.08674, "Y4": 0.4498, "page": 0}, {"Word": "grants you funded in the past, if available.", "Confidence": 0.99662, "X1": 0.0855, "Y1": 0.4492, "X2": 0.41636, "Y2": 0.449, "X3": 0.41636, "Y3": 0.4658, "X4": 0.0855, "Y4": 0.4648, "page": 0}, {"Word": "Thank you for your assistance.", "Confidence": 0.9886, "X1": 0.0855, "Y1": 0.4762, "X2": 0.32838, "Y2": 0.476, "X3": 0.32838, "Y3": 0.4938, "X4": 0.0855, "Y4": 0.4918, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.991, "X1": 0.0855, "Y1": 0.5032, "X2": 0.16481, "Y2": 0.503, "X3": 0.16481, "Y3": 0.5208, "X4": 0.0855, "Y4": 0.5208, "page": 0}, {"Word": "Sandra M. Durain", "Confidence": 0.866, "X1": 0.08426, "Y1": 0.5192, "X2": 0.45601, "Y2": 0.519, "X3": 0.45601, "Y3": 0.5698, "X4": 0.08426, "Y4": 0.5688, "page": 0}, {"Word": "Sandra M. Durain", "Confidence": 0.996, "X1": 0.08674, "Y1": 0.5602, "X2": 0.23296, "Y2": 0.56, "X3": 0.23296, "Y3": 0.5788, "X4": 0.08674, "Y4": 0.5788, "page": 0}, {"Word": "Research Information Specialist", "Confidence": 0.993, "X1": 0.0855, "Y1": 0.5762, "X2": 0.33581, "Y2": 0.576, "X3": 0.33581, "Y3": 0.5938, "X4": 0.0855, "Y4": 0.5938, "page": 0}, {"Word": "1021 HOVDE HALL . WEST LAFAYETTE, IN 47907-1021", "Confidence": 0.96913, "X1": 0.28748, "Y1": 0.9562, "X2": 0.70632, "Y2": 0.956, "X3": 0.70632, "Y3": 0.9698, "X4": 0.28748, "Y4": 0.9688, "page": 0}, {"Word": "(317) 494-6200 . TELEFAX (317) 494-8323", "Confidence": 0.8715, "X1": 0.33209, "Y1": 0.9712, "X2": 0.66171, "Y2": 0.971, "X3": 0.66171, "Y3": 0.9858, "X4": 0.33209, "Y4": 0.9858, "page": 0}], "words_data": [{"Word": "PURDUE", "Confidence": 0.996, "X1": 0.2057, "Y1": 0.0592, "X2": 0.34325, "Y2": 0.059, "X3": 0.34201, "Y3": 0.0828, "X4": 0.2057, "Y4": 0.0828, "page": 0, "Index": 0}, {"Word": "RESEARCH", "Confidence": 0.995, "X1": 0.36431, "Y1": 0.0602, "X2": 0.54647, "Y2": 0.06, "X3": 0.54647, "Y3": 0.0838, "X4": 0.36431, "Y4": 0.0828, "page": 0, "Index": 1}, {"Word": "FOUNDATION", "Confidence": 0.994, "X1": 0.57001, "Y1": 0.0632, "X2": 0.7881, "Y2": 0.063, "X3": 0.78686, "Y3": 0.0858, "X4": 0.57001, "Y4": 0.0838, "page": 0, "Index": 2}, {"Word": "and", "Confidence": 0.646, "X1": 0.48575, "Y1": 0.1362, "X2": 0.48451, "Y2": 0.136, "X3": 0.46964, "Y3": 0.1358, "X4": 0.47088, "Y4": 0.1168, "page": 0, "Index": 3}, {"Word": "DIVISION", "Confidence": 0.993, "X1": 0.09913, "Y1": 0.1862, "X2": 0.16976, "Y2": 0.186, "X3": 0.16853, "Y3": 0.1988, "X4": 0.09913, "Y4": 0.1988, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.997, "X1": 0.17844, "Y1": 0.1862, "X2": 0.1995, "Y2": 0.186, "X3": 0.19827, "Y3": 0.1988, "X4": 0.1772, "Y4": 0.1988, "page": 0, "Index": 5}, {"Word": "SPONSORED", "Confidence": 0.994, "X1": 0.09913, "Y1": 0.2032, "X2": 0.19703, "Y2": 0.203, "X3": 0.19703, "Y3": 0.2158, "X4": 0.09913, "Y4": 0.2158, "page": 0, "Index": 6}, {"Word": "PROGRAMS", "Confidence": 0.993, "X1": 0.20446, "Y1": 0.2032, "X2": 0.29492, "Y2": 0.203, "X3": 0.29368, "Y3": 0.2168, "X4": 0.20446, "Y4": 0.2158, "page": 0, "Index": 7}, {"Word": "September", "Confidence": 0.994, "X1": 0.08922, "Y1": 0.2352, "X2": 0.17224, "Y2": 0.235, "X3": 0.17224, "Y3": 0.2518, "X4": 0.08798, "Y4": 0.2508, "page": 0, "Index": 8}, {"Word": "1,", "Confidence": 0.997, "X1": 0.17596, "Y1": 0.2352, "X2": 0.19455, "Y2": 0.235, "X3": 0.19331, "Y3": 0.2518, "X4": 0.17596, "Y4": 0.2518, "page": 0, "Index": 9}, {"Word": "1994", "Confidence": 0.988, "X1": 0.19827, "Y1": 0.2342, "X2": 0.23916, "Y2": 0.234, "X3": 0.23792, "Y3": 0.2518, "X4": 0.19827, "Y4": 0.2518, "page": 0, "Index": 10}, {"Word": "Harmon", "Confidence": 0.994, "X1": 0.08798, "Y1": 0.2632, "X2": 0.15242, "Y2": 0.263, "X3": 0.15118, "Y3": 0.2788, "X4": 0.08798, "Y4": 0.2788, "page": 0, "Index": 11}, {"Word": "C.", "Confidence": 0.998, "X1": 0.15737, "Y1": 0.2642, "X2": 0.17844, "Y2": 0.264, "X3": 0.1772, "Y3": 0.2788, "X4": 0.15613, "Y4": 0.2788, "page": 0, "Index": 12}, {"Word": "McAllister", "Confidence": 0.994, "X1": 0.18092, "Y1": 0.2652, "X2": 0.27014, "Y2": 0.265, "X3": 0.2689, "Y3": 0.2788, "X4": 0.18092, "Y4": 0.2788, "page": 0, "Index": 13}, {"Word": "The", "Confidence": 0.993, "X1": 0.09046, "Y1": 0.2792, "X2": 0.11896, "Y2": 0.279, "X3": 0.11772, "Y3": 0.2928, "X4": 0.09046, "Y4": 0.2918, "page": 0, "Index": 14}, {"Word": "Cncl", "Confidence": 0.776, "X1": 0.12268, "Y1": 0.2792, "X2": 0.16109, "Y2": 0.279, "X3": 0.15985, "Y3": 0.2928, "X4": 0.12144, "Y4": 0.2928, "page": 0, "Index": 15}, {"Word": "for", "Confidence": 0.998, "X1": 0.16357, "Y1": 0.2792, "X2": 0.19207, "Y2": 0.279, "X3": 0.19207, "Y3": 0.2938, "X4": 0.16357, "Y4": 0.2928, "page": 0, "Index": 16}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.19579, "Y1": 0.2792, "X2": 0.26022, "Y2": 0.279, "X3": 0.26022, "Y3": 0.2948, "X4": 0.19579, "Y4": 0.2938, "page": 0, "Index": 17}, {"Word": "Res-USA", "Confidence": 0.997, "X1": 0.26394, "Y1": 0.2792, "X2": 0.33457, "Y2": 0.279, "X3": 0.33457, "Y3": 0.2958, "X4": 0.26394, "Y4": 0.2948, "page": 0, "Index": 18}, {"Word": "Inc.", "Confidence": 0.987, "X1": 0.34201, "Y1": 0.2802, "X2": 0.37423, "Y2": 0.28, "X3": 0.37423, "Y3": 0.2958, "X4": 0.34201, "Y4": 0.2958, "page": 0, "Index": 19}, {"Word": "900", "Confidence": 0.993, "X1": 0.08798, "Y1": 0.2922, "X2": 0.11772, "Y2": 0.292, "X3": 0.11648, "Y3": 0.3058, "X4": 0.08674, "Y4": 0.3058, "page": 0, "Index": 20}, {"Word": "3rd", "Confidence": 0.991, "X1": 0.12144, "Y1": 0.2922, "X2": 0.14994, "Y2": 0.292, "X3": 0.1487, "Y3": 0.3058, "X4": 0.12144, "Y4": 0.3058, "page": 0, "Index": 21}, {"Word": "Ave", "Confidence": 0.998, "X1": 0.15489, "Y1": 0.2942, "X2": 0.18835, "Y2": 0.294, "X3": 0.18711, "Y3": 0.3058, "X4": 0.15489, "Y4": 0.3058, "page": 0, "Index": 22}, {"Word": "New", "Confidence": 0.998, "X1": 0.08798, "Y1": 0.3072, "X2": 0.12144, "Y2": 0.307, "X3": 0.12144, "Y3": 0.3218, "X4": 0.08798, "Y4": 0.3218, "page": 0, "Index": 23}, {"Word": "York,", "Confidence": 0.998, "X1": 0.13011, "Y1": 0.3062, "X2": 0.1772, "Y2": 0.306, "X3": 0.17596, "Y3": 0.3218, "X4": 0.13011, "Y4": 0.3218, "page": 0, "Index": 24}, {"Word": "NY", "Confidence": 0.998, "X1": 0.18092, "Y1": 0.3062, "X2": 0.20818, "Y2": 0.306, "X3": 0.20694, "Y3": 0.3218, "X4": 0.17968, "Y4": 0.3218, "page": 0, "Index": 25}, {"Word": "10022", "Confidence": 0.998, "X1": 0.22057, "Y1": 0.3062, "X2": 0.27014, "Y2": 0.306, "X3": 0.27014, "Y3": 0.3218, "X4": 0.22057, "Y4": 0.3218, "page": 0, "Index": 26}, {"Word": "Dear", "Confidence": 0.988, "X1": 0.08674, "Y1": 0.3342, "X2": 0.12639, "Y2": 0.334, "X3": 0.12515, "Y3": 0.3498, "X4": 0.0855, "Y4": 0.3508, "page": 0, "Index": 27}, {"Word": "Harmon", "Confidence": 0.993, "X1": 0.13011, "Y1": 0.3342, "X2": 0.19579, "Y2": 0.334, "X3": 0.19579, "Y3": 0.3498, "X4": 0.12887, "Y4": 0.3498, "page": 0, "Index": 28}, {"Word": "C.", "Confidence": 0.998, "X1": 0.20074, "Y1": 0.3342, "X2": 0.22057, "Y2": 0.334, "X3": 0.21933, "Y3": 0.3498, "X4": 0.1995, "Y4": 0.3498, "page": 0, "Index": 29}, {"Word": "McAllister:", "Confidence": 0.991, "X1": 0.22429, "Y1": 0.3362, "X2": 0.31722, "Y2": 0.336, "X3": 0.31722, "Y3": 0.3518, "X4": 0.22429, "Y4": 0.3498, "page": 0, "Index": 30}, {"Word": "The", "Confidence": 0.998, "X1": 0.08798, "Y1": 0.3632, "X2": 0.11772, "Y2": 0.363, "X3": 0.11648, "Y3": 0.3788, "X4": 0.08674, "Y4": 0.3778, "page": 0, "Index": 31}, {"Word": "Division", "Confidence": 0.995, "X1": 0.12144, "Y1": 0.3632, "X2": 0.18959, "Y2": 0.363, "X3": 0.18959, "Y3": 0.3788, "X4": 0.1202, "Y4": 0.3788, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.19455, "Y1": 0.3632, "X2": 0.2119, "Y2": 0.363, "X3": 0.21066, "Y3": 0.3788, "X4": 0.19331, "Y4": 0.3788, "page": 0, "Index": 33}, {"Word": "Sponsored", "Confidence": 0.994, "X1": 0.21561, "Y1": 0.3642, "X2": 0.2974, "Y2": 0.364, "X3": 0.29616, "Y3": 0.3798, "X4": 0.21437, "Y4": 0.3788, "page": 0, "Index": 34}, {"Word": "Programs", "Confidence": 0.995, "X1": 0.30112, "Y1": 0.3642, "X2": 0.3767, "Y2": 0.364, "X3": 0.37546, "Y3": 0.3808, "X4": 0.30112, "Y4": 0.3798, "page": 0, "Index": 35}, {"Word": "assists", "Confidence": 0.995, "X1": 0.38042, "Y1": 0.3652, "X2": 0.43123, "Y2": 0.365, "X3": 0.42999, "Y3": 0.3808, "X4": 0.38042, "Y4": 0.3808, "page": 0, "Index": 36}, {"Word": "Purdue", "Confidence": 0.996, "X1": 0.43494, "Y1": 0.3652, "X2": 0.49195, "Y2": 0.365, "X3": 0.49071, "Y3": 0.3818, "X4": 0.43371, "Y4": 0.3808, "page": 0, "Index": 37}, {"Word": "University", "Confidence": 0.994, "X1": 0.49566, "Y1": 0.3662, "X2": 0.57621, "Y2": 0.366, "X3": 0.57621, "Y3": 0.3818, "X4": 0.49566, "Y4": 0.3818, "page": 0, "Index": 38}, {"Word": "faculty", "Confidence": 0.994, "X1": 0.58116, "Y1": 0.3662, "X2": 0.63445, "Y2": 0.366, "X3": 0.63445, "Y3": 0.3818, "X4": 0.57993, "Y4": 0.3818, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.998, "X1": 0.63941, "Y1": 0.3662, "X2": 0.66667, "Y2": 0.366, "X3": 0.66667, "Y3": 0.3828, "X4": 0.63817, "Y4": 0.3818, "page": 0, "Index": 40}, {"Word": "students", "Confidence": 0.991, "X1": 0.67038, "Y1": 0.3662, "X2": 0.73606, "Y2": 0.366, "X3": 0.73482, "Y3": 0.3828, "X4": 0.67038, "Y4": 0.3828, "page": 0, "Index": 41}, {"Word": "in", "Confidence": 0.998, "X1": 0.73978, "Y1": 0.3672, "X2": 0.75713, "Y2": 0.367, "X3": 0.75589, "Y3": 0.3828, "X4": 0.73854, "Y4": 0.3828, "page": 0, "Index": 42}, {"Word": "applying", "Confidence": 0.995, "X1": 0.76084, "Y1": 0.3672, "X2": 0.829, "Y2": 0.367, "X3": 0.829, "Y3": 0.3828, "X4": 0.7596, "Y4": 0.3828, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.998, "X1": 0.83395, "Y1": 0.3672, "X2": 0.86121, "Y2": 0.367, "X3": 0.85998, "Y3": 0.3828, "X4": 0.83271, "Y4": 0.3828, "page": 0, "Index": 44}, {"Word": "research", "Confidence": 0.995, "X1": 0.08674, "Y1": 0.3792, "X2": 0.15242, "Y2": 0.379, "X3": 0.15118, "Y3": 0.3938, "X4": 0.0855, "Y4": 0.3938, "page": 0, "Index": 45}, {"Word": "grants", "Confidence": 0.997, "X1": 0.15737, "Y1": 0.3792, "X2": 0.2057, "Y2": 0.379, "X3": 0.2057, "Y3": 0.3938, "X4": 0.15613, "Y4": 0.3938, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.20942, "Y1": 0.3792, "X2": 0.23792, "Y2": 0.379, "X3": 0.23792, "Y3": 0.3938, "X4": 0.20942, "Y4": 0.3938, "page": 0, "Index": 47}, {"Word": "other", "Confidence": 0.997, "X1": 0.24164, "Y1": 0.3802, "X2": 0.28377, "Y2": 0.38, "X3": 0.28253, "Y3": 0.3938, "X4": 0.24164, "Y4": 0.3938, "page": 0, "Index": 48}, {"Word": "externally", "Confidence": 0.991, "X1": 0.28748, "Y1": 0.3802, "X2": 0.36431, "Y2": 0.38, "X3": 0.36431, "Y3": 0.3948, "X4": 0.28625, "Y4": 0.3938, "page": 0, "Index": 49}, {"Word": "sponsored", "Confidence": 0.995, "X1": 0.36803, "Y1": 0.3802, "X2": 0.44857, "Y2": 0.38, "X3": 0.44734, "Y3": 0.3948, "X4": 0.36803, "Y4": 0.3948, "page": 0, "Index": 50}, {"Word": "funds.", "Confidence": 0.993, "X1": 0.45229, "Y1": 0.3802, "X2": 0.50682, "Y2": 0.38, "X3": 0.50682, "Y3": 0.3958, "X4": 0.45105, "Y4": 0.3948, "page": 0, "Index": 51}, {"Word": "We", "Confidence": 0.998, "X1": 0.51177, "Y1": 0.3812, "X2": 0.53903, "Y2": 0.381, "X3": 0.53903, "Y3": 0.3958, "X4": 0.51177, "Y4": 0.3958, "page": 0, "Index": 52}, {"Word": "are", "Confidence": 0.998, "X1": 0.54275, "Y1": 0.3812, "X2": 0.56877, "Y2": 0.381, "X3": 0.56753, "Y3": 0.3958, "X4": 0.54275, "Y4": 0.3958, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.998, "X1": 0.57249, "Y1": 0.3812, "X2": 0.5886, "Y2": 0.381, "X3": 0.58736, "Y3": 0.3958, "X4": 0.57125, "Y4": 0.3958, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.59232, "Y1": 0.3812, "X2": 0.6171, "Y2": 0.381, "X3": 0.61586, "Y3": 0.3958, "X4": 0.59108, "Y4": 0.3958, "page": 0, "Index": 55}, {"Word": "process", "Confidence": 0.995, "X1": 0.62082, "Y1": 0.3822, "X2": 0.67906, "Y2": 0.382, "X3": 0.67906, "Y3": 0.3968, "X4": 0.61958, "Y4": 0.3958, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.68278, "Y1": 0.3822, "X2": 0.70136, "Y2": 0.382, "X3": 0.70012, "Y3": 0.3968, "X4": 0.68278, "Y4": 0.3968, "page": 0, "Index": 57}, {"Word": "updating", "Confidence": 0.995, "X1": 0.70508, "Y1": 0.3822, "X2": 0.77323, "Y2": 0.382, "X3": 0.77323, "Y3": 0.3978, "X4": 0.70384, "Y4": 0.3968, "page": 0, "Index": 58}, {"Word": "our", "Confidence": 0.998, "X1": 0.77695, "Y1": 0.3822, "X2": 0.80545, "Y2": 0.382, "X3": 0.80545, "Y3": 0.3978, "X4": 0.77695, "Y4": 0.3978, "page": 0, "Index": 59}, {"Word": "files", "Confidence": 0.997, "X1": 0.80917, "Y1": 0.3832, "X2": 0.84511, "Y2": 0.383, "X3": 0.84387, "Y3": 0.3978, "X4": 0.80917, "Y4": 0.3978, "page": 0, "Index": 60}, {"Word": "would", "Confidence": 0.996, "X1": 0.08798, "Y1": 0.3932, "X2": 0.13507, "Y2": 0.393, "X3": 0.13507, "Y3": 0.4068, "X4": 0.08798, "Y4": 0.4068, "page": 0, "Index": 61}, {"Word": "appreciate", "Confidence": 0.993, "X1": 0.13879, "Y1": 0.3932, "X2": 0.21933, "Y2": 0.393, "X3": 0.21933, "Y3": 0.4078, "X4": 0.13879, "Y4": 0.4078, "page": 0, "Index": 62}, {"Word": "and", "Confidence": 0.998, "X1": 0.84882, "Y1": 0.3832, "X2": 0.8798, "Y2": 0.383, "X3": 0.87856, "Y3": 0.3988, "X4": 0.84758, "Y4": 0.3978, "page": 0, "Index": 63}, {"Word": "your", "Confidence": 0.99, "X1": 0.22305, "Y1": 0.3932, "X2": 0.26146, "Y2": 0.393, "X3": 0.26146, "Y3": 0.4088, "X4": 0.22305, "Y4": 0.4078, "page": 0, "Index": 64}, {"Word": "assistance", "Confidence": 0.994, "X1": 0.26518, "Y1": 0.3942, "X2": 0.34201, "Y2": 0.394, "X3": 0.34077, "Y3": 0.4088, "X4": 0.26394, "Y4": 0.4088, "page": 0, "Index": 65}, {"Word": "in", "Confidence": 0.998, "X1": 0.34572, "Y1": 0.3942, "X2": 0.36059, "Y2": 0.394, "X3": 0.36059, "Y3": 0.4088, "X4": 0.34449, "Y4": 0.4088, "page": 0, "Index": 66}, {"Word": "helping", "Confidence": 0.995, "X1": 0.36431, "Y1": 0.3942, "X2": 0.42503, "Y2": 0.394, "X3": 0.42379, "Y3": 0.4098, "X4": 0.36431, "Y4": 0.4088, "page": 0, "Index": 67}, {"Word": "us", "Confidence": 0.998, "X1": 0.42751, "Y1": 0.3942, "X2": 0.4461, "Y2": 0.394, "X3": 0.4461, "Y3": 0.4098, "X4": 0.42751, "Y4": 0.4098, "page": 0, "Index": 68}, {"Word": "maintain", "Confidence": 0.995, "X1": 0.44981, "Y1": 0.3952, "X2": 0.51797, "Y2": 0.395, "X3": 0.51797, "Y3": 0.4098, "X4": 0.44981, "Y4": 0.4098, "page": 0, "Index": 69}, {"Word": "current", "Confidence": 0.995, "X1": 0.52169, "Y1": 0.3952, "X2": 0.57869, "Y2": 0.395, "X3": 0.57745, "Y3": 0.4098, "X4": 0.52169, "Y4": 0.4098, "page": 0, "Index": 70}, {"Word": "information.", "Confidence": 0.991, "X1": 0.5824, "Y1": 0.3962, "X2": 0.68154, "Y2": 0.396, "X3": 0.68154, "Y3": 0.4098, "X4": 0.58116, "Y4": 0.4098, "page": 0, "Index": 71}, {"Word": "Please", "Confidence": 0.994, "X1": 0.08674, "Y1": 0.4202, "X2": 0.13631, "Y2": 0.42, "X3": 0.13631, "Y3": 0.4348, "X4": 0.0855, "Y4": 0.4348, "page": 0, "Index": 72}, {"Word": "send", "Confidence": 0.987, "X1": 0.14126, "Y1": 0.4202, "X2": 0.1772, "Y2": 0.42, "X3": 0.17596, "Y3": 0.4358, "X4": 0.14002, "Y4": 0.4348, "page": 0, "Index": 73}, {"Word": "any", "Confidence": 0.998, "X1": 0.18092, "Y1": 0.4212, "X2": 0.21066, "Y2": 0.421, "X3": 0.20942, "Y3": 0.4358, "X4": 0.17968, "Y4": 0.4358, "page": 0, "Index": 74}, {"Word": "available", "Confidence": 0.995, "X1": 0.21437, "Y1": 0.4212, "X2": 0.28501, "Y2": 0.421, "X3": 0.28377, "Y3": 0.4368, "X4": 0.21314, "Y4": 0.4358, "page": 0, "Index": 75}, {"Word": "information", "Confidence": 0.991, "X1": 0.28872, "Y1": 0.4222, "X2": 0.37918, "Y2": 0.422, "X3": 0.37794, "Y3": 0.4368, "X4": 0.28748, "Y4": 0.4368, "page": 0, "Index": 76}, {"Word": "on", "Confidence": 0.997, "X1": 0.3829, "Y1": 0.4222, "X2": 0.40397, "Y2": 0.422, "X3": 0.40273, "Y3": 0.4368, "X4": 0.38166, "Y4": 0.4368, "page": 0, "Index": 77}, {"Word": "your", "Confidence": 0.989, "X1": 0.40768, "Y1": 0.4222, "X2": 0.44486, "Y2": 0.422, "X3": 0.44362, "Y3": 0.4378, "X4": 0.40768, "Y4": 0.4368, "page": 0, "Index": 78}, {"Word": "current", "Confidence": 0.995, "X1": 0.44857, "Y1": 0.4232, "X2": 0.50558, "Y2": 0.423, "X3": 0.50434, "Y3": 0.4378, "X4": 0.44734, "Y4": 0.4378, "page": 0, "Index": 79}, {"Word": "or", "Confidence": 0.997, "X1": 0.50929, "Y1": 0.4232, "X2": 0.52664, "Y2": 0.423, "X3": 0.52664, "Y3": 0.4378, "X4": 0.50805, "Y4": 0.4378, "page": 0, "Index": 80}, {"Word": "new", "Confidence": 0.998, "X1": 0.53036, "Y1": 0.4232, "X2": 0.5601, "Y2": 0.423, "X3": 0.5601, "Y3": 0.4378, "X4": 0.53036, "Y4": 0.4378, "page": 0, "Index": 81}, {"Word": "priorities,", "Confidence": 0.861, "X1": 0.56753, "Y1": 0.4232, "X2": 0.6456, "Y2": 0.423, "X3": 0.64436, "Y3": 0.4388, "X4": 0.56629, "Y4": 0.4378, "page": 0, "Index": 82}, {"Word": "along", "Confidence": 0.997, "X1": 0.64932, "Y1": 0.4232, "X2": 0.69269, "Y2": 0.423, "X3": 0.69269, "Y3": 0.4388, "X4": 0.64808, "Y4": 0.4388, "page": 0, "Index": 83}, {"Word": "with", "Confidence": 0.981, "X1": 0.69765, "Y1": 0.4242, "X2": 0.73234, "Y2": 0.424, "X3": 0.73234, "Y3": 0.4388, "X4": 0.69641, "Y4": 0.4388, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.998, "X1": 0.73606, "Y1": 0.4242, "X2": 0.76084, "Y2": 0.424, "X3": 0.76084, "Y3": 0.4398, "X4": 0.73606, "Y4": 0.4388, "page": 0, "Index": 85}, {"Word": "guidelines", "Confidence": 0.994, "X1": 0.7658, "Y1": 0.4242, "X2": 0.84758, "Y2": 0.424, "X3": 0.84634, "Y3": 0.4398, "X4": 0.76456, "Y4": 0.4398, "page": 0, "Index": 86}, {"Word": "for", "Confidence": 0.998, "X1": 0.8513, "Y1": 0.4242, "X2": 0.87732, "Y2": 0.424, "X3": 0.87732, "Y3": 0.4398, "X4": 0.85006, "Y4": 0.4398, "page": 0, "Index": 87}, {"Word": "grant", "Confidence": 0.995, "X1": 0.08674, "Y1": 0.4362, "X2": 0.12639, "Y2": 0.436, "X3": 0.12763, "Y3": 0.4488, "X4": 0.08798, "Y4": 0.4488, "page": 0, "Index": 88}, {"Word": "applications.", "Confidence": 0.991, "X1": 0.13011, "Y1": 0.4362, "X2": 0.23544, "Y2": 0.436, "X3": 0.23544, "Y3": 0.4508, "X4": 0.13135, "Y4": 0.4498, "page": 0, "Index": 89}, {"Word": "We", "Confidence": 0.998, "X1": 0.24287, "Y1": 0.4362, "X2": 0.2689, "Y2": 0.436, "X3": 0.27014, "Y3": 0.4508, "X4": 0.24287, "Y4": 0.4508, "page": 0, "Index": 90}, {"Word": "would", "Confidence": 0.997, "X1": 0.27261, "Y1": 0.4362, "X2": 0.32218, "Y2": 0.436, "X3": 0.32218, "Y3": 0.4508, "X4": 0.27385, "Y4": 0.4508, "page": 0, "Index": 91}, {"Word": "also", "Confidence": 0.988, "X1": 0.3259, "Y1": 0.4362, "X2": 0.35688, "Y2": 0.436, "X3": 0.35812, "Y3": 0.4518, "X4": 0.3259, "Y4": 0.4508, "page": 0, "Index": 92}, {"Word": "appreciate", "Confidence": 0.994, "X1": 0.36059, "Y1": 0.4372, "X2": 0.4399, "Y2": 0.437, "X3": 0.44114, "Y3": 0.4518, "X4": 0.36183, "Y4": 0.4518, "page": 0, "Index": 93}, {"Word": "receiving", "Confidence": 0.952, "X1": 0.44362, "Y1": 0.4372, "X2": 0.51673, "Y2": 0.437, "X3": 0.51797, "Y3": 0.4528, "X4": 0.44486, "Y4": 0.4518, "page": 0, "Index": 94}, {"Word": "a", "Confidence": 0.995, "X1": 0.52045, "Y1": 0.4372, "X2": 0.53036, "Y2": 0.437, "X3": 0.53036, "Y3": 0.4528, "X4": 0.52045, "Y4": 0.4528, "page": 0, "Index": 95}, {"Word": "copy", "Confidence": 0.988, "X1": 0.53408, "Y1": 0.4372, "X2": 0.57249, "Y2": 0.437, "X3": 0.57249, "Y3": 0.4528, "X4": 0.53408, "Y4": 0.4528, "page": 0, "Index": 96}, {"Word": "of", "Confidence": 0.998, "X1": 0.57621, "Y1": 0.4372, "X2": 0.5948, "Y2": 0.437, "X3": 0.5948, "Y3": 0.4528, "X4": 0.57745, "Y4": 0.4528, "page": 0, "Index": 97}, {"Word": "your", "Confidence": 0.994, "X1": 0.59851, "Y1": 0.4382, "X2": 0.63445, "Y2": 0.438, "X3": 0.63569, "Y3": 0.4528, "X4": 0.59851, "Y4": 0.4528, "page": 0, "Index": 98}, {"Word": "latest", "Confidence": 0.995, "X1": 0.63817, "Y1": 0.4382, "X2": 0.6803, "Y2": 0.438, "X3": 0.6803, "Y3": 0.4528, "X4": 0.63941, "Y4": 0.4528, "page": 0, "Index": 99}, {"Word": "annual", "Confidence": 0.994, "X1": 0.68401, "Y1": 0.4382, "X2": 0.73606, "Y2": 0.438, "X3": 0.73606, "Y3": 0.4538, "X4": 0.68401, "Y4": 0.4528, "page": 0, "Index": 100}, {"Word": "report", "Confidence": 0.995, "X1": 0.73978, "Y1": 0.4382, "X2": 0.78934, "Y2": 0.438, "X3": 0.79058, "Y3": 0.4538, "X4": 0.73978, "Y4": 0.4538, "page": 0, "Index": 101}, {"Word": "and", "Confidence": 0.998, "X1": 0.79306, "Y1": 0.4392, "X2": 0.8228, "Y2": 0.439, "X3": 0.82404, "Y3": 0.4538, "X4": 0.7943, "Y4": 0.4538, "page": 0, "Index": 102}, {"Word": "a", "Confidence": 0.995, "X1": 0.82776, "Y1": 0.4392, "X2": 0.83767, "Y2": 0.439, "X3": 0.83767, "Y3": 0.4538, "X4": 0.82776, "Y4": 0.4538, "page": 0, "Index": 103}, {"Word": "list", "Confidence": 0.989, "X1": 0.84015, "Y1": 0.4392, "X2": 0.86741, "Y2": 0.439, "X3": 0.86741, "Y3": 0.4538, "X4": 0.84139, "Y4": 0.4538, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.87113, "Y1": 0.4392, "X2": 0.89219, "Y2": 0.439, "X3": 0.89219, "Y3": 0.4538, "X4": 0.87113, "Y4": 0.4538, "page": 0, "Index": 105}, {"Word": "grants", "Confidence": 0.995, "X1": 0.08674, "Y1": 0.4502, "X2": 0.13383, "Y2": 0.45, "X3": 0.13507, "Y3": 0.4648, "X4": 0.08674, "Y4": 0.4648, "page": 0, "Index": 106}, {"Word": "you", "Confidence": 0.998, "X1": 0.13879, "Y1": 0.4502, "X2": 0.16853, "Y2": 0.45, "X3": 0.16853, "Y3": 0.4658, "X4": 0.13879, "Y4": 0.4648, "page": 0, "Index": 107}, {"Word": "funded", "Confidence": 0.997, "X1": 0.17224, "Y1": 0.4502, "X2": 0.22677, "Y2": 0.45, "X3": 0.228, "Y3": 0.4658, "X4": 0.17348, "Y4": 0.4658, "page": 0, "Index": 108}, {"Word": "in", "Confidence": 0.998, "X1": 0.23048, "Y1": 0.4502, "X2": 0.24783, "Y2": 0.45, "X3": 0.24907, "Y3": 0.4658, "X4": 0.23172, "Y4": 0.4658, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.998, "X1": 0.25155, "Y1": 0.4502, "X2": 0.27509, "Y2": 0.45, "X3": 0.27633, "Y3": 0.4658, "X4": 0.25279, "Y4": 0.4658, "page": 0, "Index": 110}, {"Word": "past,", "Confidence": 0.995, "X1": 0.27881, "Y1": 0.4502, "X2": 0.31846, "Y2": 0.45, "X3": 0.3197, "Y3": 0.4658, "X4": 0.28005, "Y4": 0.4658, "page": 0, "Index": 111}, {"Word": "if", "Confidence": 0.998, "X1": 0.32218, "Y1": 0.4502, "X2": 0.33705, "Y2": 0.45, "X3": 0.33829, "Y3": 0.4658, "X4": 0.32342, "Y4": 0.4658, "page": 0, "Index": 112}, {"Word": "available.", "Confidence": 0.994, "X1": 0.34077, "Y1": 0.4502, "X2": 0.41512, "Y2": 0.45, "X3": 0.41636, "Y3": 0.4668, "X4": 0.34201, "Y4": 0.4658, "page": 0, "Index": 113}, {"Word": "Thank", "Confidence": 0.998, "X1": 0.08798, "Y1": 0.4762, "X2": 0.13631, "Y2": 0.476, "X3": 0.13631, "Y3": 0.4928, "X4": 0.08798, "Y4": 0.4928, "page": 0, "Index": 114}, {"Word": "you", "Confidence": 0.998, "X1": 0.14002, "Y1": 0.4762, "X2": 0.16976, "Y2": 0.476, "X3": 0.16976, "Y3": 0.4938, "X4": 0.14002, "Y4": 0.4928, "page": 0, "Index": 115}, {"Word": "for", "Confidence": 0.998, "X1": 0.17472, "Y1": 0.4772, "X2": 0.19827, "Y2": 0.477, "X3": 0.19827, "Y3": 0.4938, "X4": 0.17472, "Y4": 0.4938, "page": 0, "Index": 116}, {"Word": "your", "Confidence": 0.989, "X1": 0.20322, "Y1": 0.4772, "X2": 0.2404, "Y2": 0.477, "X3": 0.2404, "Y3": 0.4938, "X4": 0.20322, "Y4": 0.4938, "page": 0, "Index": 117}, {"Word": "assistance.", "Confidence": 0.96, "X1": 0.24535, "Y1": 0.4782, "X2": 0.32962, "Y2": 0.478, "X3": 0.32962, "Y3": 0.4928, "X4": 0.24535, "Y4": 0.4938, "page": 0, "Index": 118}, {"Word": "Sincerely,", "Confidence": 0.991, "X1": 0.08798, "Y1": 0.5032, "X2": 0.16481, "Y2": 0.503, "X3": 0.16481, "Y3": 0.5218, "X4": 0.08674, "Y4": 0.5208, "page": 0, "Index": 119}, {"Word": "Sandra", "Confidence": 0.916, "X1": 0.09542, "Y1": 0.5232, "X2": 0.2342, "Y2": 0.523, "X3": 0.23172, "Y3": 0.5698, "X4": 0.09294, "Y4": 0.5658, "page": 0, "Index": 120}, {"Word": "M.", "Confidence": 0.992, "X1": 0.25031, "Y1": 0.5232, "X2": 0.29244, "Y2": 0.523, "X3": 0.2912, "Y3": 0.5708, "X4": 0.24783, "Y4": 0.5698, "page": 0, "Index": 121}, {"Word": "Durain", "Confidence": 0.69, "X1": 0.30483, "Y1": 0.5202, "X2": 0.44981, "Y2": 0.52, "X3": 0.44857, "Y3": 0.5698, "X4": 0.30235, "Y4": 0.5708, "page": 0, "Index": 122}, {"Word": "Sandra", "Confidence": 0.994, "X1": 0.08674, "Y1": 0.5612, "X2": 0.13755, "Y2": 0.561, "X3": 0.13879, "Y3": 0.5788, "X4": 0.08798, "Y4": 0.5778, "page": 0, "Index": 123}, {"Word": "M.", "Confidence": 0.997, "X1": 0.1425, "Y1": 0.5612, "X2": 0.16729, "Y2": 0.561, "X3": 0.16853, "Y3": 0.5798, "X4": 0.1425, "Y4": 0.5788, "page": 0, "Index": 124}, {"Word": "Durain", "Confidence": 0.997, "X1": 0.17224, "Y1": 0.5612, "X2": 0.23048, "Y2": 0.561, "X3": 0.23172, "Y3": 0.5788, "X4": 0.17224, "Y4": 0.5798, "page": 0, "Index": 125}, {"Word": "Research", "Confidence": 0.991, "X1": 0.08674, "Y1": 0.5782, "X2": 0.15489, "Y2": 0.578, "X3": 0.15489, "Y3": 0.5928, "X4": 0.0855, "Y4": 0.5928, "page": 0, "Index": 126}, {"Word": "Information", "Confidence": 0.994, "X1": 0.15861, "Y1": 0.5772, "X2": 0.25403, "Y2": 0.577, "X3": 0.25279, "Y3": 0.5938, "X4": 0.15861, "Y4": 0.5928, "page": 0, "Index": 127}, {"Word": "Specialist", "Confidence": 0.994, "X1": 0.25774, "Y1": 0.5762, "X2": 0.33581, "Y2": 0.576, "X3": 0.33457, "Y3": 0.5948, "X4": 0.25651, "Y4": 0.5938, "page": 0, "Index": 128}, {"Word": "1021", "Confidence": 0.887, "X1": 0.28748, "Y1": 0.9562, "X2": 0.32342, "Y2": 0.956, "X3": 0.32342, "Y3": 0.9698, "X4": 0.28748, "Y4": 0.9698, "page": 0, "Index": 129}, {"Word": "HOVDE", "Confidence": 0.955, "X1": 0.32714, "Y1": 0.9562, "X2": 0.37918, "Y2": 0.956, "X3": 0.37918, "Y3": 0.9698, "X4": 0.32714, "Y4": 0.9698, "page": 0, "Index": 130}, {"Word": "HALL", "Confidence": 0.988, "X1": 0.38414, "Y1": 0.9562, "X2": 0.42751, "Y2": 0.956, "X3": 0.42627, "Y3": 0.9698, "X4": 0.38414, "Y4": 0.9698, "page": 0, "Index": 131}, {"Word": ".", "Confidence": 0.991, "X1": 0.43247, "Y1": 0.9562, "X2": 0.44238, "Y2": 0.956, "X3": 0.44238, "Y3": 0.9698, "X4": 0.43247, "Y4": 0.9698, "page": 0, "Index": 132}, {"Word": "WEST", "Confidence": 0.988, "X1": 0.4461, "Y1": 0.9562, "X2": 0.49318, "Y2": 0.956, "X3": 0.49195, "Y3": 0.9698, "X4": 0.4461, "Y4": 0.9698, "page": 0, "Index": 133}, {"Word": "LAFAYETTE,", "Confidence": 0.985, "X1": 0.4969, "Y1": 0.9562, "X2": 0.58488, "Y2": 0.956, "X3": 0.58488, "Y3": 0.9698, "X4": 0.49566, "Y4": 0.9698, "page": 0, "Index": 134}, {"Word": "IN", "Confidence": 0.997, "X1": 0.5886, "Y1": 0.9562, "X2": 0.60595, "Y2": 0.956, "X3": 0.60471, "Y3": 0.9698, "X4": 0.5886, "Y4": 0.9698, "page": 0, "Index": 135}, {"Word": "47907-1021", "Confidence": 0.962, "X1": 0.61338, "Y1": 0.9562, "X2": 0.70632, "Y2": 0.956, "X3": 0.70508, "Y3": 0.9698, "X4": 0.61338, "Y4": 0.9698, "page": 0, "Index": 136}, {"Word": "(317)", "Confidence": 0.89, "X1": 0.33209, "Y1": 0.9712, "X2": 0.37423, "Y2": 0.971, "X3": 0.37299, "Y3": 0.9858, "X4": 0.33209, "Y4": 0.9868, "page": 0, "Index": 137}, {"Word": "494-6200", "Confidence": 0.849, "X1": 0.37794, "Y1": 0.9712, "X2": 0.45105, "Y2": 0.971, "X3": 0.45105, "Y3": 0.9858, "X4": 0.3767, "Y4": 0.9858, "page": 0, "Index": 138}, {"Word": ".", "Confidence": 0.612, "X1": 0.45725, "Y1": 0.9712, "X2": 0.46716, "Y2": 0.971, "X3": 0.46716, "Y3": 0.9858, "X4": 0.45601, "Y4": 0.9858, "page": 0, "Index": 139}, {"Word": "TELEFAX", "Confidence": 0.991, "X1": 0.47088, "Y1": 0.9712, "X2": 0.53532, "Y2": 0.971, "X3": 0.53408, "Y3": 0.9858, "X4": 0.47088, "Y4": 0.9858, "page": 0, "Index": 140}, {"Word": "(317)", "Confidence": 0.948, "X1": 0.53903, "Y1": 0.9712, "X2": 0.58116, "Y2": 0.971, "X3": 0.57993, "Y3": 0.9868, "X4": 0.53779, "Y4": 0.9858, "page": 0, "Index": 141}, {"Word": "494-8323", "Confidence": 0.939, "X1": 0.58488, "Y1": 0.9722, "X2": 0.65799, "Y2": 0.972, "X3": 0.65675, "Y3": 0.9868, "X4": 0.58364, "Y4": 0.9868, "page": 0, "Index": 142}]}	"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"
ffnf0142	1	{"lines_data": [{"Word": "Mr. C.W. Parmi:", "Confidence": 0.56533, "X1": 0.21067, "Y1": 0.1732, "X2": 0.35733, "Y2": 0.173, "X3": 0.35733, "Y3": 0.1838, "X4": 0.21067, "Y4": 0.1858, "page": 0}, {"Word": "-2-", "Confidence": 0.746, "X1": 0.48933, "Y1": 0.1722, "X2": 0.51733, "Y2": 0.172, "X3": 0.51867, "Y3": 0.1828, "X4": 0.49067, "Y4": 0.1838, "page": 0}, {"Word": "June 8. 197:", "Confidence": 0.59133, "X1": 0.644, "Y1": 0.1702, "X2": 0.75333, "Y2": 0.17, "X3": 0.75333, "Y3": 0.1828, "X4": 0.644, "Y4": 0.1838, "page": 0}, {"Word": "2.", "Confidence": 0.9, "X1": 0.21333, "Y1": 0.2242, "X2": 0.23733, "Y2": 0.224, "X3": 0.23467, "Y3": 0.2348, "X4": 0.21067, "Y4": 0.2348, "page": 0}, {"Word": "Wfiemtly below", "Confidence": 0.3835, "X1": 0.62267, "Y1": 0.2202, "X2": 0.77333, "Y2": 0.22, "X3": 0.77333, "Y3": 0.2318, "X4": 0.62267, "Y4": 0.2318, "page": 0}, {"Word": "3. \"Diagon 1", "Confidence": 0.82167, "X1": 0.21467, "Y1": 0.2842, "X2": 0.332, "Y2": 0.284, "X3": 0.332, "Y3": 0.2948, "X4": 0.21467, "Y4": 0.2958, "page": 0}, {"Word": "wi -", "Confidence": 0.5315, "X1": 0.39067, "Y1": 0.2832, "X2": 0.424, "Y2": 0.283, "X3": 0.42533, "Y3": 0.2938, "X4": 0.39067, "Y4": 0.2948, "page": 0}, {"Word": ".1 . erall scores.", "Confidence": 0.61875, "X1": 0.616, "Y1": 0.2832, "X2": 0.75867, "Y2": 0.283, "X3": 0.75867, "Y3": 0.2938, "X4": 0.616, "Y4": 0.2938, "page": 0}, {"Word": "has a :", "Confidence": 0.77767, "X1": 0.248, "Y1": 0.2952, "X2": 0.31467, "Y2": 0.295, "X3": 0.31467, "Y3": 0.3068, "X4": 0.248, "Y4": 0.3078, "page": 0}, {"Word": "1 call) than any", "Confidence": 0.73475, "X1": 0.62667, "Y1": 0.2942, "X2": 0.77067, "Y2": 0.294, "X3": 0.77067, "Y3": 0.3068, "X4": 0.62667, "Y4": 0.3068, "page": 0}, {"Word": "of the", "Confidence": 0.5315, "X1": 0.24933, "Y1": 0.3102, "X2": 0.308, "Y2": 0.31, "X3": 0.308, "Y3": 0.3178, "X4": 0.25067, "Y4": 0.3188, "page": 0}, {"Word": "PF", "Confidence": 0.882, "X1": 0.51467, "Y1": 0.3342, "X2": 0.53867, "Y2": 0.334, "X3": 0.53733, "Y3": 0.3448, "X4": 0.51467, "Y4": 0.3448, "page": 0}, {"Word": "\"Diagonal Pack-", "Confidence": 0.6345, "X1": 0.248, "Y1": 0.3442, "X2": 0.37867, "Y2": 0.344, "X3": 0.37867, "Y3": 0.3558, "X4": 0.248, "Y4": 0.3558, "page": 0}, {"Word": "iqures.\"", "Confidence": 0.449, "X1": 0.36133, "Y1": 0.3582, "X2": 0.424, "Y2": 0.358, "X3": 0.424, "Y3": 0.3668, "X4": 0.36133, "Y4": 0.3678, "page": 0}, {"Word": "\"GOVerI.", "Confidence": 0.385, "X1": 0.25067, "Y1": 0.3592, "X2": 0.31867, "Y2": 0.359, "X3": 0.31867, "Y3": 0.3688, "X4": 0.25067, "Y4": 0.3678, "page": 0}, {"Word": "Avera:", "Confidence": 0.604, "X1": 0.26, "Y1": 0.3722, "X2": 0.31333, "Y2": 0.372, "X3": 0.31333, "Y3": 0.3808, "X4": 0.26, "Y4": 0.3808, "page": 0}, {"Word": ". C VICKPOY ARN", "Confidence": 0.762, "X1": 0.35333, "Y1": 0.3702, "X2": 0.476, "Y2": 0.37, "X3": 0.476, "Y3": 0.3798, "X4": 0.35333, "Y4": 0.3808, "page": 0}, {"Word": "Average ...", "Confidence": 0.4265, "X1": 0.25867, "Y1": 0.3842, "X2": 0.35333, "Y2": 0.384, "X3": 0.35333, "Y3": 0.3928, "X4": 0.25867, "Y4": 0.3928, "page": 0}, {"Word": "3 RALRIGHT ACA", "Confidence": 0.41467, "X1": 0.36, "Y1": 0.3822, "X2": 0.47867, "Y2": 0.382, "X3": 0.47733, "Y3": 0.3928, "X4": 0.36, "Y4": 0.3918, "page": 0}, {"Word": "Copy Ce", "Confidence": 0.4925, "X1": 0.24533, "Y1": 0.4082, "X2": 0.31067, "Y2": 0.408, "X3": 0.31067, "Y3": 0.4178, "X4": 0.24533, "Y4": 0.4178, "page": 0}, {"Word": ".- tion [ -- -", "Confidence": 0.3228, "X1": 0.35733, "Y1": 0.4052, "X2": 0.48, "Y2": 0.405, "X3": 0.48, "Y3": 0.4158, "X4": 0.35733, "Y4": 0.4178, "page": 0}, {"Word": "inte in Let", "Confidence": 0.65067, "X1": 0.63467, "Y1": 0.4062, "X2": 0.73467, "Y2": 0.406, "X3": 0.73333, "Y3": 0.4158, "X4": 0.63467, "Y4": 0.4148, "page": 0}, {"Word": "01", "Confidence": 0.479, "X1": 0.75467, "Y1": 0.4062, "X2": 0.77867, "Y2": 0.406, "X3": 0.77733, "Y3": 0.4158, "X4": 0.75333, "Y4": 0.4158, "page": 0}, {"Word": "4.", "Confidence": 0.954, "X1": 0.21733, "Y1": 0.4092, "X2": 0.24267, "Y2": 0.409, "X3": 0.24267, "Y3": 0.4188, "X4": 0.21733, "Y4": 0.4178, "page": 0}, {"Word": "Lante", "Confidence": 0.655, "X1": 0.25333, "Y1": 0.4212, "X2": 0.29467, "Y2": 0.421, "X3": 0.296, "Y3": 0.4298, "X4": 0.25333, "Y4": 0.4298, "page": 0}, {"Word": "Mc", "Confidence": 0.751, "X1": 0.516, "Y1": 0.4182, "X2": 0.54267, "Y2": 0.418, "X3": 0.54133, "Y3": 0.4298, "X4": 0.51467, "Y4": 0.4298, "page": 0}, {"Word": "he", "Confidence": 0.663, "X1": 0.77467, "Y1": 0.4672, "X2": 0.79467, "Y2": 0.467, "X3": 0.79467, "Y3": 0.4758, "X4": 0.776, "Y4": 0.4758, "page": 0}, {"Word": "most frequently wuntioncd", "Confidence": 0.348, "X1": 0.25067, "Y1": 0.4802, "X2": 0.47067, "Y2": 0.48, "X3": 0.47067, "Y3": 0.4918, "X4": 0.25067, "Y4": 0.4938, "page": 0}, {"Word": "/0%", "Confidence": 0.445, "X1": 0.216, "Y1": 0.5302, "X2": 0.24533, "Y2": 0.53, "X3": 0.24533, "Y3": 0.5428, "X4": 0.216, "Y4": 0.5428, "page": 0}, {"Word": "Ane B. XalACI", "Confidence": 0.37933, "X1": 0.55867, "Y1": 0.5302, "X2": 0.68267, "Y2": 0.53, "X3": 0.684, "Y3": 0.5398, "X4": 0.55867, "Y4": 0.5418, "page": 0}, {"Word": "67902 8 0 4 6", "Confidence": 0.9948, "X1": 0.332, "Y1": 0.9132, "X2": 0.624, "Y2": 0.913, "X3": 0.62267, "Y3": 0.9428, "X4": 0.33067, "Y4": 0.9418, "page": 0}], "words_data": [{"Word": "Mr.", "Confidence": 0.924, "X1": 0.21333, "Y1": 0.1752, "X2": 0.24267, "Y2": 0.175, "X3": 0.24267, "Y3": 0.1858, "X4": 0.21333, "Y4": 0.1868, "page": 0, "Index": 0}, {"Word": "C.W.", "Confidence": 0.679, "X1": 0.24933, "Y1": 0.1752, "X2": 0.28533, "Y2": 0.175, "X3": 0.28533, "Y3": 0.1858, "X4": 0.248, "Y4": 0.1858, "page": 0, "Index": 1}, {"Word": "Parmi:", "Confidence": 0.093, "X1": 0.29333, "Y1": 0.1732, "X2": 0.35333, "Y2": 0.173, "X3": 0.352, "Y3": 0.1838, "X4": 0.292, "Y4": 0.1858, "page": 0, "Index": 2}, {"Word": "-2-", "Confidence": 0.746, "X1": 0.49067, "Y1": 0.1722, "X2": 0.516, "Y2": 0.172, "X3": 0.51733, "Y3": 0.1828, "X4": 0.492, "Y4": 0.1838, "page": 0, "Index": 3}, {"Word": "June", "Confidence": 0.683, "X1": 0.648, "Y1": 0.1722, "X2": 0.68267, "Y2": 0.172, "X3": 0.68133, "Y3": 0.1838, "X4": 0.64667, "Y4": 0.1838, "page": 0, "Index": 4}, {"Word": "8.", "Confidence": 0.636, "X1": 0.688, "Y1": 0.1712, "X2": 0.708, "Y2": 0.171, "X3": 0.70667, "Y3": 0.1838, "X4": 0.68667, "Y4": 0.1838, "page": 0, "Index": 5}, {"Word": "197:", "Confidence": 0.455, "X1": 0.71733, "Y1": 0.1712, "X2": 0.752, "Y2": 0.171, "X3": 0.75067, "Y3": 0.1838, "X4": 0.716, "Y4": 0.1838, "page": 0, "Index": 6}, {"Word": "2.", "Confidence": 0.9, "X1": 0.216, "Y1": 0.2242, "X2": 0.23467, "Y2": 0.224, "X3": 0.23467, "Y3": 0.2338, "X4": 0.216, "Y4": 0.2348, "page": 0, "Index": 7}, {"Word": "Wfiemtly", "Confidence": 0.141, "X1": 0.62667, "Y1": 0.2212, "X2": 0.716, "Y2": 0.221, "X3": 0.71467, "Y3": 0.2318, "X4": 0.62667, "Y4": 0.2328, "page": 0, "Index": 8}, {"Word": "below", "Confidence": 0.626, "X1": 0.72267, "Y1": 0.2202, "X2": 0.76667, "Y2": 0.22, "X3": 0.76667, "Y3": 0.2318, "X4": 0.72267, "Y4": 0.2318, "page": 0, "Index": 9}, {"Word": "3.", "Confidence": 0.996, "X1": 0.21733, "Y1": 0.2852, "X2": 0.236, "Y2": 0.285, "X3": 0.23333, "Y3": 0.2968, "X4": 0.216, "Y4": 0.2968, "page": 0, "Index": 10}, {"Word": "\"Diagon", "Confidence": 0.619, "X1": 0.25067, "Y1": 0.2852, "X2": 0.312, "Y2": 0.285, "X3": 0.31067, "Y3": 0.2958, "X4": 0.24933, "Y4": 0.2968, "page": 0, "Index": 11}, {"Word": "1", "Confidence": 0.85, "X1": 0.32, "Y1": 0.2852, "X2": 0.32933, "Y2": 0.285, "X3": 0.328, "Y3": 0.2958, "X4": 0.31867, "Y4": 0.2958, "page": 0, "Index": 12}, {"Word": "wi", "Confidence": 0.997, "X1": 0.39867, "Y1": 0.2832, "X2": 0.41067, "Y2": 0.283, "X3": 0.41067, "Y3": 0.2938, "X4": 0.4, "Y4": 0.2948, "page": 0, "Index": 13}, {"Word": "-", "Confidence": 0.066, "X1": 0.41333, "Y1": 0.2832, "X2": 0.424, "Y2": 0.283, "X3": 0.42533, "Y3": 0.2938, "X4": 0.41467, "Y4": 0.2938, "page": 0, "Index": 14}, {"Word": ".1", "Confidence": 0.28, "X1": 0.61733, "Y1": 0.2842, "X2": 0.632, "Y2": 0.284, "X3": 0.632, "Y3": 0.2938, "X4": 0.61733, "Y4": 0.2938, "page": 0, "Index": 15}, {"Word": ".", "Confidence": 0.855, "X1": 0.63733, "Y1": 0.2842, "X2": 0.644, "Y2": 0.284, "X3": 0.644, "Y3": 0.2938, "X4": 0.63867, "Y4": 0.2938, "page": 0, "Index": 16}, {"Word": "erall", "Confidence": 0.661, "X1": 0.64667, "Y1": 0.2842, "X2": 0.69067, "Y2": 0.284, "X3": 0.69067, "Y3": 0.2938, "X4": 0.64667, "Y4": 0.2938, "page": 0, "Index": 17}, {"Word": "scores.", "Confidence": 0.679, "X1": 0.69867, "Y1": 0.2842, "X2": 0.75867, "Y2": 0.284, "X3": 0.76, "Y3": 0.2948, "X4": 0.69867, "Y4": 0.2938, "page": 0, "Index": 18}, {"Word": "has", "Confidence": 0.659, "X1": 0.24933, "Y1": 0.2972, "X2": 0.276, "Y2": 0.297, "X3": 0.276, "Y3": 0.3078, "X4": 0.24933, "Y4": 0.3078, "page": 0, "Index": 19}, {"Word": "a", "Confidence": 0.998, "X1": 0.284, "Y1": 0.2972, "X2": 0.29333, "Y2": 0.297, "X3": 0.29333, "Y3": 0.3078, "X4": 0.284, "Y4": 0.3078, "page": 0, "Index": 20}, {"Word": ":", "Confidence": 0.676, "X1": 0.30133, "Y1": 0.2962, "X2": 0.31067, "Y2": 0.296, "X3": 0.31067, "Y3": 0.3068, "X4": 0.30267, "Y4": 0.3078, "page": 0, "Index": 21}, {"Word": "1", "Confidence": 0.343, "X1": 0.628, "Y1": 0.2952, "X2": 0.63733, "Y2": 0.295, "X3": 0.63867, "Y3": 0.3068, "X4": 0.62933, "Y4": 0.3068, "page": 0, "Index": 22}, {"Word": "call)", "Confidence": 0.614, "X1": 0.64533, "Y1": 0.2942, "X2": 0.692, "Y2": 0.294, "X3": 0.692, "Y3": 0.3058, "X4": 0.64533, "Y4": 0.3068, "page": 0, "Index": 23}, {"Word": "than", "Confidence": 0.984, "X1": 0.69867, "Y1": 0.2952, "X2": 0.73467, "Y2": 0.295, "X3": 0.73467, "Y3": 0.3068, "X4": 0.69867, "Y4": 0.3068, "page": 0, "Index": 24}, {"Word": "any", "Confidence": 0.998, "X1": 0.74133, "Y1": 0.2962, "X2": 0.76933, "Y2": 0.296, "X3": 0.768, "Y3": 0.3078, "X4": 0.74, "Y4": 0.3068, "page": 0, "Index": 25}, {"Word": "of", "Confidence": 0.945, "X1": 0.25067, "Y1": 0.3102, "X2": 0.26667, "Y2": 0.31, "X3": 0.26667, "Y3": 0.3188, "X4": 0.25067, "Y4": 0.3198, "page": 0, "Index": 26}, {"Word": "the", "Confidence": 0.118, "X1": 0.27733, "Y1": 0.3102, "X2": 0.30133, "Y2": 0.31, "X3": 0.30133, "Y3": 0.3188, "X4": 0.27733, "Y4": 0.3188, "page": 0, "Index": 27}, {"Word": "PF", "Confidence": 0.882, "X1": 0.516, "Y1": 0.3342, "X2": 0.53467, "Y2": 0.334, "X3": 0.53467, "Y3": 0.3448, "X4": 0.516, "Y4": 0.3448, "page": 0, "Index": 28}, {"Word": "\"Diagonal", "Confidence": 0.651, "X1": 0.25067, "Y1": 0.3462, "X2": 0.328, "Y2": 0.346, "X3": 0.328, "Y3": 0.3568, "X4": 0.24933, "Y4": 0.3558, "page": 0, "Index": 29}, {"Word": "Pack-", "Confidence": 0.618, "X1": 0.336, "Y1": 0.3452, "X2": 0.37867, "Y2": 0.345, "X3": 0.37867, "Y3": 0.3568, "X4": 0.336, "Y4": 0.3568, "page": 0, "Index": 30}, {"Word": "iqures.\"", "Confidence": 0.449, "X1": 0.364, "Y1": 0.3592, "X2": 0.42267, "Y2": 0.359, "X3": 0.42267, "Y3": 0.3668, "X4": 0.364, "Y4": 0.3678, "page": 0, "Index": 31}, {"Word": "\"GOVerI.", "Confidence": 0.385, "X1": 0.252, "Y1": 0.3602, "X2": 0.31467, "Y2": 0.36, "X3": 0.31467, "Y3": 0.3698, "X4": 0.25067, "Y4": 0.3678, "page": 0, "Index": 32}, {"Word": "Avera:", "Confidence": 0.604, "X1": 0.26, "Y1": 0.3732, "X2": 0.31067, "Y2": 0.373, "X3": 0.30933, "Y3": 0.3808, "X4": 0.26, "Y4": 0.3808, "page": 0, "Index": 33}, {"Word": ".", "Confidence": 0.763, "X1": 0.35467, "Y1": 0.3722, "X2": 0.35867, "Y2": 0.372, "X3": 0.35867, "Y3": 0.3808, "X4": 0.35467, "Y4": 0.3808, "page": 0, "Index": 34}, {"Word": "C", "Confidence": 0.991, "X1": 0.36133, "Y1": 0.3722, "X2": 0.36933, "Y2": 0.372, "X3": 0.36933, "Y3": 0.3808, "X4": 0.36133, "Y4": 0.3808, "page": 0, "Index": 35}, {"Word": "VICKPOY", "Confidence": 0.668, "X1": 0.37867, "Y1": 0.3702, "X2": 0.44, "Y2": 0.37, "X3": 0.44, "Y3": 0.3808, "X4": 0.37867, "Y4": 0.3808, "page": 0, "Index": 36}, {"Word": "ARN", "Confidence": 0.626, "X1": 0.44933, "Y1": 0.3712, "X2": 0.476, "Y2": 0.371, "X3": 0.47467, "Y3": 0.3808, "X4": 0.448, "Y4": 0.3808, "page": 0, "Index": 37}, {"Word": "Average", "Confidence": 0.848, "X1": 0.25867, "Y1": 0.3842, "X2": 0.31867, "Y2": 0.384, "X3": 0.31867, "Y3": 0.3938, "X4": 0.25867, "Y4": 0.3938, "page": 0, "Index": 38}, {"Word": "...", "Confidence": 0.005, "X1": 0.32933, "Y1": 0.3852, "X2": 0.34533, "Y2": 0.385, "X3": 0.34533, "Y3": 0.3938, "X4": 0.32933, "Y4": 0.3938, "page": 0, "Index": 39}, {"Word": "3", "Confidence": 0.608, "X1": 0.364, "Y1": 0.3822, "X2": 0.372, "Y2": 0.382, "X3": 0.372, "Y3": 0.3928, "X4": 0.364, "Y4": 0.3928, "page": 0, "Index": 40}, {"Word": "RALRIGHT", "Confidence": 0.438, "X1": 0.38, "Y1": 0.3832, "X2": 0.44533, "Y2": 0.383, "X3": 0.444, "Y3": 0.3928, "X4": 0.37867, "Y4": 0.3928, "page": 0, "Index": 41}, {"Word": "ACA", "Confidence": 0.198, "X1": 0.44933, "Y1": 0.3832, "X2": 0.476, "Y2": 0.383, "X3": 0.47467, "Y3": 0.3928, "X4": 0.448, "Y4": 0.3928, "page": 0, "Index": 42}, {"Word": "Ce", "Confidence": 0.02, "X1": 0.29467, "Y1": 0.4092, "X2": 0.31067, "Y2": 0.409, "X3": 0.31067, "Y3": 0.4178, "X4": 0.29467, "Y4": 0.4188, "page": 0, "Index": 43}, {"Word": ".-", "Confidence": 0.056, "X1": 0.35733, "Y1": 0.4082, "X2": 0.368, "Y2": 0.408, "X3": 0.368, "Y3": 0.4168, "X4": 0.35733, "Y4": 0.4168, "page": 0, "Index": 44}, {"Word": "tion", "Confidence": 0.642, "X1": 0.37067, "Y1": 0.4072, "X2": 0.404, "Y2": 0.407, "X3": 0.404, "Y3": 0.4168, "X4": 0.37067, "Y4": 0.4168, "page": 0, "Index": 45}, {"Word": "[", "Confidence": 0.649, "X1": 0.41467, "Y1": 0.4072, "X2": 0.42133, "Y2": 0.407, "X3": 0.42133, "Y3": 0.4168, "X4": 0.41467, "Y4": 0.4168, "page": 0, "Index": 46}, {"Word": "--", "Confidence": 0.265, "X1": 0.424, "Y1": 0.4062, "X2": 0.43867, "Y2": 0.406, "X3": 0.43867, "Y3": 0.4168, "X4": 0.424, "Y4": 0.4168, "page": 0, "Index": 47}, {"Word": "-", "Confidence": 0.002, "X1": 0.44933, "Y1": 0.4052, "X2": 0.47467, "Y2": 0.405, "X3": 0.47467, "Y3": 0.4158, "X4": 0.44933, "Y4": 0.4168, "page": 0, "Index": 48}, {"Word": "inte", "Confidence": 0.068, "X1": 0.64, "Y1": 0.4062, "X2": 0.672, "Y2": 0.406, "X3": 0.672, "Y3": 0.4158, "X4": 0.63867, "Y4": 0.4148, "page": 0, "Index": 49}, {"Word": "in", "Confidence": 0.998, "X1": 0.684, "Y1": 0.4062, "X2": 0.69733, "Y2": 0.406, "X3": 0.69733, "Y3": 0.4158, "X4": 0.684, "Y4": 0.4158, "page": 0, "Index": 50}, {"Word": "Let", "Confidence": 0.886, "X1": 0.708, "Y1": 0.4072, "X2": 0.73333, "Y2": 0.407, "X3": 0.73333, "Y3": 0.4168, "X4": 0.708, "Y4": 0.4158, "page": 0, "Index": 51}, {"Word": "01", "Confidence": 0.479, "X1": 0.76267, "Y1": 0.4062, "X2": 0.77867, "Y2": 0.406, "X3": 0.77867, "Y3": 0.4158, "X4": 0.76267, "Y4": 0.4158, "page": 0, "Index": 52}, {"Word": "4.", "Confidence": 0.954, "X1": 0.21733, "Y1": 0.4092, "X2": 0.23467, "Y2": 0.409, "X3": 0.23467, "Y3": 0.4188, "X4": 0.21733, "Y4": 0.4178, "page": 0, "Index": 53}, {"Word": "Copy", "Confidence": 0.965, "X1": 0.24933, "Y1": 0.4092, "X2": 0.28533, "Y2": 0.409, "X3": 0.284, "Y3": 0.4188, "X4": 0.24933, "Y4": 0.4188, "page": 0, "Index": 54}, {"Word": "Lante", "Confidence": 0.655, "X1": 0.25333, "Y1": 0.4222, "X2": 0.29333, "Y2": 0.422, "X3": 0.292, "Y3": 0.4308, "X4": 0.25333, "Y4": 0.4308, "page": 0, "Index": 55}, {"Word": "Mc", "Confidence": 0.751, "X1": 0.51867, "Y1": 0.4182, "X2": 0.53867, "Y2": 0.418, "X3": 0.53867, "Y3": 0.4298, "X4": 0.51867, "Y4": 0.4298, "page": 0, "Index": 56}, {"Word": "he", "Confidence": 0.663, "X1": 0.776, "Y1": 0.4672, "X2": 0.792, "Y2": 0.467, "X3": 0.792, "Y3": 0.4758, "X4": 0.776, "Y4": 0.4758, "page": 0, "Index": 57}, {"Word": "most", "Confidence": 0.245, "X1": 0.25333, "Y1": 0.4832, "X2": 0.288, "Y2": 0.483, "X3": 0.28667, "Y3": 0.4938, "X4": 0.252, "Y4": 0.4938, "page": 0, "Index": 58}, {"Word": "frequently", "Confidence": 0.397, "X1": 0.296, "Y1": 0.4812, "X2": 0.38, "Y2": 0.481, "X3": 0.37867, "Y3": 0.4938, "X4": 0.29467, "Y4": 0.4938, "page": 0, "Index": 59}, {"Word": "wuntioncd", "Confidence": 0.402, "X1": 0.38667, "Y1": 0.4812, "X2": 0.46667, "Y2": 0.481, "X3": 0.46533, "Y3": 0.4928, "X4": 0.38533, "Y4": 0.4938, "page": 0, "Index": 60}, {"Word": "/0%", "Confidence": 0.445, "X1": 0.21867, "Y1": 0.5302, "X2": 0.24267, "Y2": 0.53, "X3": 0.244, "Y3": 0.5428, "X4": 0.21867, "Y4": 0.5428, "page": 0, "Index": 61}, {"Word": "Ane", "Confidence": 0.605, "X1": 0.56133, "Y1": 0.5312, "X2": 0.596, "Y2": 0.531, "X3": 0.59467, "Y3": 0.5418, "X4": 0.56, "Y4": 0.5418, "page": 0, "Index": 62}, {"Word": "B.", "Confidence": 0.38, "X1": 0.604, "Y1": 0.5312, "X2": 0.62267, "Y2": 0.531, "X3": 0.62267, "Y3": 0.5408, "X4": 0.604, "Y4": 0.5418, "page": 0, "Index": 63}, {"Word": "XalACI", "Confidence": 0.153, "X1": 0.63067, "Y1": 0.5302, "X2": 0.68267, "Y2": 0.53, "X3": 0.68267, "Y3": 0.5408, "X4": 0.62933, "Y4": 0.5408, "page": 0, "Index": 64}, {"Word": "67902", "Confidence": 0.995, "X1": 0.332, "Y1": 0.9142, "X2": 0.46533, "Y2": 0.914, "X3": 0.46533, "Y3": 0.9428, "X4": 0.332, "Y4": 0.9428, "page": 0, "Index": 65}, {"Word": "8", "Confidence": 0.995, "X1": 0.48267, "Y1": 0.9152, "X2": 0.504, "Y2": 0.915, "X3": 0.50533, "Y3": 0.9428, "X4": 0.48267, "Y4": 0.9428, "page": 0, "Index": 66}, {"Word": "0", "Confidence": 0.993, "X1": 0.52, "Y1": 0.9152, "X2": 0.54133, "Y2": 0.915, "X3": 0.54267, "Y3": 0.9428, "X4": 0.52, "Y4": 0.9428, "page": 0, "Index": 67}, {"Word": "4", "Confidence": 0.995, "X1": 0.55467, "Y1": 0.9162, "X2": 0.576, "Y2": 0.916, "X3": 0.57733, "Y3": 0.9418, "X4": 0.55467, "Y4": 0.9418, "page": 0, "Index": 68}, {"Word": "6", "Confidence": 0.996, "X1": 0.59467, "Y1": 0.9162, "X2": 0.616, "Y2": 0.916, "X3": 0.61733, "Y3": 0.9418, "X4": 0.59467, "Y4": 0.9418, "page": 0, "Index": 69}]}	"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"
ffnf0142	0	{"lines_data": [{"Word": "67902 8045", "Confidence": 0.949, "X1": 0.66533, "Y1": 0.0852, "X2": 0.37333, "Y2": 0.085, "X3": 0.37333, "Y3": 0.0538, "X4": 0.66533, "Y4": 0.0538, "page": 0}, {"Word": ": 7", "Confidence": 0.3625, "X1": 0.72133, "Y1": 0.2902, "X2": 0.724, "Y2": 0.29, "X3": 0.708, "Y3": 0.2918, "X4": 0.70533, "Y4": 0.2668, "page": 0}, {"Word": ": the", "Confidence": 0.796, "X1": 0.25867, "Y1": 0.3302, "X2": 0.21467, "Y2": 0.33, "X3": 0.21467, "Y3": 0.3208, "X4": 0.25867, "Y4": 0.3198, "page": 0}, {"Word": "1. :", "Confidence": 0.152, "X1": 0.76, "Y1": 0.3402, "X2": 0.70533, "Y2": 0.34, "X3": 0.704, "Y3": 0.3258, "X4": 0.75867, "Y4": 0.3248, "page": 0}, {"Word": "arist . f", "Confidence": 0.55667, "X1": 0.25067, "Y1": 0.3422, "X2": 0.18267, "Y2": 0.342, "X3": 0.18267, "Y3": 0.3328, "X4": 0.252, "Y4": 0.3328, "page": 0}, {"Word": "little", "Confidence": 0.434, "X1": 0.32, "Y1": 0.3432, "X2": 0.264, "Y2": 0.343, "X3": 0.264, "Y3": 0.3318, "X4": 0.32, "Y4": 0.3318, "page": 0}, {"Word": "in 1.1.", "Confidence": 0.328, "X1": 0.75867, "Y1": 0.4022, "X2": 0.71067, "Y2": 0.402, "X3": 0.70933, "Y3": 0.3868, "X4": 0.75867, "Y4": 0.3868, "page": 0}, {"Word": ":: : 1 by ASI", "Confidence": 0.5348, "X1": 0.32, "Y1": 0.4182, "X2": 0.196, "Y2": 0.418, "X3": 0.196, "Y3": 0.4038, "X4": 0.32, "Y4": 0.4028, "page": 0}, {"Word": ". \"Government Piqures\",", "Confidence": 0.585, "X1": 0.54933, "Y1": 0.4162, "X2": 0.348, "Y2": 0.416, "X3": 0.348, "Y3": 0.4018, "X4": 0.54933, "Y4": 0.4018, "page": 0}, {"Word": "A ful", "Confidence": 0.8365, "X1": 0.764, "Y1": 0.4142, "X2": 0.71467, "Y2": 0.414, "X3": 0.71333, "Y3": 0.4008, "X4": 0.76267, "Y4": 0.3988, "page": 0}, {"Word": "age,", "Confidence": 0.593, "X1": 0.76, "Y1": 0.4382, "X2": 0.72667, "Y2": 0.438, "X3": 0.72667, "Y3": 0.4268, "X4": 0.76133, "Y4": 0.4258, "page": 0}, {"Word": "uel", "Confidence": 0.625, "X1": 0.756, "Y1": 0.4512, "X2": 0.72533, "Y2": 0.451, "X3": 0.724, "Y3": 0.4388, "X4": 0.75467, "Y4": 0.4378, "page": 0}, {"Word": "\"1\"", "Confidence": 0.291, "X1": 0.22533, "Y1": 0.4642, "X2": 0.19867, "Y2": 0.464, "X3": 0.2, "Y3": 0.4538, "X4": 0.22667, "Y4": 0.4528, "page": 0}, {"Word": "and >", "Confidence": 0.42, "X1": 0.75733, "Y1": 0.4612, "X2": 0.71733, "Y2": 0.461, "X3": 0.716, "Y3": 0.4508, "X4": 0.756, "Y4": 0.4498, "page": 0}, {"Word": "ASI cm", "Confidence": 0.4635, "X1": 0.76133, "Y1": 0.4992, "X2": 0.69867, "Y2": 0.499, "X3": 0.69867, "Y3": 0.4878, "X4": 0.76, "Y4": 0.4878, "page": 0}, {"Word": "-", "Confidence": 0.867, "X1": 0.252, "Y1": 0.4912, "X2": 0.25067, "Y2": 0.491, "X3": 0.24133, "Y3": 0.4888, "X4": 0.24267, "Y4": 0.4758, "page": 0}, {"Word": "\"Dingoral", "Confidence": 0.661, "X1": 0.28267, "Y1": 0.5032, "X2": 0.2, "Y2": 0.503, "X3": 0.2, "Y3": 0.4918, "X4": 0.28267, "Y4": 0.4918, "page": 0}, {"Word": ". the Pall Mall", "Confidence": 0.491, "X1": 0.43733, "Y1": 0.5042, "X2": 0.30933, "Y2": 0.504, "X3": 0.308, "Y3": 0.4908, "X4": 0.43733, "Y4": 0.4898, "page": 0}, {"Word": "2 . standard", "Confidence": 0.26967, "X1": 0.668, "Y1": 0.5012, "X2": 0.54133, "Y2": 0.501, "X3": 0.54133, "Y3": 0.4888, "X4": 0.66667, "Y4": 0.4878, "page": 0}, {"Word": "Bucker", "Confidence": 0.44, "X1": 0.76267, "Y1": 0.5242, "X2": 0.70267, "Y2": 0.524, "X3": 0.70267, "Y3": 0.5098, "X4": 0.76267, "Y4": 0.5108, "page": 0}, {"Word": ". INP.AD", "Confidence": 0.6015, "X1": 0.38667, "Y1": 0.5882, "X2": 0.32, "Y2": 0.588, "X3": 0.32, "Y3": 0.5758, "X4": 0.38667, "Y4": 0.5758, "page": 0}, {"Word": "COPY TE", "Confidence": 0.6165, "X1": 0.652, "Y1": 0.5872, "X2": 0.588, "Y2": 0.587, "X3": 0.58667, "Y3": 0.5738, "X4": 0.652, "Y4": 0.5738, "page": 0}, {"Word": "ME. T.G. :", "Confidence": 0.92267, "X1": 0.72133, "Y1": 0.6492, "X2": 0.608, "Y2": 0.649, "X3": 0.608, "Y3": 0.6368, "X4": 0.72133, "Y4": 0.6358, "page": 0}, {"Word": "2", "Confidence": 0.993, "X1": 0.48933, "Y1": 0.6492, "X2": 0.47867, "Y2": 0.649, "X3": 0.47867, "Y3": 0.6398, "X4": 0.488, "Y4": 0.6388, "page": 0}, {"Word": "- 2", "Confidence": 0.919, "X1": 0.53333, "Y1": 0.6612, "X2": 0.50533, "Y2": 0.661, "X3": 0.504, "Y3": 0.6518, "X4": 0.532, "Y4": 0.6508, "page": 0}, {"Word": "Mr. Don J", "Confidence": 0.70733, "X1": 0.72267, "Y1": 0.6612, "X2": 0.63733, "Y2": 0.661, "X3": 0.63733, "Y3": 0.6498, "X4": 0.72267, "Y4": 0.6478, "page": 0}, {"Word": "Mr. D.S.", "Confidence": 0.7105, "X1": 0.72267, "Y1": 0.6742, "X2": 0.652, "Y2": 0.674, "X3": 0.652, "Y3": 0.6608, "X4": 0.72267, "Y4": 0.6588, "page": 0}, {"Word": "xr. J.W.", "Confidence": 0.8805, "X1": 0.72267, "Y1": 0.6982, "X2": 0.652, "Y2": 0.698, "X3": 0.652, "Y3": 0.6858, "X4": 0.72267, "Y4": 0.6848, "page": 0}, {"Word": "Nr. I.C.", "Confidence": 0.6225, "X1": 0.72267, "Y1": 0.7102, "X2": 0.652, "Y2": 0.71, "X3": 0.652, "Y3": 0.6968, "X4": 0.72133, "Y4": 0.6968, "page": 0}, {"Word": "Mr. W.11.", "Confidence": 0.772, "X1": 0.724, "Y1": 0.7222, "X2": 0.652, "Y2": 0.722, "X3": 0.652, "Y3": 0.7108, "X4": 0.724, "Y4": 0.7108, "page": 0}, {"Word": "Y", "Confidence": 0.898, "X1": 0.59467, "Y1": 0.7352, "X2": 0.576, "Y2": 0.735, "X3": 0.576, "Y3": 0.7228, "X4": 0.59467, "Y4": 0.7228, "page": 0}, {"Word": "Mr. C.T.", "Confidence": 0.823, "X1": 0.72267, "Y1": 0.7342, "X2": 0.65067, "Y2": 0.734, "X3": 0.65067, "Y3": 0.7228, "X4": 0.72267, "Y4": 0.7228, "page": 0}, {"Word": "ar. ....", "Confidence": 0.5335, "X1": 0.72267, "Y1": 0.7442, "X2": 0.652, "Y2": 0.744, "X3": 0.652, "Y3": 0.7328, "X4": 0.72267, "Y4": 0.7328, "page": 0}, {"Word": "TO: MR. J.W.", "Confidence": 0.823, "X1": 0.76533, "Y1": 0.7712, "X2": 0.65067, "Y2": 0.771, "X3": 0.65067, "Y3": 0.7578, "X4": 0.76533, "Y4": 0.7578, "page": 0}, {"Word": "71-115", "Confidence": 0.97, "X1": 0.29333, "Y1": 0.8042, "X2": 0.216, "Y2": 0.804, "X3": 0.21733, "Y3": 0.7828, "X4": 0.292, "Y4": 0.7828, "page": 0}, {"Word": "MEMOFAE \"\"", "Confidence": 0.1445, "X1": 0.76933, "Y1": 0.8242, "X2": 0.59333, "Y2": 0.824, "X3": 0.59333, "Y3": 0.8068, "X4": 0.76933, "Y4": 0.8048, "page": 0}, {"Word": "Tune 8, 1971", "Confidence": 0.63167, "X1": 0.34, "Y1": 0.8262, "X2": 0.228, "Y2": 0.826, "X3": 0.228, "Y3": 0.8108, "X4": 0.33867, "Y4": 0.8098, "page": 0}, {"Word": "FILE", "Confidence": 0.989, "X1": 0.25867, "Y1": 0.8792, "X2": 0.19733, "Y2": 0.879, "X3": 0.19733, "Y3": 0.8618, "X4": 0.25867, "Y4": 0.8608, "page": 0}], "words_data": [{"Word": "8045", "Confidence": 0.904, "X1": 0.51067, "Y1": 0.0832, "X2": 0.37867, "Y2": 0.083, "X3": 0.37867, "Y3": 0.0558, "X4": 0.51067, "Y4": 0.0548, "page": 0, "Index": 0}, {"Word": "67902", "Confidence": 0.994, "X1": 0.66533, "Y1": 0.0862, "X2": 0.528, "Y2": 0.086, "X3": 0.528, "Y3": 0.0548, "X4": 0.66533, "Y4": 0.0538, "page": 0, "Index": 1}, {"Word": ":", "Confidence": 0.614, "X1": 0.72267, "Y1": 0.2762, "X2": 0.724, "Y2": 0.276, "X3": 0.70667, "Y3": 0.2768, "X4": 0.70533, "Y4": 0.2688, "page": 0, "Index": 2}, {"Word": "7", "Confidence": 0.111, "X1": 0.724, "Y1": 0.2902, "X2": 0.72533, "Y2": 0.29, "X3": 0.708, "Y3": 0.2908, "X4": 0.70667, "Y4": 0.2838, "page": 0, "Index": 3}, {"Word": "the", "Confidence": 0.631, "X1": 0.24267, "Y1": 0.3302, "X2": 0.21733, "Y2": 0.33, "X3": 0.21733, "Y3": 0.3208, "X4": 0.24133, "Y4": 0.3208, "page": 0, "Index": 4}, {"Word": ":", "Confidence": 0.961, "X1": 0.25867, "Y1": 0.3302, "X2": 0.252, "Y2": 0.33, "X3": 0.252, "Y3": 0.3208, "X4": 0.25867, "Y4": 0.3208, "page": 0, "Index": 5}, {"Word": ":", "Confidence": 0.065, "X1": 0.724, "Y1": 0.3402, "X2": 0.708, "Y2": 0.34, "X3": 0.70667, "Y3": 0.3258, "X4": 0.724, "Y4": 0.3258, "page": 0, "Index": 6}, {"Word": "1.", "Confidence": 0.239, "X1": 0.76, "Y1": 0.3392, "X2": 0.74267, "Y2": 0.339, "X3": 0.74267, "Y3": 0.3248, "X4": 0.75867, "Y4": 0.3248, "page": 0, "Index": 7}, {"Word": "f", "Confidence": 0.068, "X1": 0.19467, "Y1": 0.3432, "X2": 0.188, "Y2": 0.343, "X3": 0.18667, "Y3": 0.3328, "X4": 0.19467, "Y4": 0.3328, "page": 0, "Index": 8}, {"Word": ".", "Confidence": 0.897, "X1": 0.20267, "Y1": 0.3432, "X2": 0.19733, "Y2": 0.343, "X3": 0.19733, "Y3": 0.3328, "X4": 0.20267, "Y4": 0.3328, "page": 0, "Index": 9}, {"Word": "arist", "Confidence": 0.705, "X1": 0.252, "Y1": 0.3432, "X2": 0.20933, "Y2": 0.343, "X3": 0.20933, "Y3": 0.3328, "X4": 0.252, "Y4": 0.3338, "page": 0, "Index": 10}, {"Word": "little", "Confidence": 0.434, "X1": 0.32, "Y1": 0.3442, "X2": 0.27067, "Y2": 0.344, "X3": 0.272, "Y3": 0.3328, "X4": 0.32, "Y4": 0.3328, "page": 0, "Index": 11}, {"Word": "1.1.", "Confidence": 0.281, "X1": 0.74133, "Y1": 0.4022, "X2": 0.71067, "Y2": 0.402, "X3": 0.70933, "Y3": 0.3868, "X4": 0.74133, "Y4": 0.3868, "page": 0, "Index": 12}, {"Word": "in", "Confidence": 0.375, "X1": 0.75867, "Y1": 0.4012, "X2": 0.74667, "Y2": 0.401, "X3": 0.74533, "Y3": 0.3868, "X4": 0.75733, "Y4": 0.3868, "page": 0, "Index": 13}, {"Word": "ASI", "Confidence": 0.981, "X1": 0.22667, "Y1": 0.4182, "X2": 0.19867, "Y2": 0.418, "X3": 0.2, "Y3": 0.4048, "X4": 0.228, "Y4": 0.4048, "page": 0, "Index": 14}, {"Word": "by", "Confidence": 0.896, "X1": 0.256, "Y1": 0.4182, "X2": 0.232, "Y2": 0.418, "X3": 0.23333, "Y3": 0.4038, "X4": 0.256, "Y4": 0.4038, "page": 0, "Index": 15}, {"Word": "1", "Confidence": 0.729, "X1": 0.268, "Y1": 0.4182, "X2": 0.26, "Y2": 0.418, "X3": 0.26, "Y3": 0.4038, "X4": 0.268, "Y4": 0.4038, "page": 0, "Index": 16}, {"Word": ":", "Confidence": 0.019, "X1": 0.28133, "Y1": 0.4182, "X2": 0.272, "Y2": 0.418, "X3": 0.272, "Y3": 0.4038, "X4": 0.28133, "Y4": 0.4038, "page": 0, "Index": 17}, {"Word": "::", "Confidence": 0.049, "X1": 0.31467, "Y1": 0.4182, "X2": 0.29467, "Y2": 0.418, "X3": 0.29467, "Y3": 0.4038, "X4": 0.31467, "Y4": 0.4028, "page": 0, "Index": 18}, {"Word": "Piqures\",", "Confidence": 0.386, "X1": 0.436, "Y1": 0.4172, "X2": 0.35333, "Y2": 0.417, "X3": 0.35467, "Y3": 0.4028, "X4": 0.436, "Y4": 0.4018, "page": 0, "Index": 19}, {"Word": "\"Government", "Confidence": 0.604, "X1": 0.53867, "Y1": 0.4152, "X2": 0.44, "Y2": 0.415, "X3": 0.44133, "Y3": 0.4018, "X4": 0.53867, "Y4": 0.4028, "page": 0, "Index": 20}, {"Word": ".", "Confidence": 0.765, "X1": 0.54933, "Y1": 0.4162, "X2": 0.54133, "Y2": 0.416, "X3": 0.54267, "Y3": 0.4028, "X4": 0.55067, "Y4": 0.4028, "page": 0, "Index": 21}, {"Word": "ful", "Confidence": 0.682, "X1": 0.74667, "Y1": 0.4142, "X2": 0.71867, "Y2": 0.414, "X3": 0.71733, "Y3": 0.4008, "X4": 0.74533, "Y4": 0.3998, "page": 0, "Index": 22}, {"Word": "A", "Confidence": 0.991, "X1": 0.764, "Y1": 0.4122, "X2": 0.75333, "Y2": 0.412, "X3": 0.75333, "Y3": 0.3988, "X4": 0.76267, "Y4": 0.3988, "page": 0, "Index": 23}, {"Word": "age,", "Confidence": 0.593, "X1": 0.76133, "Y1": 0.4382, "X2": 0.72667, "Y2": 0.438, "X3": 0.72667, "Y3": 0.4268, "X4": 0.76, "Y4": 0.4258, "page": 0, "Index": 24}, {"Word": "uel", "Confidence": 0.625, "X1": 0.75333, "Y1": 0.4512, "X2": 0.728, "Y2": 0.451, "X3": 0.72667, "Y3": 0.4388, "X4": 0.75333, "Y4": 0.4378, "page": 0, "Index": 25}, {"Word": "\"1\"", "Confidence": 0.291, "X1": 0.22667, "Y1": 0.4652, "X2": 0.20133, "Y2": 0.465, "X3": 0.20133, "Y3": 0.4528, "X4": 0.22667, "Y4": 0.4528, "page": 0, "Index": 26}, {"Word": ">", "Confidence": 0, "X1": 0.728, "Y1": 0.4622, "X2": 0.72, "Y2": 0.462, "X3": 0.72, "Y3": 0.4498, "X4": 0.728, "Y4": 0.4498, "page": 0, "Index": 27}, {"Word": "and", "Confidence": 0.84, "X1": 0.75733, "Y1": 0.4622, "X2": 0.736, "Y2": 0.462, "X3": 0.736, "Y3": 0.4498, "X4": 0.75733, "Y4": 0.4498, "page": 0, "Index": 28}, {"Word": "-", "Confidence": 0.867, "X1": 0.252, "Y1": 0.4892, "X2": 0.25067, "Y2": 0.489, "X3": 0.24133, "Y3": 0.4878, "X4": 0.24267, "Y4": 0.4838, "page": 0, "Index": 29}, {"Word": "ASI", "Confidence": 0.795, "X1": 0.76133, "Y1": 0.4992, "X2": 0.736, "Y2": 0.499, "X3": 0.736, "Y3": 0.4878, "X4": 0.76133, "Y4": 0.4878, "page": 0, "Index": 30}, {"Word": "\"Dingoral", "Confidence": 0.661, "X1": 0.28133, "Y1": 0.5032, "X2": 0.20133, "Y2": 0.503, "X3": 0.20267, "Y3": 0.4918, "X4": 0.28267, "Y4": 0.4918, "page": 0, "Index": 31}, {"Word": "Mall", "Confidence": 0.18, "X1": 0.34933, "Y1": 0.5042, "X2": 0.31333, "Y2": 0.504, "X3": 0.31333, "Y3": 0.4918, "X4": 0.34933, "Y4": 0.4918, "page": 0, "Index": 32}, {"Word": "Pall", "Confidence": 0.68, "X1": 0.39333, "Y1": 0.5032, "X2": 0.356, "Y2": 0.503, "X3": 0.356, "Y3": 0.4908, "X4": 0.39333, "Y4": 0.4908, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.903, "X1": 0.428, "Y1": 0.5032, "X2": 0.4, "Y2": 0.503, "X3": 0.4, "Y3": 0.4908, "X4": 0.428, "Y4": 0.4908, "page": 0, "Index": 34}, {"Word": ".", "Confidence": 0.201, "X1": 0.43733, "Y1": 0.5032, "X2": 0.43067, "Y2": 0.503, "X3": 0.43067, "Y3": 0.4908, "X4": 0.43733, "Y4": 0.4908, "page": 0, "Index": 35}, {"Word": "standard", "Confidence": 0.806, "X1": 0.62533, "Y1": 0.5012, "X2": 0.556, "Y2": 0.501, "X3": 0.55467, "Y3": 0.4898, "X4": 0.624, "Y4": 0.4888, "page": 0, "Index": 36}, {"Word": ".", "Confidence": 0.002, "X1": 0.64133, "Y1": 0.5012, "X2": 0.63333, "Y2": 0.501, "X3": 0.632, "Y3": 0.4888, "X4": 0.64, "Y4": 0.4888, "page": 0, "Index": 37}, {"Word": "2", "Confidence": 0.001, "X1": 0.66667, "Y1": 0.5002, "X2": 0.65733, "Y2": 0.5, "X3": 0.65733, "Y3": 0.4888, "X4": 0.66533, "Y4": 0.4888, "page": 0, "Index": 38}, {"Word": "cm", "Confidence": 0.132, "X1": 0.728, "Y1": 0.4992, "X2": 0.71067, "Y2": 0.499, "X3": 0.71067, "Y3": 0.4888, "X4": 0.728, "Y4": 0.4878, "page": 0, "Index": 39}, {"Word": "Bucker", "Confidence": 0.44, "X1": 0.76267, "Y1": 0.5242, "X2": 0.708, "Y2": 0.524, "X3": 0.708, "Y3": 0.5108, "X4": 0.76267, "Y4": 0.5108, "page": 0, "Index": 40}, {"Word": "INP.AD", "Confidence": 0.438, "X1": 0.37467, "Y1": 0.5892, "X2": 0.32533, "Y2": 0.589, "X3": 0.32533, "Y3": 0.5758, "X4": 0.376, "Y4": 0.5768, "page": 0, "Index": 41}, {"Word": ".", "Confidence": 0.765, "X1": 0.384, "Y1": 0.5882, "X2": 0.37867, "Y2": 0.588, "X3": 0.37867, "Y3": 0.5768, "X4": 0.38533, "Y4": 0.5768, "page": 0, "Index": 42}, {"Word": "TE", "Confidence": 0.626, "X1": 0.608, "Y1": 0.5872, "X2": 0.58933, "Y2": 0.587, "X3": 0.58933, "Y3": 0.5748, "X4": 0.608, "Y4": 0.5748, "page": 0, "Index": 43}, {"Word": "COPY", "Confidence": 0.607, "X1": 0.652, "Y1": 0.5872, "X2": 0.61733, "Y2": 0.587, "X3": 0.616, "Y3": 0.5748, "X4": 0.65333, "Y4": 0.5738, "page": 0, "Index": 44}, {"Word": ":", "Confidence": 0.997, "X1": 0.62667, "Y1": 0.6492, "X2": 0.61867, "Y2": 0.649, "X3": 0.61733, "Y3": 0.6378, "X4": 0.62667, "Y4": 0.6378, "page": 0, "Index": 45}, {"Word": "T.G.", "Confidence": 0.834, "X1": 0.68667, "Y1": 0.6492, "X2": 0.65067, "Y2": 0.649, "X3": 0.65067, "Y3": 0.6368, "X4": 0.68667, "Y4": 0.6368, "page": 0, "Index": 46}, {"Word": "ME.", "Confidence": 0.937, "X1": 0.72, "Y1": 0.6492, "X2": 0.69333, "Y2": 0.649, "X3": 0.69467, "Y3": 0.6368, "X4": 0.72133, "Y4": 0.6368, "page": 0, "Index": 47}, {"Word": "2", "Confidence": 0.993, "X1": 0.488, "Y1": 0.6492, "X2": 0.48, "Y2": 0.649, "X3": 0.47867, "Y3": 0.6388, "X4": 0.48667, "Y4": 0.6388, "page": 0, "Index": 48}, {"Word": "2", "Confidence": 0.907, "X1": 0.51467, "Y1": 0.6612, "X2": 0.50667, "Y2": 0.661, "X3": 0.50667, "Y3": 0.6518, "X4": 0.51467, "Y4": 0.6518, "page": 0, "Index": 49}, {"Word": "-", "Confidence": 0.931, "X1": 0.532, "Y1": 0.6602, "X2": 0.52533, "Y2": 0.66, "X3": 0.52533, "Y3": 0.6508, "X4": 0.532, "Y4": 0.6508, "page": 0, "Index": 50}, {"Word": "J", "Confidence": 0.169, "X1": 0.652, "Y1": 0.6612, "X2": 0.644, "Y2": 0.661, "X3": 0.644, "Y3": 0.6508, "X4": 0.652, "Y4": 0.6508, "page": 0, "Index": 51}, {"Word": "Don", "Confidence": 0.998, "X1": 0.688, "Y1": 0.6612, "X2": 0.66267, "Y2": 0.661, "X3": 0.66267, "Y3": 0.6508, "X4": 0.688, "Y4": 0.6498, "page": 0, "Index": 52}, {"Word": "Mr.", "Confidence": 0.955, "X1": 0.72267, "Y1": 0.6602, "X2": 0.696, "Y2": 0.66, "X3": 0.696, "Y3": 0.6498, "X4": 0.72267, "Y4": 0.6488, "page": 0, "Index": 53}, {"Word": "D.S.", "Confidence": 0.934, "X1": 0.68933, "Y1": 0.6742, "X2": 0.65333, "Y2": 0.674, "X3": 0.65467, "Y3": 0.6628, "X4": 0.68933, "Y4": 0.6608, "page": 0, "Index": 54}, {"Word": "Mr.", "Confidence": 0.487, "X1": 0.72267, "Y1": 0.6742, "X2": 0.69333, "Y2": 0.674, "X3": 0.69467, "Y3": 0.6608, "X4": 0.72267, "Y4": 0.6598, "page": 0, "Index": 55}, {"Word": "J.W.", "Confidence": 0.991, "X1": 0.688, "Y1": 0.6992, "X2": 0.65333, "Y2": 0.699, "X3": 0.652, "Y3": 0.6858, "X4": 0.688, "Y4": 0.6858, "page": 0, "Index": 56}, {"Word": "xr.", "Confidence": 0.77, "X1": 0.72133, "Y1": 0.6982, "X2": 0.69467, "Y2": 0.698, "X3": 0.696, "Y3": 0.6858, "X4": 0.72267, "Y4": 0.6858, "page": 0, "Index": 57}, {"Word": "I.C.", "Confidence": 0.613, "X1": 0.688, "Y1": 0.7112, "X2": 0.65333, "Y2": 0.711, "X3": 0.65467, "Y3": 0.6978, "X4": 0.688, "Y4": 0.6978, "page": 0, "Index": 58}, {"Word": "Nr.", "Confidence": 0.632, "X1": 0.72267, "Y1": 0.7102, "X2": 0.69467, "Y2": 0.71, "X3": 0.696, "Y3": 0.6978, "X4": 0.72267, "Y4": 0.6978, "page": 0, "Index": 59}, {"Word": "W.11.", "Confidence": 0.602, "X1": 0.68933, "Y1": 0.7222, "X2": 0.65333, "Y2": 0.722, "X3": 0.65333, "Y3": 0.7118, "X4": 0.68933, "Y4": 0.7108, "page": 0, "Index": 60}, {"Word": "Mr.", "Confidence": 0.942, "X1": 0.724, "Y1": 0.7212, "X2": 0.696, "Y2": 0.721, "X3": 0.696, "Y3": 0.7108, "X4": 0.724, "Y4": 0.7118, "page": 0, "Index": 61}, {"Word": "Y", "Confidence": 0.898, "X1": 0.59467, "Y1": 0.7352, "X2": 0.58533, "Y2": 0.735, "X3": 0.58533, "Y3": 0.7228, "X4": 0.59467, "Y4": 0.7228, "page": 0, "Index": 62}, {"Word": "C.T.", "Confidence": 0.689, "X1": 0.688, "Y1": 0.7352, "X2": 0.652, "Y2": 0.735, "X3": 0.65333, "Y3": 0.7228, "X4": 0.68933, "Y4": 0.7238, "page": 0, "Index": 63}, {"Word": "Mr.", "Confidence": 0.957, "X1": 0.72133, "Y1": 0.7332, "X2": 0.69467, "Y2": 0.733, "X3": 0.696, "Y3": 0.7238, "X4": 0.72267, "Y4": 0.7228, "page": 0, "Index": 64}, {"Word": "....", "Confidence": 0.427, "X1": 0.688, "Y1": 0.7442, "X2": 0.65333, "Y2": 0.744, "X3": 0.65333, "Y3": 0.7328, "X4": 0.68933, "Y4": 0.7328, "page": 0, "Index": 65}, {"Word": "ar.", "Confidence": 0.64, "X1": 0.72133, "Y1": 0.7442, "X2": 0.69467, "Y2": 0.744, "X3": 0.696, "Y3": 0.7328, "X4": 0.72267, "Y4": 0.7338, "page": 0, "Index": 66}, {"Word": "J.W.", "Confidence": 0.848, "X1": 0.69067, "Y1": 0.7722, "X2": 0.652, "Y2": 0.772, "X3": 0.652, "Y3": 0.7588, "X4": 0.68933, "Y4": 0.7588, "page": 0, "Index": 67}, {"Word": "MR.", "Confidence": 0.624, "X1": 0.724, "Y1": 0.7722, "X2": 0.69467, "Y2": 0.772, "X3": 0.69467, "Y3": 0.7588, "X4": 0.724, "Y4": 0.7588, "page": 0, "Index": 68}, {"Word": "TO:", "Confidence": 0.997, "X1": 0.76533, "Y1": 0.7712, "X2": 0.73733, "Y2": 0.771, "X3": 0.73733, "Y3": 0.7588, "X4": 0.76533, "Y4": 0.7588, "page": 0, "Index": 69}, {"Word": "71-115", "Confidence": 0.97, "X1": 0.292, "Y1": 0.8042, "X2": 0.22267, "Y2": 0.804, "X3": 0.22133, "Y3": 0.7828, "X4": 0.292, "Y4": 0.7828, "page": 0, "Index": 70}, {"Word": "MEMOFAE", "Confidence": 0.27, "X1": 0.768, "Y1": 0.8232, "X2": 0.65333, "Y2": 0.823, "X3": 0.65333, "Y3": 0.8068, "X4": 0.76933, "Y4": 0.8068, "page": 0, "Index": 71}, {"Word": "1971", "Confidence": 0.613, "X1": 0.26667, "Y1": 0.8262, "X2": 0.22933, "Y2": 0.826, "X3": 0.23067, "Y3": 0.8118, "X4": 0.26667, "Y4": 0.8108, "page": 0, "Index": 72}, {"Word": "8,", "Confidence": 0.613, "X1": 0.29467, "Y1": 0.8252, "X2": 0.27333, "Y2": 0.825, "X3": 0.27467, "Y3": 0.8108, "X4": 0.296, "Y4": 0.8108, "page": 0, "Index": 73}, {"Word": "Tune", "Confidence": 0.669, "X1": 0.33467, "Y1": 0.8252, "X2": 0.3, "Y2": 0.825, "X3": 0.30133, "Y3": 0.8108, "X4": 0.336, "Y4": 0.8098, "page": 0, "Index": 74}, {"Word": "\"\"", "Confidence": 0.019, "X1": 0.63067, "Y1": 0.8232, "X2": 0.6, "Y2": 0.823, "X3": 0.6, "Y3": 0.8098, "X4": 0.63067, "Y4": 0.8078, "page": 0, "Index": 75}, {"Word": "FILE", "Confidence": 0.989, "X1": 0.248, "Y1": 0.8792, "X2": 0.19733, "Y2": 0.879, "X3": 0.19733, "Y3": 0.8608, "X4": 0.248, "Y4": 0.8608, "page": 0, "Index": 76}]}	"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"
ffdf0148	0	{"lines_data": [{"Word": "UNITED VETERANS", "Confidence": 0.995, "X1": 0.27237, "Y1": 0.0122, "X2": 0.75395, "Y2": 0.012, "X3": 0.75395, "Y3": 0.0468, "X4": 0.27237, "Y4": 0.0448, "page": 0}, {"Word": "Lay", "Confidence": 0.534, "X1": 0.84605, "Y1": 0.0492, "X2": 0.93158, "Y2": 0.049, "X3": 0.92895, "Y3": 0.0758, "X4": 0.84079, "Y4": 0.0718, "page": 0}, {"Word": "OF AMERICA", "Confidence": 0.995, "X1": 0.35263, "Y1": 0.0522, "X2": 0.67632, "Y2": 0.052, "X3": 0.67632, "Y3": 0.0868, "X4": 0.35263, "Y4": 0.0858, "page": 0}, {"Word": "July 5, 1990", "Confidence": 0.991, "X1": 0.59079, "Y1": 0.1392, "X2": 0.74342, "Y2": 0.139, "X3": 0.74342, "Y3": 0.1558, "X4": 0.59079, "Y4": 0.1578, "page": 0}, {"Word": "The Honorable Beryl Anthony, Jr.", "Confidence": 0.9702, "X1": 0.14868, "Y1": 0.1712, "X2": 0.53421, "Y2": 0.171, "X3": 0.53421, "Y3": 0.1868, "X4": 0.14868, "Y4": 0.1868, "page": 0}, {"Word": "1117 Longworth House Office Bldg.", "Confidence": 0.9518, "X1": 0.15132, "Y1": 0.1862, "X2": 0.54605, "Y2": 0.186, "X3": 0.54605, "Y3": 0.2018, "X4": 0.15132, "Y4": 0.2018, "page": 0}, {"Word": "Washington, DC 20515", "Confidence": 0.99567, "X1": 0.15, "Y1": 0.2012, "X2": 0.40526, "Y2": 0.201, "X3": 0.40526, "Y3": 0.2158, "X4": 0.15, "Y4": 0.2168, "page": 0}, {"Word": "Dear Mr. Anthony:", "Confidence": 0.99367, "X1": 0.14868, "Y1": 0.2312, "X2": 0.35921, "Y2": 0.231, "X3": 0.35921, "Y3": 0.2468, "X4": 0.14868, "Y4": 0.2458, "page": 0}, {"Word": "As you know, after considering the latest round of", "Confidence": 0.99644, "X1": 0.15, "Y1": 0.2602, "X2": 0.75395, "Y2": 0.26, "X3": 0.75395, "Y3": 0.2758, "X4": 0.15, "Y4": 0.2768, "page": 0}, {"Word": "staggering deficit projections, President Bush is now", "Confidence": 0.99471, "X1": 0.15, "Y1": 0.2762, "X2": 0.79079, "Y2": 0.276, "X3": 0.79079, "Y3": 0.2908, "X4": 0.15, "Y4": 0.2918, "page": 0}, {"Word": "conceding that a tax increase should be part of any deficit", "Confidence": 0.99536, "X1": 0.15263, "Y1": 0.2892, "X2": 0.86184, "Y2": 0.289, "X3": 0.86184, "Y3": 0.3058, "X4": 0.15263, "Y4": 0.3068, "page": 0}, {"Word": "reduction package.", "Confidence": 0.9925, "X1": 0.15263, "Y1": 0.3062, "X2": 0.36579, "Y2": 0.306, "X3": 0.36579, "Y3": 0.3208, "X4": 0.15263, "Y4": 0.3198, "page": 0}, {"Word": "This concession is of great concern to the thousands of us", "Confidence": 0.99618, "X1": 0.15, "Y1": 0.3342, "X2": 0.85263, "Y2": 0.334, "X3": 0.85263, "Y3": 0.3498, "X4": 0.15, "Y4": 0.3498, "page": 0}, {"Word": "who represent the United Veterans of America. Although", "Confidence": 0.99262, "X1": 0.15, "Y1": 0.3492, "X2": 0.82237, "Y2": 0.349, "X3": 0.82237, "Y3": 0.3638, "X4": 0.15, "Y4": 0.3648, "page": 0}, {"Word": "specifics haven't been decided, we are aware that certain", "Confidence": 0.99044, "X1": 0.15, "Y1": 0.3642, "X2": 0.84079, "Y2": 0.364, "X3": 0.84079, "Y3": 0.3788, "X4": 0.15, "Y4": 0.3798, "page": 0}, {"Word": "Washington policy-makers favor raising excise taxes on", "Confidence": 0.97643, "X1": 0.15, "Y1": 0.3792, "X2": 0.81053, "Y2": 0.379, "X3": 0.81053, "Y3": 0.3938, "X4": 0.15, "Y4": 0.3938, "page": 0}, {"Word": "products such as gasoline, tobacco and alcohol to offset the", "Confidence": 0.9953, "X1": 0.15263, "Y1": 0.3942, "X2": 0.875, "Y2": 0.394, "X3": 0.875, "Y3": 0.4088, "X4": 0.15263, "Y4": 0.4098, "page": 0}, {"Word": "huge budget deficit.", "Confidence": 0.99367, "X1": 0.15, "Y1": 0.4092, "X2": 0.39474, "Y2": 0.409, "X3": 0.39474, "Y3": 0.4248, "X4": 0.15, "Y4": 0.4238, "page": 0}, {"Word": "Many veterans live on fixed incomes, and struggle to support", "Confidence": 0.9943, "X1": 0.15, "Y1": 0.4392, "X2": 0.875, "Y2": 0.439, "X3": 0.875, "Y3": 0.4538, "X4": 0.15, "Y4": 0.4538, "page": 0}, {"Word": "their families on limited resources. The only thing an", "Confidence": 0.995, "X1": 0.15395, "Y1": 0.4542, "X2": 0.81711, "Y2": 0.454, "X3": 0.81711, "Y3": 0.4688, "X4": 0.15263, "Y4": 0.4678, "page": 0}, {"Word": "increase in excise taxes would do is penalize these veterans", "Confidence": 0.9964, "X1": 0.15395, "Y1": 0.4692, "X2": 0.87763, "Y2": 0.469, "X3": 0.87763, "Y3": 0.4838, "X4": 0.15395, "Y4": 0.4828, "page": 0}, {"Word": "and other low- and middle-income families, forcing them to", "Confidence": 0.99411, "X1": 0.15395, "Y1": 0.4842, "X2": 0.85, "Y2": 0.484, "X3": 0.85, "Y3": 0.4988, "X4": 0.15263, "Y4": 0.4978, "page": 0}, {"Word": "shoulder a greater burden than others.", "Confidence": 0.99367, "X1": 0.15263, "Y1": 0.4982, "X2": 0.60789, "Y2": 0.498, "X3": 0.60789, "Y3": 0.5138, "X4": 0.15263, "Y4": 0.5138, "page": 0}, {"Word": "I wrote to you almost two months ago, and I am writing you", "Confidence": 0.99454, "X1": 0.15526, "Y1": 0.5282, "X2": 0.85263, "Y2": 0.528, "X3": 0.85263, "Y3": 0.5438, "X4": 0.15526, "Y4": 0.5418, "page": 0}, {"Word": "once more because our organization feels so strongly about", "Confidence": 0.99556, "X1": 0.15395, "Y1": 0.5442, "X2": 0.85, "Y2": 0.544, "X3": 0.85, "Y3": 0.5578, "X4": 0.15395, "Y4": 0.5578, "page": 0}, {"Word": "this issue. Our tax system is too regressive. As the", "Confidence": 0.9937, "X1": 0.15526, "Y1": 0.5582, "X2": 0.80526, "Y2": 0.558, "X3": 0.80526, "Y3": 0.5738, "X4": 0.15526, "Y4": 0.5728, "page": 0}, {"Word": "Washington Post editorialized last week, \"tax increases", "Confidence": 0.98529, "X1": 0.15263, "Y1": 0.5732, "X2": 0.81842, "Y2": 0.573, "X3": 0.81842, "Y3": 0.5888, "X4": 0.15263, "Y4": 0.5888, "page": 0}, {"Word": "should help restore progressivity as well as revenue; both", "Confidence": 0.993, "X1": 0.15395, "Y1": 0.5882, "X2": 0.85263, "Y2": 0.588, "X3": 0.85263, "Y3": 0.6048, "X4": 0.15395, "Y4": 0.6038, "page": 0}, {"Word": "have been lost in the past 10 years.\"", "Confidence": 0.9865, "X1": 0.15395, "Y1": 0.6032, "X2": 0.59868, "Y2": 0.603, "X3": 0.59868, "Y3": 0.6188, "X4": 0.15395, "Y4": 0.6178, "page": 0}, {"Word": "We realize the great challenge the budget deficit poses.", "Confidence": 0.99578, "X1": 0.15263, "Y1": 0.6332, "X2": 0.82763, "Y2": 0.633, "X3": 0.82763, "Y3": 0.6488, "X4": 0.15263, "Y4": 0.6478, "page": 0}, {"Word": "But we also know that raising excise taxes is simply a", "Confidence": 0.975, "X1": 0.15395, "Y1": 0.6492, "X2": 0.80526, "Y2": 0.649, "X3": 0.80526, "Y3": 0.6638, "X4": 0.15395, "Y4": 0.6628, "page": 0}, {"Word": "band-aid approach to a more complicated problem. On behalf", "Confidence": 0.99533, "X1": 0.15395, "Y1": 0.6632, "X2": 0.86447, "Y2": 0.663, "X3": 0.86447, "Y3": 0.6788, "X4": 0.15395, "Y4": 0.6778, "page": 0}, {"Word": "of the United Veterans of America, I urge you to support a", "Confidence": 0.99125, "X1": 0.15526, "Y1": 0.6782, "X2": 0.85526, "Y2": 0.678, "X3": 0.85526, "Y3": 0.6938, "X4": 0.15526, "Y4": 0.6928, "page": 0}, {"Word": "fiscally sound America through a tax plan which ensures that", "Confidence": 0.9946, "X1": 0.15526, "Y1": 0.6942, "X2": 0.87895, "Y2": 0.694, "X3": 0.87895, "Y3": 0.7098, "X4": 0.15526, "Y4": 0.7078, "page": 0}, {"Word": "everyone will pay their fair share.", "Confidence": 0.98967, "X1": 0.15395, "Y1": 0.7072, "X2": 0.575, "Y2": 0.707, "X3": 0.575, "Y3": 0.7238, "X4": 0.15395, "Y4": 0.7238, "page": 0}, {"Word": "Sincerely", "Confidence": 0.995, "X1": 0.15526, "Y1": 0.7512, "X2": 0.26842, "Y2": 0.751, "X3": 0.26842, "Y3": 0.7698, "X4": 0.15395, "Y4": 0.7698, "page": 0}, {"Word": "Brot a. Kneeplan", "Confidence": 0.375, "X1": 0.14737, "Y1": 0.7652, "X2": 0.57105, "Y2": 0.765, "X3": 0.57237, "Y3": 0.8068, "X4": 0.14868, "Y4": 0.8098, "page": 0}, {"Word": "Barry Alfen Krupkin", "Confidence": 0.96167, "X1": 0.15395, "Y1": 0.8092, "X2": 0.38947, "Y2": 0.809, "X3": 0.38947, "Y3": 0.8268, "X4": 0.15395, "Y4": 0.8268, "page": 0}, {"Word": "Supreme National Commander", "Confidence": 0.994, "X1": 0.15658, "Y1": 0.8262, "X2": 0.46974, "Y2": 0.826, "X3": 0.46974, "Y3": 0.8428, "X4": 0.15658, "Y4": 0.8418, "page": 0}, {"Word": "TI504922", "Confidence": 0.657, "X1": 0.9, "Y1": 0.9792, "X2": 0.99868, "Y2": 0.979, "X3": 0.99737, "Y3": 0.9948, "X4": 0.9, "Y4": 0.9948, "page": 0}], "words_data": [{"Word": "UNITED", "Confidence": 0.994, "X1": 0.27368, "Y1": 0.0122, "X2": 0.44868, "Y2": 0.012, "X3": 0.44868, "Y3": 0.0458, "X4": 0.27368, "Y4": 0.0458, "page": 0, "Index": 0}, {"Word": "VETERANS", "Confidence": 0.996, "X1": 0.46974, "Y1": 0.0132, "X2": 0.73816, "Y2": 0.013, "X3": 0.73947, "Y3": 0.0478, "X4": 0.46974, "Y4": 0.0458, "page": 0, "Index": 1}, {"Word": "Lay", "Confidence": 0.534, "X1": 0.84211, "Y1": 0.0482, "X2": 0.91316, "Y2": 0.048, "X3": 0.91053, "Y3": 0.0748, "X4": 0.84079, "Y4": 0.0718, "page": 0, "Index": 2}, {"Word": "OF", "Confidence": 0.995, "X1": 0.35395, "Y1": 0.0512, "X2": 0.41447, "Y2": 0.051, "X3": 0.41316, "Y3": 0.0878, "X4": 0.35263, "Y4": 0.0868, "page": 0, "Index": 3}, {"Word": "AMERICA", "Confidence": 0.995, "X1": 0.43026, "Y1": 0.0532, "X2": 0.66053, "Y2": 0.053, "X3": 0.66184, "Y3": 0.0878, "X4": 0.43026, "Y4": 0.0878, "page": 0, "Index": 4}, {"Word": "July", "Confidence": 0.997, "X1": 0.59211, "Y1": 0.1412, "X2": 0.64079, "Y2": 0.141, "X3": 0.64079, "Y3": 0.1578, "X4": 0.59079, "Y4": 0.1578, "page": 0, "Index": 5}, {"Word": "5,", "Confidence": 0.997, "X1": 0.65263, "Y1": 0.1402, "X2": 0.67895, "Y2": 0.14, "X3": 0.67895, "Y3": 0.1578, "X4": 0.65132, "Y4": 0.1578, "page": 0, "Index": 6}, {"Word": "1990", "Confidence": 0.979, "X1": 0.68947, "Y1": 0.1392, "X2": 0.73947, "Y2": 0.139, "X3": 0.73947, "Y3": 0.1568, "X4": 0.68947, "Y4": 0.1578, "page": 0, "Index": 7}, {"Word": "The", "Confidence": 0.995, "X1": 0.15132, "Y1": 0.1722, "X2": 0.18816, "Y2": 0.172, "X3": 0.18684, "Y3": 0.1868, "X4": 0.15, "Y4": 0.1868, "page": 0, "Index": 8}, {"Word": "Honorable", "Confidence": 0.993, "X1": 0.19868, "Y1": 0.1722, "X2": 0.30789, "Y2": 0.172, "X3": 0.30789, "Y3": 0.1868, "X4": 0.19737, "Y4": 0.1868, "page": 0, "Index": 9}, {"Word": "Beryl", "Confidence": 0.879, "X1": 0.31842, "Y1": 0.1722, "X2": 0.37895, "Y2": 0.172, "X3": 0.37895, "Y3": 0.1868, "X4": 0.31711, "Y4": 0.1868, "page": 0, "Index": 10}, {"Word": "Anthony,", "Confidence": 0.991, "X1": 0.38947, "Y1": 0.1712, "X2": 0.48684, "Y2": 0.171, "X3": 0.48684, "Y3": 0.1878, "X4": 0.38947, "Y4": 0.1868, "page": 0, "Index": 11}, {"Word": "Jr.", "Confidence": 0.993, "X1": 0.49605, "Y1": 0.1712, "X2": 0.53421, "Y2": 0.171, "X3": 0.53421, "Y3": 0.1878, "X4": 0.49605, "Y4": 0.1878, "page": 0, "Index": 12}, {"Word": "1117", "Confidence": 0.987, "X1": 0.15395, "Y1": 0.1872, "X2": 0.2, "Y2": 0.187, "X3": 0.19868, "Y3": 0.2018, "X4": 0.15263, "Y4": 0.2018, "page": 0, "Index": 13}, {"Word": "Longworth", "Confidence": 0.995, "X1": 0.20921, "Y1": 0.1872, "X2": 0.31974, "Y2": 0.187, "X3": 0.31842, "Y3": 0.2018, "X4": 0.20921, "Y4": 0.2018, "page": 0, "Index": 14}, {"Word": "House", "Confidence": 0.994, "X1": 0.33026, "Y1": 0.1872, "X2": 0.39079, "Y2": 0.187, "X3": 0.38947, "Y3": 0.2018, "X4": 0.32895, "Y4": 0.2018, "page": 0, "Index": 15}, {"Word": "Office", "Confidence": 0.994, "X1": 0.40132, "Y1": 0.1872, "X2": 0.47368, "Y2": 0.187, "X3": 0.47368, "Y3": 0.2018, "X4": 0.4, "Y4": 0.2018, "page": 0, "Index": 16}, {"Word": "Bldg.", "Confidence": 0.789, "X1": 0.48421, "Y1": 0.1872, "X2": 0.54605, "Y2": 0.187, "X3": 0.54474, "Y3": 0.2028, "X4": 0.48289, "Y4": 0.2018, "page": 0, "Index": 17}, {"Word": "Washington,", "Confidence": 0.991, "X1": 0.15132, "Y1": 0.2022, "X2": 0.28553, "Y2": 0.202, "X3": 0.28553, "Y3": 0.2168, "X4": 0.15, "Y4": 0.2168, "page": 0, "Index": 18}, {"Word": "DC", "Confidence": 0.998, "X1": 0.29474, "Y1": 0.2022, "X2": 0.32105, "Y2": 0.202, "X3": 0.31974, "Y3": 0.2168, "X4": 0.29474, "Y4": 0.2168, "page": 0, "Index": 19}, {"Word": "20515", "Confidence": 0.998, "X1": 0.34474, "Y1": 0.2022, "X2": 0.40263, "Y2": 0.202, "X3": 0.40263, "Y3": 0.2158, "X4": 0.34474, "Y4": 0.2168, "page": 0, "Index": 20}, {"Word": "Dear", "Confidence": 0.988, "X1": 0.15132, "Y1": 0.2312, "X2": 0.19868, "Y2": 0.231, "X3": 0.19737, "Y3": 0.2468, "X4": 0.15, "Y4": 0.2468, "page": 0, "Index": 21}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.20921, "Y1": 0.2322, "X2": 0.24868, "Y2": 0.232, "X3": 0.24737, "Y3": 0.2468, "X4": 0.20921, "Y4": 0.2468, "page": 0, "Index": 22}, {"Word": "Anthony:", "Confidence": 0.995, "X1": 0.25789, "Y1": 0.2322, "X2": 0.35789, "Y2": 0.232, "X3": 0.35658, "Y3": 0.2468, "X4": 0.25789, "Y4": 0.2468, "page": 0, "Index": 23}, {"Word": "As", "Confidence": 0.998, "X1": 0.15263, "Y1": 0.2622, "X2": 0.17632, "Y2": 0.262, "X3": 0.175, "Y3": 0.2768, "X4": 0.15132, "Y4": 0.2768, "page": 0, "Index": 24}, {"Word": "you", "Confidence": 0.994, "X1": 0.18553, "Y1": 0.2622, "X2": 0.22368, "Y2": 0.262, "X3": 0.22237, "Y3": 0.2768, "X4": 0.18553, "Y4": 0.2768, "page": 0, "Index": 25}, {"Word": "know,", "Confidence": 0.996, "X1": 0.23553, "Y1": 0.2612, "X2": 0.29868, "Y2": 0.261, "X3": 0.29868, "Y3": 0.2768, "X4": 0.23421, "Y4": 0.2768, "page": 0, "Index": 26}, {"Word": "after", "Confidence": 0.997, "X1": 0.30789, "Y1": 0.2612, "X2": 0.36842, "Y2": 0.261, "X3": 0.36842, "Y3": 0.2768, "X4": 0.30658, "Y4": 0.2768, "page": 0, "Index": 27}, {"Word": "considering", "Confidence": 0.993, "X1": 0.37895, "Y1": 0.2612, "X2": 0.50921, "Y2": 0.261, "X3": 0.50921, "Y3": 0.2768, "X4": 0.37763, "Y4": 0.2768, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.52237, "Y1": 0.2612, "X2": 0.55789, "Y2": 0.261, "X3": 0.55789, "Y3": 0.2768, "X4": 0.52105, "Y4": 0.2768, "page": 0, "Index": 29}, {"Word": "latest", "Confidence": 0.997, "X1": 0.56974, "Y1": 0.2612, "X2": 0.64211, "Y2": 0.261, "X3": 0.64211, "Y3": 0.2768, "X4": 0.56974, "Y4": 0.2768, "page": 0, "Index": 30}, {"Word": "round", "Confidence": 0.997, "X1": 0.65395, "Y1": 0.2612, "X2": 0.71447, "Y2": 0.261, "X3": 0.71447, "Y3": 0.2768, "X4": 0.65395, "Y4": 0.2768, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.998, "X1": 0.725, "Y1": 0.2612, "X2": 0.75, "Y2": 0.261, "X3": 0.75, "Y3": 0.2768, "X4": 0.725, "Y4": 0.2768, "page": 0, "Index": 32}, {"Word": "staggering", "Confidence": 0.995, "X1": 0.15132, "Y1": 0.2772, "X2": 0.27105, "Y2": 0.277, "X3": 0.27105, "Y3": 0.2918, "X4": 0.15132, "Y4": 0.2908, "page": 0, "Index": 33}, {"Word": "deficit", "Confidence": 0.997, "X1": 0.28289, "Y1": 0.2772, "X2": 0.36711, "Y2": 0.277, "X3": 0.36711, "Y3": 0.2918, "X4": 0.28289, "Y4": 0.2918, "page": 0, "Index": 34}, {"Word": "projections,", "Confidence": 0.991, "X1": 0.37895, "Y1": 0.2762, "X2": 0.52368, "Y2": 0.276, "X3": 0.52368, "Y3": 0.2918, "X4": 0.37895, "Y4": 0.2918, "page": 0, "Index": 35}, {"Word": "President", "Confidence": 0.995, "X1": 0.53289, "Y1": 0.2762, "X2": 0.64079, "Y2": 0.276, "X3": 0.64079, "Y3": 0.2908, "X4": 0.53289, "Y4": 0.2918, "page": 0, "Index": 36}, {"Word": "Bush", "Confidence": 0.989, "X1": 0.65263, "Y1": 0.2762, "X2": 0.70132, "Y2": 0.276, "X3": 0.7, "Y3": 0.2908, "X4": 0.65263, "Y4": 0.2908, "page": 0, "Index": 37}, {"Word": "is", "Confidence": 0.998, "X1": 0.71579, "Y1": 0.2772, "X2": 0.73816, "Y2": 0.277, "X3": 0.73684, "Y3": 0.2908, "X4": 0.71447, "Y4": 0.2908, "page": 0, "Index": 38}, {"Word": "now", "Confidence": 0.998, "X1": 0.75, "Y1": 0.2772, "X2": 0.78553, "Y2": 0.277, "X3": 0.78421, "Y3": 0.2898, "X4": 0.74868, "Y4": 0.2908, "page": 0, "Index": 39}, {"Word": "conceding", "Confidence": 0.992, "X1": 0.15263, "Y1": 0.2922, "X2": 0.25921, "Y2": 0.292, "X3": 0.25921, "Y3": 0.3058, "X4": 0.15263, "Y4": 0.3058, "page": 0, "Index": 40}, {"Word": "that", "Confidence": 0.993, "X1": 0.27105, "Y1": 0.2922, "X2": 0.32105, "Y2": 0.292, "X3": 0.31974, "Y3": 0.3058, "X4": 0.27105, "Y4": 0.3058, "page": 0, "Index": 41}, {"Word": "a", "Confidence": 0.995, "X1": 0.33289, "Y1": 0.2922, "X2": 0.34474, "Y2": 0.292, "X3": 0.34474, "Y3": 0.3068, "X4": 0.33289, "Y4": 0.3068, "page": 0, "Index": 42}, {"Word": "tax", "Confidence": 0.998, "X1": 0.35526, "Y1": 0.2912, "X2": 0.39079, "Y2": 0.291, "X3": 0.39079, "Y3": 0.3068, "X4": 0.35526, "Y4": 0.3068, "page": 0, "Index": 43}, {"Word": "increase", "Confidence": 0.996, "X1": 0.40395, "Y1": 0.2912, "X2": 0.49737, "Y2": 0.291, "X3": 0.49605, "Y3": 0.3068, "X4": 0.40395, "Y4": 0.3068, "page": 0, "Index": 44}, {"Word": "should", "Confidence": 0.997, "X1": 0.50921, "Y1": 0.2912, "X2": 0.58158, "Y2": 0.291, "X3": 0.58026, "Y3": 0.3068, "X4": 0.50921, "Y4": 0.3068, "page": 0, "Index": 45}, {"Word": "be", "Confidence": 0.998, "X1": 0.59211, "Y1": 0.2912, "X2": 0.61711, "Y2": 0.291, "X3": 0.61711, "Y3": 0.3068, "X4": 0.59211, "Y4": 0.3068, "page": 0, "Index": 46}, {"Word": "part", "Confidence": 0.987, "X1": 0.62895, "Y1": 0.2912, "X2": 0.67895, "Y2": 0.291, "X3": 0.67763, "Y3": 0.3068, "X4": 0.62763, "Y4": 0.3068, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.68947, "Y1": 0.2902, "X2": 0.71447, "Y2": 0.29, "X3": 0.71447, "Y3": 0.3068, "X4": 0.68947, "Y4": 0.3068, "page": 0, "Index": 48}, {"Word": "any", "Confidence": 0.998, "X1": 0.72763, "Y1": 0.2902, "X2": 0.76316, "Y2": 0.29, "X3": 0.76184, "Y3": 0.3068, "X4": 0.72632, "Y4": 0.3068, "page": 0, "Index": 49}, {"Word": "deficit", "Confidence": 0.997, "X1": 0.77368, "Y1": 0.2902, "X2": 0.85921, "Y2": 0.29, "X3": 0.85789, "Y3": 0.3058, "X4": 0.77368, "Y4": 0.3068, "page": 0, "Index": 50}, {"Word": "reduction", "Confidence": 0.994, "X1": 0.15395, "Y1": 0.3062, "X2": 0.25921, "Y2": 0.306, "X3": 0.25789, "Y3": 0.3208, "X4": 0.15395, "Y4": 0.3208, "page": 0, "Index": 51}, {"Word": "package.", "Confidence": 0.991, "X1": 0.27237, "Y1": 0.3082, "X2": 0.36711, "Y2": 0.308, "X3": 0.36579, "Y3": 0.3218, "X4": 0.27105, "Y4": 0.3208, "page": 0, "Index": 52}, {"Word": "This", "Confidence": 0.988, "X1": 0.15263, "Y1": 0.3352, "X2": 0.2, "Y2": 0.335, "X3": 0.19868, "Y3": 0.3498, "X4": 0.15263, "Y4": 0.3498, "page": 0, "Index": 53}, {"Word": "concession", "Confidence": 0.995, "X1": 0.21053, "Y1": 0.3352, "X2": 0.33289, "Y2": 0.335, "X3": 0.33158, "Y3": 0.3508, "X4": 0.21053, "Y4": 0.3498, "page": 0, "Index": 54}, {"Word": "is", "Confidence": 0.998, "X1": 0.34474, "Y1": 0.3352, "X2": 0.36842, "Y2": 0.335, "X3": 0.36711, "Y3": 0.3508, "X4": 0.34474, "Y4": 0.3508, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.37895, "Y1": 0.3352, "X2": 0.40395, "Y2": 0.335, "X3": 0.40395, "Y3": 0.3508, "X4": 0.37763, "Y4": 0.3508, "page": 0, "Index": 56}, {"Word": "great", "Confidence": 0.997, "X1": 0.41579, "Y1": 0.3352, "X2": 0.475, "Y2": 0.335, "X3": 0.475, "Y3": 0.3508, "X4": 0.41447, "Y4": 0.3508, "page": 0, "Index": 57}, {"Word": "concern", "Confidence": 0.995, "X1": 0.48553, "Y1": 0.3352, "X2": 0.57105, "Y2": 0.335, "X3": 0.56974, "Y3": 0.3508, "X4": 0.48421, "Y4": 0.3508, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.998, "X1": 0.58158, "Y1": 0.3352, "X2": 0.60526, "Y2": 0.335, "X3": 0.60526, "Y3": 0.3508, "X4": 0.58158, "Y4": 0.3508, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.998, "X1": 0.61842, "Y1": 0.3352, "X2": 0.65395, "Y2": 0.335, "X3": 0.65395, "Y3": 0.3498, "X4": 0.61711, "Y4": 0.3508, "page": 0, "Index": 60}, {"Word": "thousands", "Confidence": 0.995, "X1": 0.66711, "Y1": 0.3342, "X2": 0.775, "Y2": 0.334, "X3": 0.775, "Y3": 0.3498, "X4": 0.66579, "Y4": 0.3498, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.998, "X1": 0.78684, "Y1": 0.3342, "X2": 0.81184, "Y2": 0.334, "X3": 0.81053, "Y3": 0.3498, "X4": 0.78684, "Y4": 0.3498, "page": 0, "Index": 62}, {"Word": "us", "Confidence": 0.998, "X1": 0.82237, "Y1": 0.3342, "X2": 0.84737, "Y2": 0.334, "X3": 0.84737, "Y3": 0.3498, "X4": 0.82237, "Y4": 0.3498, "page": 0, "Index": 63}, {"Word": "who", "Confidence": 0.998, "X1": 0.15132, "Y1": 0.3512, "X2": 0.18816, "Y2": 0.351, "X3": 0.18684, "Y3": 0.3638, "X4": 0.15132, "Y4": 0.3638, "page": 0, "Index": 64}, {"Word": "represent", "Confidence": 0.995, "X1": 0.2, "Y1": 0.3502, "X2": 0.30789, "Y2": 0.35, "X3": 0.30789, "Y3": 0.3648, "X4": 0.2, "Y4": 0.3638, "page": 0, "Index": 65}, {"Word": "the", "Confidence": 0.998, "X1": 0.32105, "Y1": 0.3502, "X2": 0.35658, "Y2": 0.35, "X3": 0.35526, "Y3": 0.3648, "X4": 0.32105, "Y4": 0.3648, "page": 0, "Index": 66}, {"Word": "United", "Confidence": 0.997, "X1": 0.36711, "Y1": 0.3502, "X2": 0.43947, "Y2": 0.35, "X3": 0.43816, "Y3": 0.3648, "X4": 0.36579, "Y4": 0.3648, "page": 0, "Index": 67}, {"Word": "Veterans", "Confidence": 0.993, "X1": 0.45132, "Y1": 0.3492, "X2": 0.54605, "Y2": 0.349, "X3": 0.54605, "Y3": 0.3648, "X4": 0.45, "Y4": 0.3648, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.55789, "Y1": 0.3492, "X2": 0.58158, "Y2": 0.349, "X3": 0.58158, "Y3": 0.3648, "X4": 0.55789, "Y4": 0.3648, "page": 0, "Index": 69}, {"Word": "America.", "Confidence": 0.994, "X1": 0.59342, "Y1": 0.3492, "X2": 0.69211, "Y2": 0.349, "X3": 0.69211, "Y3": 0.3638, "X4": 0.59211, "Y4": 0.3648, "page": 0, "Index": 70}, {"Word": "Although", "Confidence": 0.968, "X1": 0.71447, "Y1": 0.3502, "X2": 0.81053, "Y2": 0.35, "X3": 0.81053, "Y3": 0.3638, "X4": 0.71316, "Y4": 0.3638, "page": 0, "Index": 71}, {"Word": "specifics", "Confidence": 0.994, "X1": 0.15263, "Y1": 0.3652, "X2": 0.25921, "Y2": 0.365, "X3": 0.25921, "Y3": 0.3798, "X4": 0.15263, "Y4": 0.3788, "page": 0, "Index": 72}, {"Word": "haven't", "Confidence": 0.996, "X1": 0.27237, "Y1": 0.3652, "X2": 0.35658, "Y2": 0.365, "X3": 0.35658, "Y3": 0.3798, "X4": 0.27105, "Y4": 0.3798, "page": 0, "Index": 73}, {"Word": "been", "Confidence": 0.991, "X1": 0.36711, "Y1": 0.3652, "X2": 0.41447, "Y2": 0.365, "X3": 0.41447, "Y3": 0.3798, "X4": 0.36711, "Y4": 0.3798, "page": 0, "Index": 74}, {"Word": "decided,", "Confidence": 0.958, "X1": 0.42763, "Y1": 0.3652, "X2": 0.525, "Y2": 0.365, "X3": 0.52368, "Y3": 0.3798, "X4": 0.42763, "Y4": 0.3798, "page": 0, "Index": 75}, {"Word": "we", "Confidence": 0.998, "X1": 0.53421, "Y1": 0.3652, "X2": 0.55921, "Y2": 0.365, "X3": 0.55921, "Y3": 0.3798, "X4": 0.53289, "Y4": 0.3798, "page": 0, "Index": 76}, {"Word": "are", "Confidence": 0.998, "X1": 0.57105, "Y1": 0.3652, "X2": 0.60526, "Y2": 0.365, "X3": 0.60526, "Y3": 0.3798, "X4": 0.57105, "Y4": 0.3798, "page": 0, "Index": 77}, {"Word": "aware", "Confidence": 0.997, "X1": 0.61842, "Y1": 0.3642, "X2": 0.67763, "Y2": 0.364, "X3": 0.67763, "Y3": 0.3798, "X4": 0.61842, "Y4": 0.3798, "page": 0, "Index": 78}, {"Word": "that", "Confidence": 0.988, "X1": 0.69079, "Y1": 0.3642, "X2": 0.73816, "Y2": 0.364, "X3": 0.73816, "Y3": 0.3798, "X4": 0.69079, "Y4": 0.3798, "page": 0, "Index": 79}, {"Word": "certain", "Confidence": 0.994, "X1": 0.75, "Y1": 0.3642, "X2": 0.83553, "Y2": 0.364, "X3": 0.83421, "Y3": 0.3788, "X4": 0.75, "Y4": 0.3798, "page": 0, "Index": 80}, {"Word": "Washington", "Confidence": 0.995, "X1": 0.15132, "Y1": 0.3802, "X2": 0.27237, "Y2": 0.38, "X3": 0.27105, "Y3": 0.3948, "X4": 0.15132, "Y4": 0.3938, "page": 0, "Index": 81}, {"Word": "policy-makers", "Confidence": 0.993, "X1": 0.28421, "Y1": 0.3802, "X2": 0.43947, "Y2": 0.38, "X3": 0.43947, "Y3": 0.3948, "X4": 0.28421, "Y4": 0.3948, "page": 0, "Index": 82}, {"Word": "favor", "Confidence": 0.996, "X1": 0.45263, "Y1": 0.3802, "X2": 0.50921, "Y2": 0.38, "X3": 0.50921, "Y3": 0.3948, "X4": 0.45132, "Y4": 0.3948, "page": 0, "Index": 83}, {"Word": "raising", "Confidence": 0.996, "X1": 0.52368, "Y1": 0.3802, "X2": 0.60658, "Y2": 0.38, "X3": 0.60526, "Y3": 0.3938, "X4": 0.52237, "Y4": 0.3948, "page": 0, "Index": 84}, {"Word": "excise", "Confidence": 0.874, "X1": 0.61842, "Y1": 0.3802, "X2": 0.69079, "Y2": 0.38, "X3": 0.69079, "Y3": 0.3938, "X4": 0.61711, "Y4": 0.3938, "page": 0, "Index": 85}, {"Word": "taxes", "Confidence": 0.983, "X1": 0.70395, "Y1": 0.3802, "X2": 0.76316, "Y2": 0.38, "X3": 0.76184, "Y3": 0.3938, "X4": 0.70263, "Y4": 0.3938, "page": 0, "Index": 86}, {"Word": "on", "Confidence": 0.998, "X1": 0.77632, "Y1": 0.3802, "X2": 0.79868, "Y2": 0.38, "X3": 0.79868, "Y3": 0.3938, "X4": 0.775, "Y4": 0.3938, "page": 0, "Index": 87}, {"Word": "products", "Confidence": 0.993, "X1": 0.15263, "Y1": 0.3952, "X2": 0.24868, "Y2": 0.395, "X3": 0.24868, "Y3": 0.4098, "X4": 0.15263, "Y4": 0.4098, "page": 0, "Index": 88}, {"Word": "such", "Confidence": 0.989, "X1": 0.26053, "Y1": 0.3952, "X2": 0.30789, "Y2": 0.395, "X3": 0.30789, "Y3": 0.4098, "X4": 0.26053, "Y4": 0.4098, "page": 0, "Index": 89}, {"Word": "as", "Confidence": 0.998, "X1": 0.32237, "Y1": 0.3952, "X2": 0.34474, "Y2": 0.395, "X3": 0.34474, "Y3": 0.4098, "X4": 0.32237, "Y4": 0.4098, "page": 0, "Index": 90}, {"Word": "gasoline,", "Confidence": 0.995, "X1": 0.35658, "Y1": 0.3942, "X2": 0.46579, "Y2": 0.394, "X3": 0.46579, "Y3": 0.4098, "X4": 0.35658, "Y4": 0.4098, "page": 0, "Index": 91}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.47368, "Y1": 0.3942, "X2": 0.55921, "Y2": 0.394, "X3": 0.55921, "Y3": 0.4098, "X4": 0.47368, "Y4": 0.4098, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.57105, "Y1": 0.3942, "X2": 0.60658, "Y2": 0.394, "X3": 0.60658, "Y3": 0.4098, "X4": 0.57105, "Y4": 0.4098, "page": 0, "Index": 93}, {"Word": "alcohol", "Confidence": 0.991, "X1": 0.61842, "Y1": 0.3942, "X2": 0.70263, "Y2": 0.394, "X3": 0.70132, "Y3": 0.4098, "X4": 0.61842, "Y4": 0.4098, "page": 0, "Index": 94}, {"Word": "to", "Confidence": 0.998, "X1": 0.71447, "Y1": 0.3942, "X2": 0.73816, "Y2": 0.394, "X3": 0.73684, "Y3": 0.4098, "X4": 0.71447, "Y4": 0.4098, "page": 0, "Index": 95}, {"Word": "offset", "Confidence": 0.997, "X1": 0.75, "Y1": 0.3942, "X2": 0.82368, "Y2": 0.394, "X3": 0.82237, "Y3": 0.4098, "X4": 0.75, "Y4": 0.4098, "page": 0, "Index": 96}, {"Word": "the", "Confidence": 0.998, "X1": 0.83553, "Y1": 0.3942, "X2": 0.87105, "Y2": 0.394, "X3": 0.86974, "Y3": 0.4088, "X4": 0.83553, "Y4": 0.4098, "page": 0, "Index": 97}, {"Word": "huge", "Confidence": 0.989, "X1": 0.15263, "Y1": 0.4092, "X2": 0.2, "Y2": 0.409, "X3": 0.2, "Y3": 0.4248, "X4": 0.15263, "Y4": 0.4248, "page": 0, "Index": 98}, {"Word": "budget", "Confidence": 0.996, "X1": 0.21184, "Y1": 0.4092, "X2": 0.28553, "Y2": 0.409, "X3": 0.28421, "Y3": 0.4248, "X4": 0.21184, "Y4": 0.4248, "page": 0, "Index": 99}, {"Word": "deficit.", "Confidence": 0.996, "X1": 0.29605, "Y1": 0.4102, "X2": 0.39474, "Y2": 0.41, "X3": 0.39342, "Y3": 0.4248, "X4": 0.29605, "Y4": 0.4248, "page": 0, "Index": 100}, {"Word": "Many", "Confidence": 0.988, "X1": 0.15132, "Y1": 0.4392, "X2": 0.2, "Y2": 0.439, "X3": 0.2, "Y3": 0.4538, "X4": 0.15132, "Y4": 0.4538, "page": 0, "Index": 101}, {"Word": "veterans", "Confidence": 0.995, "X1": 0.21184, "Y1": 0.4392, "X2": 0.30921, "Y2": 0.439, "X3": 0.30921, "Y3": 0.4538, "X4": 0.21184, "Y4": 0.4538, "page": 0, "Index": 102}, {"Word": "live", "Confidence": 0.986, "X1": 0.32237, "Y1": 0.4392, "X2": 0.36974, "Y2": 0.439, "X3": 0.36842, "Y3": 0.4538, "X4": 0.32105, "Y4": 0.4538, "page": 0, "Index": 103}, {"Word": "on", "Confidence": 0.998, "X1": 0.38026, "Y1": 0.4392, "X2": 0.40395, "Y2": 0.439, "X3": 0.40263, "Y3": 0.4538, "X4": 0.38026, "Y4": 0.4538, "page": 0, "Index": 104}, {"Word": "fixed", "Confidence": 0.994, "X1": 0.41711, "Y1": 0.4392, "X2": 0.475, "Y2": 0.439, "X3": 0.475, "Y3": 0.4538, "X4": 0.41579, "Y4": 0.4538, "page": 0, "Index": 105}, {"Word": "incomes,", "Confidence": 0.996, "X1": 0.48684, "Y1": 0.4392, "X2": 0.58421, "Y2": 0.439, "X3": 0.58421, "Y3": 0.4538, "X4": 0.48684, "Y4": 0.4538, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.998, "X1": 0.59474, "Y1": 0.4392, "X2": 0.62895, "Y2": 0.439, "X3": 0.62895, "Y3": 0.4538, "X4": 0.59474, "Y4": 0.4538, "page": 0, "Index": 107}, {"Word": "struggle", "Confidence": 0.994, "X1": 0.64342, "Y1": 0.4392, "X2": 0.73816, "Y2": 0.439, "X3": 0.73947, "Y3": 0.4538, "X4": 0.64342, "Y4": 0.4538, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.998, "X1": 0.75263, "Y1": 0.4392, "X2": 0.775, "Y2": 0.439, "X3": 0.775, "Y3": 0.4548, "X4": 0.75263, "Y4": 0.4548, "page": 0, "Index": 109}, {"Word": "support", "Confidence": 0.996, "X1": 0.78684, "Y1": 0.4402, "X2": 0.87105, "Y2": 0.44, "X3": 0.87237, "Y3": 0.4548, "X4": 0.78684, "Y4": 0.4548, "page": 0, "Index": 110}, {"Word": "their", "Confidence": 0.991, "X1": 0.15395, "Y1": 0.4542, "X2": 0.21184, "Y2": 0.454, "X3": 0.21184, "Y3": 0.4688, "X4": 0.15395, "Y4": 0.4688, "page": 0, "Index": 111}, {"Word": "families", "Confidence": 0.995, "X1": 0.22632, "Y1": 0.4542, "X2": 0.32105, "Y2": 0.454, "X3": 0.32105, "Y3": 0.4688, "X4": 0.225, "Y4": 0.4688, "page": 0, "Index": 112}, {"Word": "on", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.4542, "X2": 0.35658, "Y2": 0.454, "X3": 0.35658, "Y3": 0.4688, "X4": 0.33289, "Y4": 0.4688, "page": 0, "Index": 113}, {"Word": "limited", "Confidence": 0.995, "X1": 0.36974, "Y1": 0.4542, "X2": 0.45263, "Y2": 0.454, "X3": 0.45132, "Y3": 0.4688, "X4": 0.36974, "Y4": 0.4688, "page": 0, "Index": 114}, {"Word": "resources.", "Confidence": 0.994, "X1": 0.46579, "Y1": 0.4552, "X2": 0.58553, "Y2": 0.455, "X3": 0.58421, "Y3": 0.4688, "X4": 0.46447, "Y4": 0.4688, "page": 0, "Index": 115}, {"Word": "The", "Confidence": 0.998, "X1": 0.60789, "Y1": 0.4552, "X2": 0.64342, "Y2": 0.455, "X3": 0.64211, "Y3": 0.4688, "X4": 0.60658, "Y4": 0.4688, "page": 0, "Index": 116}, {"Word": "only", "Confidence": 0.988, "X1": 0.65526, "Y1": 0.4552, "X2": 0.70263, "Y2": 0.455, "X3": 0.70132, "Y3": 0.4688, "X4": 0.65395, "Y4": 0.4688, "page": 0, "Index": 117}, {"Word": "thing", "Confidence": 0.998, "X1": 0.71711, "Y1": 0.4552, "X2": 0.77632, "Y2": 0.455, "X3": 0.775, "Y3": 0.4688, "X4": 0.71579, "Y4": 0.4688, "page": 0, "Index": 118}, {"Word": "an", "Confidence": 0.998, "X1": 0.78947, "Y1": 0.4552, "X2": 0.81184, "Y2": 0.455, "X3": 0.81053, "Y3": 0.4688, "X4": 0.78947, "Y4": 0.4688, "page": 0, "Index": 119}, {"Word": "increase", "Confidence": 0.994, "X1": 0.15526, "Y1": 0.4702, "X2": 0.24868, "Y2": 0.47, "X3": 0.24868, "Y3": 0.4838, "X4": 0.15526, "Y4": 0.4828, "page": 0, "Index": 120}, {"Word": "in", "Confidence": 0.998, "X1": 0.26184, "Y1": 0.4702, "X2": 0.28421, "Y2": 0.47, "X3": 0.28421, "Y3": 0.4838, "X4": 0.26184, "Y4": 0.4838, "page": 0, "Index": 121}, {"Word": "excise", "Confidence": 0.995, "X1": 0.29737, "Y1": 0.4702, "X2": 0.36842, "Y2": 0.47, "X3": 0.36842, "Y3": 0.4838, "X4": 0.29737, "Y4": 0.4838, "page": 0, "Index": 122}, {"Word": "taxes", "Confidence": 0.995, "X1": 0.38158, "Y1": 0.4702, "X2": 0.43947, "Y2": 0.47, "X3": 0.43947, "Y3": 0.4838, "X4": 0.38026, "Y4": 0.4838, "page": 0, "Index": 123}, {"Word": "would", "Confidence": 0.998, "X1": 0.45132, "Y1": 0.4702, "X2": 0.50921, "Y2": 0.47, "X3": 0.50921, "Y3": 0.4838, "X4": 0.45132, "Y4": 0.4838, "page": 0, "Index": 124}, {"Word": "do", "Confidence": 0.998, "X1": 0.52368, "Y1": 0.4702, "X2": 0.54737, "Y2": 0.47, "X3": 0.54737, "Y3": 0.4838, "X4": 0.52237, "Y4": 0.4838, "page": 0, "Index": 125}, {"Word": "is", "Confidence": 0.998, "X1": 0.56053, "Y1": 0.4702, "X2": 0.58158, "Y2": 0.47, "X3": 0.58158, "Y3": 0.4838, "X4": 0.56053, "Y4": 0.4838, "page": 0, "Index": 126}, {"Word": "penalize", "Confidence": 0.994, "X1": 0.59474, "Y1": 0.4702, "X2": 0.69079, "Y2": 0.47, "X3": 0.69079, "Y3": 0.4838, "X4": 0.59474, "Y4": 0.4838, "page": 0, "Index": 127}, {"Word": "these", "Confidence": 0.998, "X1": 0.70395, "Y1": 0.4702, "X2": 0.76316, "Y2": 0.47, "X3": 0.76184, "Y3": 0.4838, "X4": 0.70395, "Y4": 0.4838, "page": 0, "Index": 128}, {"Word": "veterans", "Confidence": 0.996, "X1": 0.775, "Y1": 0.4702, "X2": 0.87105, "Y2": 0.47, "X3": 0.87105, "Y3": 0.4838, "X4": 0.775, "Y4": 0.4838, "page": 0, "Index": 129}, {"Word": "and", "Confidence": 0.998, "X1": 0.15526, "Y1": 0.4832, "X2": 0.18947, "Y2": 0.483, "X3": 0.18947, "Y3": 0.4988, "X4": 0.15526, "Y4": 0.4988, "page": 0, "Index": 130}, {"Word": "other", "Confidence": 0.998, "X1": 0.2, "Y1": 0.4842, "X2": 0.26184, "Y2": 0.484, "X3": 0.26053, "Y3": 0.4988, "X4": 0.2, "Y4": 0.4988, "page": 0, "Index": 131}, {"Word": "low-", "Confidence": 0.987, "X1": 0.275, "Y1": 0.4842, "X2": 0.32368, "Y2": 0.484, "X3": 0.32368, "Y3": 0.4988, "X4": 0.275, "Y4": 0.4988, "page": 0, "Index": 132}, {"Word": "and", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.4842, "X2": 0.36842, "Y2": 0.484, "X3": 0.36842, "Y3": 0.4988, "X4": 0.33421, "Y4": 0.4988, "page": 0, "Index": 133}, {"Word": "middle-income", "Confidence": 0.991, "X1": 0.37895, "Y1": 0.4842, "X2": 0.53816, "Y2": 0.484, "X3": 0.53816, "Y3": 0.4988, "X4": 0.37895, "Y4": 0.4988, "page": 0, "Index": 134}, {"Word": "families,", "Confidence": 0.993, "X1": 0.54868, "Y1": 0.4842, "X2": 0.65789, "Y2": 0.484, "X3": 0.65658, "Y3": 0.4988, "X4": 0.54868, "Y4": 0.4988, "page": 0, "Index": 135}, {"Word": "forcing", "Confidence": 0.997, "X1": 0.66711, "Y1": 0.4842, "X2": 0.75132, "Y2": 0.484, "X3": 0.75132, "Y3": 0.4998, "X4": 0.66711, "Y4": 0.4988, "page": 0, "Index": 136}, {"Word": "them", "Confidence": 0.987, "X1": 0.76447, "Y1": 0.4842, "X2": 0.81184, "Y2": 0.484, "X3": 0.81184, "Y3": 0.4998, "X4": 0.76447, "Y4": 0.4998, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.998, "X1": 0.825, "Y1": 0.4842, "X2": 0.84868, "Y2": 0.484, "X3": 0.84868, "Y3": 0.4998, "X4": 0.825, "Y4": 0.4998, "page": 0, "Index": 138}, {"Word": "shoulder", "Confidence": 0.991, "X1": 0.15395, "Y1": 0.4992, "X2": 0.24868, "Y2": 0.499, "X3": 0.24868, "Y3": 0.5138, "X4": 0.15395, "Y4": 0.5138, "page": 0, "Index": 139}, {"Word": "a", "Confidence": 0.992, "X1": 0.26184, "Y1": 0.4992, "X2": 0.27368, "Y2": 0.499, "X3": 0.27368, "Y3": 0.5138, "X4": 0.26184, "Y4": 0.5138, "page": 0, "Index": 140}, {"Word": "greater", "Confidence": 0.997, "X1": 0.28421, "Y1": 0.4992, "X2": 0.36974, "Y2": 0.499, "X3": 0.36974, "Y3": 0.5148, "X4": 0.28421, "Y4": 0.5138, "page": 0, "Index": 141}, {"Word": "burden", "Confidence": 0.997, "X1": 0.38026, "Y1": 0.4992, "X2": 0.45263, "Y2": 0.499, "X3": 0.45263, "Y3": 0.5148, "X4": 0.37895, "Y4": 0.5148, "page": 0, "Index": 142}, {"Word": "than", "Confidence": 0.989, "X1": 0.46316, "Y1": 0.4992, "X2": 0.51053, "Y2": 0.499, "X3": 0.51053, "Y3": 0.5148, "X4": 0.46316, "Y4": 0.5148, "page": 0, "Index": 143}, {"Word": "others.", "Confidence": 0.996, "X1": 0.52368, "Y1": 0.4992, "X2": 0.60789, "Y2": 0.499, "X3": 0.60789, "Y3": 0.5148, "X4": 0.52237, "Y4": 0.5148, "page": 0, "Index": 144}, {"Word": "I", "Confidence": 0.994, "X1": 0.15658, "Y1": 0.5282, "X2": 0.16711, "Y2": 0.528, "X3": 0.16711, "Y3": 0.5428, "X4": 0.15526, "Y4": 0.5428, "page": 0, "Index": 145}, {"Word": "wrote", "Confidence": 0.981, "X1": 0.175, "Y1": 0.5282, "X2": 0.23816, "Y2": 0.528, "X3": 0.23684, "Y3": 0.5428, "X4": 0.175, "Y4": 0.5428, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.998, "X1": 0.25, "Y1": 0.5282, "X2": 0.27237, "Y2": 0.528, "X3": 0.27237, "Y3": 0.5428, "X4": 0.24868, "Y4": 0.5428, "page": 0, "Index": 147}, {"Word": "you", "Confidence": 0.992, "X1": 0.28421, "Y1": 0.5282, "X2": 0.32237, "Y2": 0.528, "X3": 0.32105, "Y3": 0.5428, "X4": 0.28421, "Y4": 0.5428, "page": 0, "Index": 148}, {"Word": "almost", "Confidence": 0.997, "X1": 0.33553, "Y1": 0.5282, "X2": 0.40526, "Y2": 0.528, "X3": 0.40526, "Y3": 0.5428, "X4": 0.33553, "Y4": 0.5428, "page": 0, "Index": 149}, {"Word": "two", "Confidence": 0.998, "X1": 0.41711, "Y1": 0.5292, "X2": 0.45263, "Y2": 0.529, "X3": 0.45263, "Y3": 0.5428, "X4": 0.41711, "Y4": 0.5428, "page": 0, "Index": 150}, {"Word": "months", "Confidence": 0.997, "X1": 0.46316, "Y1": 0.5292, "X2": 0.53684, "Y2": 0.529, "X3": 0.53553, "Y3": 0.5438, "X4": 0.46184, "Y4": 0.5428, "page": 0, "Index": 151}, {"Word": "ago,", "Confidence": 0.991, "X1": 0.54868, "Y1": 0.5292, "X2": 0.59737, "Y2": 0.529, "X3": 0.59737, "Y3": 0.5438, "X4": 0.54868, "Y4": 0.5438, "page": 0, "Index": 152}, {"Word": "and", "Confidence": 0.998, "X1": 0.60789, "Y1": 0.5292, "X2": 0.64342, "Y2": 0.529, "X3": 0.64342, "Y3": 0.5438, "X4": 0.60789, "Y4": 0.5438, "page": 0, "Index": 153}, {"Word": "I", "Confidence": 0.995, "X1": 0.65658, "Y1": 0.5292, "X2": 0.66711, "Y2": 0.529, "X3": 0.66711, "Y3": 0.5438, "X4": 0.65658, "Y4": 0.5438, "page": 0, "Index": 154}, {"Word": "am", "Confidence": 0.997, "X1": 0.68158, "Y1": 0.5292, "X2": 0.70263, "Y2": 0.529, "X3": 0.70263, "Y3": 0.5438, "X4": 0.68026, "Y4": 0.5438, "page": 0, "Index": 155}, {"Word": "writing", "Confidence": 0.997, "X1": 0.71447, "Y1": 0.5292, "X2": 0.8, "Y2": 0.529, "X3": 0.8, "Y3": 0.5438, "X4": 0.71447, "Y4": 0.5438, "page": 0, "Index": 156}, {"Word": "you", "Confidence": 0.994, "X1": 0.81184, "Y1": 0.5292, "X2": 0.84868, "Y2": 0.529, "X3": 0.84868, "Y3": 0.5438, "X4": 0.81184, "Y4": 0.5438, "page": 0, "Index": 157}, {"Word": "once", "Confidence": 0.994, "X1": 0.15526, "Y1": 0.5452, "X2": 0.2, "Y2": 0.545, "X3": 0.2, "Y3": 0.5578, "X4": 0.15526, "Y4": 0.5568, "page": 0, "Index": 158}, {"Word": "more", "Confidence": 0.991, "X1": 0.21316, "Y1": 0.5452, "X2": 0.26053, "Y2": 0.545, "X3": 0.25921, "Y3": 0.5578, "X4": 0.21184, "Y4": 0.5578, "page": 0, "Index": 159}, {"Word": "because", "Confidence": 0.996, "X1": 0.27368, "Y1": 0.5442, "X2": 0.35789, "Y2": 0.544, "X3": 0.35658, "Y3": 0.5578, "X4": 0.27368, "Y4": 0.5578, "page": 0, "Index": 160}, {"Word": "our", "Confidence": 0.998, "X1": 0.36842, "Y1": 0.5442, "X2": 0.40395, "Y2": 0.544, "X3": 0.40395, "Y3": 0.5578, "X4": 0.36842, "Y4": 0.5578, "page": 0, "Index": 161}, {"Word": "strongly", "Confidence": 0.996, "X1": 0.68026, "Y1": 0.5442, "X2": 0.775, "Y2": 0.544, "X3": 0.775, "Y3": 0.5578, "X4": 0.68026, "Y4": 0.5588, "page": 0, "Index": 162}, {"Word": "about", "Confidence": 0.998, "X1": 0.78947, "Y1": 0.5442, "X2": 0.84868, "Y2": 0.544, "X3": 0.84737, "Y3": 0.5578, "X4": 0.78947, "Y4": 0.5578, "page": 0, "Index": 163}, {"Word": "organization", "Confidence": 0.992, "X1": 0.41842, "Y1": 0.5442, "X2": 0.55921, "Y2": 0.544, "X3": 0.55921, "Y3": 0.5588, "X4": 0.41711, "Y4": 0.5578, "page": 0, "Index": 164}, {"Word": "feels", "Confidence": 0.997, "X1": 0.57237, "Y1": 0.5442, "X2": 0.63158, "Y2": 0.544, "X3": 0.63026, "Y3": 0.5588, "X4": 0.57237, "Y4": 0.5588, "page": 0, "Index": 165}, {"Word": "so", "Confidence": 0.998, "X1": 0.64474, "Y1": 0.5442, "X2": 0.66711, "Y2": 0.544, "X3": 0.66711, "Y3": 0.5588, "X4": 0.64474, "Y4": 0.5588, "page": 0, "Index": 166}, {"Word": "this", "Confidence": 0.992, "X1": 0.15526, "Y1": 0.5582, "X2": 0.20132, "Y2": 0.558, "X3": 0.2, "Y3": 0.5728, "X4": 0.15526, "Y4": 0.5728, "page": 0, "Index": 167}, {"Word": "issue.", "Confidence": 0.996, "X1": 0.21447, "Y1": 0.5592, "X2": 0.28684, "Y2": 0.559, "X3": 0.28684, "Y3": 0.5738, "X4": 0.21447, "Y4": 0.5728, "page": 0, "Index": 168}, {"Word": "Our", "Confidence": 0.998, "X1": 0.30921, "Y1": 0.5592, "X2": 0.34605, "Y2": 0.559, "X3": 0.34605, "Y3": 0.5738, "X4": 0.30789, "Y4": 0.5738, "page": 0, "Index": 169}, {"Word": "tax", "Confidence": 0.971, "X1": 0.35789, "Y1": 0.5592, "X2": 0.39342, "Y2": 0.559, "X3": 0.39342, "Y3": 0.5738, "X4": 0.35789, "Y4": 0.5738, "page": 0, "Index": 170}, {"Word": "system", "Confidence": 0.994, "X1": 0.40526, "Y1": 0.5592, "X2": 0.475, "Y2": 0.559, "X3": 0.475, "Y3": 0.5738, "X4": 0.40526, "Y4": 0.5738, "page": 0, "Index": 171}, {"Word": "is", "Confidence": 0.998, "X1": 0.48684, "Y1": 0.5592, "X2": 0.51053, "Y2": 0.559, "X3": 0.51053, "Y3": 0.5738, "X4": 0.48684, "Y4": 0.5738, "page": 0, "Index": 172}, {"Word": "too", "Confidence": 0.998, "X1": 0.525, "Y1": 0.5602, "X2": 0.55921, "Y2": 0.56, "X3": 0.55921, "Y3": 0.5738, "X4": 0.525, "Y4": 0.5738, "page": 0, "Index": 173}, {"Word": "regressive.", "Confidence": 0.994, "X1": 0.57237, "Y1": 0.5592, "X2": 0.70526, "Y2": 0.559, "X3": 0.70658, "Y3": 0.5738, "X4": 0.57237, "Y4": 0.5738, "page": 0, "Index": 174}, {"Word": "As", "Confidence": 0.998, "X1": 0.72763, "Y1": 0.5592, "X2": 0.75132, "Y2": 0.559, "X3": 0.75132, "Y3": 0.5738, "X4": 0.72763, "Y4": 0.5738, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.76447, "Y1": 0.5592, "X2": 0.79868, "Y2": 0.559, "X3": 0.8, "Y3": 0.5738, "X4": 0.76447, "Y4": 0.5738, "page": 0, "Index": 176}, {"Word": "increases", "Confidence": 0.995, "X1": 0.70526, "Y1": 0.5732, "X2": 0.81184, "Y2": 0.573, "X3": 0.81184, "Y3": 0.5878, "X4": 0.70526, "Y4": 0.5888, "page": 0, "Index": 177}, {"Word": "Washington", "Confidence": 0.993, "X1": 0.15395, "Y1": 0.5742, "X2": 0.27368, "Y2": 0.574, "X3": 0.27237, "Y3": 0.5888, "X4": 0.15263, "Y4": 0.5878, "page": 0, "Index": 178}, {"Word": "Post", "Confidence": 0.991, "X1": 0.28553, "Y1": 0.5742, "X2": 0.33421, "Y2": 0.574, "X3": 0.33289, "Y3": 0.5888, "X4": 0.28553, "Y4": 0.5888, "page": 0, "Index": 179}, {"Word": "editorialized", "Confidence": 0.993, "X1": 0.34605, "Y1": 0.5742, "X2": 0.49868, "Y2": 0.574, "X3": 0.49868, "Y3": 0.5898, "X4": 0.34605, "Y4": 0.5888, "page": 0, "Index": 180}, {"Word": "last", "Confidence": 0.988, "X1": 0.51316, "Y1": 0.5742, "X2": 0.55921, "Y2": 0.574, "X3": 0.55921, "Y3": 0.5888, "X4": 0.51184, "Y4": 0.5898, "page": 0, "Index": 181}, {"Word": "week,", "Confidence": 0.996, "X1": 0.57105, "Y1": 0.5742, "X2": 0.63421, "Y2": 0.574, "X3": 0.63289, "Y3": 0.5888, "X4": 0.57105, "Y4": 0.5888, "page": 0, "Index": 182}, {"Word": "\"tax", "Confidence": 0.941, "X1": 0.64605, "Y1": 0.5742, "X2": 0.69211, "Y2": 0.574, "X3": 0.69211, "Y3": 0.5888, "X4": 0.64605, "Y4": 0.5888, "page": 0, "Index": 183}, {"Word": "should", "Confidence": 0.996, "X1": 0.15658, "Y1": 0.5882, "X2": 0.225, "Y2": 0.588, "X3": 0.22368, "Y3": 0.6038, "X4": 0.15526, "Y4": 0.6028, "page": 0, "Index": 184}, {"Word": "help", "Confidence": 0.985, "X1": 0.23816, "Y1": 0.5892, "X2": 0.28553, "Y2": 0.589, "X3": 0.28421, "Y3": 0.6038, "X4": 0.23684, "Y4": 0.6038, "page": 0, "Index": 185}, {"Word": "restore", "Confidence": 0.996, "X1": 0.3, "Y1": 0.5892, "X2": 0.38289, "Y2": 0.589, "X3": 0.38158, "Y3": 0.6048, "X4": 0.29868, "Y4": 0.6038, "page": 0, "Index": 186}, {"Word": "progressivity", "Confidence": 0.993, "X1": 0.39211, "Y1": 0.5892, "X2": 0.54737, "Y2": 0.589, "X3": 0.54737, "Y3": 0.6048, "X4": 0.39079, "Y4": 0.6048, "page": 0, "Index": 187}, {"Word": "as", "Confidence": 0.998, "X1": 0.56053, "Y1": 0.5892, "X2": 0.58421, "Y2": 0.589, "X3": 0.58289, "Y3": 0.6048, "X4": 0.55921, "Y4": 0.6048, "page": 0, "Index": 188}, {"Word": "well", "Confidence": 0.988, "X1": 0.59342, "Y1": 0.5892, "X2": 0.64474, "Y2": 0.589, "X3": 0.64342, "Y3": 0.6048, "X4": 0.59342, "Y4": 0.6048, "page": 0, "Index": 189}, {"Word": "as", "Confidence": 0.998, "X1": 0.65658, "Y1": 0.5892, "X2": 0.67895, "Y2": 0.589, "X3": 0.67895, "Y3": 0.6048, "X4": 0.65658, "Y4": 0.6048, "page": 0, "Index": 190}, {"Word": "revenue;", "Confidence": 0.993, "X1": 0.69211, "Y1": 0.5892, "X2": 0.79079, "Y2": 0.589, "X3": 0.79079, "Y3": 0.6048, "X4": 0.69079, "Y4": 0.6048, "page": 0, "Index": 191}, {"Word": "both", "Confidence": 0.99, "X1": 0.8, "Y1": 0.5892, "X2": 0.84737, "Y2": 0.589, "X3": 0.84737, "Y3": 0.6038, "X4": 0.79868, "Y4": 0.6048, "page": 0, "Index": 192}, {"Word": "have", "Confidence": 0.991, "X1": 0.15526, "Y1": 0.6042, "X2": 0.20132, "Y2": 0.604, "X3": 0.2, "Y3": 0.6178, "X4": 0.15526, "Y4": 0.6178, "page": 0, "Index": 193}, {"Word": "been", "Confidence": 0.988, "X1": 0.21316, "Y1": 0.6042, "X2": 0.26184, "Y2": 0.604, "X3": 0.26053, "Y3": 0.6188, "X4": 0.21316, "Y4": 0.6178, "page": 0, "Index": 194}, {"Word": "lost", "Confidence": 0.991, "X1": 0.275, "Y1": 0.6042, "X2": 0.32368, "Y2": 0.604, "X3": 0.32237, "Y3": 0.6188, "X4": 0.27368, "Y4": 0.6188, "page": 0, "Index": 195}, {"Word": "in", "Confidence": 0.998, "X1": 0.33553, "Y1": 0.6042, "X2": 0.35789, "Y2": 0.604, "X3": 0.35789, "Y3": 0.6188, "X4": 0.33553, "Y4": 0.6188, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.998, "X1": 0.37105, "Y1": 0.6042, "X2": 0.40658, "Y2": 0.604, "X3": 0.40526, "Y3": 0.6188, "X4": 0.36974, "Y4": 0.6188, "page": 0, "Index": 197}, {"Word": "past", "Confidence": 0.989, "X1": 0.41842, "Y1": 0.6042, "X2": 0.46579, "Y2": 0.604, "X3": 0.46447, "Y3": 0.6198, "X4": 0.41711, "Y4": 0.6198, "page": 0, "Index": 198}, {"Word": "10", "Confidence": 0.97, "X1": 0.47632, "Y1": 0.6042, "X2": 0.5, "Y2": 0.604, "X3": 0.5, "Y3": 0.6198, "X4": 0.47632, "Y4": 0.6198, "page": 0, "Index": 199}, {"Word": "years.\"", "Confidence": 0.967, "X1": 0.51316, "Y1": 0.6042, "X2": 0.59868, "Y2": 0.604, "X3": 0.59737, "Y3": 0.6198, "X4": 0.51184, "Y4": 0.6198, "page": 0, "Index": 200}, {"Word": "We", "Confidence": 0.991, "X1": 0.15395, "Y1": 0.6332, "X2": 0.17763, "Y2": 0.633, "X3": 0.17895, "Y3": 0.6488, "X4": 0.15526, "Y4": 0.6478, "page": 0, "Index": 201}, {"Word": "realize", "Confidence": 0.996, "X1": 0.18947, "Y1": 0.6332, "X2": 0.27368, "Y2": 0.633, "X3": 0.27368, "Y3": 0.6488, "X4": 0.19079, "Y4": 0.6488, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.28553, "Y1": 0.6332, "X2": 0.32237, "Y2": 0.633, "X3": 0.32368, "Y3": 0.6488, "X4": 0.28684, "Y4": 0.6488, "page": 0, "Index": 203}, {"Word": "great", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.6332, "X2": 0.39342, "Y2": 0.633, "X3": 0.39342, "Y3": 0.6488, "X4": 0.33421, "Y4": 0.6488, "page": 0, "Index": 204}, {"Word": "challenge", "Confidence": 0.994, "X1": 0.40526, "Y1": 0.6332, "X2": 0.51184, "Y2": 0.633, "X3": 0.51184, "Y3": 0.6488, "X4": 0.40526, "Y4": 0.6488, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.525, "Y1": 0.6332, "X2": 0.56053, "Y2": 0.633, "X3": 0.56053, "Y3": 0.6498, "X4": 0.525, "Y4": 0.6498, "page": 0, "Index": 206}, {"Word": "budget", "Confidence": 0.996, "X1": 0.57105, "Y1": 0.6332, "X2": 0.64474, "Y2": 0.633, "X3": 0.64474, "Y3": 0.6498, "X4": 0.56974, "Y4": 0.6498, "page": 0, "Index": 207}, {"Word": "deficit", "Confidence": 0.995, "X1": 0.65526, "Y1": 0.6342, "X2": 0.74079, "Y2": 0.634, "X3": 0.74079, "Y3": 0.6498, "X4": 0.65395, "Y4": 0.6498, "page": 0, "Index": 208}, {"Word": "poses.", "Confidence": 0.996, "X1": 0.75132, "Y1": 0.6342, "X2": 0.82763, "Y2": 0.634, "X3": 0.82632, "Y3": 0.6498, "X4": 0.75, "Y4": 0.6498, "page": 0, "Index": 209}, {"Word": "But", "Confidence": 0.998, "X1": 0.15526, "Y1": 0.6492, "X2": 0.19079, "Y2": 0.649, "X3": 0.19079, "Y3": 0.6628, "X4": 0.15526, "Y4": 0.6628, "page": 0, "Index": 210}, {"Word": "we", "Confidence": 0.991, "X1": 0.2, "Y1": 0.6492, "X2": 0.22632, "Y2": 0.649, "X3": 0.225, "Y3": 0.6628, "X4": 0.2, "Y4": 0.6628, "page": 0, "Index": 211}, {"Word": "also", "Confidence": 0.986, "X1": 0.23947, "Y1": 0.6492, "X2": 0.28553, "Y2": 0.649, "X3": 0.28553, "Y3": 0.6638, "X4": 0.23816, "Y4": 0.6628, "page": 0, "Index": 212}, {"Word": "know", "Confidence": 0.991, "X1": 0.29737, "Y1": 0.6492, "X2": 0.34605, "Y2": 0.649, "X3": 0.34605, "Y3": 0.6638, "X4": 0.29737, "Y4": 0.6638, "page": 0, "Index": 213}, {"Word": "that", "Confidence": 0.989, "X1": 0.35921, "Y1": 0.6492, "X2": 0.40526, "Y2": 0.649, "X3": 0.40526, "Y3": 0.6638, "X4": 0.35789, "Y4": 0.6638, "page": 0, "Index": 214}, {"Word": "raising", "Confidence": 0.997, "X1": 0.41842, "Y1": 0.6492, "X2": 0.5, "Y2": 0.649, "X3": 0.5, "Y3": 0.6638, "X4": 0.41842, "Y4": 0.6638, "page": 0, "Index": 215}, {"Word": "excise", "Confidence": 0.848, "X1": 0.51316, "Y1": 0.6492, "X2": 0.58421, "Y2": 0.649, "X3": 0.58421, "Y3": 0.6638, "X4": 0.51316, "Y4": 0.6638, "page": 0, "Index": 216}, {"Word": "taxes", "Confidence": 0.932, "X1": 0.59605, "Y1": 0.6492, "X2": 0.65658, "Y2": 0.649, "X3": 0.65658, "Y3": 0.6648, "X4": 0.59605, "Y4": 0.6648, "page": 0, "Index": 217}, {"Word": "is", "Confidence": 0.998, "X1": 0.66842, "Y1": 0.6492, "X2": 0.69342, "Y2": 0.649, "X3": 0.69342, "Y3": 0.6648, "X4": 0.66842, "Y4": 0.6648, "page": 0, "Index": 218}, {"Word": "simply", "Confidence": 0.997, "X1": 0.70526, "Y1": 0.6502, "X2": 0.77632, "Y2": 0.65, "X3": 0.77632, "Y3": 0.6648, "X4": 0.70526, "Y4": 0.6648, "page": 0, "Index": 219}, {"Word": "a", "Confidence": 0.998, "X1": 0.79079, "Y1": 0.6502, "X2": 0.80263, "Y2": 0.65, "X3": 0.80263, "Y3": 0.6648, "X4": 0.79079, "Y4": 0.6648, "page": 0, "Index": 220}, {"Word": "band-aid", "Confidence": 0.995, "X1": 0.15526, "Y1": 0.6632, "X2": 0.25, "Y2": 0.663, "X3": 0.25, "Y3": 0.6788, "X4": 0.15526, "Y4": 0.6788, "page": 0, "Index": 221}, {"Word": "approach", "Confidence": 0.995, "X1": 0.26316, "Y1": 0.6632, "X2": 0.35921, "Y2": 0.663, "X3": 0.35789, "Y3": 0.6788, "X4": 0.26316, "Y4": 0.6788, "page": 0, "Index": 222}, {"Word": "to", "Confidence": 0.998, "X1": 0.36974, "Y1": 0.6632, "X2": 0.39342, "Y2": 0.663, "X3": 0.39342, "Y3": 0.6788, "X4": 0.36974, "Y4": 0.6788, "page": 0, "Index": 223}, {"Word": "a", "Confidence": 0.998, "X1": 0.40658, "Y1": 0.6632, "X2": 0.41842, "Y2": 0.663, "X3": 0.41842, "Y3": 0.6788, "X4": 0.40526, "Y4": 0.6788, "page": 0, "Index": 224}, {"Word": "more", "Confidence": 0.989, "X1": 0.42763, "Y1": 0.6642, "X2": 0.47632, "Y2": 0.664, "X3": 0.47632, "Y3": 0.6788, "X4": 0.42763, "Y4": 0.6788, "page": 0, "Index": 225}, {"Word": "complicated", "Confidence": 0.994, "X1": 0.48684, "Y1": 0.6642, "X2": 0.62105, "Y2": 0.664, "X3": 0.61974, "Y3": 0.6788, "X4": 0.48553, "Y4": 0.6788, "page": 0, "Index": 226}, {"Word": "problem.", "Confidence": 0.995, "X1": 0.63158, "Y1": 0.6632, "X2": 0.73158, "Y2": 0.663, "X3": 0.73026, "Y3": 0.6788, "X4": 0.63158, "Y4": 0.6788, "page": 0, "Index": 227}, {"Word": "On", "Confidence": 0.998, "X1": 0.75132, "Y1": 0.6632, "X2": 0.77763, "Y2": 0.663, "X3": 0.77632, "Y3": 0.6788, "X4": 0.75132, "Y4": 0.6788, "page": 0, "Index": 228}, {"Word": "behalf", "Confidence": 0.996, "X1": 0.78816, "Y1": 0.6632, "X2": 0.86184, "Y2": 0.663, "X3": 0.86053, "Y3": 0.6788, "X4": 0.78816, "Y4": 0.6788, "page": 0, "Index": 229}, {"Word": "of", "Confidence": 0.998, "X1": 0.15658, "Y1": 0.6782, "X2": 0.17895, "Y2": 0.678, "X3": 0.17763, "Y3": 0.6928, "X4": 0.15526, "Y4": 0.6928, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.998, "X1": 0.18947, "Y1": 0.6782, "X2": 0.22632, "Y2": 0.678, "X3": 0.22632, "Y3": 0.6938, "X4": 0.18947, "Y4": 0.6928, "page": 0, "Index": 231}, {"Word": "United", "Confidence": 0.997, "X1": 0.23684, "Y1": 0.6782, "X2": 0.31184, "Y2": 0.678, "X3": 0.31053, "Y3": 0.6938, "X4": 0.23553, "Y4": 0.6938, "page": 0, "Index": 232}, {"Word": "Veterans", "Confidence": 0.995, "X1": 0.32237, "Y1": 0.6782, "X2": 0.41974, "Y2": 0.678, "X3": 0.41842, "Y3": 0.6938, "X4": 0.32237, "Y4": 0.6938, "page": 0, "Index": 233}, {"Word": "of", "Confidence": 0.998, "X1": 0.42895, "Y1": 0.6782, "X2": 0.45526, "Y2": 0.678, "X3": 0.45395, "Y3": 0.6948, "X4": 0.42895, "Y4": 0.6938, "page": 0, "Index": 234}, {"Word": "America,", "Confidence": 0.994, "X1": 0.46316, "Y1": 0.6782, "X2": 0.56316, "Y2": 0.678, "X3": 0.56184, "Y3": 0.6948, "X4": 0.46316, "Y4": 0.6948, "page": 0, "Index": 235}, {"Word": "I", "Confidence": 0.94, "X1": 0.57237, "Y1": 0.6782, "X2": 0.58421, "Y2": 0.678, "X3": 0.58421, "Y3": 0.6948, "X4": 0.57237, "Y4": 0.6948, "page": 0, "Index": 236}, {"Word": "urge", "Confidence": 0.991, "X1": 0.59474, "Y1": 0.6792, "X2": 0.64605, "Y2": 0.679, "X3": 0.64605, "Y3": 0.6948, "X4": 0.59342, "Y4": 0.6948, "page": 0, "Index": 237}, {"Word": "you", "Confidence": 0.994, "X1": 0.65658, "Y1": 0.6792, "X2": 0.69474, "Y2": 0.679, "X3": 0.69342, "Y3": 0.6948, "X4": 0.65526, "Y4": 0.6948, "page": 0, "Index": 238}, {"Word": "to", "Confidence": 0.998, "X1": 0.70526, "Y1": 0.6792, "X2": 0.73026, "Y2": 0.679, "X3": 0.72895, "Y3": 0.6948, "X4": 0.70526, "Y4": 0.6948, "page": 0, "Index": 239}, {"Word": "support", "Confidence": 0.996, "X1": 0.74079, "Y1": 0.6792, "X2": 0.82763, "Y2": 0.679, "X3": 0.82632, "Y3": 0.6938, "X4": 0.74079, "Y4": 0.6948, "page": 0, "Index": 240}, {"Word": "a", "Confidence": 0.996, "X1": 0.83816, "Y1": 0.6792, "X2": 0.85, "Y2": 0.679, "X3": 0.85, "Y3": 0.6938, "X4": 0.83684, "Y4": 0.6938, "page": 0, "Index": 241}, {"Word": "fiscally", "Confidence": 0.995, "X1": 0.15658, "Y1": 0.6932, "X2": 0.25, "Y2": 0.693, "X3": 0.25, "Y3": 0.7088, "X4": 0.15658, "Y4": 0.7088, "page": 0, "Index": 242}, {"Word": "sound", "Confidence": 0.994, "X1": 0.26316, "Y1": 0.6932, "X2": 0.32368, "Y2": 0.693, "X3": 0.32237, "Y3": 0.7088, "X4": 0.26184, "Y4": 0.7088, "page": 0, "Index": 243}, {"Word": "America", "Confidence": 0.995, "X1": 0.33421, "Y1": 0.6932, "X2": 0.41974, "Y2": 0.693, "X3": 0.41974, "Y3": 0.7088, "X4": 0.33421, "Y4": 0.7088, "page": 0, "Index": 244}, {"Word": "through", "Confidence": 0.997, "X1": 0.43026, "Y1": 0.6942, "X2": 0.51184, "Y2": 0.694, "X3": 0.51184, "Y3": 0.7098, "X4": 0.43026, "Y4": 0.7088, "page": 0, "Index": 245}, {"Word": "a", "Confidence": 0.996, "X1": 0.52632, "Y1": 0.6942, "X2": 0.53816, "Y2": 0.694, "X3": 0.53816, "Y3": 0.7098, "X4": 0.52632, "Y4": 0.7098, "page": 0, "Index": 246}, {"Word": "tax", "Confidence": 0.998, "X1": 0.54868, "Y1": 0.6942, "X2": 0.58421, "Y2": 0.694, "X3": 0.58553, "Y3": 0.7098, "X4": 0.55, "Y4": 0.7098, "page": 0, "Index": 247}, {"Word": "plan", "Confidence": 0.988, "X1": 0.59474, "Y1": 0.6942, "X2": 0.64605, "Y2": 0.694, "X3": 0.64605, "Y3": 0.7098, "X4": 0.59474, "Y4": 0.7098, "page": 0, "Index": 248}, {"Word": "which", "Confidence": 0.998, "X1": 0.65526, "Y1": 0.6942, "X2": 0.71711, "Y2": 0.694, "X3": 0.71711, "Y3": 0.7098, "X4": 0.65526, "Y4": 0.7098, "page": 0, "Index": 249}, {"Word": "ensures", "Confidence": 0.996, "X1": 0.72895, "Y1": 0.6942, "X2": 0.81316, "Y2": 0.694, "X3": 0.81447, "Y3": 0.7098, "X4": 0.72895, "Y4": 0.7098, "page": 0, "Index": 250}, {"Word": "that", "Confidence": 0.989, "X1": 0.82632, "Y1": 0.6942, "X2": 0.87368, "Y2": 0.694, "X3": 0.875, "Y3": 0.7098, "X4": 0.82763, "Y4": 0.7098, "page": 0, "Index": 251}, {"Word": "everyone", "Confidence": 0.992, "X1": 0.15526, "Y1": 0.7082, "X2": 0.25132, "Y2": 0.708, "X3": 0.25132, "Y3": 0.7238, "X4": 0.15526, "Y4": 0.7248, "page": 0, "Index": 252}, {"Word": "will", "Confidence": 0.974, "X1": 0.26053, "Y1": 0.7082, "X2": 0.31184, "Y2": 0.708, "X3": 0.31184, "Y3": 0.7238, "X4": 0.26053, "Y4": 0.7238, "page": 0, "Index": 253}, {"Word": "pay", "Confidence": 0.998, "X1": 0.32237, "Y1": 0.7082, "X2": 0.35921, "Y2": 0.708, "X3": 0.36053, "Y3": 0.7238, "X4": 0.32237, "Y4": 0.7238, "page": 0, "Index": 254}, {"Word": "their", "Confidence": 0.994, "X1": 0.36974, "Y1": 0.7082, "X2": 0.43158, "Y2": 0.708, "X3": 0.43158, "Y3": 0.7238, "X4": 0.36974, "Y4": 0.7238, "page": 0, "Index": 255}, {"Word": "fair", "Confidence": 0.983, "X1": 0.44211, "Y1": 0.7082, "X2": 0.48947, "Y2": 0.708, "X3": 0.48947, "Y3": 0.7238, "X4": 0.44342, "Y4": 0.7238, "page": 0, "Index": 256}, {"Word": "share.", "Confidence": 0.997, "X1": 0.5, "Y1": 0.7092, "X2": 0.575, "Y2": 0.709, "X3": 0.57632, "Y3": 0.7248, "X4": 0.50132, "Y4": 0.7238, "page": 0, "Index": 257}, {"Word": "Sincerely", "Confidence": 0.995, "X1": 0.15658, "Y1": 0.7512, "X2": 0.26579, "Y2": 0.751, "X3": 0.26447, "Y3": 0.7708, "X4": 0.15526, "Y4": 0.7688, "page": 0, "Index": 258}, {"Word": "Kneeplan", "Confidence": 0.138, "X1": 0.34342, "Y1": 0.7662, "X2": 0.55, "Y2": 0.766, "X3": 0.54868, "Y3": 0.8078, "X4": 0.34342, "Y4": 0.8088, "page": 0, "Index": 259}, {"Word": "Brot", "Confidence": 0.179, "X1": 0.17105, "Y1": 0.7692, "X2": 0.26316, "Y2": 0.769, "X3": 0.26447, "Y3": 0.8098, "X4": 0.17368, "Y4": 0.8098, "page": 0, "Index": 260}, {"Word": "a.", "Confidence": 0.808, "X1": 0.28553, "Y1": 0.7682, "X2": 0.33158, "Y2": 0.768, "X3": 0.33289, "Y3": 0.8088, "X4": 0.28684, "Y4": 0.8098, "page": 0, "Index": 261}, {"Word": "Barry", "Confidence": 0.997, "X1": 0.15526, "Y1": 0.8102, "X2": 0.21447, "Y2": 0.81, "X3": 0.21447, "Y3": 0.8278, "X4": 0.15526, "Y4": 0.8278, "page": 0, "Index": 262}, {"Word": "Alfen", "Confidence": 0.897, "X1": 0.22632, "Y1": 0.8102, "X2": 0.28947, "Y2": 0.81, "X3": 0.28947, "Y3": 0.8278, "X4": 0.22632, "Y4": 0.8278, "page": 0, "Index": 263}, {"Word": "Krupkin", "Confidence": 0.991, "X1": 0.29868, "Y1": 0.8112, "X2": 0.38289, "Y2": 0.811, "X3": 0.38289, "Y3": 0.8268, "X4": 0.29868, "Y4": 0.8278, "page": 0, "Index": 264}, {"Word": "Supreme", "Confidence": 0.996, "X1": 0.15789, "Y1": 0.8272, "X2": 0.24079, "Y2": 0.827, "X3": 0.23947, "Y3": 0.8418, "X4": 0.15658, "Y4": 0.8428, "page": 0, "Index": 265}, {"Word": "National", "Confidence": 0.991, "X1": 0.25, "Y1": 0.8272, "X2": 0.34868, "Y2": 0.827, "X3": 0.34737, "Y3": 0.8418, "X4": 0.25, "Y4": 0.8418, "page": 0, "Index": 266}, {"Word": "Commander", "Confidence": 0.995, "X1": 0.35789, "Y1": 0.8272, "X2": 0.46711, "Y2": 0.827, "X3": 0.46579, "Y3": 0.8428, "X4": 0.35789, "Y4": 0.8418, "page": 0, "Index": 267}, {"Word": "TI504922", "Confidence": 0.657, "X1": 0.90395, "Y1": 0.9802, "X2": 0.99211, "Y2": 0.98, "X3": 0.99211, "Y3": 0.9948, "X4": 0.90263, "Y4": 0.9958, "page": 0, "Index": 268}]}	"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"
fffc0064	0	{"lines_data": [{"Word": "-", "Confidence": 0.969, "X1": 0.9124, "Y1": 0.0252, "X2": 0.93396, "Y2": 0.025, "X3": 0.93396, "Y3": 0.0338, "X4": 0.91375, "Y4": 0.0338, "page": 0}, {"Word": "-- Original Message --", "Confidence": 0.94575, "X1": 0.13747, "Y1": 0.1742, "X2": 0.30054, "Y2": 0.174, "X3": 0.30054, "Y3": 0.1878, "X4": 0.13747, "Y4": 0.1868, "page": 0}, {"Word": "From: Nixon, Gerry M.", "Confidence": 0.87725, "X1": 0.13881, "Y1": 0.1872, "X2": 0.29111, "Y2": 0.187, "X3": 0.29111, "Y3": 0.1998, "X4": 0.13881, "Y4": 0.1998, "page": 0}, {"Word": "To: Viol, Brigitte; Reininghaus, Wolf", "Confidence": 0.792, "X1": 0.14016, "Y1": 0.2002, "X2": 0.37871, "Y2": 0.2, "X3": 0.37871, "Y3": 0.2128, "X4": 0.14016, "Y4": 0.2118, "page": 0}, {"Word": "Sent: 6/13/00 1:40 PM", "Confidence": 0.85625, "X1": 0.13881, "Y1": 0.2122, "X2": 0.2938, "Y2": 0.212, "X3": 0.2938, "Y3": 0.2248, "X4": 0.13881, "Y4": 0.2248, "page": 0}, {"Word": "Subject: FW: XENOBIOTICA, V. 29 (8), 793-801", "Confidence": 0.91657, "X1": 0.14151, "Y1": 0.2252, "X2": 0.46092, "Y2": 0.225, "X3": 0.46092, "Y3": 0.2398, "X4": 0.14151, "Y4": 0.2398, "page": 0}, {"Word": "This is a follow-up question from Kathy- In February I forwarded her", "Confidence": 0.95733, "X1": 0.13881, "Y1": 0.2552, "X2": 0.5903, "Y2": 0.255, "X3": 0.5903, "Y3": 0.2688, "X4": 0.13881, "Y4": 0.2668, "page": 0}, {"Word": "request to INBIFO because our copyright agreement does not allow her to", "Confidence": 0.91158, "X1": 0.13881, "Y1": 0.2692, "X2": 0.62668, "Y2": 0.269, "X3": 0.62668, "Y3": 0.2818, "X4": 0.13881, "Y4": 0.2798, "page": 0}, {"Word": "1", "Confidence": 0.71, "X1": 0.05526, "Y1": 0.2782, "X2": 0.06739, "Y2": 0.278, "X3": 0.06604, "Y3": 0.2918, "X4": 0.05526, "Y4": 0.2908, "page": 0}, {"Word": "copy my reprint. Are there any extra reprints available, or should she", "Confidence": 0.81217, "X1": 0.13881, "Y1": 0.2812, "X2": 0.59434, "Y2": 0.281, "X3": 0.59434, "Y3": 0.2938, "X4": 0.13881, "Y4": 0.2928, "page": 0}, {"Word": "go directly to the journal? Thanks!", "Confidence": 0.85767, "X1": 0.13881, "Y1": 0.2932, "X2": 0.37062, "Y2": 0.293, "X3": 0.37062, "Y3": 0.3068, "X4": 0.13881, "Y4": 0.3068, "page": 0}, {"Word": "25051055278", "Confidence": 0.71, "X1": 0.87736, "Y1": 0.3072, "X2": 0.86927, "Y2": 0.307, "X3": 0.84232, "Y3": 0.3058, "X4": 0.84771, "Y4": 0.1708, "page": 0}, {"Word": "Gerry", "Confidence": 0.687, "X1": 0.13881, "Y1": 0.3072, "X2": 0.18329, "Y2": 0.307, "X3": 0.18329, "Y3": 0.3188, "X4": 0.13881, "Y4": 0.3188, "page": 0}, {"Word": "... .", "Confidence": 0.731, "X1": 0.75202, "Y1": 0.9822, "X2": 0.77493, "Y2": 0.982, "X3": 0.77493, "Y3": 0.9868, "X4": 0.75202, "Y4": 0.9878, "page": 0}, {"Word": "--...", "Confidence": 0.663, "X1": 0.59164, "Y1": 0.9852, "X2": 0.63208, "Y2": 0.985, "X3": 0.63208, "Y3": 0.9898, "X4": 0.59164, "Y4": 0.9888, "page": 0}], "words_data": [{"Word": "-", "Confidence": 0.969, "X1": 0.91779, "Y1": 0.0242, "X2": 0.92722, "Y2": 0.024, "X3": 0.92588, "Y3": 0.0338, "X4": 0.91779, "Y4": 0.0338, "page": 0, "Index": 0}, {"Word": "--", "Confidence": 0.999, "X1": 0.14151, "Y1": 0.1742, "X2": 0.16173, "Y2": 0.174, "X3": 0.16038, "Y3": 0.1868, "X4": 0.14016, "Y4": 0.1878, "page": 0, "Index": 1}, {"Word": "Original", "Confidence": 1, "X1": 0.16577, "Y1": 0.1742, "X2": 0.21698, "Y2": 0.174, "X3": 0.21563, "Y3": 0.1868, "X4": 0.16442, "Y4": 0.1868, "page": 0, "Index": 2}, {"Word": "Message", "Confidence": 1, "X1": 0.21968, "Y1": 0.1752, "X2": 0.28032, "Y2": 0.175, "X3": 0.27898, "Y3": 0.1868, "X4": 0.21968, "Y4": 0.1868, "page": 0, "Index": 3}, {"Word": "--", "Confidence": 0.784, "X1": 0.28302, "Y1": 0.1752, "X2": 0.29784, "Y2": 0.175, "X3": 0.29784, "Y3": 0.1878, "X4": 0.28302, "Y4": 0.1878, "page": 0, "Index": 4}, {"Word": "From:", "Confidence": 0.965, "X1": 0.14016, "Y1": 0.1882, "X2": 0.18059, "Y2": 0.188, "X3": 0.17925, "Y3": 0.1988, "X4": 0.13881, "Y4": 0.1998, "page": 0, "Index": 5}, {"Word": "Nixon,", "Confidence": 0.882, "X1": 0.18329, "Y1": 0.1882, "X2": 0.22642, "Y2": 0.188, "X3": 0.22507, "Y3": 0.1998, "X4": 0.18194, "Y4": 0.1988, "page": 0, "Index": 6}, {"Word": "Gerry", "Confidence": 0.669, "X1": 0.22911, "Y1": 0.1872, "X2": 0.26819, "Y2": 0.187, "X3": 0.26685, "Y3": 0.1998, "X4": 0.22776, "Y4": 0.1998, "page": 0, "Index": 7}, {"Word": "M.", "Confidence": 0.993, "X1": 0.27089, "Y1": 0.1882, "X2": 0.29111, "Y2": 0.188, "X3": 0.28976, "Y3": 0.1998, "X4": 0.26954, "Y4": 0.1998, "page": 0, "Index": 8}, {"Word": "To:", "Confidence": 0.935, "X1": 0.14151, "Y1": 0.2002, "X2": 0.16173, "Y2": 0.2, "X3": 0.16173, "Y3": 0.2118, "X4": 0.14151, "Y4": 0.2118, "page": 0, "Index": 9}, {"Word": "Viol,", "Confidence": 0.955, "X1": 0.16442, "Y1": 0.2002, "X2": 0.19407, "Y2": 0.2, "X3": 0.19542, "Y3": 0.2128, "X4": 0.16577, "Y4": 0.2118, "page": 0, "Index": 10}, {"Word": "Brigitte;", "Confidence": 0.277, "X1": 0.19811, "Y1": 0.2002, "X2": 0.24798, "Y2": 0.2, "X3": 0.24798, "Y3": 0.2128, "X4": 0.19811, "Y4": 0.2128, "page": 0, "Index": 11}, {"Word": "Reininghaus,", "Confidence": 0.852, "X1": 0.25202, "Y1": 0.2002, "X2": 0.33962, "Y2": 0.2, "X3": 0.33962, "Y3": 0.2128, "X4": 0.25202, "Y4": 0.2128, "page": 0, "Index": 12}, {"Word": "Wolf", "Confidence": 0.941, "X1": 0.34367, "Y1": 0.2002, "X2": 0.37871, "Y2": 0.2, "X3": 0.37871, "Y3": 0.2138, "X4": 0.34232, "Y4": 0.2128, "page": 0, "Index": 13}, {"Word": "Sent:", "Confidence": 0.755, "X1": 0.14016, "Y1": 0.2132, "X2": 0.1752, "Y2": 0.213, "X3": 0.1752, "Y3": 0.2258, "X4": 0.14016, "Y4": 0.2258, "page": 0, "Index": 14}, {"Word": "6/13/00", "Confidence": 0.681, "X1": 0.1779, "Y1": 0.2132, "X2": 0.22911, "Y2": 0.213, "X3": 0.22776, "Y3": 0.2248, "X4": 0.1779, "Y4": 0.2258, "page": 0, "Index": 15}, {"Word": "1:40", "Confidence": 0.991, "X1": 0.23315, "Y1": 0.2142, "X2": 0.2628, "Y2": 0.214, "X3": 0.26146, "Y3": 0.2248, "X4": 0.23315, "Y4": 0.2248, "page": 0, "Index": 16}, {"Word": "PM", "Confidence": 0.998, "X1": 0.2655, "Y1": 0.2142, "X2": 0.28437, "Y2": 0.214, "X3": 0.28437, "Y3": 0.2248, "X4": 0.2655, "Y4": 0.2248, "page": 0, "Index": 17}, {"Word": "Subject:", "Confidence": 0.938, "X1": 0.14286, "Y1": 0.2262, "X2": 0.19407, "Y2": 0.226, "X3": 0.19272, "Y3": 0.2388, "X4": 0.14151, "Y4": 0.2398, "page": 0, "Index": 18}, {"Word": "FW:", "Confidence": 0.97, "X1": 0.19677, "Y1": 0.2262, "X2": 0.22507, "Y2": 0.226, "X3": 0.22372, "Y3": 0.2388, "X4": 0.19677, "Y4": 0.2388, "page": 0, "Index": 19}, {"Word": "XENOBIOTICA,", "Confidence": 0.903, "X1": 0.22911, "Y1": 0.2262, "X2": 0.33423, "Y2": 0.226, "X3": 0.33423, "Y3": 0.2398, "X4": 0.22776, "Y4": 0.2388, "page": 0, "Index": 20}, {"Word": "V.", "Confidence": 0.991, "X1": 0.33827, "Y1": 0.2262, "X2": 0.3531, "Y2": 0.226, "X3": 0.3531, "Y3": 0.2398, "X4": 0.33827, "Y4": 0.2398, "page": 0, "Index": 21}, {"Word": "29", "Confidence": 0.994, "X1": 0.35714, "Y1": 0.2262, "X2": 0.37197, "Y2": 0.226, "X3": 0.37197, "Y3": 0.2398, "X4": 0.35714, "Y4": 0.2398, "page": 0, "Index": 22}, {"Word": "(8),", "Confidence": 0.772, "X1": 0.37601, "Y1": 0.2262, "X2": 0.40027, "Y2": 0.226, "X3": 0.39892, "Y3": 0.2398, "X4": 0.37601, "Y4": 0.2398, "page": 0, "Index": 23}, {"Word": "793-801", "Confidence": 0.848, "X1": 0.40296, "Y1": 0.2262, "X2": 0.46092, "Y2": 0.226, "X3": 0.46092, "Y3": 0.2408, "X4": 0.40296, "Y4": 0.2398, "page": 0, "Index": 24}, {"Word": "This", "Confidence": 0.987, "X1": 0.14016, "Y1": 0.2542, "X2": 0.16712, "Y2": 0.254, "X3": 0.16712, "Y3": 0.2678, "X4": 0.14016, "Y4": 0.2678, "page": 0, "Index": 25}, {"Word": "is", "Confidence": 0.998, "X1": 0.16981, "Y1": 0.2542, "X2": 0.18329, "Y2": 0.254, "X3": 0.18464, "Y3": 0.2678, "X4": 0.17116, "Y4": 0.2678, "page": 0, "Index": 26}, {"Word": "a", "Confidence": 0.995, "X1": 0.18733, "Y1": 0.2542, "X2": 0.19407, "Y2": 0.254, "X3": 0.19542, "Y3": 0.2678, "X4": 0.18733, "Y4": 0.2678, "page": 0, "Index": 27}, {"Word": "follow-up", "Confidence": 0.82, "X1": 0.19811, "Y1": 0.2542, "X2": 0.25876, "Y2": 0.254, "X3": 0.25876, "Y3": 0.2678, "X4": 0.19811, "Y4": 0.2678, "page": 0, "Index": 28}, {"Word": "question", "Confidence": 0.987, "X1": 0.2628, "Y1": 0.2542, "X2": 0.31806, "Y2": 0.254, "X3": 0.31806, "Y3": 0.2678, "X4": 0.2628, "Y4": 0.2678, "page": 0, "Index": 29}, {"Word": "from", "Confidence": 0.988, "X1": 0.3221, "Y1": 0.2542, "X2": 0.3504, "Y2": 0.254, "X3": 0.3504, "Y3": 0.2678, "X4": 0.3221, "Y4": 0.2678, "page": 0, "Index": 30}, {"Word": "Kathy-", "Confidence": 0.966, "X1": 0.3558, "Y1": 0.2552, "X2": 0.40431, "Y2": 0.255, "X3": 0.40431, "Y3": 0.2678, "X4": 0.3558, "Y4": 0.2678, "page": 0, "Index": 31}, {"Word": "In", "Confidence": 0.981, "X1": 0.40701, "Y1": 0.2552, "X2": 0.41914, "Y2": 0.255, "X3": 0.41914, "Y3": 0.2678, "X4": 0.40701, "Y4": 0.2678, "page": 0, "Index": 32}, {"Word": "February", "Confidence": 0.994, "X1": 0.42318, "Y1": 0.2552, "X2": 0.48113, "Y2": 0.255, "X3": 0.48113, "Y3": 0.2678, "X4": 0.42318, "Y4": 0.2678, "page": 0, "Index": 33}, {"Word": "I", "Confidence": 0.832, "X1": 0.48518, "Y1": 0.2552, "X2": 0.48922, "Y2": 0.255, "X3": 0.48922, "Y3": 0.2688, "X4": 0.48518, "Y4": 0.2678, "page": 0, "Index": 34}, {"Word": "forwarded", "Confidence": 0.942, "X1": 0.49326, "Y1": 0.2552, "X2": 0.5593, "Y2": 0.255, "X3": 0.5593, "Y3": 0.2688, "X4": 0.49326, "Y4": 0.2688, "page": 0, "Index": 35}, {"Word": "her", "Confidence": 0.998, "X1": 0.56334, "Y1": 0.2562, "X2": 0.5903, "Y2": 0.256, "X3": 0.5903, "Y3": 0.2688, "X4": 0.56334, "Y4": 0.2688, "page": 0, "Index": 36}, {"Word": "request", "Confidence": 0.726, "X1": 0.14016, "Y1": 0.2682, "X2": 0.19137, "Y2": 0.268, "X3": 0.19003, "Y3": 0.2798, "X4": 0.13881, "Y4": 0.2798, "page": 0, "Index": 37}, {"Word": "to", "Confidence": 0.606, "X1": 0.19407, "Y1": 0.2682, "X2": 0.2062, "Y2": 0.268, "X3": 0.2062, "Y3": 0.2798, "X4": 0.19272, "Y4": 0.2798, "page": 0, "Index": 38}, {"Word": "INBIFO", "Confidence": 0.946, "X1": 0.21024, "Y1": 0.2682, "X2": 0.25876, "Y2": 0.268, "X3": 0.25876, "Y3": 0.2798, "X4": 0.20889, "Y4": 0.2798, "page": 0, "Index": 39}, {"Word": "because", "Confidence": 0.97, "X1": 0.26415, "Y1": 0.2682, "X2": 0.32075, "Y2": 0.268, "X3": 0.31941, "Y3": 0.2808, "X4": 0.2628, "Y4": 0.2798, "page": 0, "Index": 40}, {"Word": "our", "Confidence": 0.959, "X1": 0.32345, "Y1": 0.2682, "X2": 0.34636, "Y2": 0.268, "X3": 0.34501, "Y3": 0.2808, "X4": 0.32345, "Y4": 0.2808, "page": 0, "Index": 41}, {"Word": "copyright", "Confidence": 0.984, "X1": 0.34906, "Y1": 0.2692, "X2": 0.41105, "Y2": 0.269, "X3": 0.4097, "Y3": 0.2808, "X4": 0.34906, "Y4": 0.2808, "page": 0, "Index": 42}, {"Word": "agreement", "Confidence": 0.848, "X1": 0.41375, "Y1": 0.2692, "X2": 0.48383, "Y2": 0.269, "X3": 0.48383, "Y3": 0.2808, "X4": 0.41375, "Y4": 0.2808, "page": 0, "Index": 43}, {"Word": "does", "Confidence": 0.971, "X1": 0.48787, "Y1": 0.2692, "X2": 0.51887, "Y2": 0.269, "X3": 0.51887, "Y3": 0.2818, "X4": 0.48652, "Y4": 0.2818, "page": 0, "Index": 44}, {"Word": "not", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.2692, "X2": 0.54447, "Y2": 0.269, "X3": 0.54447, "Y3": 0.2818, "X4": 0.52156, "Y4": 0.2818, "page": 0, "Index": 45}, {"Word": "allow", "Confidence": 0.988, "X1": 0.54852, "Y1": 0.2692, "X2": 0.58086, "Y2": 0.269, "X3": 0.57951, "Y3": 0.2818, "X4": 0.54717, "Y4": 0.2818, "page": 0, "Index": 46}, {"Word": "her", "Confidence": 0.997, "X1": 0.58356, "Y1": 0.2692, "X2": 0.60647, "Y2": 0.269, "X3": 0.60647, "Y3": 0.2828, "X4": 0.58356, "Y4": 0.2818, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.946, "X1": 0.61051, "Y1": 0.2702, "X2": 0.62534, "Y2": 0.27, "X3": 0.62534, "Y3": 0.2828, "X4": 0.60916, "Y4": 0.2828, "page": 0, "Index": 48}, {"Word": "1", "Confidence": 0.71, "X1": 0.05526, "Y1": 0.2782, "X2": 0.06469, "Y2": 0.278, "X3": 0.06469, "Y3": 0.2918, "X4": 0.05526, "Y4": 0.2908, "page": 0, "Index": 49}, {"Word": "copy", "Confidence": 0.804, "X1": 0.14016, "Y1": 0.2812, "X2": 0.17251, "Y2": 0.281, "X3": 0.17251, "Y3": 0.2938, "X4": 0.14016, "Y4": 0.2938, "page": 0, "Index": 50}, {"Word": "my", "Confidence": 0.998, "X1": 0.1752, "Y1": 0.2812, "X2": 0.19542, "Y2": 0.281, "X3": 0.19542, "Y3": 0.2938, "X4": 0.1752, "Y4": 0.2938, "page": 0, "Index": 51}, {"Word": "reprint.", "Confidence": 0.991, "X1": 0.19811, "Y1": 0.2812, "X2": 0.25067, "Y2": 0.281, "X3": 0.25067, "Y3": 0.2938, "X4": 0.19811, "Y4": 0.2938, "page": 0, "Index": 52}, {"Word": "Are", "Confidence": 0.994, "X1": 0.25337, "Y1": 0.2812, "X2": 0.27628, "Y2": 0.281, "X3": 0.27628, "Y3": 0.2938, "X4": 0.25337, "Y4": 0.2938, "page": 0, "Index": 53}, {"Word": "there", "Confidence": 0.66, "X1": 0.28032, "Y1": 0.2812, "X2": 0.31536, "Y2": 0.281, "X3": 0.31536, "Y3": 0.2938, "X4": 0.28032, "Y4": 0.2938, "page": 0, "Index": 54}, {"Word": "any", "Confidence": 0.405, "X1": 0.31941, "Y1": 0.2812, "X2": 0.34367, "Y2": 0.281, "X3": 0.34367, "Y3": 0.2938, "X4": 0.31941, "Y4": 0.2938, "page": 0, "Index": 55}, {"Word": "extra", "Confidence": 0.803, "X1": 0.34636, "Y1": 0.2812, "X2": 0.37871, "Y2": 0.281, "X3": 0.37871, "Y3": 0.2938, "X4": 0.34636, "Y4": 0.2938, "page": 0, "Index": 56}, {"Word": "reprints", "Confidence": 0.851, "X1": 0.38275, "Y1": 0.2812, "X2": 0.43261, "Y2": 0.281, "X3": 0.43261, "Y3": 0.2938, "X4": 0.38275, "Y4": 0.2938, "page": 0, "Index": 57}, {"Word": "available,", "Confidence": 0.891, "X1": 0.43666, "Y1": 0.2822, "X2": 0.5, "Y2": 0.282, "X3": 0.49865, "Y3": 0.2938, "X4": 0.43666, "Y4": 0.2938, "page": 0, "Index": 58}, {"Word": "or", "Confidence": 0.688, "X1": 0.5027, "Y1": 0.2822, "X2": 0.51617, "Y2": 0.282, "X3": 0.51617, "Y3": 0.2938, "X4": 0.5027, "Y4": 0.2938, "page": 0, "Index": 59}, {"Word": "should", "Confidence": 0.664, "X1": 0.52022, "Y1": 0.2822, "X2": 0.56334, "Y2": 0.282, "X3": 0.56199, "Y3": 0.2948, "X4": 0.52022, "Y4": 0.2938, "page": 0, "Index": 60}, {"Word": "she", "Confidence": 0.997, "X1": 0.56604, "Y1": 0.2822, "X2": 0.59299, "Y2": 0.282, "X3": 0.59299, "Y3": 0.2948, "X4": 0.56604, "Y4": 0.2948, "page": 0, "Index": 61}, {"Word": "go", "Confidence": 0.997, "X1": 0.14016, "Y1": 0.2942, "X2": 0.15633, "Y2": 0.294, "X3": 0.15633, "Y3": 0.3078, "X4": 0.14016, "Y4": 0.3078, "page": 0, "Index": 62}, {"Word": "directly", "Confidence": 0.615, "X1": 0.16038, "Y1": 0.2932, "X2": 0.20889, "Y2": 0.293, "X3": 0.20889, "Y3": 0.3078, "X4": 0.16038, "Y4": 0.3078, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.996, "X1": 0.21159, "Y1": 0.2932, "X2": 0.22507, "Y2": 0.293, "X3": 0.22372, "Y3": 0.3078, "X4": 0.21159, "Y4": 0.3078, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.998, "X1": 0.22776, "Y1": 0.2932, "X2": 0.24933, "Y2": 0.293, "X3": 0.24798, "Y3": 0.3078, "X4": 0.22776, "Y4": 0.3078, "page": 0, "Index": 65}, {"Word": "journal?", "Confidence": 0.546, "X1": 0.25202, "Y1": 0.2942, "X2": 0.31132, "Y2": 0.294, "X3": 0.30997, "Y3": 0.3078, "X4": 0.25202, "Y4": 0.3078, "page": 0, "Index": 66}, {"Word": "Thanks!", "Confidence": 0.994, "X1": 0.31536, "Y1": 0.2952, "X2": 0.37197, "Y2": 0.295, "X3": 0.37062, "Y3": 0.3078, "X4": 0.31402, "Y4": 0.3078, "page": 0, "Index": 67}, {"Word": "25051055278", "Confidence": 0.71, "X1": 0.87736, "Y1": 0.3082, "X2": 0.86927, "Y2": 0.308, "X3": 0.84232, "Y3": 0.3058, "X4": 0.84771, "Y4": 0.1758, "page": 0, "Index": 68}, {"Word": "Gerry", "Confidence": 0.687, "X1": 0.14016, "Y1": 0.3072, "X2": 0.18194, "Y2": 0.307, "X3": 0.18194, "Y3": 0.3188, "X4": 0.14016, "Y4": 0.3188, "page": 0, "Index": 69}, {"Word": "...", "Confidence": 0.577, "X1": 0.75337, "Y1": 0.9832, "X2": 0.76415, "Y2": 0.983, "X3": 0.76415, "Y3": 0.9878, "X4": 0.75337, "Y4": 0.9878, "page": 0, "Index": 70}, {"Word": ".", "Confidence": 0.885, "X1": 0.76954, "Y1": 0.9832, "X2": 0.77358, "Y2": 0.983, "X3": 0.77224, "Y3": 0.9878, "X4": 0.76954, "Y4": 0.9878, "page": 0, "Index": 71}, {"Word": "--...", "Confidence": 0.663, "X1": 0.59299, "Y1": 0.9852, "X2": 0.62938, "Y2": 0.985, "X3": 0.62803, "Y3": 0.9898, "X4": 0.59299, "Y4": 0.9888, "page": 0, "Index": 72}]}	"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"
ffmj0087	0	{"lines_data": [{"Word": "February 22, 1985", "Confidence": 0.99133, "X1": 0.4671, "Y1": 0.1272, "X2": 0.68645, "Y2": 0.127, "X3": 0.68645, "Y3": 0.1458, "X4": 0.4671, "Y4": 0.1468, "page": 0}, {"Word": "MEMO TO: { Michael D. Shannon", "Confidence": 0.821, "X1": 0.05935, "Y1": 0.2092, "X2": 0.41935, "Y2": 0.209, "X3": 0.41935, "Y3": 0.2238, "X4": 0.05935, "Y4": 0.2228, "page": 0}, {"Word": "William R. Rice", "Confidence": 0.994, "X1": 0.18968, "Y1": 0.2242, "X2": 0.37548, "Y2": 0.224, "X3": 0.37548, "Y3": 0.2378, "X4": 0.18968, "Y4": 0.2378, "page": 0}, {"Word": "Ernest G. Farrier", "Confidence": 0.996, "X1": 0.18839, "Y1": 0.2402, "X2": 0.40516, "Y2": 0.24, "X3": 0.40645, "Y3": 0.2548, "X4": 0.18839, "Y4": 0.2558, "page": 0}, {"Word": "FROM:", "Confidence": 0.987, "X1": 0.10065, "Y1": 0.2732, "X2": 0.1729, "Y2": 0.273, "X3": 0.1729, "Y3": 0.2878, "X4": 0.10065, "Y4": 0.2868, "page": 0}, {"Word": "Grover M. Myers", "Confidence": 0.99767, "X1": 0.18452, "Y1": 0.2732, "X2": 0.38194, "Y2": 0.273, "X3": 0.38194, "Y3": 0.2888, "X4": 0.18452, "Y4": 0.2878, "page": 0}, {"Word": "SUBJECT:", "Confidence": 0.991, "X1": 0.06065, "Y1": 0.3042, "X2": 0.17548, "Y2": 0.304, "X3": 0.17419, "Y3": 0.3208, "X4": 0.06065, "Y4": 0.3198, "page": 0}, {"Word": "Philip Morris Patent Issued Februray 12, 1985", "Confidence": 0.98957, "X1": 0.18065, "Y1": 0.3032, "X2": 0.76129, "Y2": 0.303, "X3": 0.76129, "Y3": 0.3218, "X4": 0.18065, "Y4": 0.3218, "page": 0}, {"Word": "The attached abstract of U.S. Patent No. 4, 498, 858 may be of", "Confidence": 0.97892, "X1": 0.12387, "Y1": 0.3682, "X2": 0.88645, "Y2": 0.368, "X3": 0.88645, "Y3": 0.3868, "X4": 0.12387, "Y4": 0.3858, "page": 0}, {"Word": "interest to you. I have ordered a copy of the patent and if you", "Confidence": 0.9925, "X1": 0.06194, "Y1": 0.4012, "X2": 0.87613, "Y2": 0.401, "X3": 0.87613, "Y3": 0.4198, "X4": 0.06194, "Y4": 0.4178, "page": 0}, {"Word": "wish to see the full patent, please let me know.", "Confidence": 0.9949, "X1": 0.05935, "Y1": 0.4312, "X2": 0.67097, "Y2": 0.431, "X3": 0.67097, "Y3": 0.4498, "X4": 0.05935, "Y4": 0.4498, "page": 0}, {"Word": "Grovey M. Myers", "Confidence": 0.996, "X1": 0.46581, "Y1": 0.5142, "X2": 0.65935, "Y2": 0.514, "X3": 0.65806, "Y3": 0.5328, "X4": 0.46581, "Y4": 0.5318, "page": 0}, {"Word": "GMM/br", "Confidence": 0.995, "X1": 0.06065, "Y1": 0.5442, "X2": 0.14194, "Y2": 0.544, "X3": 0.14323, "Y3": 0.5618, "X4": 0.06065, "Y4": 0.5618, "page": 0}, {"Word": "Attachment", "Confidence": 0.995, "X1": 0.05806, "Y1": 0.5762, "X2": 0.19097, "Y2": 0.576, "X3": 0.19097, "Y3": 0.5938, "X4": 0.05806, "Y4": 0.5938, "page": 0}, {"Word": "50502 1446", "Confidence": 0.9505, "X1": 0.95097, "Y1": 0.9572, "X2": 0.95355, "Y2": 0.957, "X3": 0.93161, "Y3": 0.9578, "X4": 0.92903, "Y4": 0.8598, "page": 0}], "words_data": [{"Word": "February", "Confidence": 0.995, "X1": 0.4671, "Y1": 0.1292, "X2": 0.56774, "Y2": 0.129, "X3": 0.56774, "Y3": 0.1468, "X4": 0.4671, "Y4": 0.1468, "page": 0, "Index": 0}, {"Word": "22,", "Confidence": 0.991, "X1": 0.58194, "Y1": 0.1292, "X2": 0.62065, "Y2": 0.129, "X3": 0.62194, "Y3": 0.1468, "X4": 0.58323, "Y4": 0.1468, "page": 0, "Index": 1}, {"Word": "1985", "Confidence": 0.988, "X1": 0.63226, "Y1": 0.1282, "X2": 0.68258, "Y2": 0.128, "X3": 0.68387, "Y3": 0.1468, "X4": 0.63226, "Y4": 0.1468, "page": 0, "Index": 2}, {"Word": "MEMO", "Confidence": 0.985, "X1": 0.06065, "Y1": 0.2082, "X2": 0.11097, "Y2": 0.208, "X3": 0.11097, "Y3": 0.2238, "X4": 0.06065, "Y4": 0.2238, "page": 0, "Index": 3}, {"Word": "TO:", "Confidence": 0.998, "X1": 0.12645, "Y1": 0.2082, "X2": 0.16258, "Y2": 0.208, "X3": 0.16258, "Y3": 0.2238, "X4": 0.12645, "Y4": 0.2238, "page": 0, "Index": 4}, {"Word": "{", "Confidence": 0, "X1": 0.1729, "Y1": 0.2082, "X2": 0.18323, "Y2": 0.208, "X3": 0.18323, "Y3": 0.2238, "X4": 0.1729, "Y4": 0.2238, "page": 0, "Index": 5}, {"Word": "Michael", "Confidence": 0.954, "X1": 0.1871, "Y1": 0.2092, "X2": 0.27613, "Y2": 0.209, "X3": 0.27613, "Y3": 0.2238, "X4": 0.1871, "Y4": 0.2238, "page": 0, "Index": 6}, {"Word": "D.", "Confidence": 0.993, "X1": 0.28903, "Y1": 0.2092, "X2": 0.31484, "Y2": 0.209, "X3": 0.31484, "Y3": 0.2238, "X4": 0.28903, "Y4": 0.2238, "page": 0, "Index": 7}, {"Word": "Shannon", "Confidence": 0.996, "X1": 0.32645, "Y1": 0.2102, "X2": 0.41419, "Y2": 0.21, "X3": 0.41419, "Y3": 0.2248, "X4": 0.32645, "Y4": 0.2238, "page": 0, "Index": 8}, {"Word": "Rice", "Confidence": 0.988, "X1": 0.32774, "Y1": 0.2242, "X2": 0.37677, "Y2": 0.224, "X3": 0.37548, "Y3": 0.2378, "X4": 0.32645, "Y4": 0.2388, "page": 0, "Index": 9}, {"Word": "William", "Confidence": 0.996, "X1": 0.18968, "Y1": 0.2252, "X2": 0.27355, "Y2": 0.225, "X3": 0.27355, "Y3": 0.2388, "X4": 0.18968, "Y4": 0.2378, "page": 0, "Index": 10}, {"Word": "R.", "Confidence": 0.998, "X1": 0.28903, "Y1": 0.2252, "X2": 0.31484, "Y2": 0.225, "X3": 0.31484, "Y3": 0.2388, "X4": 0.28903, "Y4": 0.2388, "page": 0, "Index": 11}, {"Word": "Ernest", "Confidence": 0.994, "X1": 0.18968, "Y1": 0.2412, "X2": 0.26194, "Y2": 0.241, "X3": 0.26323, "Y3": 0.2558, "X4": 0.18968, "Y4": 0.2558, "page": 0, "Index": 12}, {"Word": "G.", "Confidence": 0.997, "X1": 0.27484, "Y1": 0.2412, "X2": 0.30194, "Y2": 0.241, "X3": 0.30194, "Y3": 0.2558, "X4": 0.27484, "Y4": 0.2558, "page": 0, "Index": 13}, {"Word": "Farrier", "Confidence": 0.997, "X1": 0.31484, "Y1": 0.2412, "X2": 0.40129, "Y2": 0.241, "X3": 0.40258, "Y3": 0.2558, "X4": 0.31484, "Y4": 0.2558, "page": 0, "Index": 14}, {"Word": "FROM:", "Confidence": 0.987, "X1": 0.10065, "Y1": 0.2742, "X2": 0.16516, "Y2": 0.274, "X3": 0.16516, "Y3": 0.2888, "X4": 0.10065, "Y4": 0.2878, "page": 0, "Index": 15}, {"Word": "Grover", "Confidence": 0.997, "X1": 0.18581, "Y1": 0.2732, "X2": 0.26194, "Y2": 0.273, "X3": 0.26194, "Y3": 0.2888, "X4": 0.18581, "Y4": 0.2878, "page": 0, "Index": 16}, {"Word": "M.", "Confidence": 0.998, "X1": 0.27613, "Y1": 0.2732, "X2": 0.30323, "Y2": 0.273, "X3": 0.30194, "Y3": 0.2888, "X4": 0.27484, "Y4": 0.2888, "page": 0, "Index": 17}, {"Word": "Myers", "Confidence": 0.998, "X1": 0.31355, "Y1": 0.2742, "X2": 0.37806, "Y2": 0.274, "X3": 0.37677, "Y3": 0.2898, "X4": 0.31226, "Y4": 0.2888, "page": 0, "Index": 18}, {"Word": "SUBJECT:", "Confidence": 0.991, "X1": 0.06194, "Y1": 0.3052, "X2": 0.16387, "Y2": 0.305, "X3": 0.16387, "Y3": 0.3218, "X4": 0.06065, "Y4": 0.3208, "page": 0, "Index": 19}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.1871, "Y1": 0.3042, "X2": 0.26323, "Y2": 0.304, "X3": 0.26194, "Y3": 0.3218, "X4": 0.18581, "Y4": 0.3208, "page": 0, "Index": 20}, {"Word": "Morris", "Confidence": 0.997, "X1": 0.27355, "Y1": 0.3052, "X2": 0.35355, "Y2": 0.305, "X3": 0.35226, "Y3": 0.3218, "X4": 0.27355, "Y4": 0.3218, "page": 0, "Index": 21}, {"Word": "Patent", "Confidence": 0.997, "X1": 0.36387, "Y1": 0.3052, "X2": 0.44129, "Y2": 0.305, "X3": 0.44129, "Y3": 0.3218, "X4": 0.36387, "Y4": 0.3218, "page": 0, "Index": 22}, {"Word": "Issued", "Confidence": 0.955, "X1": 0.4529, "Y1": 0.3042, "X2": 0.52903, "Y2": 0.304, "X3": 0.52903, "Y3": 0.3228, "X4": 0.4529, "Y4": 0.3218, "page": 0, "Index": 23}, {"Word": "Februray", "Confidence": 0.995, "X1": 0.54194, "Y1": 0.3042, "X2": 0.64387, "Y2": 0.304, "X3": 0.64387, "Y3": 0.3228, "X4": 0.54194, "Y4": 0.3228, "page": 0, "Index": 24}, {"Word": "12,", "Confidence": 0.998, "X1": 0.65806, "Y1": 0.3042, "X2": 0.69677, "Y2": 0.304, "X3": 0.69677, "Y3": 0.3228, "X4": 0.65806, "Y4": 0.3228, "page": 0, "Index": 25}, {"Word": "1985", "Confidence": 0.988, "X1": 0.70839, "Y1": 0.3032, "X2": 0.75742, "Y2": 0.303, "X3": 0.75871, "Y3": 0.3228, "X4": 0.70839, "Y4": 0.3228, "page": 0, "Index": 26}, {"Word": "The", "Confidence": 0.998, "X1": 0.12516, "Y1": 0.3692, "X2": 0.16258, "Y2": 0.369, "X3": 0.16258, "Y3": 0.3848, "X4": 0.12516, "Y4": 0.3848, "page": 0, "Index": 27}, {"Word": "attached", "Confidence": 0.995, "X1": 0.17548, "Y1": 0.3682, "X2": 0.27613, "Y2": 0.368, "X3": 0.27613, "Y3": 0.3848, "X4": 0.17548, "Y4": 0.3848, "page": 0, "Index": 28}, {"Word": "abstract", "Confidence": 0.995, "X1": 0.28903, "Y1": 0.3682, "X2": 0.39226, "Y2": 0.368, "X3": 0.39226, "Y3": 0.3858, "X4": 0.28903, "Y4": 0.3848, "page": 0, "Index": 29}, {"Word": "of", "Confidence": 0.998, "X1": 0.40258, "Y1": 0.3682, "X2": 0.42968, "Y2": 0.368, "X3": 0.42968, "Y3": 0.3858, "X4": 0.40258, "Y4": 0.3858, "page": 0, "Index": 30}, {"Word": "U.S.", "Confidence": 0.982, "X1": 0.44, "Y1": 0.3682, "X2": 0.4929, "Y2": 0.368, "X3": 0.4929, "Y3": 0.3858, "X4": 0.44, "Y4": 0.3858, "page": 0, "Index": 31}, {"Word": "Patent", "Confidence": 0.997, "X1": 0.50323, "Y1": 0.3682, "X2": 0.58065, "Y2": 0.368, "X3": 0.58065, "Y3": 0.3868, "X4": 0.50323, "Y4": 0.3858, "page": 0, "Index": 32}, {"Word": "No.", "Confidence": 0.998, "X1": 0.59226, "Y1": 0.3682, "X2": 0.63355, "Y2": 0.368, "X3": 0.63355, "Y3": 0.3868, "X4": 0.59226, "Y4": 0.3868, "page": 0, "Index": 33}, {"Word": "4,", "Confidence": 0.915, "X1": 0.64387, "Y1": 0.3682, "X2": 0.66581, "Y2": 0.368, "X3": 0.66581, "Y3": 0.3868, "X4": 0.64516, "Y4": 0.3868, "page": 0, "Index": 34}, {"Word": "498,", "Confidence": 0.97, "X1": 0.66968, "Y1": 0.3682, "X2": 0.71613, "Y2": 0.368, "X3": 0.71742, "Y3": 0.3868, "X4": 0.67097, "Y4": 0.3868, "page": 0, "Index": 35}, {"Word": "858", "Confidence": 0.884, "X1": 0.72129, "Y1": 0.3682, "X2": 0.75871, "Y2": 0.368, "X3": 0.76, "Y3": 0.3868, "X4": 0.72129, "Y4": 0.3868, "page": 0, "Index": 36}, {"Word": "may", "Confidence": 0.998, "X1": 0.76903, "Y1": 0.3682, "X2": 0.80774, "Y2": 0.368, "X3": 0.80903, "Y3": 0.3878, "X4": 0.76903, "Y4": 0.3868, "page": 0, "Index": 37}, {"Word": "be", "Confidence": 0.998, "X1": 0.81935, "Y1": 0.3682, "X2": 0.84645, "Y2": 0.368, "X3": 0.84774, "Y3": 0.3878, "X4": 0.82065, "Y4": 0.3878, "page": 0, "Index": 38}, {"Word": "of", "Confidence": 0.998, "X1": 0.85806, "Y1": 0.3692, "X2": 0.88516, "Y2": 0.369, "X3": 0.88645, "Y3": 0.3878, "X4": 0.85806, "Y4": 0.3878, "page": 0, "Index": 39}, {"Word": "interest", "Confidence": 0.995, "X1": 0.06194, "Y1": 0.4002, "X2": 0.16258, "Y2": 0.4, "X3": 0.16387, "Y3": 0.4168, "X4": 0.06323, "Y4": 0.4168, "page": 0, "Index": 40}, {"Word": "to", "Confidence": 0.998, "X1": 0.17419, "Y1": 0.4002, "X2": 0.20129, "Y2": 0.4, "X3": 0.20129, "Y3": 0.4178, "X4": 0.17419, "Y4": 0.4178, "page": 0, "Index": 41}, {"Word": "you.", "Confidence": 0.991, "X1": 0.21032, "Y1": 0.4002, "X2": 0.26581, "Y2": 0.4, "X3": 0.26581, "Y3": 0.4178, "X4": 0.21161, "Y4": 0.4178, "page": 0, "Index": 42}, {"Word": "I", "Confidence": 0.958, "X1": 0.28774, "Y1": 0.4002, "X2": 0.30194, "Y2": 0.4, "X3": 0.30194, "Y3": 0.4178, "X4": 0.28903, "Y4": 0.4178, "page": 0, "Index": 43}, {"Word": "have", "Confidence": 0.991, "X1": 0.31226, "Y1": 0.4002, "X2": 0.36516, "Y2": 0.4, "X3": 0.36516, "Y3": 0.4188, "X4": 0.31226, "Y4": 0.4178, "page": 0, "Index": 44}, {"Word": "ordered", "Confidence": 0.996, "X1": 0.37548, "Y1": 0.4002, "X2": 0.46581, "Y2": 0.4, "X3": 0.4671, "Y3": 0.4188, "X4": 0.37548, "Y4": 0.4188, "page": 0, "Index": 45}, {"Word": "a", "Confidence": 0.998, "X1": 0.47742, "Y1": 0.4002, "X2": 0.49161, "Y2": 0.4, "X3": 0.49161, "Y3": 0.4188, "X4": 0.47871, "Y4": 0.4188, "page": 0, "Index": 46}, {"Word": "copy", "Confidence": 0.988, "X1": 0.50194, "Y1": 0.4002, "X2": 0.55484, "Y2": 0.4, "X3": 0.55484, "Y3": 0.4198, "X4": 0.50194, "Y4": 0.4198, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.56516, "Y1": 0.4002, "X2": 0.59226, "Y2": 0.4, "X3": 0.59355, "Y3": 0.4198, "X4": 0.56516, "Y4": 0.4198, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.60387, "Y1": 0.4002, "X2": 0.64387, "Y2": 0.4, "X3": 0.64387, "Y3": 0.4198, "X4": 0.60387, "Y4": 0.4198, "page": 0, "Index": 49}, {"Word": "patent", "Confidence": 0.996, "X1": 0.6529, "Y1": 0.4012, "X2": 0.7329, "Y2": 0.401, "X3": 0.73419, "Y3": 0.4198, "X4": 0.6529, "Y4": 0.4198, "page": 0, "Index": 50}, {"Word": "and", "Confidence": 0.998, "X1": 0.74323, "Y1": 0.4012, "X2": 0.78452, "Y2": 0.401, "X3": 0.78452, "Y3": 0.4208, "X4": 0.74323, "Y4": 0.4198, "page": 0, "Index": 51}, {"Word": "if", "Confidence": 0.996, "X1": 0.79613, "Y1": 0.4012, "X2": 0.82065, "Y2": 0.401, "X3": 0.82065, "Y3": 0.4208, "X4": 0.79613, "Y4": 0.4208, "page": 0, "Index": 52}, {"Word": "you", "Confidence": 0.994, "X1": 0.83226, "Y1": 0.4012, "X2": 0.87226, "Y2": 0.401, "X3": 0.87226, "Y3": 0.4208, "X4": 0.83226, "Y4": 0.4208, "page": 0, "Index": 53}, {"Word": "wish", "Confidence": 0.997, "X1": 0.06065, "Y1": 0.4322, "X2": 0.11355, "Y2": 0.432, "X3": 0.11226, "Y3": 0.4498, "X4": 0.06065, "Y4": 0.4488, "page": 0, "Index": 54}, {"Word": "to", "Confidence": 0.998, "X1": 0.12387, "Y1": 0.4322, "X2": 0.15097, "Y2": 0.432, "X3": 0.14968, "Y3": 0.4498, "X4": 0.12258, "Y4": 0.4498, "page": 0, "Index": 55}, {"Word": "see", "Confidence": 0.998, "X1": 0.16258, "Y1": 0.4322, "X2": 0.2, "Y2": 0.432, "X3": 0.2, "Y3": 0.4498, "X4": 0.16129, "Y4": 0.4498, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.4322, "X2": 0.25161, "Y2": 0.432, "X3": 0.25161, "Y3": 0.4508, "X4": 0.2129, "Y4": 0.4498, "page": 0, "Index": 57}, {"Word": "full", "Confidence": 0.982, "X1": 0.26452, "Y1": 0.4312, "X2": 0.31484, "Y2": 0.431, "X3": 0.31484, "Y3": 0.4508, "X4": 0.26323, "Y4": 0.4508, "page": 0, "Index": 58}, {"Word": "patent,", "Confidence": 0.995, "X1": 0.32516, "Y1": 0.4312, "X2": 0.41806, "Y2": 0.431, "X3": 0.41806, "Y3": 0.4508, "X4": 0.32516, "Y4": 0.4508, "page": 0, "Index": 59}, {"Word": "please", "Confidence": 0.997, "X1": 0.4271, "Y1": 0.4312, "X2": 0.50581, "Y2": 0.431, "X3": 0.50581, "Y3": 0.4508, "X4": 0.4271, "Y4": 0.4508, "page": 0, "Index": 60}, {"Word": "let", "Confidence": 0.991, "X1": 0.51742, "Y1": 0.4312, "X2": 0.55484, "Y2": 0.431, "X3": 0.55484, "Y3": 0.4508, "X4": 0.51742, "Y4": 0.4508, "page": 0, "Index": 61}, {"Word": "me", "Confidence": 0.997, "X1": 0.56516, "Y1": 0.4312, "X2": 0.59355, "Y2": 0.431, "X3": 0.59355, "Y3": 0.4508, "X4": 0.56516, "Y4": 0.4508, "page": 0, "Index": 62}, {"Word": "know.", "Confidence": 0.996, "X1": 0.60387, "Y1": 0.4312, "X2": 0.67097, "Y2": 0.431, "X3": 0.67097, "Y3": 0.4508, "X4": 0.60387, "Y4": 0.4508, "page": 0, "Index": 63}, {"Word": "Grovey", "Confidence": 0.993, "X1": 0.4671, "Y1": 0.5132, "X2": 0.54323, "Y2": 0.513, "X3": 0.54194, "Y3": 0.5318, "X4": 0.4671, "Y4": 0.5308, "page": 0, "Index": 64}, {"Word": "M.", "Confidence": 0.998, "X1": 0.55226, "Y1": 0.5132, "X2": 0.58323, "Y2": 0.513, "X3": 0.58194, "Y3": 0.5328, "X4": 0.55226, "Y4": 0.5318, "page": 0, "Index": 65}, {"Word": "Myers", "Confidence": 0.997, "X1": 0.59097, "Y1": 0.5142, "X2": 0.65806, "Y2": 0.514, "X3": 0.65677, "Y3": 0.5338, "X4": 0.59097, "Y4": 0.5328, "page": 0, "Index": 66}, {"Word": "GMM/br", "Confidence": 0.995, "X1": 0.06194, "Y1": 0.5442, "X2": 0.13806, "Y2": 0.544, "X3": 0.13806, "Y3": 0.5628, "X4": 0.06194, "Y4": 0.5628, "page": 0, "Index": 67}, {"Word": "Attachment", "Confidence": 0.995, "X1": 0.06065, "Y1": 0.5772, "X2": 0.18968, "Y2": 0.577, "X3": 0.18839, "Y3": 0.5938, "X4": 0.06065, "Y4": 0.5948, "page": 0, "Index": 68}, {"Word": "50502", "Confidence": 0.994, "X1": 0.95226, "Y1": 0.9082, "X2": 0.95355, "Y2": 0.908, "X3": 0.93161, "Y3": 0.9088, "X4": 0.92903, "Y4": 0.8608, "page": 0, "Index": 69}, {"Word": "1446", "Confidence": 0.907, "X1": 0.95355, "Y1": 0.9552, "X2": 0.95484, "Y2": 0.955, "X3": 0.9329, "Y3": 0.9558, "X4": 0.93161, "Y4": 0.9178, "page": 0, "Index": 70}]}	"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"
ffdc0070	2	{"lines_data": [{"Word": "1b", "Confidence": 0.91, "X1": 0.44205, "Y1": 0.0092, "X2": 0.46765, "Y2": 0.009, "X3": 0.46631, "Y3": 0.0238, "X4": 0.4407, "Y4": 0.0228, "page": 0}, {"Word": "UCSD #87-6472", "Confidence": 0.9535, "X1": 0.68868, "Y1": 0.0072, "X2": 0.83154, "Y2": 0.007, "X3": 0.83288, "Y3": 0.0228, "X4": 0.68868, "Y4": 0.0238, "page": 0}, {"Word": "7. How results to date have changed earlier working hypothesis:", "Confidence": 0.965, "X1": 0.08895, "Y1": 0.0542, "X2": 0.74528, "Y2": 0.054, "X3": 0.74528, "Y3": 0.0718, "X4": 0.08895, "Y4": 0.0718, "page": 0}, {"Word": "Results bave refined the original working hypothesis and have justified", "Confidence": 0.9549, "X1": 0.14016, "Y1": 0.0862, "X2": 0.87871, "Y2": 0.086, "X3": 0.87871, "Y3": 0.1028, "X4": 0.14016, "Y4": 0.1028, "page": 0}, {"Word": "our detailed structure:function analysis of the EGF receptor. The EGF", "Confidence": 0.9526, "X1": 0.08895, "Y1": 0.1042, "X2": 0.81536, "Y2": 0.104, "X3": 0.81536, "Y3": 0.1188, "X4": 0.08895, "Y4": 0.1198, "page": 0}, {"Word": "receptor is the proto-oncogene for erb B, and enhanced expression of EGF", "Confidence": 0.96108, "X1": 0.08895, "Y1": 0.1192, "X2": 0.83827, "Y2": 0.119, "X3": 0.83827, "Y3": 0.1348, "X4": 0.08895, "Y4": 0.1348, "page": 0}, {"Word": "receptor protein without or with gene amplification is being identified in", "Confidence": 0.96255, "X1": 0.08895, "Y1": 0.1342, "X2": 0.86119, "Y2": 0.134, "X3": 0.86119, "Y3": 0.1498, "X4": 0.08895, "Y4": 0.1508, "page": 0}, {"Word": "more and more human tumors. Results from other laboratories have indicated", "Confidence": 0.93955, "X1": 0.08895, "Y1": 0.1502, "X2": 0.86927, "Y2": 0.15, "X3": 0.86927, "Y3": 0.1648, "X4": 0.08895, "Y4": 0.1668, "page": 0}, {"Word": "that constitutive expression of ligands which act via the EGF receptor cause", "Confidence": 0.95033, "X1": 0.09164, "Y1": 0.1652, "X2": 0.87871, "Y2": 0.165, "X3": 0.87871, "Y3": 0.1818, "X4": 0.09164, "Y4": 0.1818, "page": 0}, {"Word": "cell transformation. A second member of the EGF receptor gene peu (human", "Confidence": 0.95192, "X1": 0.0876, "Y1": 0.1822, "X2": 0.84771, "Y2": 0.182, "X3": 0.84771, "Y3": 0.1978, "X4": 0.0876, "Y4": 0.1968, "page": 0}, {"Word": "EGF receptor gene II) is constitutively activated via a point mutation in", "Confidence": 0.95342, "X1": 0.08895, "Y1": 0.1972, "X2": 0.84906, "Y2": 0.197, "X3": 0.84906, "Y3": 0.2128, "X4": 0.08895, "Y4": 0.2138, "page": 0}, {"Word": "experimental tumors and expression of neu correlates with poorer prognosis", "Confidence": 0.966, "X1": 0.08491, "Y1": 0.2132, "X2": 0.85984, "Y2": 0.213, "X3": 0.85984, "Y3": 0.2298, "X4": 0.08491, "Y4": 0.2308, "page": 0}, {"Word": "in human breast cancer. A central role of transmembrane protein tyrosine", "Confidence": 0.90718, "X1": 0.0876, "Y1": 0.2292, "X2": 0.8504, "Y2": 0.229, "X3": 0.8504, "Y3": 0.2448, "X4": 0.0876, "Y4": 0.2458, "page": 0}, {"Word": "kinases in differentiation has been provided by study of the \"sevenless\"", "Confidence": 0.97955, "X1": 0.08625, "Y1": 0.2422, "X2": 0.84232, "Y2": 0.242, "X3": 0.84232, "Y3": 0.2598, "X4": 0.08625, "Y4": 0.2608, "page": 0}, {"Word": "mutant. Detailed knowledge of mechanisms of expression, activation, and", "Confidence": 0.97822, "X1": 0.0876, "Y1": 0.2602, "X2": 0.83827, "Y2": 0.26, "X3": 0.83827, "Y3": 0.2758, "X4": 0.0876, "Y4": 0.2768, "page": 0}, {"Word": "function of the EGF receptor will indicate important principles of growth", "Confidence": 0.97755, "X1": 0.0876, "Y1": 0.2752, "X2": 0.84501, "Y2": 0.275, "X3": 0.84501, "Y3": 0.2908, "X4": 0.0876, "Y4": 0.2918, "page": 0}, {"Word": "control and how normal regulatory constraints may be abrogated during", "Confidence": 0.9346, "X1": 0.08895, "Y1": 0.2912, "X2": 0.80863, "Y2": 0.291, "X3": 0.80863, "Y3": 0.3068, "X4": 0.08895, "Y4": 0.3078, "page": 0}, {"Word": "malignant transformation.", "Confidence": 0.9005, "X1": 0.0876, "Y1": 0.3072, "X2": 0.35175, "Y2": 0.307, "X3": 0.35175, "Y3": 0.3228, "X4": 0.0876, "Y4": 0.3238, "page": 0}], "words_data": [{"Word": "1b", "Confidence": 0.91, "X1": 0.4434, "Y1": 0.0092, "X2": 0.46496, "Y2": 0.009, "X3": 0.46496, "Y3": 0.0238, "X4": 0.44205, "Y4": 0.0228, "page": 0, "Index": 0}, {"Word": "UCSD", "Confidence": 0.937, "X1": 0.69003, "Y1": 0.0082, "X2": 0.7345, "Y2": 0.008, "X3": 0.73315, "Y3": 0.0238, "X4": 0.68868, "Y4": 0.0248, "page": 0, "Index": 1}, {"Word": "#87-6472", "Confidence": 0.97, "X1": 0.74259, "Y1": 0.0092, "X2": 0.82884, "Y2": 0.009, "X3": 0.82749, "Y3": 0.0228, "X4": 0.74124, "Y4": 0.0228, "page": 0, "Index": 2}, {"Word": "7.", "Confidence": 0.998, "X1": 0.08895, "Y1": 0.0562, "X2": 0.11186, "Y2": 0.056, "X3": 0.11186, "Y3": 0.0708, "X4": 0.0903, "Y4": 0.0708, "page": 0, "Index": 3}, {"Word": "How", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.0562, "X2": 0.15229, "Y2": 0.056, "X3": 0.15364, "Y3": 0.0708, "X4": 0.11725, "Y4": 0.0708, "page": 0, "Index": 4}, {"Word": "results", "Confidence": 0.993, "X1": 0.15903, "Y1": 0.0552, "X2": 0.23585, "Y2": 0.055, "X3": 0.23585, "Y3": 0.0718, "X4": 0.16038, "Y4": 0.0708, "page": 0, "Index": 5}, {"Word": "to", "Confidence": 0.998, "X1": 0.24259, "Y1": 0.0552, "X2": 0.26819, "Y2": 0.055, "X3": 0.26819, "Y3": 0.0718, "X4": 0.24259, "Y4": 0.0718, "page": 0, "Index": 6}, {"Word": "date", "Confidence": 0.961, "X1": 0.27358, "Y1": 0.0552, "X2": 0.31806, "Y2": 0.055, "X3": 0.31806, "Y3": 0.0728, "X4": 0.27493, "Y4": 0.0718, "page": 0, "Index": 7}, {"Word": "have", "Confidence": 0.882, "X1": 0.32345, "Y1": 0.0552, "X2": 0.37062, "Y2": 0.055, "X3": 0.37062, "Y3": 0.0728, "X4": 0.32345, "Y4": 0.0728, "page": 0, "Index": 8}, {"Word": "changed", "Confidence": 0.995, "X1": 0.37601, "Y1": 0.0552, "X2": 0.45283, "Y2": 0.055, "X3": 0.45283, "Y3": 0.0728, "X4": 0.37736, "Y4": 0.0728, "page": 0, "Index": 9}, {"Word": "earlier", "Confidence": 0.991, "X1": 0.45957, "Y1": 0.0542, "X2": 0.53639, "Y2": 0.054, "X3": 0.53639, "Y3": 0.0728, "X4": 0.45957, "Y4": 0.0728, "page": 0, "Index": 10}, {"Word": "working", "Confidence": 0.981, "X1": 0.54043, "Y1": 0.0542, "X2": 0.61995, "Y2": 0.054, "X3": 0.61995, "Y3": 0.0728, "X4": 0.54043, "Y4": 0.0728, "page": 0, "Index": 11}, {"Word": "hypothesis:", "Confidence": 0.853, "X1": 0.62399, "Y1": 0.0542, "X2": 0.74528, "Y2": 0.054, "X3": 0.74528, "Y3": 0.0718, "X4": 0.62534, "Y4": 0.0728, "page": 0, "Index": 12}, {"Word": "Results", "Confidence": 0.991, "X1": 0.14151, "Y1": 0.0872, "X2": 0.21429, "Y2": 0.087, "X3": 0.21563, "Y3": 0.1028, "X4": 0.14151, "Y4": 0.1018, "page": 0, "Index": 13}, {"Word": "bave", "Confidence": 0.983, "X1": 0.21968, "Y1": 0.0872, "X2": 0.26415, "Y2": 0.087, "X3": 0.2655, "Y3": 0.1028, "X4": 0.21968, "Y4": 0.1028, "page": 0, "Index": 14}, {"Word": "refined", "Confidence": 0.911, "X1": 0.27089, "Y1": 0.0872, "X2": 0.34501, "Y2": 0.087, "X3": 0.34636, "Y3": 0.1028, "X4": 0.27089, "Y4": 0.1028, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.35445, "Y1": 0.0872, "X2": 0.38679, "Y2": 0.087, "X3": 0.38679, "Y3": 0.1038, "X4": 0.35445, "Y4": 0.1038, "page": 0, "Index": 16}, {"Word": "original", "Confidence": 0.852, "X1": 0.39623, "Y1": 0.0872, "X2": 0.48113, "Y2": 0.087, "X3": 0.48113, "Y3": 0.1038, "X4": 0.39623, "Y4": 0.1038, "page": 0, "Index": 17}, {"Word": "working", "Confidence": 0.996, "X1": 0.48787, "Y1": 0.0872, "X2": 0.56604, "Y2": 0.087, "X3": 0.56604, "Y3": 0.1038, "X4": 0.48787, "Y4": 0.1038, "page": 0, "Index": 18}, {"Word": "hypothesis", "Confidence": 0.993, "X1": 0.57278, "Y1": 0.0872, "X2": 0.68059, "Y2": 0.087, "X3": 0.68059, "Y3": 0.1028, "X4": 0.57278, "Y4": 0.1038, "page": 0, "Index": 19}, {"Word": "and", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.0872, "X2": 0.72102, "Y2": 0.087, "X3": 0.72102, "Y3": 0.1028, "X4": 0.68733, "Y4": 0.1028, "page": 0, "Index": 20}, {"Word": "have", "Confidence": 0.887, "X1": 0.72776, "Y1": 0.0872, "X2": 0.77358, "Y2": 0.087, "X3": 0.77224, "Y3": 0.1028, "X4": 0.72776, "Y4": 0.1028, "page": 0, "Index": 21}, {"Word": "justified", "Confidence": 0.94, "X1": 0.78167, "Y1": 0.0862, "X2": 0.87736, "Y2": 0.086, "X3": 0.87601, "Y3": 0.1018, "X4": 0.78167, "Y4": 0.1028, "page": 0, "Index": 22}, {"Word": "our", "Confidence": 0.995, "X1": 0.09164, "Y1": 0.1052, "X2": 0.12129, "Y2": 0.105, "X3": 0.11995, "Y3": 0.1178, "X4": 0.08895, "Y4": 0.1168, "page": 0, "Index": 23}, {"Word": "The", "Confidence": 0.998, "X1": 0.74124, "Y1": 0.1042, "X2": 0.77224, "Y2": 0.104, "X3": 0.77224, "Y3": 0.1178, "X4": 0.74124, "Y4": 0.1178, "page": 0, "Index": 24}, {"Word": "EGF", "Confidence": 0.778, "X1": 0.78032, "Y1": 0.1042, "X2": 0.81402, "Y2": 0.104, "X3": 0.81402, "Y3": 0.1178, "X4": 0.78032, "Y4": 0.1178, "page": 0, "Index": 25}, {"Word": "detailed", "Confidence": 0.992, "X1": 0.13208, "Y1": 0.1042, "X2": 0.21698, "Y2": 0.104, "X3": 0.21563, "Y3": 0.1188, "X4": 0.13073, "Y4": 0.1178, "page": 0, "Index": 26}, {"Word": "structure:function", "Confidence": 0.887, "X1": 0.22642, "Y1": 0.1042, "X2": 0.41105, "Y2": 0.104, "X3": 0.4097, "Y3": 0.1198, "X4": 0.22507, "Y4": 0.1188, "page": 0, "Index": 27}, {"Word": "analysis", "Confidence": 0.994, "X1": 0.42183, "Y1": 0.1042, "X2": 0.50404, "Y2": 0.104, "X3": 0.5027, "Y3": 0.1198, "X4": 0.42049, "Y4": 0.1198, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.51213, "Y1": 0.1042, "X2": 0.53504, "Y2": 0.104, "X3": 0.53504, "Y3": 0.1198, "X4": 0.51213, "Y4": 0.1198, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.998, "X1": 0.54447, "Y1": 0.1042, "X2": 0.57682, "Y2": 0.104, "X3": 0.57682, "Y3": 0.1198, "X4": 0.54447, "Y4": 0.1198, "page": 0, "Index": 30}, {"Word": "EGF", "Confidence": 0.894, "X1": 0.58491, "Y1": 0.1042, "X2": 0.61725, "Y2": 0.104, "X3": 0.61725, "Y3": 0.1198, "X4": 0.58491, "Y4": 0.1198, "page": 0, "Index": 31}, {"Word": "receptor.", "Confidence": 0.992, "X1": 0.62534, "Y1": 0.1042, "X2": 0.72102, "Y2": 0.104, "X3": 0.72102, "Y3": 0.1188, "X4": 0.62534, "Y4": 0.1198, "page": 0, "Index": 32}, {"Word": "receptor", "Confidence": 0.983, "X1": 0.0903, "Y1": 0.1202, "X2": 0.17251, "Y2": 0.12, "X3": 0.17251, "Y3": 0.1348, "X4": 0.08895, "Y4": 0.1348, "page": 0, "Index": 33}, {"Word": "is", "Confidence": 0.998, "X1": 0.18194, "Y1": 0.1202, "X2": 0.2035, "Y2": 0.12, "X3": 0.2035, "Y3": 0.1348, "X4": 0.18059, "Y4": 0.1348, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.21294, "Y1": 0.1202, "X2": 0.24528, "Y2": 0.12, "X3": 0.24394, "Y3": 0.1348, "X4": 0.21159, "Y4": 0.1348, "page": 0, "Index": 35}, {"Word": "proto-oncogene", "Confidence": 0.919, "X1": 0.25337, "Y1": 0.1202, "X2": 0.40027, "Y2": 0.12, "X3": 0.40027, "Y3": 0.1358, "X4": 0.25337, "Y4": 0.1348, "page": 0, "Index": 36}, {"Word": "for", "Confidence": 0.998, "X1": 0.40701, "Y1": 0.1202, "X2": 0.44205, "Y2": 0.12, "X3": 0.44205, "Y3": 0.1358, "X4": 0.40701, "Y4": 0.1358, "page": 0, "Index": 37}, {"Word": "erb", "Confidence": 0.998, "X1": 0.45013, "Y1": 0.1202, "X2": 0.48248, "Y2": 0.12, "X3": 0.48248, "Y3": 0.1358, "X4": 0.44879, "Y4": 0.1358, "page": 0, "Index": 38}, {"Word": "B,", "Confidence": 0.955, "X1": 0.49057, "Y1": 0.1202, "X2": 0.51617, "Y2": 0.12, "X3": 0.51482, "Y3": 0.1358, "X4": 0.49057, "Y4": 0.1358, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.1202, "X2": 0.5566, "Y2": 0.12, "X3": 0.5566, "Y3": 0.1348, "X4": 0.52291, "Y4": 0.1358, "page": 0, "Index": 40}, {"Word": "enhanced", "Confidence": 0.814, "X1": 0.56334, "Y1": 0.1202, "X2": 0.64825, "Y2": 0.12, "X3": 0.64825, "Y3": 0.1348, "X4": 0.56334, "Y4": 0.1348, "page": 0, "Index": 41}, {"Word": "expression", "Confidence": 0.957, "X1": 0.65499, "Y1": 0.1202, "X2": 0.76146, "Y2": 0.12, "X3": 0.76146, "Y3": 0.1348, "X4": 0.65499, "Y4": 0.1348, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.997, "X1": 0.77089, "Y1": 0.1202, "X2": 0.7938, "Y2": 0.12, "X3": 0.7938, "Y3": 0.1348, "X4": 0.77089, "Y4": 0.1348, "page": 0, "Index": 43}, {"Word": "EGF", "Confidence": 0.918, "X1": 0.80189, "Y1": 0.1202, "X2": 0.83558, "Y2": 0.12, "X3": 0.83558, "Y3": 0.1348, "X4": 0.80189, "Y4": 0.1348, "page": 0, "Index": 44}, {"Word": "receptor", "Confidence": 0.991, "X1": 0.08895, "Y1": 0.1372, "X2": 0.17116, "Y2": 0.137, "X3": 0.17116, "Y3": 0.1508, "X4": 0.08895, "Y4": 0.1508, "page": 0, "Index": 45}, {"Word": "protein", "Confidence": 0.991, "X1": 0.18059, "Y1": 0.1362, "X2": 0.25606, "Y2": 0.136, "X3": 0.25606, "Y3": 0.1508, "X4": 0.17925, "Y4": 0.1508, "page": 0, "Index": 46}, {"Word": "without", "Confidence": 0.996, "X1": 0.2628, "Y1": 0.1362, "X2": 0.33962, "Y2": 0.136, "X3": 0.33962, "Y3": 0.1508, "X4": 0.2628, "Y4": 0.1508, "page": 0, "Index": 47}, {"Word": "or", "Confidence": 0.997, "X1": 0.34906, "Y1": 0.1362, "X2": 0.37197, "Y2": 0.136, "X3": 0.37062, "Y3": 0.1508, "X4": 0.34906, "Y4": 0.1508, "page": 0, "Index": 48}, {"Word": "with", "Confidence": 0.989, "X1": 0.38005, "Y1": 0.1362, "X2": 0.42453, "Y2": 0.136, "X3": 0.42453, "Y3": 0.1508, "X4": 0.38005, "Y4": 0.1508, "page": 0, "Index": 49}, {"Word": "gene", "Confidence": 0.958, "X1": 0.43127, "Y1": 0.1352, "X2": 0.47574, "Y2": 0.135, "X3": 0.47574, "Y3": 0.1508, "X4": 0.43127, "Y4": 0.1508, "page": 0, "Index": 50}, {"Word": "amplification", "Confidence": 0.704, "X1": 0.48383, "Y1": 0.1352, "X2": 0.62129, "Y2": 0.135, "X3": 0.62129, "Y3": 0.1508, "X4": 0.48248, "Y4": 0.1508, "page": 0, "Index": 51}, {"Word": "is", "Confidence": 0.998, "X1": 0.63073, "Y1": 0.1352, "X2": 0.65229, "Y2": 0.135, "X3": 0.65229, "Y3": 0.1508, "X4": 0.62938, "Y4": 0.1508, "page": 0, "Index": 52}, {"Word": "being", "Confidence": 0.997, "X1": 0.65903, "Y1": 0.1352, "X2": 0.71429, "Y2": 0.135, "X3": 0.71429, "Y3": 0.1508, "X4": 0.65903, "Y4": 0.1508, "page": 0, "Index": 53}, {"Word": "identified", "Confidence": 0.97, "X1": 0.71968, "Y1": 0.1352, "X2": 0.82749, "Y2": 0.135, "X3": 0.82749, "Y3": 0.1508, "X4": 0.71968, "Y4": 0.1508, "page": 0, "Index": 54}, {"Word": "in", "Confidence": 0.997, "X1": 0.83423, "Y1": 0.1352, "X2": 0.8558, "Y2": 0.135, "X3": 0.8558, "Y3": 0.1508, "X4": 0.83423, "Y4": 0.1508, "page": 0, "Index": 55}, {"Word": "more", "Confidence": 0.982, "X1": 0.0903, "Y1": 0.1532, "X2": 0.13208, "Y2": 0.153, "X3": 0.13208, "Y3": 0.1658, "X4": 0.0903, "Y4": 0.1658, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.14016, "Y1": 0.1522, "X2": 0.17385, "Y2": 0.152, "X3": 0.17385, "Y3": 0.1658, "X4": 0.14016, "Y4": 0.1658, "page": 0, "Index": 57}, {"Word": "more", "Confidence": 0.855, "X1": 0.18059, "Y1": 0.1522, "X2": 0.22507, "Y2": 0.152, "X3": 0.22507, "Y3": 0.1658, "X4": 0.18059, "Y4": 0.1658, "page": 0, "Index": 58}, {"Word": "human", "Confidence": 0.847, "X1": 0.23181, "Y1": 0.1522, "X2": 0.28841, "Y2": 0.152, "X3": 0.28841, "Y3": 0.1658, "X4": 0.23046, "Y4": 0.1658, "page": 0, "Index": 59}, {"Word": "tumors.", "Confidence": 0.955, "X1": 0.2965, "Y1": 0.1512, "X2": 0.37197, "Y2": 0.151, "X3": 0.37197, "Y3": 0.1658, "X4": 0.2965, "Y4": 0.1658, "page": 0, "Index": 60}, {"Word": "Results", "Confidence": 0.992, "X1": 0.38679, "Y1": 0.1512, "X2": 0.46361, "Y2": 0.151, "X3": 0.46226, "Y3": 0.1658, "X4": 0.38679, "Y4": 0.1658, "page": 0, "Index": 61}, {"Word": "from", "Confidence": 0.989, "X1": 0.47035, "Y1": 0.1512, "X2": 0.51348, "Y2": 0.151, "X3": 0.51213, "Y3": 0.1658, "X4": 0.47035, "Y4": 0.1658, "page": 0, "Index": 62}, {"Word": "other", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.1512, "X2": 0.57682, "Y2": 0.151, "X3": 0.57682, "Y3": 0.1658, "X4": 0.52291, "Y4": 0.1658, "page": 0, "Index": 63}, {"Word": "laboratories", "Confidence": 0.886, "X1": 0.58356, "Y1": 0.1512, "X2": 0.71159, "Y2": 0.151, "X3": 0.71024, "Y3": 0.1658, "X4": 0.58356, "Y4": 0.1658, "page": 0, "Index": 64}, {"Word": "have", "Confidence": 0.839, "X1": 0.71698, "Y1": 0.1512, "X2": 0.7628, "Y2": 0.151, "X3": 0.76146, "Y3": 0.1658, "X4": 0.71698, "Y4": 0.1658, "page": 0, "Index": 65}, {"Word": "indicated", "Confidence": 0.994, "X1": 0.77089, "Y1": 0.1512, "X2": 0.86658, "Y2": 0.151, "X3": 0.86523, "Y3": 0.1658, "X4": 0.76954, "Y4": 0.1658, "page": 0, "Index": 66}, {"Word": "that", "Confidence": 0.982, "X1": 0.09299, "Y1": 0.1682, "X2": 0.13208, "Y2": 0.168, "X3": 0.13208, "Y3": 0.1828, "X4": 0.09164, "Y4": 0.1828, "page": 0, "Index": 67}, {"Word": "constitutive", "Confidence": 0.855, "X1": 0.14151, "Y1": 0.1672, "X2": 0.2655, "Y2": 0.167, "X3": 0.2655, "Y3": 0.1828, "X4": 0.14016, "Y4": 0.1828, "page": 0, "Index": 68}, {"Word": "expression", "Confidence": 0.994, "X1": 0.27493, "Y1": 0.1662, "X2": 0.38005, "Y2": 0.166, "X3": 0.37871, "Y3": 0.1828, "X4": 0.27358, "Y4": 0.1828, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.38679, "Y1": 0.1662, "X2": 0.41105, "Y2": 0.166, "X3": 0.4097, "Y3": 0.1828, "X4": 0.38679, "Y4": 0.1828, "page": 0, "Index": 70}, {"Word": "ligands", "Confidence": 0.856, "X1": 0.41914, "Y1": 0.1662, "X2": 0.49461, "Y2": 0.166, "X3": 0.49326, "Y3": 0.1828, "X4": 0.41914, "Y4": 0.1828, "page": 0, "Index": 71}, {"Word": "which", "Confidence": 0.993, "X1": 0.50135, "Y1": 0.1662, "X2": 0.5566, "Y2": 0.166, "X3": 0.55526, "Y3": 0.1828, "X4": 0.5, "Y4": 0.1828, "page": 0, "Index": 72}, {"Word": "act", "Confidence": 0.998, "X1": 0.56739, "Y1": 0.1662, "X2": 0.59973, "Y2": 0.166, "X3": 0.59838, "Y3": 0.1828, "X4": 0.56604, "Y4": 0.1828, "page": 0, "Index": 73}, {"Word": "via", "Confidence": 0.981, "X1": 0.60647, "Y1": 0.1662, "X2": 0.64151, "Y2": 0.166, "X3": 0.64016, "Y3": 0.1828, "X4": 0.60512, "Y4": 0.1828, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.65094, "Y1": 0.1662, "X2": 0.68194, "Y2": 0.166, "X3": 0.68059, "Y3": 0.1828, "X4": 0.6496, "Y4": 0.1828, "page": 0, "Index": 75}, {"Word": "EGF", "Confidence": 0.784, "X1": 0.69003, "Y1": 0.1672, "X2": 0.72372, "Y2": 0.167, "X3": 0.72237, "Y3": 0.1828, "X4": 0.68868, "Y4": 0.1828, "page": 0, "Index": 76}, {"Word": "receptor", "Confidence": 0.995, "X1": 0.72911, "Y1": 0.1682, "X2": 0.81536, "Y2": 0.168, "X3": 0.81402, "Y3": 0.1828, "X4": 0.72911, "Y4": 0.1828, "page": 0, "Index": 77}, {"Word": "cause", "Confidence": 0.97, "X1": 0.8248, "Y1": 0.1692, "X2": 0.87736, "Y2": 0.169, "X3": 0.87601, "Y3": 0.1818, "X4": 0.82345, "Y4": 0.1818, "page": 0, "Index": 78}, {"Word": "cell", "Confidence": 0.983, "X1": 0.08895, "Y1": 0.1832, "X2": 0.13208, "Y2": 0.183, "X3": 0.13073, "Y3": 0.1978, "X4": 0.0876, "Y4": 0.1978, "page": 0, "Index": 79}, {"Word": "transformation.", "Confidence": 0.906, "X1": 0.14016, "Y1": 0.1832, "X2": 0.29919, "Y2": 0.183, "X3": 0.29784, "Y3": 0.1978, "X4": 0.13881, "Y4": 0.1978, "page": 0, "Index": 80}, {"Word": "A", "Confidence": 0.851, "X1": 0.31402, "Y1": 0.1832, "X2": 0.3248, "Y2": 0.183, "X3": 0.3248, "Y3": 0.1978, "X4": 0.31267, "Y4": 0.1978, "page": 0, "Index": 81}, {"Word": "second", "Confidence": 0.997, "X1": 0.33558, "Y1": 0.1822, "X2": 0.39892, "Y2": 0.182, "X3": 0.39757, "Y3": 0.1978, "X4": 0.33423, "Y4": 0.1978, "page": 0, "Index": 82}, {"Word": "member", "Confidence": 0.991, "X1": 0.40431, "Y1": 0.1822, "X2": 0.47305, "Y2": 0.182, "X3": 0.4717, "Y3": 0.1978, "X4": 0.40296, "Y4": 0.1978, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.48113, "Y1": 0.1822, "X2": 0.50404, "Y2": 0.182, "X3": 0.5027, "Y3": 0.1978, "X4": 0.47978, "Y4": 0.1978, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.1832, "X2": 0.54447, "Y2": 0.183, "X3": 0.54313, "Y3": 0.1978, "X4": 0.51213, "Y4": 0.1978, "page": 0, "Index": 85}, {"Word": "EGF", "Confidence": 0.895, "X1": 0.55391, "Y1": 0.1832, "X2": 0.5876, "Y2": 0.183, "X3": 0.58625, "Y3": 0.1978, "X4": 0.55391, "Y4": 0.1978, "page": 0, "Index": 86}, {"Word": "receptor", "Confidence": 0.959, "X1": 0.59434, "Y1": 0.1832, "X2": 0.68059, "Y2": 0.183, "X3": 0.67925, "Y3": 0.1978, "X4": 0.59299, "Y4": 0.1978, "page": 0, "Index": 87}, {"Word": "gene", "Confidence": 0.988, "X1": 0.68868, "Y1": 0.1832, "X2": 0.73181, "Y2": 0.183, "X3": 0.73046, "Y3": 0.1978, "X4": 0.68733, "Y4": 0.1978, "page": 0, "Index": 88}, {"Word": "peu", "Confidence": 0.884, "X1": 0.73989, "Y1": 0.1832, "X2": 0.77358, "Y2": 0.183, "X3": 0.77224, "Y3": 0.1978, "X4": 0.73989, "Y4": 0.1978, "page": 0, "Index": 89}, {"Word": "(human", "Confidence": 0.973, "X1": 0.78167, "Y1": 0.1842, "X2": 0.84636, "Y2": 0.184, "X3": 0.84501, "Y3": 0.1978, "X4": 0.78032, "Y4": 0.1978, "page": 0, "Index": 90}, {"Word": "EGF", "Confidence": 0.715, "X1": 0.08895, "Y1": 0.1992, "X2": 0.12129, "Y2": 0.199, "X3": 0.12129, "Y3": 0.2138, "X4": 0.08895, "Y4": 0.2138, "page": 0, "Index": 91}, {"Word": "receptor", "Confidence": 0.995, "X1": 0.12938, "Y1": 0.1982, "X2": 0.21429, "Y2": 0.198, "X3": 0.21429, "Y3": 0.2138, "X4": 0.12938, "Y4": 0.2138, "page": 0, "Index": 92}, {"Word": "gene", "Confidence": 0.982, "X1": 0.22237, "Y1": 0.1982, "X2": 0.26685, "Y2": 0.198, "X3": 0.26685, "Y3": 0.2138, "X4": 0.22237, "Y4": 0.2138, "page": 0, "Index": 93}, {"Word": "II)", "Confidence": 0.956, "X1": 0.27493, "Y1": 0.1982, "X2": 0.30863, "Y2": 0.198, "X3": 0.30863, "Y3": 0.2138, "X4": 0.27493, "Y4": 0.2138, "page": 0, "Index": 94}, {"Word": "is", "Confidence": 0.998, "X1": 0.31536, "Y1": 0.1982, "X2": 0.33693, "Y2": 0.198, "X3": 0.33693, "Y3": 0.2138, "X4": 0.31536, "Y4": 0.2138, "page": 0, "Index": 95}, {"Word": "constitutively", "Confidence": 0.991, "X1": 0.34501, "Y1": 0.1972, "X2": 0.49057, "Y2": 0.197, "X3": 0.49057, "Y3": 0.2138, "X4": 0.34501, "Y4": 0.2138, "page": 0, "Index": 96}, {"Word": "activated", "Confidence": 0.991, "X1": 0.50135, "Y1": 0.1972, "X2": 0.59434, "Y2": 0.197, "X3": 0.59434, "Y3": 0.2138, "X4": 0.50135, "Y4": 0.2138, "page": 0, "Index": 97}, {"Word": "via", "Confidence": 0.998, "X1": 0.60108, "Y1": 0.1972, "X2": 0.63747, "Y2": 0.197, "X3": 0.63747, "Y3": 0.2138, "X4": 0.59973, "Y4": 0.2138, "page": 0, "Index": 98}, {"Word": "a", "Confidence": 0.828, "X1": 0.64555, "Y1": 0.1972, "X2": 0.65768, "Y2": 0.197, "X3": 0.65633, "Y3": 0.2138, "X4": 0.6442, "Y4": 0.2138, "page": 0, "Index": 99}, {"Word": "point", "Confidence": 0.996, "X1": 0.66442, "Y1": 0.1972, "X2": 0.71968, "Y2": 0.197, "X3": 0.71968, "Y3": 0.2138, "X4": 0.66442, "Y4": 0.2138, "page": 0, "Index": 100}, {"Word": "mutation", "Confidence": 0.993, "X1": 0.72776, "Y1": 0.1982, "X2": 0.81536, "Y2": 0.198, "X3": 0.81402, "Y3": 0.2128, "X4": 0.72642, "Y4": 0.2138, "page": 0, "Index": 101}, {"Word": "in", "Confidence": 0.998, "X1": 0.8248, "Y1": 0.1982, "X2": 0.84636, "Y2": 0.198, "X3": 0.84501, "Y3": 0.2128, "X4": 0.82345, "Y4": 0.2128, "page": 0, "Index": 102}, {"Word": "experimental", "Confidence": 0.956, "X1": 0.08895, "Y1": 0.2152, "X2": 0.21698, "Y2": 0.215, "X3": 0.21563, "Y3": 0.2298, "X4": 0.0876, "Y4": 0.2308, "page": 0, "Index": 103}, {"Word": "tumors", "Confidence": 0.956, "X1": 0.22507, "Y1": 0.2152, "X2": 0.29111, "Y2": 0.215, "X3": 0.28976, "Y3": 0.2298, "X4": 0.22372, "Y4": 0.2298, "page": 0, "Index": 104}, {"Word": "and", "Confidence": 0.995, "X1": 0.29784, "Y1": 0.2152, "X2": 0.33154, "Y2": 0.215, "X3": 0.33019, "Y3": 0.2298, "X4": 0.2965, "Y4": 0.2298, "page": 0, "Index": 105}, {"Word": "expression", "Confidence": 0.994, "X1": 0.33693, "Y1": 0.2142, "X2": 0.4434, "Y2": 0.214, "X3": 0.44205, "Y3": 0.2298, "X4": 0.33558, "Y4": 0.2298, "page": 0, "Index": 106}, {"Word": "of", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.2142, "X2": 0.47574, "Y2": 0.214, "X3": 0.47305, "Y3": 0.2298, "X4": 0.44879, "Y4": 0.2298, "page": 0, "Index": 107}, {"Word": "neu", "Confidence": 0.877, "X1": 0.48113, "Y1": 0.2142, "X2": 0.51482, "Y2": 0.214, "X3": 0.51348, "Y3": 0.2298, "X4": 0.47978, "Y4": 0.2298, "page": 0, "Index": 108}, {"Word": "correlates", "Confidence": 0.915, "X1": 0.52156, "Y1": 0.2142, "X2": 0.62803, "Y2": 0.214, "X3": 0.62534, "Y3": 0.2298, "X4": 0.51887, "Y4": 0.2298, "page": 0, "Index": 109}, {"Word": "with", "Confidence": 0.979, "X1": 0.63477, "Y1": 0.2142, "X2": 0.68329, "Y2": 0.214, "X3": 0.68059, "Y3": 0.2298, "X4": 0.63208, "Y4": 0.2298, "page": 0, "Index": 110}, {"Word": "poorer", "Confidence": 0.997, "X1": 0.69003, "Y1": 0.2142, "X2": 0.75472, "Y2": 0.214, "X3": 0.75202, "Y3": 0.2308, "X4": 0.68868, "Y4": 0.2298, "page": 0, "Index": 111}, {"Word": "prognosis", "Confidence": 0.993, "X1": 0.76146, "Y1": 0.2142, "X2": 0.85849, "Y2": 0.214, "X3": 0.8558, "Y3": 0.2308, "X4": 0.75876, "Y4": 0.2308, "page": 0, "Index": 112}, {"Word": "in", "Confidence": 0.998, "X1": 0.0903, "Y1": 0.2312, "X2": 0.11186, "Y2": 0.231, "X3": 0.11186, "Y3": 0.2458, "X4": 0.0903, "Y4": 0.2458, "page": 0, "Index": 113}, {"Word": "human", "Confidence": 0.683, "X1": 0.11995, "Y1": 0.2302, "X2": 0.17655, "Y2": 0.23, "X3": 0.1752, "Y3": 0.2458, "X4": 0.1186, "Y4": 0.2458, "page": 0, "Index": 114}, {"Word": "breast", "Confidence": 0.584, "X1": 0.18464, "Y1": 0.2302, "X2": 0.24798, "Y2": 0.23, "X3": 0.24663, "Y3": 0.2458, "X4": 0.18329, "Y4": 0.2458, "page": 0, "Index": 115}, {"Word": "cancer.", "Confidence": 0.961, "X1": 0.25741, "Y1": 0.2302, "X2": 0.33154, "Y2": 0.23, "X3": 0.33019, "Y3": 0.2448, "X4": 0.25606, "Y4": 0.2448, "page": 0, "Index": 116}, {"Word": "A", "Confidence": 0.857, "X1": 0.34636, "Y1": 0.2302, "X2": 0.35849, "Y2": 0.23, "X3": 0.35714, "Y3": 0.2448, "X4": 0.34501, "Y4": 0.2448, "page": 0, "Index": 117}, {"Word": "central", "Confidence": 0.991, "X1": 0.36792, "Y1": 0.2302, "X2": 0.4434, "Y2": 0.23, "X3": 0.44205, "Y3": 0.2448, "X4": 0.36658, "Y4": 0.2448, "page": 0, "Index": 118}, {"Word": "role", "Confidence": 0.988, "X1": 0.45148, "Y1": 0.2302, "X2": 0.49326, "Y2": 0.23, "X3": 0.49191, "Y3": 0.2448, "X4": 0.45013, "Y4": 0.2448, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.50135, "Y1": 0.2302, "X2": 0.52426, "Y2": 0.23, "X3": 0.52291, "Y3": 0.2448, "X4": 0.5, "Y4": 0.2448, "page": 0, "Index": 120}, {"Word": "transmembrane", "Confidence": 0.934, "X1": 0.53235, "Y1": 0.2302, "X2": 0.67251, "Y2": 0.23, "X3": 0.67116, "Y3": 0.2448, "X4": 0.531, "Y4": 0.2448, "page": 0, "Index": 121}, {"Word": "protein", "Confidence": 0.991, "X1": 0.67925, "Y1": 0.2292, "X2": 0.75472, "Y2": 0.229, "X3": 0.75337, "Y3": 0.2448, "X4": 0.6779, "Y4": 0.2448, "page": 0, "Index": 122}, {"Word": "tyrosine", "Confidence": 0.994, "X1": 0.76146, "Y1": 0.2292, "X2": 0.84771, "Y2": 0.229, "X3": 0.84636, "Y3": 0.2448, "X4": 0.76011, "Y4": 0.2448, "page": 0, "Index": 123}, {"Word": "kinases", "Confidence": 0.847, "X1": 0.08895, "Y1": 0.2462, "X2": 0.16307, "Y2": 0.246, "X3": 0.16307, "Y3": 0.2608, "X4": 0.08895, "Y4": 0.2608, "page": 0, "Index": 124}, {"Word": "in", "Confidence": 0.998, "X1": 0.17116, "Y1": 0.2462, "X2": 0.19407, "Y2": 0.246, "X3": 0.19407, "Y3": 0.2608, "X4": 0.17116, "Y4": 0.2608, "page": 0, "Index": 125}, {"Word": "differentiation", "Confidence": 0.992, "X1": 0.20216, "Y1": 0.2452, "X2": 0.35984, "Y2": 0.245, "X3": 0.35984, "Y3": 0.2608, "X4": 0.20216, "Y4": 0.2608, "page": 0, "Index": 126}, {"Word": "has", "Confidence": 0.996, "X1": 0.36658, "Y1": 0.2452, "X2": 0.40027, "Y2": 0.245, "X3": 0.39892, "Y3": 0.2608, "X4": 0.36523, "Y4": 0.2608, "page": 0, "Index": 127}, {"Word": "been", "Confidence": 0.991, "X1": 0.40836, "Y1": 0.2452, "X2": 0.45283, "Y2": 0.245, "X3": 0.45148, "Y3": 0.2608, "X4": 0.40701, "Y4": 0.2608, "page": 0, "Index": 128}, {"Word": "provided", "Confidence": 0.995, "X1": 0.45957, "Y1": 0.2452, "X2": 0.54447, "Y2": 0.245, "X3": 0.54313, "Y3": 0.2608, "X4": 0.45957, "Y4": 0.2608, "page": 0, "Index": 129}, {"Word": "by", "Confidence": 0.998, "X1": 0.55391, "Y1": 0.2442, "X2": 0.57817, "Y2": 0.244, "X3": 0.57682, "Y3": 0.2608, "X4": 0.55256, "Y4": 0.2608, "page": 0, "Index": 130}, {"Word": "study", "Confidence": 0.996, "X1": 0.5876, "Y1": 0.2442, "X2": 0.64151, "Y2": 0.244, "X3": 0.64016, "Y3": 0.2608, "X4": 0.58625, "Y4": 0.2608, "page": 0, "Index": 131}, {"Word": "of", "Confidence": 0.991, "X1": 0.64825, "Y1": 0.2442, "X2": 0.67385, "Y2": 0.244, "X3": 0.67251, "Y3": 0.2608, "X4": 0.6469, "Y4": 0.2608, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.997, "X1": 0.68194, "Y1": 0.2442, "X2": 0.71563, "Y2": 0.244, "X3": 0.71429, "Y3": 0.2608, "X4": 0.68059, "Y4": 0.2608, "page": 0, "Index": 133}, {"Word": "\"sevenless\"", "Confidence": 0.974, "X1": 0.72237, "Y1": 0.2432, "X2": 0.83962, "Y2": 0.243, "X3": 0.83693, "Y3": 0.2598, "X4": 0.72102, "Y4": 0.2608, "page": 0, "Index": 134}, {"Word": "mutant.", "Confidence": 0.981, "X1": 0.08895, "Y1": 0.2622, "X2": 0.16577, "Y2": 0.262, "X3": 0.16442, "Y3": 0.2768, "X4": 0.08895, "Y4": 0.2758, "page": 0, "Index": 135}, {"Word": "Detailed", "Confidence": 0.993, "X1": 0.1779, "Y1": 0.2612, "X2": 0.2655, "Y2": 0.261, "X3": 0.2655, "Y3": 0.2768, "X4": 0.1779, "Y4": 0.2768, "page": 0, "Index": 136}, {"Word": "knowledge", "Confidence": 0.865, "X1": 0.27224, "Y1": 0.2612, "X2": 0.37062, "Y2": 0.261, "X3": 0.36927, "Y3": 0.2768, "X4": 0.27089, "Y4": 0.2768, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.998, "X1": 0.37871, "Y1": 0.2612, "X2": 0.40162, "Y2": 0.261, "X3": 0.40027, "Y3": 0.2768, "X4": 0.37871, "Y4": 0.2768, "page": 0, "Index": 138}, {"Word": "mechanisms", "Confidence": 0.984, "X1": 0.4097, "Y1": 0.2612, "X2": 0.52022, "Y2": 0.261, "X3": 0.51887, "Y3": 0.2768, "X4": 0.4097, "Y4": 0.2768, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.52695, "Y1": 0.2602, "X2": 0.54987, "Y2": 0.26, "X3": 0.54852, "Y3": 0.2768, "X4": 0.52561, "Y4": 0.2768, "page": 0, "Index": 140}, {"Word": "expression,", "Confidence": 0.993, "X1": 0.55795, "Y1": 0.2602, "X2": 0.67655, "Y2": 0.26, "X3": 0.6752, "Y3": 0.2768, "X4": 0.5566, "Y4": 0.2768, "page": 0, "Index": 141}, {"Word": "activation,", "Confidence": 0.994, "X1": 0.68059, "Y1": 0.2602, "X2": 0.79784, "Y2": 0.26, "X3": 0.7965, "Y3": 0.2758, "X4": 0.67925, "Y4": 0.2768, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.80323, "Y1": 0.2602, "X2": 0.83827, "Y2": 0.26, "X3": 0.83693, "Y3": 0.2758, "X4": 0.80189, "Y4": 0.2758, "page": 0, "Index": 143}, {"Word": "function", "Confidence": 0.988, "X1": 0.08895, "Y1": 0.2772, "X2": 0.17385, "Y2": 0.277, "X3": 0.17385, "Y3": 0.2918, "X4": 0.08895, "Y4": 0.2918, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.17925, "Y1": 0.2772, "X2": 0.2035, "Y2": 0.277, "X3": 0.20216, "Y3": 0.2918, "X4": 0.17925, "Y4": 0.2918, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.2762, "X2": 0.24394, "Y2": 0.276, "X3": 0.24259, "Y3": 0.2918, "X4": 0.21159, "Y4": 0.2918, "page": 0, "Index": 146}, {"Word": "EGF", "Confidence": 0.845, "X1": 0.25067, "Y1": 0.2762, "X2": 0.28437, "Y2": 0.276, "X3": 0.28302, "Y3": 0.2918, "X4": 0.25067, "Y4": 0.2918, "page": 0, "Index": 147}, {"Word": "receptor", "Confidence": 0.991, "X1": 0.28976, "Y1": 0.2762, "X2": 0.37601, "Y2": 0.276, "X3": 0.37601, "Y3": 0.2918, "X4": 0.28976, "Y4": 0.2918, "page": 0, "Index": 148}, {"Word": "will", "Confidence": 0.994, "X1": 0.3814, "Y1": 0.2762, "X2": 0.42722, "Y2": 0.276, "X3": 0.42722, "Y3": 0.2918, "X4": 0.3814, "Y4": 0.2918, "page": 0, "Index": 149}, {"Word": "indicate", "Confidence": 0.995, "X1": 0.43666, "Y1": 0.2762, "X2": 0.52022, "Y2": 0.276, "X3": 0.52022, "Y3": 0.2918, "X4": 0.43531, "Y4": 0.2918, "page": 0, "Index": 150}, {"Word": "important", "Confidence": 0.965, "X1": 0.52965, "Y1": 0.2762, "X2": 0.62668, "Y2": 0.276, "X3": 0.62668, "Y3": 0.2918, "X4": 0.52965, "Y4": 0.2918, "page": 0, "Index": 151}, {"Word": "principles", "Confidence": 0.991, "X1": 0.63342, "Y1": 0.2762, "X2": 0.73989, "Y2": 0.276, "X3": 0.73989, "Y3": 0.2918, "X4": 0.63342, "Y4": 0.2918, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.991, "X1": 0.74663, "Y1": 0.2762, "X2": 0.77224, "Y2": 0.276, "X3": 0.77224, "Y3": 0.2918, "X4": 0.74663, "Y4": 0.2918, "page": 0, "Index": 153}, {"Word": "growth", "Confidence": 0.997, "X1": 0.77898, "Y1": 0.2762, "X2": 0.84501, "Y2": 0.276, "X3": 0.84501, "Y3": 0.2918, "X4": 0.77898, "Y4": 0.2918, "page": 0, "Index": 154}, {"Word": "control", "Confidence": 0.662, "X1": 0.0903, "Y1": 0.2932, "X2": 0.16442, "Y2": 0.293, "X3": 0.16307, "Y3": 0.3068, "X4": 0.08895, "Y4": 0.3068, "page": 0, "Index": 155}, {"Word": "and", "Confidence": 0.998, "X1": 0.17116, "Y1": 0.2922, "X2": 0.2062, "Y2": 0.292, "X3": 0.2062, "Y3": 0.3068, "X4": 0.17116, "Y4": 0.3068, "page": 0, "Index": 156}, {"Word": "how", "Confidence": 0.995, "X1": 0.21024, "Y1": 0.2922, "X2": 0.24528, "Y2": 0.292, "X3": 0.24528, "Y3": 0.3078, "X4": 0.21024, "Y4": 0.3068, "page": 0, "Index": 157}, {"Word": "normal", "Confidence": 0.958, "X1": 0.25606, "Y1": 0.2922, "X2": 0.3221, "Y2": 0.292, "X3": 0.32075, "Y3": 0.3078, "X4": 0.25606, "Y4": 0.3078, "page": 0, "Index": 158}, {"Word": "regulatory", "Confidence": 0.994, "X1": 0.32884, "Y1": 0.2922, "X2": 0.43531, "Y2": 0.292, "X3": 0.43396, "Y3": 0.3078, "X4": 0.32884, "Y4": 0.3078, "page": 0, "Index": 159}, {"Word": "constraints", "Confidence": 0.782, "X1": 0.44205, "Y1": 0.2912, "X2": 0.5593, "Y2": 0.291, "X3": 0.55795, "Y3": 0.3078, "X4": 0.44205, "Y4": 0.3078, "page": 0, "Index": 160}, {"Word": "may", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.2912, "X2": 0.60108, "Y2": 0.291, "X3": 0.60108, "Y3": 0.3078, "X4": 0.56469, "Y4": 0.3078, "page": 0, "Index": 161}, {"Word": "be", "Confidence": 0.997, "X1": 0.60782, "Y1": 0.2912, "X2": 0.63073, "Y2": 0.291, "X3": 0.63073, "Y3": 0.3078, "X4": 0.60647, "Y4": 0.3078, "page": 0, "Index": 162}, {"Word": "abrogated", "Confidence": 0.995, "X1": 0.63747, "Y1": 0.2912, "X2": 0.7345, "Y2": 0.291, "X3": 0.73315, "Y3": 0.3078, "X4": 0.63612, "Y4": 0.3078, "page": 0, "Index": 163}, {"Word": "during", "Confidence": 0.967, "X1": 0.73989, "Y1": 0.2912, "X2": 0.80593, "Y2": 0.291, "X3": 0.80593, "Y3": 0.3078, "X4": 0.73989, "Y4": 0.3078, "page": 0, "Index": 164}, {"Word": "malignant", "Confidence": 0.915, "X1": 0.0903, "Y1": 0.3072, "X2": 0.18733, "Y2": 0.307, "X3": 0.18598, "Y3": 0.3228, "X4": 0.08895, "Y4": 0.3248, "page": 0, "Index": 165}, {"Word": "transformation.", "Confidence": 0.886, "X1": 0.19542, "Y1": 0.3082, "X2": 0.3531, "Y2": 0.308, "X3": 0.35175, "Y3": 0.3238, "X4": 0.19407, "Y4": 0.3228, "page": 0, "Index": 166}]}	"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"
ffdc0070	10	{"lines_data": [{"Word": "13.", "Confidence": 0.817, "X1": 0.10647, "Y1": 0.0372, "X2": 0.13342, "Y2": 0.037, "X3": 0.13477, "Y3": 0.0488, "X4": 0.10647, "Y4": 0.0488, "page": 0}, {"Word": "Budget for the coming year.", "Confidence": 0.688, "X1": 0.14151, "Y1": 0.0382, "X2": 0.33154, "Y2": 0.038, "X3": 0.33154, "Y3": 0.0508, "X4": 0.14151, "Y4": 0.0508, "page": 0}, {"Word": "% time", "Confidence": 0.962, "X1": 0.66038, "Y1": 0.0372, "X2": 0.70889, "Y2": 0.037, "X3": 0.70889, "Y3": 0.0488, "X4": 0.66038, "Y4": 0.0488, "page": 0}, {"Word": "Amount", "Confidence": 0.872, "X1": 0.8248, "Y1": 0.0382, "X2": 0.88275, "Y2": 0.038, "X3": 0.88275, "Y3": 0.0488, "X4": 0.8248, "Y4": 0.0488, "page": 0}, {"Word": "A. Salarica (give names or state \"to be recruited\")", "Confidence": 0.79356, "X1": 0.1469, "Y1": 0.0522, "X2": 0.469, "Y2": 0.052, "X3": 0.47035, "Y3": 0.0648, "X4": 0.1469, "Y4": 0.0658, "page": 0}, {"Word": "Professional (give % time of investigator(s)", "Confidence": 0.68483, "X1": 0.19677, "Y1": 0.0682, "X2": 0.47978, "Y2": 0.068, "X3": 0.47978, "Y3": 0.0828, "X4": 0.19677, "Y4": 0.0828, "page": 0}, {"Word": "even if no salary is requested)", "Confidence": 0.89067, "X1": 0.27898, "Y1": 0.0852, "X2": 0.47574, "Y2": 0.085, "X3": 0.47574, "Y3": 0.0978, "X4": 0.27898, "Y4": 0.0978, "page": 0}, {"Word": "Gordon N. Cill, M.D ., Professor of Medicine", "Confidence": 0.95838, "X1": 0.14825, "Y1": 0.1092, "X2": 0.59838, "Y2": 0.109, "X3": 0.59838, "Y3": 0.1248, "X4": 0.14825, "Y4": 0.1248, "page": 0}, {"Word": "12%", "Confidence": 0.998, "X1": 0.68329, "Y1": 0.1102, "X2": 0.71833, "Y2": 0.11, "X3": 0.71833, "Y3": 0.1238, "X4": 0.68329, "Y4": 0.1248, "page": 0}, {"Word": "21, 246", "Confidence": 0.99, "X1": 0.82749, "Y1": 0.1092, "X2": 0.90431, "Y2": 0.109, "X3": 0.90431, "Y3": 0.1228, "X4": 0.82749, "Y4": 0.1248, "page": 0}, {"Word": "Michael G. Rosenfeld, M.D ., Professor of Medicine", "Confidence": 0.96637, "X1": 0.14825, "Y1": 0.1332, "X2": 0.65768, "Y2": 0.133, "X3": 0.65768, "Y3": 0.1498, "X4": 0.14825, "Y4": 0.1488, "page": 0}, {"Word": "Gary Heiserman, Research Assistant", "Confidence": 0.91375, "X1": 0.14825, "Y1": 0.1572, "X2": 0.50404, "Y2": 0.157, "X3": 0.50404, "Y3": 0.1728, "X4": 0.14825, "Y4": 0.1728, "page": 0}, {"Word": "50%", "Confidence": 0.669, "X1": 0.68733, "Y1": 0.1582, "X2": 0.72102, "Y2": 0.158, "X3": 0.72102, "Y3": 0.1698, "X4": 0.68598, "Y4": 0.1698, "page": 0}, {"Word": "11,436", "Confidence": 0.995, "X1": 0.82615, "Y1": 0.1562, "X2": 0.89488, "Y2": 0.156, "X3": 0.89623, "Y3": 0.1718, "X4": 0.82615, "Y4": 0.1728, "page": 0}, {"Word": "includes University of California, San Diego", "Confidence": 0.942, "X1": 0.1496, "Y1": 0.1812, "X2": 0.61456, "Y2": 0.181, "X3": 0.61456, "Y3": 0.1978, "X4": 0.1496, "Y4": 0.1958, "page": 0}, {"Word": "benefit rate of 18.7%/19.7%", "Confidence": 0.9685, "X1": 0.14825, "Y1": 0.1962, "X2": 0.43261, "Y2": 0.196, "X3": 0.43261, "Y3": 0.2128, "X4": 0.14825, "Y4": 0.2118, "page": 0}, {"Word": "Technical", "Confidence": 0.849, "X1": 0.19677, "Y1": 0.2232, "X2": 0.26819, "Y2": 0.223, "X3": 0.26819, "Y3": 0.2378, "X4": 0.19677, "Y4": 0.2368, "page": 0}, {"Word": "50%", "Confidence": 0.998, "X1": 0.68194, "Y1": 0.2432, "X2": 0.71968, "Y2": 0.243, "X3": 0.71833, "Y3": 0.2578, "X4": 0.68059, "Y4": 0.2578, "page": 0}, {"Word": "15,510 .", "Confidence": 0.90967, "X1": 0.82884, "Y1": 0.2412, "X2": 0.92183, "Y2": 0.241, "X3": 0.92318, "Y3": 0.2558, "X4": 0.82884, "Y4": 0.2608, "page": 0}, {"Word": "Leslie Lu, Staff Research Associate", "Confidence": 0.8822, "X1": 0.14825, "Y1": 0.2432, "X2": 0.51482, "Y2": 0.243, "X3": 0.51348, "Y3": 0.2598, "X4": 0.14825, "Y4": 0.2588, "page": 0}, {"Word": " includes University of California, San Diego", "Confidence": 0.92486, "X1": 0.14016, "Y1": 0.2762, "X2": 0.6159, "Y2": 0.276, "X3": 0.6159, "Y3": 0.2918, "X4": 0.14016, "Y4": 0.2898, "page": 0}, {"Word": "benefit rate of 31.6%/32.6%", "Confidence": 0.9605, "X1": 0.14825, "Y1": 0.2912, "X2": 0.43127, "Y2": 0.291, "X3": 0.43127, "Y3": 0.3068, "X4": 0.14825, "Y4": 0.3058, "page": 0}, {"Word": "48,192", "Confidence": 0.996, "X1": 0.78437, "Y1": 0.3422, "X2": 0.8531, "Y2": 0.342, "X3": 0.8531, "Y3": 0.3578, "X4": 0.78437, "Y4": 0.3568, "page": 0}, {"Word": "Sub-total for A", "Confidence": 0.94733, "X1": 0.65633, "Y1": 0.3482, "X2": 0.7628, "Y2": 0.348, "X3": 0.7628, "Y3": 0.3608, "X4": 0.65633, "Y4": 0.3598, "page": 0}, {"Word": "B. Consumable supplies (by major category)", "Confidence": 0.89017, "X1": 0.14825, "Y1": 0.3612, "X2": 0.43801, "Y2": 0.361, "X3": 0.43801, "Y3": 0.3788, "X4": 0.14825, "Y4": 0.3788, "page": 0}, {"Word": "Tissue culture supplies", "Confidence": 0.86867, "X1": 0.14555, "Y1": 0.3862, "X2": 0.38814, "Y2": 0.386, "X3": 0.38814, "Y3": 0.4018, "X4": 0.14555, "Y4": 0.4008, "page": 0}, {"Word": "8,000", "Confidence": 0.955, "X1": 0.6496, "Y1": 0.3852, "X2": 0.7062, "Y2": 0.385, "X3": 0.70755, "Y3": 0.3998, "X4": 0.6496, "Y4": 0.4008, "page": 0}, {"Word": "Chemicals", "Confidence": 0.827, "X1": 0.1496, "Y1": 0.4022, "X2": 0.24528, "Y2": 0.402, "X3": 0.24528, "Y3": 0.4148, "X4": 0.1496, "Y4": 0.4158, "page": 0}, {"Word": "4,000", "Confidence": 0.998, "X1": 0.65094, "Y1": 0.4022, "X2": 0.7062, "Y2": 0.402, "X3": 0.70755, "Y3": 0.4158, "X4": 0.65229, "Y4": 0.4158, "page": 0}, {"Word": "Radioisotopes", "Confidence": 0.831, "X1": 0.1496, "Y1": 0.4192, "X2": 0.28571, "Y2": 0.419, "X3": 0.28571, "Y3": 0.4318, "X4": 0.1496, "Y4": 0.4328, "page": 0}, {"Word": "4,000", "Confidence": 0.994, "X1": 0.65364, "Y1": 0.4182, "X2": 0.70755, "Y2": 0.418, "X3": 0.70755, "Y3": 0.4308, "X4": 0.65364, "Y4": 0.4318, "page": 0}, {"Word": "2,100", "Confidence": 0.995, "X1": 0.6496, "Y1": 0.4332, "X2": 0.7062, "Y2": 0.433, "X3": 0.70755, "Y3": 0.4458, "X4": 0.6496, "Y4": 0.4468, "page": 0}, {"Word": "Counting vials, scintillant, x-ray film", "Confidence": 0.9698, "X1": 0.15094, "Y1": 0.4332, "X2": 0.5593, "Y2": 0.433, "X3": 0.5593, "Y3": 0.4488, "X4": 0.15094, "Y4": 0.4488, "page": 0}, {"Word": "..", "Confidence": 0.628, "X1": 0.63477, "Y1": 0.4422, "X2": 0.65903, "Y2": 0.442, "X3": 0.65768, "Y3": 0.4528, "X4": 0.63477, "Y4": 0.4538, "page": 0}, {"Word": "Miscellaneous laboratory supplies", "Confidence": 0.97133, "X1": 0.14825, "Y1": 0.4502, "X2": 0.49326, "Y2": 0.45, "X3": 0.49191, "Y3": 0.4658, "X4": 0.14825, "Y4": 0.4648, "page": 0}, {"Word": "2,041", "Confidence": 0.991, "X1": 0.6496, "Y1": 0.4482, "X2": 0.70485, "Y2": 0.448, "X3": 0.7062, "Y3": 0.4628, "X4": 0.65094, "Y4": 0.4638, "page": 0}, {"Word": "20,141", "Confidence": 0.995, "X1": 0.78571, "Y1": 0.4812, "X2": 0.84906, "Y2": 0.481, "X3": 0.84906, "Y3": 0.4958, "X4": 0.78571, "Y4": 0.4958, "page": 0}, {"Word": "Sub-total for B", "Confidence": 0.995, "X1": 0.65768, "Y1": 0.4872, "X2": 0.76146, "Y2": 0.487, "X3": 0.76146, "Y3": 0.4998, "X4": 0.65768, "Y4": 0.5008, "page": 0}, {"Word": "O. Other expenses (Itemize)", "Confidence": 0.67475, "X1": 0.1469, "Y1": 0.5032, "X2": 0.33154, "Y2": 0.503, "X3": 0.33154, "Y3": 0.5188, "X4": 0.1469, "Y4": 0.5188, "page": 0}, {"Word": "Tuition/Fee remission for Research Assistant", "Confidence": 0.941, "X1": 0.1496, "Y1": 0.5362, "X2": 0.61051, "Y2": 0.536, "X3": 0.61051, "Y3": 0.5538, "X4": 0.1496, "Y4": 0.5518, "page": 0}, {"Word": "(not subject to indirect costs)", "Confidence": 0.911, "X1": 0.15094, "Y1": 0.5582, "X2": 0.469, "Y2": 0.558, "X3": 0.469, "Y3": 0.5758, "X4": 0.1496, "Y4": 0.5738, "page": 0}, {"Word": "Sub-total for C", "Confidence": 0.889, "X1": 0.65499, "Y1": 0.6112, "X2": 0.76685, "Y2": 0.611, "X3": 0.76685, "Y3": 0.6248, "X4": 0.65499, "Y4": 0.6268, "page": 0}, {"Word": "3,417", "Confidence": 0.994, "X1": 0.7938, "Y1": 0.6062, "X2": 0.85175, "Y2": 0.606, "X3": 0.85175, "Y3": 0.6218, "X4": 0.7938, "Y4": 0.6218, "page": 0}, {"Word": "Running total of A + B + C", "Confidence": 0.88675, "X1": 0.57278, "Y1": 0.6422, "X2": 0.7655, "Y2": 0.642, "X3": 0.76685, "Y3": 0.6568, "X4": 0.57278, "Y4": 0.6598, "page": 0}, {"Word": "71,750", "Confidence": 0.994, "X1": 0.78437, "Y1": 0.6362, "X2": 0.8531, "Y2": 0.636, "X3": 0.8531, "Y3": 0.6508, "X4": 0.78437, "Y4": 0.6508, "page": 0}, {"Word": "--", "Confidence": 0.748, "X1": 0.37736, "Y1": 0.6492, "X2": 0.47035, "Y2": 0.649, "X3": 0.47035, "Y3": 0.6618, "X4": 0.37736, "Y4": 0.6618, "page": 0}, {"Word": "D. Permanent equipment (itemize)", "Confidence": 0.8355, "X1": 0.1469, "Y1": 0.6752, "X2": 0.37871, "Y2": 0.675, "X3": 0.37871, "Y3": 0.6908, "X4": 0.1469, "Y4": 0.6908, "page": 0}, {"Word": "Tissue culture incubator (Napco C02)", "Confidence": 0.9018, "X1": 0.14825, "Y1": 0.6992, "X2": 0.52156, "Y2": 0.699, "X3": 0.52156, "Y3": 0.7178, "X4": 0.14825, "Y4": 0.7178, "page": 0}, {"Word": "Sub-total for D", "Confidence": 0.91467, "X1": 0.65499, "Y1": 0.7532, "X2": 0.7628, "Y2": 0.753, "X3": 0.7628, "Y3": 0.7668, "X4": 0.65499, "Y4": 0.7668, "page": 0}, {"Word": "8,000", "Confidence": 0.997, "X1": 0.7938, "Y1": 0.7472, "X2": 0.85175, "Y2": 0.747, "X3": 0.85175, "Y3": 0.7608, "X4": 0.79515, "Y4": 0.7618, "page": 0}, {"Word": "\u00a3 10,250", "Confidence": 0.53, "X1": 0.74933, "Y1": 0.7802, "X2": 0.84906, "Y2": 0.78, "X3": 0.8504, "Y3": 0.7938, "X4": 0.74933, "Y4": 0.7978, "page": 0}, {"Word": "E. Indirect coste (15% of A+B+C)", "Confidence": 0.92917, "X1": 0.14825, "Y1": 0.7852, "X2": 0.37197, "Y2": 0.785, "X3": 0.37197, "Y3": 0.8008, "X4": 0.14825, "Y4": 0.8018, "page": 0}, {"Word": "-", "Confidence": 0.603, "X1": 0.7628, "Y1": 0.7912, "X2": 0.7965, "Y2": 0.791, "X3": 0.79784, "Y3": 0.8018, "X4": 0.76415, "Y4": 0.8008, "page": 0}, {"Word": "90,000", "Confidence": 0.994, "X1": 0.78571, "Y1": 0.8102, "X2": 0.8504, "Y2": 0.81, "X3": 0.8504, "Y3": 0.8238, "X4": 0.78571, "Y4": 0.8258, "page": 0}, {"Word": "Total request", "Confidence": 0.9885, "X1": 0.62668, "Y1": 0.8152, "X2": 0.73989, "Y2": 0.815, "X3": 0.73989, "Y3": 0.8308, "X4": 0.62668, "Y4": 0.8298, "page": 0}, {"Word": "14. Estimated future requirements (if applicable):", "Confidence": 0.82383, "X1": 0.10647, "Y1": 0.8462, "X2": 0.45283, "Y2": 0.846, "X3": 0.45283, "Y3": 0.8628, "X4": 0.10647, "Y4": 0.8638, "page": 0}, {"Word": "Salaries .", "Confidence": 0.237, "X1": 0.22102, "Y1": 0.8802, "X2": 0.29111, "Y2": 0.88, "X3": 0.29111, "Y3": 0.8948, "X4": 0.22102, "Y4": 0.8948, "page": 0}, {"Word": "Consumablet", "Confidence": 0.38, "X1": 0.30458, "Y1": 0.8802, "X2": 0.41509, "Y2": 0.88, "X3": 0.41509, "Y3": 0.8938, "X4": 0.30458, "Y4": 0.8948, "page": 0}, {"Word": "Other oups", "Confidence": 0.3915, "X1": 0.43531, "Y1": 0.8782, "X2": 0.51348, "Y2": 0.878, "X3": 0.51348, "Y3": 0.8918, "X4": 0.43531, "Y4": 0.8918, "page": 0}, {"Word": "Permisquip", "Confidence": 0.162, "X1": 0.5593, "Y1": 0.8792, "X2": 0.64151, "Y2": 0.879, "X3": 0.64151, "Y3": 0.8938, "X4": 0.5593, "Y4": 0.8928, "page": 0}, {"Word": "Indirect costa", "Confidence": 0.6555, "X1": 0.68464, "Y1": 0.8782, "X2": 0.77763, "Y2": 0.878, "X3": 0.77763, "Y3": 0.8928, "X4": 0.68464, "Y4": 0.8928, "page": 0}, {"Word": "Total", "Confidence": 0.818, "X1": 0.83827, "Y1": 0.8772, "X2": 0.88275, "Y2": 0.877, "X3": 0.88275, "Y3": 0.8908, "X4": 0.83827, "Y4": 0.8918, "page": 0}, {"Word": "---", "Confidence": 0.604, "X1": 0.03235, "Y1": 0.8962, "X2": 0.06604, "Y2": 0.896, "X3": 0.06604, "Y3": 0.9018, "X4": 0.03235, "Y4": 0.9038, "page": 0}, {"Word": "Year 3", "Confidence": 0.4095, "X1": 0.1496, "Y1": 0.9122, "X2": 0.19542, "Y2": 0.912, "X3": 0.19407, "Y3": 0.9248, "X4": 0.14825, "Y4": 0.9248, "page": 0}, {"Word": "Form RAG87", "Confidence": 0.797, "X1": 0.10916, "Y1": 0.9432, "X2": 0.19811, "Y2": 0.943, "X3": 0.19811, "Y3": 0.9558, "X4": 0.10916, "Y4": 0.9548, "page": 0}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.45957, "Y1": 0.9362, "X2": 0.60647, "Y2": 0.936, "X3": 0.60647, "Y3": 0.9528, "X4": 0.45957, "Y4": 0.9538, "page": 0}], "words_data": [{"Word": "13.", "Confidence": 0.817, "X1": 0.10647, "Y1": 0.0372, "X2": 0.13208, "Y2": 0.037, "X3": 0.13208, "Y3": 0.0488, "X4": 0.10647, "Y4": 0.0488, "page": 0, "Index": 0}, {"Word": "Budget", "Confidence": 0.831, "X1": 0.1469, "Y1": 0.0382, "X2": 0.19407, "Y2": 0.038, "X3": 0.19272, "Y3": 0.0508, "X4": 0.1469, "Y4": 0.0508, "page": 0, "Index": 1}, {"Word": "for", "Confidence": 0.748, "X1": 0.19677, "Y1": 0.0382, "X2": 0.21698, "Y2": 0.038, "X3": 0.21563, "Y3": 0.0508, "X4": 0.19677, "Y4": 0.0508, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.997, "X1": 0.21968, "Y1": 0.0382, "X2": 0.24259, "Y2": 0.038, "X3": 0.24259, "Y3": 0.0508, "X4": 0.21968, "Y4": 0.0508, "page": 0, "Index": 3}, {"Word": "coming", "Confidence": 0.639, "X1": 0.24663, "Y1": 0.0382, "X2": 0.29245, "Y2": 0.038, "X3": 0.29111, "Y3": 0.0508, "X4": 0.24528, "Y4": 0.0508, "page": 0, "Index": 4}, {"Word": "year.", "Confidence": 0.225, "X1": 0.29515, "Y1": 0.0382, "X2": 0.33288, "Y2": 0.038, "X3": 0.33154, "Y3": 0.0518, "X4": 0.29515, "Y4": 0.0518, "page": 0, "Index": 5}, {"Word": "%", "Confidence": 0.99, "X1": 0.66173, "Y1": 0.0382, "X2": 0.66981, "Y2": 0.038, "X3": 0.66981, "Y3": 0.0498, "X4": 0.66173, "Y4": 0.0498, "page": 0, "Index": 6}, {"Word": "time", "Confidence": 0.934, "X1": 0.67655, "Y1": 0.0382, "X2": 0.70889, "Y2": 0.038, "X3": 0.70755, "Y3": 0.0498, "X4": 0.67655, "Y4": 0.0488, "page": 0, "Index": 7}, {"Word": "Amount", "Confidence": 0.872, "X1": 0.82749, "Y1": 0.0392, "X2": 0.88275, "Y2": 0.039, "X3": 0.88275, "Y3": 0.0488, "X4": 0.82749, "Y4": 0.0498, "page": 0, "Index": 8}, {"Word": "A.", "Confidence": 0.994, "X1": 0.14825, "Y1": 0.0532, "X2": 0.16173, "Y2": 0.053, "X3": 0.16173, "Y3": 0.0668, "X4": 0.14825, "Y4": 0.0668, "page": 0, "Index": 9}, {"Word": "Salarica", "Confidence": 0.694, "X1": 0.16442, "Y1": 0.0532, "X2": 0.21563, "Y2": 0.053, "X3": 0.21563, "Y3": 0.0668, "X4": 0.16577, "Y4": 0.0668, "page": 0, "Index": 10}, {"Word": "(give", "Confidence": 0.656, "X1": 0.21968, "Y1": 0.0532, "X2": 0.25202, "Y2": 0.053, "X3": 0.25202, "Y3": 0.0668, "X4": 0.21968, "Y4": 0.0668, "page": 0, "Index": 11}, {"Word": "names", "Confidence": 0.969, "X1": 0.25606, "Y1": 0.0532, "X2": 0.29784, "Y2": 0.053, "X3": 0.2965, "Y3": 0.0658, "X4": 0.25606, "Y4": 0.0668, "page": 0, "Index": 12}, {"Word": "or", "Confidence": 0.863, "X1": 0.30054, "Y1": 0.0532, "X2": 0.31402, "Y2": 0.053, "X3": 0.31267, "Y3": 0.0658, "X4": 0.30054, "Y4": 0.0658, "page": 0, "Index": 13}, {"Word": "state", "Confidence": 0.688, "X1": 0.31806, "Y1": 0.0532, "X2": 0.3504, "Y2": 0.053, "X3": 0.34906, "Y3": 0.0658, "X4": 0.31671, "Y4": 0.0658, "page": 0, "Index": 14}, {"Word": "\"to", "Confidence": 0.957, "X1": 0.35445, "Y1": 0.0532, "X2": 0.37466, "Y2": 0.053, "X3": 0.37332, "Y3": 0.0658, "X4": 0.3531, "Y4": 0.0658, "page": 0, "Index": 15}, {"Word": "be", "Confidence": 0.782, "X1": 0.37736, "Y1": 0.0532, "X2": 0.39353, "Y2": 0.053, "X3": 0.39218, "Y3": 0.0658, "X4": 0.37736, "Y4": 0.0658, "page": 0, "Index": 16}, {"Word": "recruited\")", "Confidence": 0.539, "X1": 0.39623, "Y1": 0.0532, "X2": 0.47035, "Y2": 0.053, "X3": 0.469, "Y3": 0.0658, "X4": 0.39488, "Y4": 0.0658, "page": 0, "Index": 17}, {"Word": "Professional", "Confidence": 0.247, "X1": 0.19811, "Y1": 0.0692, "X2": 0.27763, "Y2": 0.069, "X3": 0.27763, "Y3": 0.0828, "X4": 0.19811, "Y4": 0.0838, "page": 0, "Index": 18}, {"Word": "(give", "Confidence": 0.638, "X1": 0.28167, "Y1": 0.0692, "X2": 0.31536, "Y2": 0.069, "X3": 0.31402, "Y3": 0.0828, "X4": 0.28167, "Y4": 0.0828, "page": 0, "Index": 19}, {"Word": "%", "Confidence": 0.998, "X1": 0.31806, "Y1": 0.0692, "X2": 0.32884, "Y2": 0.069, "X3": 0.32884, "Y3": 0.0828, "X4": 0.31806, "Y4": 0.0828, "page": 0, "Index": 20}, {"Word": "time", "Confidence": 0.982, "X1": 0.33288, "Y1": 0.0692, "X2": 0.36253, "Y2": 0.069, "X3": 0.36253, "Y3": 0.0818, "X4": 0.33288, "Y4": 0.0828, "page": 0, "Index": 21}, {"Word": "of", "Confidence": 0.907, "X1": 0.36658, "Y1": 0.0692, "X2": 0.37871, "Y2": 0.069, "X3": 0.37871, "Y3": 0.0818, "X4": 0.36523, "Y4": 0.0818, "page": 0, "Index": 22}, {"Word": "investigator(s)", "Confidence": 0.337, "X1": 0.38275, "Y1": 0.0702, "X2": 0.47978, "Y2": 0.07, "X3": 0.47978, "Y3": 0.0828, "X4": 0.38275, "Y4": 0.0818, "page": 0, "Index": 23}, {"Word": "even", "Confidence": 0.901, "X1": 0.28167, "Y1": 0.0862, "X2": 0.31132, "Y2": 0.086, "X3": 0.30997, "Y3": 0.0978, "X4": 0.28032, "Y4": 0.0978, "page": 0, "Index": 24}, {"Word": "if", "Confidence": 0.981, "X1": 0.31536, "Y1": 0.0862, "X2": 0.32615, "Y2": 0.086, "X3": 0.3248, "Y3": 0.0978, "X4": 0.31402, "Y4": 0.0978, "page": 0, "Index": 25}, {"Word": "no", "Confidence": 0.993, "X1": 0.32884, "Y1": 0.0852, "X2": 0.34501, "Y2": 0.085, "X3": 0.34367, "Y3": 0.0978, "X4": 0.32749, "Y4": 0.0978, "page": 0, "Index": 26}, {"Word": "salary", "Confidence": 0.799, "X1": 0.34771, "Y1": 0.0852, "X2": 0.38814, "Y2": 0.085, "X3": 0.38679, "Y3": 0.0978, "X4": 0.34636, "Y4": 0.0978, "page": 0, "Index": 27}, {"Word": "is", "Confidence": 0.679, "X1": 0.39084, "Y1": 0.0852, "X2": 0.40296, "Y2": 0.085, "X3": 0.40296, "Y3": 0.0978, "X4": 0.39084, "Y4": 0.0978, "page": 0, "Index": 28}, {"Word": "requested)", "Confidence": 0.991, "X1": 0.40701, "Y1": 0.0852, "X2": 0.47574, "Y2": 0.085, "X3": 0.47439, "Y3": 0.0978, "X4": 0.40566, "Y4": 0.0978, "page": 0, "Index": 29}, {"Word": "Gordon", "Confidence": 0.981, "X1": 0.1496, "Y1": 0.1102, "X2": 0.21294, "Y2": 0.11, "X3": 0.21159, "Y3": 0.1258, "X4": 0.14825, "Y4": 0.1258, "page": 0, "Index": 30}, {"Word": "N.", "Confidence": 0.997, "X1": 0.21968, "Y1": 0.1102, "X2": 0.24528, "Y2": 0.11, "X3": 0.24528, "Y3": 0.1248, "X4": 0.21968, "Y4": 0.1258, "page": 0, "Index": 31}, {"Word": "Cill,", "Confidence": 0.71, "X1": 0.24933, "Y1": 0.1102, "X2": 0.30593, "Y2": 0.11, "X3": 0.30458, "Y3": 0.1248, "X4": 0.24933, "Y4": 0.1248, "page": 0, "Index": 32}, {"Word": "M.D", "Confidence": 0.998, "X1": 0.31132, "Y1": 0.1102, "X2": 0.34232, "Y2": 0.11, "X3": 0.34232, "Y3": 0.1248, "X4": 0.31132, "Y4": 0.1248, "page": 0, "Index": 33}, {"Word": ".,", "Confidence": 0.993, "X1": 0.34771, "Y1": 0.1102, "X2": 0.36927, "Y2": 0.11, "X3": 0.36792, "Y3": 0.1248, "X4": 0.34636, "Y4": 0.1248, "page": 0, "Index": 34}, {"Word": "Professor", "Confidence": 0.995, "X1": 0.37466, "Y1": 0.1102, "X2": 0.4717, "Y2": 0.11, "X3": 0.47035, "Y3": 0.1248, "X4": 0.37332, "Y4": 0.1248, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.998, "X1": 0.47844, "Y1": 0.1102, "X2": 0.50135, "Y2": 0.11, "X3": 0.5, "Y3": 0.1248, "X4": 0.47709, "Y4": 0.1248, "page": 0, "Index": 36}, {"Word": "Medicine", "Confidence": 0.995, "X1": 0.50674, "Y1": 0.1102, "X2": 0.59434, "Y2": 0.11, "X3": 0.59299, "Y3": 0.1248, "X4": 0.50674, "Y4": 0.1248, "page": 0, "Index": 37}, {"Word": "12%", "Confidence": 0.998, "X1": 0.68329, "Y1": 0.1102, "X2": 0.71563, "Y2": 0.11, "X3": 0.71698, "Y3": 0.1238, "X4": 0.68464, "Y4": 0.1248, "page": 0, "Index": 38}, {"Word": "21,", "Confidence": 0.992, "X1": 0.83019, "Y1": 0.1102, "X2": 0.85714, "Y2": 0.11, "X3": 0.85714, "Y3": 0.1238, "X4": 0.83019, "Y4": 0.1248, "page": 0, "Index": 39}, {"Word": "246", "Confidence": 0.988, "X1": 0.86119, "Y1": 0.1102, "X2": 0.90296, "Y2": 0.11, "X3": 0.90296, "Y3": 0.1228, "X4": 0.86119, "Y4": 0.1238, "page": 0, "Index": 40}, {"Word": "Michael", "Confidence": 0.897, "X1": 0.1496, "Y1": 0.1332, "X2": 0.22237, "Y2": 0.133, "X3": 0.22237, "Y3": 0.1488, "X4": 0.14825, "Y4": 0.1488, "page": 0, "Index": 41}, {"Word": "G.", "Confidence": 0.996, "X1": 0.22911, "Y1": 0.1332, "X2": 0.25606, "Y2": 0.133, "X3": 0.25606, "Y3": 0.1498, "X4": 0.22911, "Y4": 0.1488, "page": 0, "Index": 42}, {"Word": "Rosenfeld,", "Confidence": 0.992, "X1": 0.26011, "Y1": 0.1332, "X2": 0.36792, "Y2": 0.133, "X3": 0.36792, "Y3": 0.1498, "X4": 0.26011, "Y4": 0.1498, "page": 0, "Index": 43}, {"Word": "M.D", "Confidence": 0.998, "X1": 0.37197, "Y1": 0.1332, "X2": 0.40431, "Y2": 0.133, "X3": 0.40431, "Y3": 0.1498, "X4": 0.37197, "Y4": 0.1498, "page": 0, "Index": 44}, {"Word": ".,", "Confidence": 0.997, "X1": 0.40836, "Y1": 0.1342, "X2": 0.43127, "Y2": 0.134, "X3": 0.43127, "Y3": 0.1498, "X4": 0.40836, "Y4": 0.1498, "page": 0, "Index": 45}, {"Word": "Professor", "Confidence": 0.857, "X1": 0.43666, "Y1": 0.1342, "X2": 0.531, "Y2": 0.134, "X3": 0.53235, "Y3": 0.1498, "X4": 0.43666, "Y4": 0.1498, "page": 0, "Index": 46}, {"Word": "of", "Confidence": 0.998, "X1": 0.53908, "Y1": 0.1342, "X2": 0.56334, "Y2": 0.134, "X3": 0.56334, "Y3": 0.1498, "X4": 0.53908, "Y4": 0.1498, "page": 0, "Index": 47}, {"Word": "Medicine", "Confidence": 0.996, "X1": 0.56739, "Y1": 0.1342, "X2": 0.65633, "Y2": 0.134, "X3": 0.65633, "Y3": 0.1498, "X4": 0.56873, "Y4": 0.1498, "page": 0, "Index": 48}, {"Word": "Gary", "Confidence": 0.914, "X1": 0.15094, "Y1": 0.1582, "X2": 0.19272, "Y2": 0.158, "X3": 0.19272, "Y3": 0.1738, "X4": 0.15094, "Y4": 0.1738, "page": 0, "Index": 49}, {"Word": "Heiserman,", "Confidence": 0.991, "X1": 0.19811, "Y1": 0.1582, "X2": 0.30863, "Y2": 0.158, "X3": 0.30728, "Y3": 0.1738, "X4": 0.19811, "Y4": 0.1738, "page": 0, "Index": 50}, {"Word": "Research", "Confidence": 0.798, "X1": 0.31267, "Y1": 0.1582, "X2": 0.39892, "Y2": 0.158, "X3": 0.39757, "Y3": 0.1738, "X4": 0.31267, "Y4": 0.1738, "page": 0, "Index": 51}, {"Word": "Assistant", "Confidence": 0.952, "X1": 0.40701, "Y1": 0.1582, "X2": 0.50404, "Y2": 0.158, "X3": 0.50404, "Y3": 0.1718, "X4": 0.40701, "Y4": 0.1728, "page": 0, "Index": 52}, {"Word": "50%", "Confidence": 0.669, "X1": 0.68598, "Y1": 0.1582, "X2": 0.71563, "Y2": 0.158, "X3": 0.71563, "Y3": 0.1698, "X4": 0.68598, "Y4": 0.1698, "page": 0, "Index": 53}, {"Word": "11,436", "Confidence": 0.995, "X1": 0.82884, "Y1": 0.1572, "X2": 0.89353, "Y2": 0.157, "X3": 0.89353, "Y3": 0.1718, "X4": 0.82884, "Y4": 0.1738, "page": 0, "Index": 54}, {"Word": "includes", "Confidence": 0.993, "X1": 0.15094, "Y1": 0.1802, "X2": 0.24394, "Y2": 0.18, "X3": 0.24394, "Y3": 0.1968, "X4": 0.15094, "Y4": 0.1968, "page": 0, "Index": 55}, {"Word": "University", "Confidence": 0.881, "X1": 0.24933, "Y1": 0.1812, "X2": 0.3558, "Y2": 0.181, "X3": 0.3558, "Y3": 0.1968, "X4": 0.24933, "Y4": 0.1968, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.36388, "Y1": 0.1812, "X2": 0.38679, "Y2": 0.181, "X3": 0.38679, "Y3": 0.1968, "X4": 0.36253, "Y4": 0.1968, "page": 0, "Index": 57}, {"Word": "California,", "Confidence": 0.904, "X1": 0.39488, "Y1": 0.1822, "X2": 0.51213, "Y2": 0.182, "X3": 0.51213, "Y3": 0.1968, "X4": 0.39353, "Y4": 0.1968, "page": 0, "Index": 58}, {"Word": "San", "Confidence": 0.881, "X1": 0.51887, "Y1": 0.1822, "X2": 0.55256, "Y2": 0.182, "X3": 0.55121, "Y3": 0.1978, "X4": 0.51752, "Y4": 0.1968, "page": 0, "Index": 59}, {"Word": "Diego", "Confidence": 0.995, "X1": 0.55795, "Y1": 0.1832, "X2": 0.61456, "Y2": 0.183, "X3": 0.61321, "Y3": 0.1978, "X4": 0.5566, "Y4": 0.1978, "page": 0, "Index": 60}, {"Word": "benefit", "Confidence": 0.953, "X1": 0.1496, "Y1": 0.1962, "X2": 0.22372, "Y2": 0.196, "X3": 0.22507, "Y3": 0.2128, "X4": 0.1496, "Y4": 0.2128, "page": 0, "Index": 61}, {"Word": "rate", "Confidence": 0.989, "X1": 0.23046, "Y1": 0.1962, "X2": 0.27628, "Y2": 0.196, "X3": 0.27628, "Y3": 0.2128, "X4": 0.23046, "Y4": 0.2128, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.1962, "X2": 0.30593, "Y2": 0.196, "X3": 0.30593, "Y3": 0.2128, "X4": 0.28302, "Y4": 0.2128, "page": 0, "Index": 63}, {"Word": "18.7%/19.7%", "Confidence": 0.934, "X1": 0.31402, "Y1": 0.1972, "X2": 0.43127, "Y2": 0.197, "X3": 0.43127, "Y3": 0.2128, "X4": 0.31402, "Y4": 0.2128, "page": 0, "Index": 64}, {"Word": "Technical", "Confidence": 0.849, "X1": 0.20081, "Y1": 0.2242, "X2": 0.26819, "Y2": 0.224, "X3": 0.26685, "Y3": 0.2388, "X4": 0.19946, "Y4": 0.2378, "page": 0, "Index": 65}, {"Word": "50%", "Confidence": 0.998, "X1": 0.68464, "Y1": 0.2432, "X2": 0.71698, "Y2": 0.243, "X3": 0.71698, "Y3": 0.2578, "X4": 0.68464, "Y4": 0.2578, "page": 0, "Index": 66}, {"Word": "", "Confidence": 0.998, "X1": 0.89084, "Y1": 0.2412, "X2": 0.9097, "Y2": 0.241, "X3": 0.9097, "Y3": 0.2578, "X4": 0.89084, "Y4": 0.2588, "page": 0, "Index": 67}, {"Word": ".", "Confidence": 0.737, "X1": 0.91375, "Y1": 0.2412, "X2": 0.92318, "Y2": 0.241, "X3": 0.92453, "Y3": 0.2568, "X4": 0.91509, "Y4": 0.2568, "page": 0, "Index": 68}, {"Word": "Leslie", "Confidence": 0.647, "X1": 0.14825, "Y1": 0.2432, "X2": 0.21294, "Y2": 0.243, "X3": 0.21294, "Y3": 0.2588, "X4": 0.14825, "Y4": 0.2598, "page": 0, "Index": 69}, {"Word": "Lu,", "Confidence": 0.998, "X1": 0.21833, "Y1": 0.2432, "X2": 0.25606, "Y2": 0.243, "X3": 0.25472, "Y3": 0.2588, "X4": 0.21833, "Y4": 0.2588, "page": 0, "Index": 70}, {"Word": "Staff", "Confidence": 0.966, "X1": 0.26146, "Y1": 0.2432, "X2": 0.31536, "Y2": 0.243, "X3": 0.31536, "Y3": 0.2588, "X4": 0.26146, "Y4": 0.2588, "page": 0, "Index": 71}, {"Word": "Research", "Confidence": 0.806, "X1": 0.32345, "Y1": 0.2442, "X2": 0.4097, "Y2": 0.244, "X3": 0.4097, "Y3": 0.2598, "X4": 0.32345, "Y4": 0.2588, "page": 0, "Index": 72}, {"Word": "Associate", "Confidence": 0.994, "X1": 0.41644, "Y1": 0.2452, "X2": 0.51348, "Y2": 0.245, "X3": 0.51213, "Y3": 0.2598, "X4": 0.41509, "Y4": 0.2598, "page": 0, "Index": 73}, {"Word": "15,510", "Confidence": 0.994, "X1": 0.83019, "Y1": 0.2422, "X2": 0.88544, "Y2": 0.242, "X3": 0.88544, "Y3": 0.2588, "X4": 0.83019, "Y4": 0.2608, "page": 0, "Index": 74}, {"Word": "", "Confidence": 0.839, "X1": 0.14286, "Y1": 0.2752, "X2": 0.15633, "Y2": 0.275, "X3": 0.15499, "Y3": 0.2908, "X4": 0.14151, "Y4": 0.2908, "page": 0, "Index": 75}, {"Word": "includes", "Confidence": 0.881, "X1": 0.16038, "Y1": 0.2752, "X2": 0.24394, "Y2": 0.275, "X3": 0.24259, "Y3": 0.2908, "X4": 0.15903, "Y4": 0.2908, "page": 0, "Index": 76}, {"Word": "University", "Confidence": 0.89, "X1": 0.25067, "Y1": 0.2752, "X2": 0.3558, "Y2": 0.275, "X3": 0.3558, "Y3": 0.2908, "X4": 0.24933, "Y4": 0.2908, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.2752, "X2": 0.38814, "Y2": 0.275, "X3": 0.38814, "Y3": 0.2908, "X4": 0.36388, "Y4": 0.2908, "page": 0, "Index": 78}, {"Word": "California,", "Confidence": 0.873, "X1": 0.39623, "Y1": 0.2762, "X2": 0.51348, "Y2": 0.276, "X3": 0.51348, "Y3": 0.2918, "X4": 0.39488, "Y4": 0.2918, "page": 0, "Index": 79}, {"Word": "San", "Confidence": 0.998, "X1": 0.51752, "Y1": 0.2762, "X2": 0.55256, "Y2": 0.276, "X3": 0.55256, "Y3": 0.2918, "X4": 0.51752, "Y4": 0.2918, "page": 0, "Index": 80}, {"Word": "Diego", "Confidence": 0.995, "X1": 0.5593, "Y1": 0.2772, "X2": 0.6159, "Y2": 0.277, "X3": 0.6159, "Y3": 0.2928, "X4": 0.55795, "Y4": 0.2918, "page": 0, "Index": 81}, {"Word": "benefit", "Confidence": 0.995, "X1": 0.14825, "Y1": 0.2912, "X2": 0.22372, "Y2": 0.291, "X3": 0.22372, "Y3": 0.3068, "X4": 0.14825, "Y4": 0.3068, "page": 0, "Index": 82}, {"Word": "rate", "Confidence": 0.905, "X1": 0.23046, "Y1": 0.2912, "X2": 0.27493, "Y2": 0.291, "X3": 0.27493, "Y3": 0.3068, "X4": 0.23046, "Y4": 0.3068, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.2912, "X2": 0.30458, "Y2": 0.291, "X3": 0.30458, "Y3": 0.3068, "X4": 0.28167, "Y4": 0.3068, "page": 0, "Index": 84}, {"Word": "31.6%/32.6%", "Confidence": 0.944, "X1": 0.31402, "Y1": 0.2912, "X2": 0.42992, "Y2": 0.291, "X3": 0.42992, "Y3": 0.3068, "X4": 0.31402, "Y4": 0.3068, "page": 0, "Index": 85}, {"Word": "48,192", "Confidence": 0.996, "X1": 0.78706, "Y1": 0.3432, "X2": 0.8531, "Y2": 0.343, "X3": 0.8531, "Y3": 0.3578, "X4": 0.78571, "Y4": 0.3568, "page": 0, "Index": 86}, {"Word": "Sub-total", "Confidence": 0.854, "X1": 0.65768, "Y1": 0.3492, "X2": 0.72102, "Y2": 0.349, "X3": 0.72102, "Y3": 0.3608, "X4": 0.65768, "Y4": 0.3608, "page": 0, "Index": 87}, {"Word": "for", "Confidence": 0.991, "X1": 0.72372, "Y1": 0.3492, "X2": 0.74394, "Y2": 0.349, "X3": 0.74394, "Y3": 0.3608, "X4": 0.72372, "Y4": 0.3608, "page": 0, "Index": 88}, {"Word": "A", "Confidence": 0.997, "X1": 0.74663, "Y1": 0.3492, "X2": 0.75741, "Y2": 0.349, "X3": 0.75741, "Y3": 0.3608, "X4": 0.74798, "Y4": 0.3608, "page": 0, "Index": 89}, {"Word": "B.", "Confidence": 0.991, "X1": 0.1496, "Y1": 0.3652, "X2": 0.16173, "Y2": 0.365, "X3": 0.16173, "Y3": 0.3778, "X4": 0.1496, "Y4": 0.3778, "page": 0, "Index": 90}, {"Word": "Consumable", "Confidence": 0.991, "X1": 0.16577, "Y1": 0.3642, "X2": 0.24394, "Y2": 0.364, "X3": 0.24394, "Y3": 0.3788, "X4": 0.16577, "Y4": 0.3778, "page": 0, "Index": 91}, {"Word": "supplies", "Confidence": 0.883, "X1": 0.24798, "Y1": 0.3632, "X2": 0.30054, "Y2": 0.363, "X3": 0.30189, "Y3": 0.3788, "X4": 0.24798, "Y4": 0.3788, "page": 0, "Index": 92}, {"Word": "(by", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.3632, "X2": 0.32615, "Y2": 0.363, "X3": 0.32749, "Y3": 0.3798, "X4": 0.30593, "Y4": 0.3788, "page": 0, "Index": 93}, {"Word": "major", "Confidence": 0.611, "X1": 0.33019, "Y1": 0.3632, "X2": 0.36927, "Y2": 0.363, "X3": 0.37062, "Y3": 0.3798, "X4": 0.33154, "Y4": 0.3798, "page": 0, "Index": 94}, {"Word": "category)", "Confidence": 0.867, "X1": 0.37332, "Y1": 0.3622, "X2": 0.43801, "Y2": 0.362, "X3": 0.43935, "Y3": 0.3798, "X4": 0.37466, "Y4": 0.3798, "page": 0, "Index": 95}, {"Word": "Tissue", "Confidence": 0.993, "X1": 0.1496, "Y1": 0.3882, "X2": 0.21159, "Y2": 0.388, "X3": 0.21159, "Y3": 0.4008, "X4": 0.14825, "Y4": 0.3998, "page": 0, "Index": 96}, {"Word": "culture", "Confidence": 0.955, "X1": 0.22102, "Y1": 0.3872, "X2": 0.29515, "Y2": 0.387, "X3": 0.29515, "Y3": 0.4018, "X4": 0.22102, "Y4": 0.4008, "page": 0, "Index": 97}, {"Word": "supplies", "Confidence": 0.658, "X1": 0.30323, "Y1": 0.3862, "X2": 0.38814, "Y2": 0.386, "X3": 0.38679, "Y3": 0.4018, "X4": 0.30189, "Y4": 0.4018, "page": 0, "Index": 98}, {"Word": "8,000", "Confidence": 0.955, "X1": 0.65229, "Y1": 0.3852, "X2": 0.7062, "Y2": 0.385, "X3": 0.7062, "Y3": 0.3988, "X4": 0.65364, "Y4": 0.4008, "page": 0, "Index": 99}, {"Word": "Chemicals", "Confidence": 0.827, "X1": 0.15094, "Y1": 0.4022, "X2": 0.24394, "Y2": 0.402, "X3": 0.24259, "Y3": 0.4158, "X4": 0.15094, "Y4": 0.4168, "page": 0, "Index": 100}, {"Word": "4,000", "Confidence": 0.998, "X1": 0.65229, "Y1": 0.4032, "X2": 0.7035, "Y2": 0.403, "X3": 0.70485, "Y3": 0.4158, "X4": 0.65364, "Y4": 0.4168, "page": 0, "Index": 101}, {"Word": "Radioisotopes", "Confidence": 0.831, "X1": 0.15094, "Y1": 0.4192, "X2": 0.28302, "Y2": 0.419, "X3": 0.28302, "Y3": 0.4328, "X4": 0.1496, "Y4": 0.4328, "page": 0, "Index": 102}, {"Word": "4,000", "Confidence": 0.994, "X1": 0.65499, "Y1": 0.4192, "X2": 0.70485, "Y2": 0.419, "X3": 0.70485, "Y3": 0.4318, "X4": 0.65499, "Y4": 0.4318, "page": 0, "Index": 103}, {"Word": "2,100", "Confidence": 0.995, "X1": 0.65364, "Y1": 0.4332, "X2": 0.7035, "Y2": 0.433, "X3": 0.7035, "Y3": 0.4468, "X4": 0.65364, "Y4": 0.4478, "page": 0, "Index": 104}, {"Word": "Counting", "Confidence": 0.996, "X1": 0.15229, "Y1": 0.4352, "X2": 0.23315, "Y2": 0.435, "X3": 0.23181, "Y3": 0.4498, "X4": 0.15094, "Y4": 0.4498, "page": 0, "Index": 105}, {"Word": "vials,", "Confidence": 0.996, "X1": 0.24124, "Y1": 0.4342, "X2": 0.30593, "Y2": 0.434, "X3": 0.30593, "Y3": 0.4498, "X4": 0.24124, "Y4": 0.4498, "page": 0, "Index": 106}, {"Word": "scintillant,", "Confidence": 0.907, "X1": 0.31402, "Y1": 0.4342, "X2": 0.44205, "Y2": 0.434, "X3": 0.44205, "Y3": 0.4498, "X4": 0.31267, "Y4": 0.4498, "page": 0, "Index": 107}, {"Word": "x-ray", "Confidence": 0.997, "X1": 0.44744, "Y1": 0.4342, "X2": 0.50135, "Y2": 0.434, "X3": 0.50135, "Y3": 0.4498, "X4": 0.44744, "Y4": 0.4498, "page": 0, "Index": 108}, {"Word": "film", "Confidence": 0.953, "X1": 0.50943, "Y1": 0.4342, "X2": 0.55256, "Y2": 0.434, "X3": 0.55256, "Y3": 0.4498, "X4": 0.50943, "Y4": 0.4498, "page": 0, "Index": 109}, {"Word": "..", "Confidence": 0.628, "X1": 0.63612, "Y1": 0.4422, "X2": 0.65364, "Y2": 0.442, "X3": 0.65499, "Y3": 0.4528, "X4": 0.63747, "Y4": 0.4538, "page": 0, "Index": 110}, {"Word": "Miscellaneous", "Confidence": 0.932, "X1": 0.1496, "Y1": 0.4512, "X2": 0.28437, "Y2": 0.451, "X3": 0.28302, "Y3": 0.4648, "X4": 0.1496, "Y4": 0.4648, "page": 0, "Index": 111}, {"Word": "laboratory", "Confidence": 0.991, "X1": 0.29245, "Y1": 0.4512, "X2": 0.39757, "Y2": 0.451, "X3": 0.39623, "Y3": 0.4658, "X4": 0.29111, "Y4": 0.4648, "page": 0, "Index": 112}, {"Word": "supplies", "Confidence": 0.991, "X1": 0.40701, "Y1": 0.4512, "X2": 0.49191, "Y2": 0.451, "X3": 0.49057, "Y3": 0.4658, "X4": 0.40566, "Y4": 0.4658, "page": 0, "Index": 113}, {"Word": "2,041", "Confidence": 0.991, "X1": 0.65229, "Y1": 0.4482, "X2": 0.70485, "Y2": 0.448, "X3": 0.70485, "Y3": 0.4628, "X4": 0.65364, "Y4": 0.4638, "page": 0, "Index": 114}, {"Word": "20,141", "Confidence": 0.995, "X1": 0.78841, "Y1": 0.4812, "X2": 0.84906, "Y2": 0.481, "X3": 0.84906, "Y3": 0.4968, "X4": 0.78706, "Y4": 0.4958, "page": 0, "Index": 115}, {"Word": "Sub-total", "Confidence": 0.993, "X1": 0.65903, "Y1": 0.4882, "X2": 0.72102, "Y2": 0.488, "X3": 0.71968, "Y3": 0.5008, "X4": 0.65903, "Y4": 0.5018, "page": 0, "Index": 116}, {"Word": "for", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.4882, "X2": 0.74394, "Y2": 0.488, "X3": 0.74259, "Y3": 0.5008, "X4": 0.72372, "Y4": 0.5008, "page": 0, "Index": 117}, {"Word": "B", "Confidence": 0.994, "X1": 0.74663, "Y1": 0.4882, "X2": 0.75741, "Y2": 0.488, "X3": 0.75606, "Y3": 0.5008, "X4": 0.74663, "Y4": 0.5008, "page": 0, "Index": 118}, {"Word": "O.", "Confidence": 0.249, "X1": 0.1496, "Y1": 0.5052, "X2": 0.16173, "Y2": 0.505, "X3": 0.16173, "Y3": 0.5188, "X4": 0.14825, "Y4": 0.5188, "page": 0, "Index": 119}, {"Word": "Other", "Confidence": 0.955, "X1": 0.16577, "Y1": 0.5052, "X2": 0.20485, "Y2": 0.505, "X3": 0.20485, "Y3": 0.5188, "X4": 0.16577, "Y4": 0.5188, "page": 0, "Index": 120}, {"Word": "expenses", "Confidence": 0.849, "X1": 0.20889, "Y1": 0.5042, "X2": 0.2655, "Y2": 0.504, "X3": 0.2655, "Y3": 0.5198, "X4": 0.20889, "Y4": 0.5188, "page": 0, "Index": 121}, {"Word": "(Itemize)", "Confidence": 0.646, "X1": 0.26954, "Y1": 0.5042, "X2": 0.33154, "Y2": 0.504, "X3": 0.33154, "Y3": 0.5198, "X4": 0.26954, "Y4": 0.5198, "page": 0, "Index": 122}, {"Word": "Tuition/Fee", "Confidence": 0.917, "X1": 0.1496, "Y1": 0.5362, "X2": 0.26415, "Y2": 0.536, "X3": 0.26415, "Y3": 0.5518, "X4": 0.1496, "Y4": 0.5528, "page": 0, "Index": 123}, {"Word": "remission", "Confidence": 0.915, "X1": 0.27089, "Y1": 0.5362, "X2": 0.36658, "Y2": 0.536, "X3": 0.36658, "Y3": 0.5518, "X4": 0.27089, "Y4": 0.5518, "page": 0, "Index": 124}, {"Word": "for", "Confidence": 0.998, "X1": 0.37466, "Y1": 0.5362, "X2": 0.40836, "Y2": 0.536, "X3": 0.40836, "Y3": 0.5528, "X4": 0.37466, "Y4": 0.5518, "page": 0, "Index": 125}, {"Word": "Research", "Confidence": 0.991, "X1": 0.41509, "Y1": 0.5372, "X2": 0.50135, "Y2": 0.537, "X3": 0.50135, "Y3": 0.5528, "X4": 0.41644, "Y4": 0.5528, "page": 0, "Index": 126}, {"Word": "Assistant", "Confidence": 0.884, "X1": 0.50674, "Y1": 0.5372, "X2": 0.60512, "Y2": 0.537, "X3": 0.60512, "Y3": 0.5548, "X4": 0.50809, "Y4": 0.5528, "page": 0, "Index": 127}, {"Word": "(not", "Confidence": 0.627, "X1": 0.15094, "Y1": 0.5572, "X2": 0.19272, "Y2": 0.557, "X3": 0.19272, "Y3": 0.5748, "X4": 0.15094, "Y4": 0.5748, "page": 0, "Index": 128}, {"Word": "subject", "Confidence": 0.994, "X1": 0.19811, "Y1": 0.5582, "X2": 0.27628, "Y2": 0.558, "X3": 0.27493, "Y3": 0.5748, "X4": 0.19811, "Y4": 0.5748, "page": 0, "Index": 129}, {"Word": "to", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.5582, "X2": 0.30593, "Y2": 0.558, "X3": 0.30593, "Y3": 0.5748, "X4": 0.28167, "Y4": 0.5748, "page": 0, "Index": 130}, {"Word": "indirect", "Confidence": 0.994, "X1": 0.31267, "Y1": 0.5582, "X2": 0.39892, "Y2": 0.558, "X3": 0.39892, "Y3": 0.5758, "X4": 0.31267, "Y4": 0.5748, "page": 0, "Index": 131}, {"Word": "costs)", "Confidence": 0.942, "X1": 0.40566, "Y1": 0.5592, "X2": 0.469, "Y2": 0.559, "X3": 0.46765, "Y3": 0.5758, "X4": 0.40566, "Y4": 0.5758, "page": 0, "Index": 132}, {"Word": "Sub-total", "Confidence": 0.991, "X1": 0.65633, "Y1": 0.6122, "X2": 0.72102, "Y2": 0.612, "X3": 0.71968, "Y3": 0.6258, "X4": 0.65633, "Y4": 0.6278, "page": 0, "Index": 133}, {"Word": "for", "Confidence": 0.682, "X1": 0.72507, "Y1": 0.6122, "X2": 0.74394, "Y2": 0.612, "X3": 0.74394, "Y3": 0.6258, "X4": 0.72372, "Y4": 0.6258, "page": 0, "Index": 134}, {"Word": "C", "Confidence": 0.994, "X1": 0.74798, "Y1": 0.6122, "X2": 0.76011, "Y2": 0.612, "X3": 0.75876, "Y3": 0.6258, "X4": 0.74663, "Y4": 0.6258, "page": 0, "Index": 135}, {"Word": "3,417", "Confidence": 0.994, "X1": 0.79784, "Y1": 0.6052, "X2": 0.8504, "Y2": 0.605, "X3": 0.8504, "Y3": 0.6218, "X4": 0.79784, "Y4": 0.6218, "page": 0, "Index": 136}, {"Word": "A", "Confidence": 0.902, "X1": 0.69137, "Y1": 0.6432, "X2": 0.7035, "Y2": 0.643, "X3": 0.7035, "Y3": 0.6578, "X4": 0.69137, "Y4": 0.6588, "page": 0, "Index": 137}, {"Word": "+", "Confidence": 0.998, "X1": 0.70755, "Y1": 0.6432, "X2": 0.71429, "Y2": 0.643, "X3": 0.71429, "Y3": 0.6578, "X4": 0.70755, "Y4": 0.6578, "page": 0, "Index": 138}, {"Word": "B", "Confidence": 0.922, "X1": 0.71833, "Y1": 0.6432, "X2": 0.73046, "Y2": 0.643, "X3": 0.73046, "Y3": 0.6568, "X4": 0.71833, "Y4": 0.6578, "page": 0, "Index": 139}, {"Word": "+", "Confidence": 0.996, "X1": 0.7345, "Y1": 0.6432, "X2": 0.74394, "Y2": 0.643, "X3": 0.74394, "Y3": 0.6568, "X4": 0.7345, "Y4": 0.6568, "page": 0, "Index": 140}, {"Word": "C", "Confidence": 0.941, "X1": 0.74798, "Y1": 0.6432, "X2": 0.76011, "Y2": 0.643, "X3": 0.76011, "Y3": 0.6558, "X4": 0.74798, "Y4": 0.6568, "page": 0, "Index": 141}, {"Word": "71,750", "Confidence": 0.994, "X1": 0.78706, "Y1": 0.6372, "X2": 0.8504, "Y2": 0.637, "X3": 0.84906, "Y3": 0.6518, "X4": 0.78571, "Y4": 0.6518, "page": 0, "Index": 142}, {"Word": "--", "Confidence": 0.748, "X1": 0.38679, "Y1": 0.6502, "X2": 0.46496, "Y2": 0.65, "X3": 0.46361, "Y3": 0.6628, "X4": 0.38679, "Y4": 0.6618, "page": 0, "Index": 143}, {"Word": "Running", "Confidence": 0.667, "X1": 0.57951, "Y1": 0.6442, "X2": 0.63612, "Y2": 0.644, "X3": 0.63612, "Y3": 0.6598, "X4": 0.57951, "Y4": 0.6608, "page": 0, "Index": 144}, {"Word": "total", "Confidence": 0.677, "X1": 0.64016, "Y1": 0.6432, "X2": 0.67116, "Y2": 0.643, "X3": 0.67116, "Y3": 0.6588, "X4": 0.64016, "Y4": 0.6598, "page": 0, "Index": 145}, {"Word": "of", "Confidence": 0.991, "X1": 0.6752, "Y1": 0.6432, "X2": 0.68733, "Y2": 0.643, "X3": 0.68733, "Y3": 0.6588, "X4": 0.6752, "Y4": 0.6588, "page": 0, "Index": 146}, {"Word": "D.", "Confidence": 0.998, "X1": 0.14825, "Y1": 0.6762, "X2": 0.16307, "Y2": 0.676, "X3": 0.16307, "Y3": 0.6908, "X4": 0.14825, "Y4": 0.6908, "page": 0, "Index": 147}, {"Word": "Permanent", "Confidence": 0.645, "X1": 0.16712, "Y1": 0.6762, "X2": 0.23989, "Y2": 0.676, "X3": 0.23854, "Y3": 0.6918, "X4": 0.16712, "Y4": 0.6908, "page": 0, "Index": 148}, {"Word": "equipment", "Confidence": 0.812, "X1": 0.24394, "Y1": 0.6762, "X2": 0.31267, "Y2": 0.676, "X3": 0.31132, "Y3": 0.6908, "X4": 0.24259, "Y4": 0.6918, "page": 0, "Index": 149}, {"Word": "(itemize)", "Confidence": 0.887, "X1": 0.31671, "Y1": 0.6762, "X2": 0.37871, "Y2": 0.676, "X3": 0.37736, "Y3": 0.6908, "X4": 0.31536, "Y4": 0.6908, "page": 0, "Index": 150}, {"Word": "Tissue", "Confidence": 0.994, "X1": 0.1496, "Y1": 0.7002, "X2": 0.21294, "Y2": 0.7, "X3": 0.21294, "Y3": 0.7158, "X4": 0.14825, "Y4": 0.7168, "page": 0, "Index": 151}, {"Word": "culture", "Confidence": 0.995, "X1": 0.21833, "Y1": 0.7002, "X2": 0.2965, "Y2": 0.7, "X3": 0.29515, "Y3": 0.7158, "X4": 0.21698, "Y4": 0.7158, "page": 0, "Index": 152}, {"Word": "incubator", "Confidence": 0.982, "X1": 0.30323, "Y1": 0.7002, "X2": 0.39892, "Y2": 0.7, "X3": 0.39892, "Y3": 0.7168, "X4": 0.30189, "Y4": 0.7158, "page": 0, "Index": 153}, {"Word": "(Napco", "Confidence": 0.936, "X1": 0.40701, "Y1": 0.6992, "X2": 0.4717, "Y2": 0.699, "X3": 0.47035, "Y3": 0.7178, "X4": 0.40701, "Y4": 0.7168, "page": 0, "Index": 154}, {"Word": "C02)", "Confidence": 0.602, "X1": 0.47709, "Y1": 0.6992, "X2": 0.52156, "Y2": 0.699, "X3": 0.52022, "Y3": 0.7188, "X4": 0.47574, "Y4": 0.7178, "page": 0, "Index": 155}, {"Word": "Sub-total", "Confidence": 0.752, "X1": 0.65768, "Y1": 0.7542, "X2": 0.72102, "Y2": 0.754, "X3": 0.71968, "Y3": 0.7678, "X4": 0.65633, "Y4": 0.7678, "page": 0, "Index": 156}, {"Word": "for", "Confidence": 0.998, "X1": 0.72372, "Y1": 0.7542, "X2": 0.74394, "Y2": 0.754, "X3": 0.74259, "Y3": 0.7678, "X4": 0.72372, "Y4": 0.7678, "page": 0, "Index": 157}, {"Word": "D", "Confidence": 0.994, "X1": 0.74663, "Y1": 0.7542, "X2": 0.75741, "Y2": 0.754, "X3": 0.75741, "Y3": 0.7678, "X4": 0.74663, "Y4": 0.7678, "page": 0, "Index": 158}, {"Word": "8,000", "Confidence": 0.997, "X1": 0.7965, "Y1": 0.7482, "X2": 0.84906, "Y2": 0.748, "X3": 0.84906, "Y3": 0.7618, "X4": 0.7965, "Y4": 0.7618, "page": 0, "Index": 159}, {"Word": "\u00a3", "Confidence": 0.069, "X1": 0.75067, "Y1": 0.7852, "X2": 0.76011, "Y2": 0.785, "X3": 0.76011, "Y3": 0.7978, "X4": 0.74933, "Y4": 0.7978, "page": 0, "Index": 160}, {"Word": "10,250", "Confidence": 0.991, "X1": 0.78571, "Y1": 0.7812, "X2": 0.84771, "Y2": 0.781, "X3": 0.84771, "Y3": 0.7948, "X4": 0.78571, "Y4": 0.7968, "page": 0, "Index": 161}, {"Word": "E.", "Confidence": 0.995, "X1": 0.1496, "Y1": 0.7872, "X2": 0.16173, "Y2": 0.787, "X3": 0.16173, "Y3": 0.8018, "X4": 0.1496, "Y4": 0.8018, "page": 0, "Index": 162}, {"Word": "Indirect", "Confidence": 0.931, "X1": 0.16577, "Y1": 0.7872, "X2": 0.21698, "Y2": 0.787, "X3": 0.21563, "Y3": 0.8018, "X4": 0.16577, "Y4": 0.8018, "page": 0, "Index": 163}, {"Word": "coste", "Confidence": 0.934, "X1": 0.22102, "Y1": 0.7862, "X2": 0.25472, "Y2": 0.786, "X3": 0.25337, "Y3": 0.8018, "X4": 0.21968, "Y4": 0.8018, "page": 0, "Index": 164}, {"Word": "(15%", "Confidence": 0.991, "X1": 0.25876, "Y1": 0.7862, "X2": 0.29111, "Y2": 0.786, "X3": 0.28976, "Y3": 0.8018, "X4": 0.25741, "Y4": 0.8018, "page": 0, "Index": 165}, {"Word": "of", "Confidence": 0.768, "X1": 0.29515, "Y1": 0.7862, "X2": 0.30863, "Y2": 0.786, "X3": 0.30728, "Y3": 0.8018, "X4": 0.2938, "Y4": 0.8018, "page": 0, "Index": 166}, {"Word": "A+B+C)", "Confidence": 0.956, "X1": 0.31267, "Y1": 0.7862, "X2": 0.37332, "Y2": 0.786, "X3": 0.37332, "Y3": 0.8008, "X4": 0.31132, "Y4": 0.8018, "page": 0, "Index": 167}, {"Word": "-", "Confidence": 0.603, "X1": 0.77493, "Y1": 0.7912, "X2": 0.78437, "Y2": 0.791, "X3": 0.78437, "Y3": 0.8018, "X4": 0.77493, "Y4": 0.8008, "page": 0, "Index": 168}, {"Word": "90,000", "Confidence": 0.994, "X1": 0.78571, "Y1": 0.8112, "X2": 0.84906, "Y2": 0.811, "X3": 0.84771, "Y3": 0.8248, "X4": 0.78706, "Y4": 0.8258, "page": 0, "Index": 169}, {"Word": "Total", "Confidence": 0.996, "X1": 0.62803, "Y1": 0.8152, "X2": 0.67116, "Y2": 0.815, "X3": 0.67116, "Y3": 0.8308, "X4": 0.62803, "Y4": 0.8298, "page": 0, "Index": 170}, {"Word": "request", "Confidence": 0.981, "X1": 0.6752, "Y1": 0.8152, "X2": 0.73989, "Y2": 0.815, "X3": 0.73989, "Y3": 0.8308, "X4": 0.6752, "Y4": 0.8308, "page": 0, "Index": 171}, {"Word": "14.", "Confidence": 0.991, "X1": 0.10782, "Y1": 0.8492, "X2": 0.13612, "Y2": 0.849, "X3": 0.13612, "Y3": 0.8628, "X4": 0.10782, "Y4": 0.8628, "page": 0, "Index": 172}, {"Word": "Estimated", "Confidence": 0.797, "X1": 0.14825, "Y1": 0.8502, "X2": 0.21429, "Y2": 0.85, "X3": 0.21429, "Y3": 0.8628, "X4": 0.14825, "Y4": 0.8628, "page": 0, "Index": 173}, {"Word": "future", "Confidence": 0.99, "X1": 0.21833, "Y1": 0.8502, "X2": 0.25876, "Y2": 0.85, "X3": 0.25876, "Y3": 0.8638, "X4": 0.21833, "Y4": 0.8628, "page": 0, "Index": 174}, {"Word": "requirements", "Confidence": 0.61, "X1": 0.2628, "Y1": 0.8492, "X2": 0.34771, "Y2": 0.849, "X3": 0.34771, "Y3": 0.8638, "X4": 0.2628, "Y4": 0.8638, "page": 0, "Index": 175}, {"Word": "(if", "Confidence": 0.772, "X1": 0.35175, "Y1": 0.8492, "X2": 0.36792, "Y2": 0.849, "X3": 0.36792, "Y3": 0.8638, "X4": 0.35175, "Y4": 0.8638, "page": 0, "Index": 176}, {"Word": "applicable):", "Confidence": 0.783, "X1": 0.37062, "Y1": 0.8472, "X2": 0.45283, "Y2": 0.847, "X3": 0.45418, "Y3": 0.8638, "X4": 0.37197, "Y4": 0.8638, "page": 0, "Index": 177}, {"Word": "Salaries", "Confidence": 0.409, "X1": 0.22237, "Y1": 0.8812, "X2": 0.27358, "Y2": 0.881, "X3": 0.27358, "Y3": 0.8948, "X4": 0.22237, "Y4": 0.8948, "page": 0, "Index": 178}, {"Word": ".", "Confidence": 0.065, "X1": 0.27763, "Y1": 0.8812, "X2": 0.28841, "Y2": 0.881, "X3": 0.28841, "Y3": 0.8958, "X4": 0.27763, "Y4": 0.8948, "page": 0, "Index": 179}, {"Word": "Consumablet", "Confidence": 0.38, "X1": 0.31402, "Y1": 0.8802, "X2": 0.40566, "Y2": 0.88, "X3": 0.40566, "Y3": 0.8948, "X4": 0.31402, "Y4": 0.8938, "page": 0, "Index": 180}, {"Word": "Other", "Confidence": 0.755, "X1": 0.43935, "Y1": 0.8792, "X2": 0.47709, "Y2": 0.879, "X3": 0.47709, "Y3": 0.8928, "X4": 0.43935, "Y4": 0.8928, "page": 0, "Index": 181}, {"Word": "oups", "Confidence": 0.028, "X1": 0.48113, "Y1": 0.8792, "X2": 0.51348, "Y2": 0.879, "X3": 0.51348, "Y3": 0.8928, "X4": 0.48113, "Y4": 0.8928, "page": 0, "Index": 182}, {"Word": "Permisquip", "Confidence": 0.162, "X1": 0.56065, "Y1": 0.8802, "X2": 0.64016, "Y2": 0.88, "X3": 0.64016, "Y3": 0.8938, "X4": 0.56065, "Y4": 0.8928, "page": 0, "Index": 183}, {"Word": "Indirect", "Confidence": 0.849, "X1": 0.68598, "Y1": 0.8792, "X2": 0.7372, "Y2": 0.879, "X3": 0.7372, "Y3": 0.8938, "X4": 0.68464, "Y4": 0.8938, "page": 0, "Index": 184}, {"Word": "costa", "Confidence": 0.462, "X1": 0.74124, "Y1": 0.8792, "X2": 0.77763, "Y2": 0.879, "X3": 0.77763, "Y3": 0.8928, "X4": 0.74124, "Y4": 0.8938, "page": 0, "Index": 185}, {"Word": "Total", "Confidence": 0.818, "X1": 0.84232, "Y1": 0.8772, "X2": 0.88005, "Y2": 0.877, "X3": 0.8814, "Y3": 0.8908, "X4": 0.84367, "Y4": 0.8918, "page": 0, "Index": 186}, {"Word": "---", "Confidence": 0.604, "X1": 0.03235, "Y1": 0.8972, "X2": 0.0566, "Y2": 0.897, "X3": 0.0566, "Y3": 0.9028, "X4": 0.03235, "Y4": 0.9038, "page": 0, "Index": 187}, {"Word": "Year", "Confidence": 0.793, "X1": 0.15094, "Y1": 0.9122, "X2": 0.18059, "Y2": 0.912, "X3": 0.18059, "Y3": 0.9248, "X4": 0.15094, "Y4": 0.9248, "page": 0, "Index": 188}, {"Word": "3", "Confidence": 0.026, "X1": 0.18464, "Y1": 0.9122, "X2": 0.19407, "Y2": 0.912, "X3": 0.19407, "Y3": 0.9248, "X4": 0.18464, "Y4": 0.9248, "page": 0, "Index": 189}, {"Word": "Form", "Confidence": 0.742, "X1": 0.11051, "Y1": 0.9442, "X2": 0.14286, "Y2": 0.944, "X3": 0.14151, "Y3": 0.9558, "X4": 0.10916, "Y4": 0.9548, "page": 0, "Index": 190}, {"Word": "RAG87", "Confidence": 0.852, "X1": 0.15094, "Y1": 0.9442, "X2": 0.19811, "Y2": 0.944, "X3": 0.19811, "Y3": 0.9558, "X4": 0.15094, "Y4": 0.9558, "page": 0, "Index": 191}, {"Word": "CONFIDENTIAL", "Confidence": 0.991, "X1": 0.46092, "Y1": 0.9372, "X2": 0.60377, "Y2": 0.937, "X3": 0.60377, "Y3": 0.9538, "X4": 0.46092, "Y4": 0.9548, "page": 0, "Index": 192}]}	"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"
ffdc0070	13	{"lines_data": [{"Word": "3a", "Confidence": 0.969, "X1": 0.45283, "Y1": 0.0112, "X2": 0.47978, "Y2": 0.011, "X3": 0.47978, "Y3": 0.0238, "X4": 0.45283, "Y4": 0.0228, "page": 0}, {"Word": "UCSD #87-6472", "Confidence": 0.9885, "X1": 0.71563, "Y1": 0.0082, "X2": 0.85445, "Y2": 0.008, "X3": 0.85445, "Y3": 0.0228, "X4": 0.71563, "Y4": 0.0228, "page": 0}, {"Word": "Budget Justification:", "Confidence": 0.9895, "X1": 0.10916, "Y1": 0.0472, "X2": 0.32884, "Y2": 0.047, "X3": 0.32749, "Y3": 0.0638, "X4": 0.10916, "Y4": 0.0628, "page": 0}, {"Word": "Dr. Deborah Cadena will join my laboratory January 1, 1988. She will", "Confidence": 0.97858, "X1": 0.16038, "Y1": 0.0942, "X2": 0.86253, "Y2": 0.094, "X3": 0.86253, "Y3": 0.1108, "X4": 0.16038, "Y4": 0.1108, "page": 0}, {"Word": "receive her Ph.D. degree from the University of California, Davis this year", "Confidence": 0.96708, "X1": 0.11051, "Y1": 0.1112, "X2": 0.87332, "Y2": 0.111, "X3": 0.87332, "Y3": 0.1268, "X4": 0.11051, "Y4": 0.1268, "page": 0}, {"Word": "and is highly recommended by her department chair and by Dr. Michael Dahmus,", "Confidence": 0.95415, "X1": 0.11051, "Y1": 0.1272, "X2": 0.88005, "Y2": 0.127, "X3": 0.8814, "Y3": 0.1418, "X4": 0.11051, "Y4": 0.1428, "page": 0}, {"Word": "her thesis advisor. Her creativity and skill in biochemistry and molecular", "Confidence": 0.93409, "X1": 0.11186, "Y1": 0.1422, "X2": 0.87466, "Y2": 0.142, "X3": 0.87466, "Y3": 0.1578, "X4": 0.11186, "Y4": 0.1588, "page": 0}, {"Word": "biology are expected to contribute significantly to progress toward the", "Confidence": 0.99, "X1": 0.11321, "Y1": 0.1592, "X2": 0.83423, "Y2": 0.159, "X3": 0.83423, "Y3": 0.1748, "X4": 0.11321, "Y4": 0.1748, "page": 0}, {"Word": "goals of this research project.", "Confidence": 0.9708, "X1": 0.11321, "Y1": 0.1742, "X2": 0.42722, "Y2": 0.174, "X3": 0.42722, "Y3": 0.1908, "X4": 0.11321, "Y4": 0.1908, "page": 0}], "words_data": [{"Word": "3a", "Confidence": 0.969, "X1": 0.45957, "Y1": 0.0112, "X2": 0.47844, "Y2": 0.011, "X3": 0.47709, "Y3": 0.0238, "X4": 0.45957, "Y4": 0.0228, "page": 0, "Index": 0}, {"Word": "UCSD", "Confidence": 0.986, "X1": 0.71698, "Y1": 0.0082, "X2": 0.76146, "Y2": 0.008, "X3": 0.76011, "Y3": 0.0238, "X4": 0.71698, "Y4": 0.0228, "page": 0, "Index": 1}, {"Word": "#87-6472", "Confidence": 0.991, "X1": 0.76954, "Y1": 0.0092, "X2": 0.8531, "Y2": 0.009, "X3": 0.85175, "Y3": 0.0228, "X4": 0.76819, "Y4": 0.0238, "page": 0, "Index": 2}, {"Word": "Budget", "Confidence": 0.996, "X1": 0.11186, "Y1": 0.0482, "X2": 0.1752, "Y2": 0.048, "X3": 0.1752, "Y3": 0.0638, "X4": 0.11051, "Y4": 0.0638, "page": 0, "Index": 3}, {"Word": "Justification:", "Confidence": 0.983, "X1": 0.18059, "Y1": 0.0482, "X2": 0.32615, "Y2": 0.048, "X3": 0.32749, "Y3": 0.0638, "X4": 0.17925, "Y4": 0.0638, "page": 0, "Index": 4}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.16307, "Y1": 0.0962, "X2": 0.19542, "Y2": 0.096, "X3": 0.19407, "Y3": 0.1098, "X4": 0.16038, "Y4": 0.1098, "page": 0, "Index": 5}, {"Word": "Deborah", "Confidence": 0.97, "X1": 0.20081, "Y1": 0.0952, "X2": 0.27358, "Y2": 0.095, "X3": 0.27224, "Y3": 0.1108, "X4": 0.19946, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "Cadena", "Confidence": 0.991, "X1": 0.28032, "Y1": 0.0952, "X2": 0.34501, "Y2": 0.095, "X3": 0.34367, "Y3": 0.1108, "X4": 0.27898, "Y4": 0.1108, "page": 0, "Index": 7}, {"Word": "will", "Confidence": 0.988, "X1": 0.35175, "Y1": 0.0952, "X2": 0.39757, "Y2": 0.095, "X3": 0.39623, "Y3": 0.1118, "X4": 0.3504, "Y4": 0.1108, "page": 0, "Index": 8}, {"Word": "join", "Confidence": 0.961, "X1": 0.40566, "Y1": 0.0952, "X2": 0.44744, "Y2": 0.095, "X3": 0.44609, "Y3": 0.1118, "X4": 0.40431, "Y4": 0.1118, "page": 0, "Index": 9}, {"Word": "my", "Confidence": 0.997, "X1": 0.45283, "Y1": 0.0952, "X2": 0.47978, "Y2": 0.095, "X3": 0.47844, "Y3": 0.1118, "X4": 0.45148, "Y4": 0.1118, "page": 0, "Index": 10}, {"Word": "laboratory", "Confidence": 0.992, "X1": 0.48652, "Y1": 0.0952, "X2": 0.5903, "Y2": 0.095, "X3": 0.58895, "Y3": 0.1118, "X4": 0.48652, "Y4": 0.1118, "page": 0, "Index": 11}, {"Word": "January", "Confidence": 0.958, "X1": 0.59704, "Y1": 0.0952, "X2": 0.67116, "Y2": 0.095, "X3": 0.66981, "Y3": 0.1118, "X4": 0.59704, "Y4": 0.1118, "page": 0, "Index": 12}, {"Word": "1,", "Confidence": 0.991, "X1": 0.6779, "Y1": 0.0952, "X2": 0.70216, "Y2": 0.095, "X3": 0.70216, "Y3": 0.1108, "X4": 0.6779, "Y4": 0.1118, "page": 0, "Index": 13}, {"Word": "1988.", "Confidence": 0.996, "X1": 0.7062, "Y1": 0.0952, "X2": 0.76146, "Y2": 0.095, "X3": 0.76146, "Y3": 0.1108, "X4": 0.7062, "Y4": 0.1108, "page": 0, "Index": 14}, {"Word": "She", "Confidence": 0.998, "X1": 0.77493, "Y1": 0.0952, "X2": 0.80863, "Y2": 0.095, "X3": 0.80863, "Y3": 0.1108, "X4": 0.77493, "Y4": 0.1108, "page": 0, "Index": 15}, {"Word": "will", "Confidence": 0.903, "X1": 0.81402, "Y1": 0.0952, "X2": 0.86119, "Y2": 0.095, "X3": 0.86119, "Y3": 0.1098, "X4": 0.81402, "Y4": 0.1098, "page": 0, "Index": 16}, {"Word": "receive", "Confidence": 0.996, "X1": 0.11186, "Y1": 0.1132, "X2": 0.18464, "Y2": 0.113, "X3": 0.18464, "Y3": 0.1268, "X4": 0.11051, "Y4": 0.1268, "page": 0, "Index": 17}, {"Word": "her", "Confidence": 0.982, "X1": 0.19003, "Y1": 0.1132, "X2": 0.22507, "Y2": 0.113, "X3": 0.22507, "Y3": 0.1268, "X4": 0.19003, "Y4": 0.1268, "page": 0, "Index": 18}, {"Word": "Ph.D.", "Confidence": 0.849, "X1": 0.23181, "Y1": 0.1122, "X2": 0.28167, "Y2": 0.112, "X3": 0.28167, "Y3": 0.1278, "X4": 0.23046, "Y4": 0.1268, "page": 0, "Index": 19}, {"Word": "degree", "Confidence": 0.996, "X1": 0.28706, "Y1": 0.1122, "X2": 0.35175, "Y2": 0.112, "X3": 0.3504, "Y3": 0.1278, "X4": 0.28706, "Y4": 0.1278, "page": 0, "Index": 20}, {"Word": "from", "Confidence": 0.884, "X1": 0.35714, "Y1": 0.1122, "X2": 0.40162, "Y2": 0.112, "X3": 0.40162, "Y3": 0.1278, "X4": 0.35714, "Y4": 0.1278, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.998, "X1": 0.41105, "Y1": 0.1122, "X2": 0.44474, "Y2": 0.112, "X3": 0.4434, "Y3": 0.1278, "X4": 0.41105, "Y4": 0.1278, "page": 0, "Index": 22}, {"Word": "University", "Confidence": 0.994, "X1": 0.44879, "Y1": 0.1122, "X2": 0.55526, "Y2": 0.112, "X3": 0.55391, "Y3": 0.1278, "X4": 0.44879, "Y4": 0.1278, "page": 0, "Index": 23}, {"Word": "of", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.1122, "X2": 0.58491, "Y2": 0.112, "X3": 0.58491, "Y3": 0.1278, "X4": 0.56199, "Y4": 0.1278, "page": 0, "Index": 24}, {"Word": "California,", "Confidence": 0.934, "X1": 0.59164, "Y1": 0.1122, "X2": 0.7062, "Y2": 0.112, "X3": 0.7062, "Y3": 0.1278, "X4": 0.59164, "Y4": 0.1278, "page": 0, "Index": 25}, {"Word": "Davis", "Confidence": 0.997, "X1": 0.71294, "Y1": 0.1122, "X2": 0.76819, "Y2": 0.112, "X3": 0.76819, "Y3": 0.1268, "X4": 0.71294, "Y4": 0.1278, "page": 0, "Index": 26}, {"Word": "this", "Confidence": 0.989, "X1": 0.77628, "Y1": 0.1122, "X2": 0.81941, "Y2": 0.112, "X3": 0.81941, "Y3": 0.1268, "X4": 0.77628, "Y4": 0.1268, "page": 0, "Index": 27}, {"Word": "year", "Confidence": 0.988, "X1": 0.82749, "Y1": 0.1122, "X2": 0.87197, "Y2": 0.112, "X3": 0.87197, "Y3": 0.1268, "X4": 0.82749, "Y4": 0.1268, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.1282, "X2": 0.14555, "Y2": 0.128, "X3": 0.1442, "Y3": 0.1438, "X4": 0.11186, "Y4": 0.1438, "page": 0, "Index": 29}, {"Word": "is", "Confidence": 0.998, "X1": 0.15364, "Y1": 0.1282, "X2": 0.17655, "Y2": 0.128, "X3": 0.1752, "Y3": 0.1438, "X4": 0.15094, "Y4": 0.1438, "page": 0, "Index": 30}, {"Word": "highly", "Confidence": 0.659, "X1": 0.18059, "Y1": 0.1282, "X2": 0.24528, "Y2": 0.128, "X3": 0.24394, "Y3": 0.1438, "X4": 0.17925, "Y4": 0.1438, "page": 0, "Index": 31}, {"Word": "recommended", "Confidence": 0.992, "X1": 0.25337, "Y1": 0.1282, "X2": 0.37062, "Y2": 0.128, "X3": 0.37062, "Y3": 0.1428, "X4": 0.25202, "Y4": 0.1438, "page": 0, "Index": 32}, {"Word": "by", "Confidence": 0.998, "X1": 0.37871, "Y1": 0.1282, "X2": 0.40162, "Y2": 0.128, "X3": 0.40027, "Y3": 0.1428, "X4": 0.37736, "Y4": 0.1428, "page": 0, "Index": 33}, {"Word": "her", "Confidence": 0.998, "X1": 0.40701, "Y1": 0.1282, "X2": 0.44205, "Y2": 0.128, "X3": 0.4407, "Y3": 0.1428, "X4": 0.40701, "Y4": 0.1428, "page": 0, "Index": 34}, {"Word": "department", "Confidence": 0.965, "X1": 0.44879, "Y1": 0.1272, "X2": 0.55391, "Y2": 0.127, "X3": 0.55256, "Y3": 0.1428, "X4": 0.44879, "Y4": 0.1428, "page": 0, "Index": 35}, {"Word": "chair", "Confidence": 0.991, "X1": 0.56065, "Y1": 0.1272, "X2": 0.61321, "Y2": 0.127, "X3": 0.61321, "Y3": 0.1428, "X4": 0.56065, "Y4": 0.1428, "page": 0, "Index": 36}, {"Word": "and", "Confidence": 0.998, "X1": 0.62129, "Y1": 0.1272, "X2": 0.65229, "Y2": 0.127, "X3": 0.65229, "Y3": 0.1428, "X4": 0.62129, "Y4": 0.1428, "page": 0, "Index": 37}, {"Word": "by", "Confidence": 0.992, "X1": 0.65903, "Y1": 0.1272, "X2": 0.68329, "Y2": 0.127, "X3": 0.68329, "Y3": 0.1428, "X4": 0.65903, "Y4": 0.1428, "page": 0, "Index": 38}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.1272, "X2": 0.72102, "Y2": 0.127, "X3": 0.72102, "Y3": 0.1428, "X4": 0.68733, "Y4": 0.1428, "page": 0, "Index": 39}, {"Word": "Michael", "Confidence": 0.855, "X1": 0.72507, "Y1": 0.1272, "X2": 0.80054, "Y2": 0.127, "X3": 0.80189, "Y3": 0.1428, "X4": 0.72507, "Y4": 0.1428, "page": 0, "Index": 40}, {"Word": "Dahmus,", "Confidence": 0.966, "X1": 0.80593, "Y1": 0.1272, "X2": 0.88005, "Y2": 0.127, "X3": 0.8814, "Y3": 0.1418, "X4": 0.80728, "Y4": 0.1428, "page": 0, "Index": 41}, {"Word": "her", "Confidence": 0.748, "X1": 0.11186, "Y1": 0.1442, "X2": 0.1442, "Y2": 0.144, "X3": 0.1442, "Y3": 0.1588, "X4": 0.11186, "Y4": 0.1588, "page": 0, "Index": 42}, {"Word": "thesis", "Confidence": 0.997, "X1": 0.15229, "Y1": 0.1432, "X2": 0.21698, "Y2": 0.143, "X3": 0.21698, "Y3": 0.1588, "X4": 0.15229, "Y4": 0.1588, "page": 0, "Index": 43}, {"Word": "advisor.", "Confidence": 0.995, "X1": 0.22237, "Y1": 0.1432, "X2": 0.30593, "Y2": 0.143, "X3": 0.30593, "Y3": 0.1588, "X4": 0.22237, "Y4": 0.1588, "page": 0, "Index": 44}, {"Word": "Her", "Confidence": 0.997, "X1": 0.31671, "Y1": 0.1432, "X2": 0.35175, "Y2": 0.143, "X3": 0.35175, "Y3": 0.1588, "X4": 0.31671, "Y4": 0.1588, "page": 0, "Index": 45}, {"Word": "creativity", "Confidence": 0.994, "X1": 0.35984, "Y1": 0.1432, "X2": 0.46226, "Y2": 0.143, "X3": 0.46226, "Y3": 0.1588, "X4": 0.35984, "Y4": 0.1588, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.47035, "Y1": 0.1422, "X2": 0.50404, "Y2": 0.142, "X3": 0.50404, "Y3": 0.1588, "X4": 0.47035, "Y4": 0.1588, "page": 0, "Index": 47}, {"Word": "skill", "Confidence": 0.994, "X1": 0.51078, "Y1": 0.1422, "X2": 0.56334, "Y2": 0.142, "X3": 0.56334, "Y3": 0.1588, "X4": 0.51078, "Y4": 0.1588, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.955, "X1": 0.57143, "Y1": 0.1422, "X2": 0.59434, "Y2": 0.142, "X3": 0.59434, "Y3": 0.1588, "X4": 0.57143, "Y4": 0.1588, "page": 0, "Index": 49}, {"Word": "biochemistry", "Confidence": 0.611, "X1": 0.59973, "Y1": 0.1422, "X2": 0.72776, "Y2": 0.142, "X3": 0.72776, "Y3": 0.1588, "X4": 0.59973, "Y4": 0.1588, "page": 0, "Index": 50}, {"Word": "and", "Confidence": 0.995, "X1": 0.7345, "Y1": 0.1422, "X2": 0.76819, "Y2": 0.142, "X3": 0.76819, "Y3": 0.1588, "X4": 0.7345, "Y4": 0.1588, "page": 0, "Index": 51}, {"Word": "molecular", "Confidence": 0.991, "X1": 0.77358, "Y1": 0.1432, "X2": 0.87197, "Y2": 0.143, "X3": 0.87197, "Y3": 0.1588, "X4": 0.77358, "Y4": 0.1588, "page": 0, "Index": 52}, {"Word": "biology", "Confidence": 0.991, "X1": 0.11456, "Y1": 0.1592, "X2": 0.18598, "Y2": 0.159, "X3": 0.18464, "Y3": 0.1748, "X4": 0.11321, "Y4": 0.1738, "page": 0, "Index": 53}, {"Word": "are", "Confidence": 0.998, "X1": 0.19272, "Y1": 0.1592, "X2": 0.22507, "Y2": 0.159, "X3": 0.22507, "Y3": 0.1748, "X4": 0.19137, "Y4": 0.1748, "page": 0, "Index": 54}, {"Word": "expected", "Confidence": 0.995, "X1": 0.23315, "Y1": 0.1592, "X2": 0.31671, "Y2": 0.159, "X3": 0.31671, "Y3": 0.1758, "X4": 0.23181, "Y4": 0.1748, "page": 0, "Index": 55}, {"Word": "to", "Confidence": 0.998, "X1": 0.3248, "Y1": 0.1592, "X2": 0.34636, "Y2": 0.159, "X3": 0.34636, "Y3": 0.1758, "X4": 0.32345, "Y4": 0.1758, "page": 0, "Index": 56}, {"Word": "contribute", "Confidence": 0.957, "X1": 0.35445, "Y1": 0.1592, "X2": 0.45687, "Y2": 0.159, "X3": 0.45687, "Y3": 0.1758, "X4": 0.3531, "Y4": 0.1758, "page": 0, "Index": 57}, {"Word": "significantly", "Confidence": 0.976, "X1": 0.46496, "Y1": 0.1592, "X2": 0.59704, "Y2": 0.159, "X3": 0.59704, "Y3": 0.1758, "X4": 0.46361, "Y4": 0.1758, "page": 0, "Index": 58}, {"Word": "to", "Confidence": 0.998, "X1": 0.60647, "Y1": 0.1592, "X2": 0.62803, "Y2": 0.159, "X3": 0.62803, "Y3": 0.1758, "X4": 0.60512, "Y4": 0.1758, "page": 0, "Index": 59}, {"Word": "progress", "Confidence": 0.995, "X1": 0.63612, "Y1": 0.1592, "X2": 0.71968, "Y2": 0.159, "X3": 0.71968, "Y3": 0.1758, "X4": 0.63612, "Y4": 0.1758, "page": 0, "Index": 60}, {"Word": "toward", "Confidence": 0.994, "X1": 0.72642, "Y1": 0.1592, "X2": 0.79111, "Y2": 0.159, "X3": 0.79111, "Y3": 0.1748, "X4": 0.72507, "Y4": 0.1758, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.998, "X1": 0.79784, "Y1": 0.1592, "X2": 0.83154, "Y2": 0.159, "X3": 0.83154, "Y3": 0.1748, "X4": 0.79784, "Y4": 0.1748, "page": 0, "Index": 62}, {"Word": "goals", "Confidence": 0.884, "X1": 0.11456, "Y1": 0.1742, "X2": 0.16577, "Y2": 0.174, "X3": 0.16577, "Y3": 0.1908, "X4": 0.11321, "Y4": 0.1908, "page": 0, "Index": 63}, {"Word": "of", "Confidence": 0.998, "X1": 0.17385, "Y1": 0.1742, "X2": 0.19542, "Y2": 0.174, "X3": 0.19542, "Y3": 0.1898, "X4": 0.17251, "Y4": 0.1908, "page": 0, "Index": 64}, {"Word": "this", "Confidence": 0.988, "X1": 0.20485, "Y1": 0.1752, "X2": 0.24798, "Y2": 0.175, "X3": 0.24663, "Y3": 0.1898, "X4": 0.20485, "Y4": 0.1898, "page": 0, "Index": 65}, {"Word": "research", "Confidence": 0.991, "X1": 0.25472, "Y1": 0.1752, "X2": 0.33827, "Y2": 0.175, "X3": 0.33827, "Y3": 0.1908, "X4": 0.25337, "Y4": 0.1898, "page": 0, "Index": 66}, {"Word": "project.", "Confidence": 0.993, "X1": 0.34771, "Y1": 0.1752, "X2": 0.42857, "Y2": 0.175, "X3": 0.42722, "Y3": 0.1918, "X4": 0.34636, "Y4": 0.1908, "page": 0, "Index": 67}]}	"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"
ffdc0070	9	{"lines_data": [{"Word": "2f", "Confidence": 0.809, "X1": 0.44474, "Y1": 0.0082, "X2": 0.469, "Y2": 0.008, "X3": 0.469, "Y3": 0.0218, "X4": 0.44474, "Y4": 0.0218, "page": 0}, {"Word": "UCSD #87-6472", "Confidence": 0.987, "X1": 0.70216, "Y1": 0.0072, "X2": 0.84367, "Y2": 0.007, "X3": 0.84367, "Y3": 0.0238, "X4": 0.70216, "Y4": 0.0238, "page": 0}, {"Word": "11. Publications", "Confidence": 0.991, "X1": 0.09569, "Y1": 0.0562, "X2": 0.26415, "Y2": 0.056, "X3": 0.26415, "Y3": 0.0718, "X4": 0.09569, "Y4": 0.0698, "page": 0}, {"Word": "A. Santon, J. B ., Cronin, M. T ., Macleod, C. L ., Mendelsohn, J ., Masui,", "Confidence": 0.98494, "X1": 0.09299, "Y1": 0.1022, "X2": 0.8248, "Y2": 0.102, "X3": 0.8248, "Y3": 0.1188, "X4": 0.09299, "Y4": 0.1188, "page": 0}, {"Word": "E, and Gill, G. N. (1986) Effects of EGF receptor concentration on", "Confidence": 0.93483, "X1": 0.14825, "Y1": 0.1202, "X2": 0.85984, "Y2": 0.12, "X3": 0.85984, "Y3": 0.1358, "X4": 0.14825, "Y4": 0.1348, "page": 0}, {"Word": "tumorigenicity of A431 cells. Cancer Res. 46, 4701-4705.", "Confidence": 0.96938, "X1": 0.1469, "Y1": 0.1352, "X2": 0.7372, "Y2": 0.135, "X3": 0.7372, "Y3": 0.1508, "X4": 0.1469, "Y4": 0.1508, "page": 0}, {"Word": "B. Walton, G. M ., Bertics, P. J ., Hudson, L. G ., Vedvick, T. S ., and Gill,", "Confidence": 0.96405, "X1": 0.09434, "Y1": 0.1652, "X2": 0.85849, "Y2": 0.165, "X3": 0.85849, "Y3": 0.1808, "X4": 0.09434, "Y4": 0.1808, "page": 0}, {"Word": "G. N. (1987) A three-step purification procedure for protein kinase C:", "Confidence": 0.94164, "X1": 0.1469, "Y1": 0.1822, "X2": 0.89084, "Y2": 0.182, "X3": 0.89084, "Y3": 0.1968, "X4": 0.1469, "Y4": 0.1958, "page": 0}, {"Word": "Characterization of the purified enzyme. Anal. Biochem. 161, 425-437.", "Confidence": 0.94189, "X1": 0.14825, "Y1": 0.1962, "X2": 0.87062, "Y2": 0.196, "X3": 0.87062, "Y3": 0.2128, "X4": 0.14825, "Y4": 0.2128, "page": 0}, {"Word": "C. Gill, G. N ., Santon, J. B ., and Bertics, P. J. (1987) Regulatory", "Confidence": 0.98007, "X1": 0.09434, "Y1": 0.2282, "X2": 0.80593, "Y2": 0.228, "X3": 0.80593, "Y3": 0.2438, "X4": 0.09434, "Y4": 0.2428, "page": 0}, {"Word": "features of the epidermal growth receptor. J. Cell. Physiol. In press.", "Confidence": 0.97918, "X1": 0.14825, "Y1": 0.2442, "X2": 0.88814, "Y2": 0.244, "X3": 0.88814, "Y3": 0.2598, "X4": 0.14825, "Y4": 0.2608, "page": 0}, {"Word": "D. Gill, G. N ., Bertics, P. J ., and Santon, J. B. (1987) Epidermal", "Confidence": 0.9478, "X1": 0.09299, "Y1": 0.2732, "X2": 0.79515, "Y2": 0.273, "X3": 0.79515, "Y3": 0.2908, "X4": 0.09299, "Y4": 0.2908, "page": 0}, {"Word": "growth factor and its receptor. Mol. Cell. Endocr. In press.", "Confidence": 0.9488, "X1": 0.1442, "Y1": 0.2912, "X2": 0.78437, "Y2": 0.291, "X3": 0.78437, "Y3": 0.3058, "X4": 0.1442, "Y4": 0.3068, "page": 0}, {"Word": "E. Bertics, P. J ., Hubler, L ., Chen, W. S ., Carpenter, C. D ., Rosenfeld,", "Confidence": 0.97412, "X1": 0.09299, "Y1": 0.3192, "X2": 0.83693, "Y2": 0.319, "X3": 0.83693, "Y3": 0.3368, "X4": 0.09299, "Y4": 0.3368, "page": 0}, {"Word": "M. G ., and Gill, C. N. (1987) Epidermal growth factor receptor:", "Confidence": 0.93117, "X1": 0.14825, "Y1": 0.3372, "X2": 0.81806, "Y2": 0.337, "X3": 0.81806, "Y3": 0.3528, "X4": 0.14825, "Y4": 0.3528, "page": 0}, {"Word": "Structure and regulation by self-phosphorylation. In: Growth", "Confidence": 0.97857, "X1": 0.14555, "Y1": 0.3522, "X2": 0.78706, "Y2": 0.352, "X3": 0.78706, "Y3": 0.3688, "X4": 0.14555, "Y4": 0.3688, "page": 0}, {"Word": "Regulation of Cancer. (Marc E. Lippman, ed.) Alan R. Liss, Inc. New", "Confidence": 0.96758, "X1": 0.14555, "Y1": 0.3672, "X2": 0.83827, "Y2": 0.367, "X3": 0.83827, "Y3": 0.3838, "X4": 0.14555, "Y4": 0.3848, "page": 0}, {"Word": "York.", "Confidence": 0.995, "X1": 0.1469, "Y1": 0.3852, "X2": 0.20216, "Y2": 0.385, "X3": 0.20216, "Y3": 0.3988, "X4": 0.1469, "Y4": 0.3968, "page": 0}, {"Word": "F. Chen, W. S ., Lazar, C. S ., Poenie, M ., Tsien, R. Y ., Gill, B. N ., and", "Confidence": 0.92776, "X1": 0.09299, "Y1": 0.4162, "X2": 0.83962, "Y2": 0.416, "X3": 0.83962, "Y3": 0.4318, "X4": 0.09299, "Y4": 0.4308, "page": 0}, {"Word": "Rosenfeld, M. G. (1987) Intrinsic protein tyrosine kinase activity", "Confidence": 0.96411, "X1": 0.14555, "Y1": 0.4322, "X2": 0.84771, "Y2": 0.432, "X3": 0.84771, "Y3": 0.4468, "X4": 0.14555, "Y4": 0.4458, "page": 0}, {"Word": "mediates the immediate and late actions of the RGF receptor.", "Confidence": 0.8873, "X1": 0.14555, "Y1": 0.4482, "X2": 0.7655, "Y2": 0.448, "X3": 0.7655, "Y3": 0.4628, "X4": 0.14555, "Y4": 0.4618, "page": 0}, {"Word": "Submitted.", "Confidence": 0.857, "X1": 0.14555, "Y1": 0.4632, "X2": 0.25202, "Y2": 0.463, "X3": 0.25202, "Y3": 0.4778, "X4": 0.14555, "Y4": 0.4768, "page": 0}, {"Word": "G. Bertics, P. J ., Chen, W. S ., Carpenter, C. D ., Hubler, L ., Lazar, C.", "Confidence": 0.96367, "X1": 0.09299, "Y1": 0.4942, "X2": 0.82615, "Y2": 0.494, "X3": 0.82615, "Y3": 0.5108, "X4": 0.09299, "Y4": 0.5088, "page": 0}, {"Word": "S ., Cochet, C ., Rosenfeld, M. C ., and Gill, C. N. (1987) Alteration", "Confidence": 0.89933, "X1": 0.1469, "Y1": 0.5102, "X2": 0.85984, "Y2": 0.51, "X3": 0.85984, "Y3": 0.5258, "X4": 0.1469, "Y4": 0.5258, "page": 0}, {"Word": "of epidermal growth factor receptor activity by mutation of its primary", "Confidence": 0.99536, "X1": 0.14825, "Y1": 0.5262, "X2": 0.87601, "Y2": 0.526, "X3": 0.87601, "Y3": 0.5408, "X4": 0.14825, "Y4": 0.5408, "page": 0}, {"Word": "carboxyl-terminal site of tyrosine phosphorylation. Submitted.", "Confidence": 0.9305, "X1": 0.14555, "Y1": 0.5412, "X2": 0.7965, "Y2": 0.541, "X3": 0.7965, "Y3": 0.5568, "X4": 0.14555, "Y4": 0.5578, "page": 0}], "words_data": [{"Word": "2f", "Confidence": 0.809, "X1": 0.44744, "Y1": 0.0082, "X2": 0.46765, "Y2": 0.008, "X3": 0.46765, "Y3": 0.0218, "X4": 0.44744, "Y4": 0.0218, "page": 0, "Index": 0}, {"Word": "UCSD", "Confidence": 0.979, "X1": 0.7035, "Y1": 0.0082, "X2": 0.74528, "Y2": 0.008, "X3": 0.74528, "Y3": 0.0238, "X4": 0.7035, "Y4": 0.0238, "page": 0, "Index": 1}, {"Word": "#87-6472", "Confidence": 0.995, "X1": 0.75337, "Y1": 0.0082, "X2": 0.83962, "Y2": 0.008, "X3": 0.83962, "Y3": 0.0248, "X4": 0.75337, "Y4": 0.0238, "page": 0, "Index": 2}, {"Word": "11.", "Confidence": 0.991, "X1": 0.09704, "Y1": 0.0552, "X2": 0.12938, "Y2": 0.055, "X3": 0.12938, "Y3": 0.0708, "X4": 0.09704, "Y4": 0.0708, "page": 0, "Index": 3}, {"Word": "Publications", "Confidence": 0.991, "X1": 0.13342, "Y1": 0.0562, "X2": 0.2628, "Y2": 0.056, "X3": 0.26146, "Y3": 0.0718, "X4": 0.13342, "Y4": 0.0708, "page": 0, "Index": 4}, {"Word": "A.", "Confidence": 0.994, "X1": 0.09434, "Y1": 0.1032, "X2": 0.11995, "Y2": 0.103, "X3": 0.11995, "Y3": 0.1178, "X4": 0.09434, "Y4": 0.1178, "page": 0, "Index": 5}, {"Word": "Santon,", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.1032, "X2": 0.2062, "Y2": 0.103, "X3": 0.20485, "Y3": 0.1188, "X4": 0.12399, "Y4": 0.1178, "page": 0, "Index": 6}, {"Word": "J.", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.1032, "X2": 0.23315, "Y2": 0.103, "X3": 0.23315, "Y3": 0.1188, "X4": 0.21159, "Y4": 0.1188, "page": 0, "Index": 7}, {"Word": "B", "Confidence": 0.994, "X1": 0.23854, "Y1": 0.1032, "X2": 0.24663, "Y2": 0.103, "X3": 0.24663, "Y3": 0.1188, "X4": 0.2372, "Y4": 0.1188, "page": 0, "Index": 8}, {"Word": ".,", "Confidence": 0.992, "X1": 0.25067, "Y1": 0.1032, "X2": 0.26954, "Y2": 0.103, "X3": 0.26954, "Y3": 0.1188, "X4": 0.25067, "Y4": 0.1188, "page": 0, "Index": 9}, {"Word": "Cronin,", "Confidence": 0.964, "X1": 0.27493, "Y1": 0.1022, "X2": 0.35714, "Y2": 0.102, "X3": 0.35714, "Y3": 0.1188, "X4": 0.27358, "Y4": 0.1188, "page": 0, "Index": 10}, {"Word": "M.", "Confidence": 0.996, "X1": 0.36119, "Y1": 0.1022, "X2": 0.38679, "Y2": 0.102, "X3": 0.38679, "Y3": 0.1198, "X4": 0.36119, "Y4": 0.1188, "page": 0, "Index": 11}, {"Word": "T", "Confidence": 0.982, "X1": 0.39084, "Y1": 0.1022, "X2": 0.39892, "Y2": 0.102, "X3": 0.39757, "Y3": 0.1198, "X4": 0.39084, "Y4": 0.1198, "page": 0, "Index": 12}, {"Word": ".,", "Confidence": 0.996, "X1": 0.40296, "Y1": 0.1022, "X2": 0.42183, "Y2": 0.102, "X3": 0.42183, "Y3": 0.1198, "X4": 0.40162, "Y4": 0.1198, "page": 0, "Index": 13}, {"Word": "Macleod,", "Confidence": 0.972, "X1": 0.42588, "Y1": 0.1022, "X2": 0.52022, "Y2": 0.102, "X3": 0.52022, "Y3": 0.1198, "X4": 0.42588, "Y4": 0.1198, "page": 0, "Index": 14}, {"Word": "C.", "Confidence": 0.994, "X1": 0.52561, "Y1": 0.1022, "X2": 0.54582, "Y2": 0.102, "X3": 0.54447, "Y3": 0.1198, "X4": 0.52426, "Y4": 0.1198, "page": 0, "Index": 15}, {"Word": "L", "Confidence": 0.995, "X1": 0.54987, "Y1": 0.1022, "X2": 0.56065, "Y2": 0.102, "X3": 0.5593, "Y3": 0.1198, "X4": 0.54987, "Y4": 0.1198, "page": 0, "Index": 16}, {"Word": ".,", "Confidence": 0.996, "X1": 0.56469, "Y1": 0.1022, "X2": 0.58356, "Y2": 0.102, "X3": 0.58221, "Y3": 0.1198, "X4": 0.56334, "Y4": 0.1198, "page": 0, "Index": 17}, {"Word": "Mendelsohn,", "Confidence": 0.894, "X1": 0.5876, "Y1": 0.1032, "X2": 0.71563, "Y2": 0.103, "X3": 0.71563, "Y3": 0.1198, "X4": 0.5876, "Y4": 0.1198, "page": 0, "Index": 18}, {"Word": "J", "Confidence": 0.995, "X1": 0.71968, "Y1": 0.1032, "X2": 0.72911, "Y2": 0.103, "X3": 0.72776, "Y3": 0.1198, "X4": 0.71968, "Y4": 0.1198, "page": 0, "Index": 19}, {"Word": ".,", "Confidence": 0.994, "X1": 0.73315, "Y1": 0.1032, "X2": 0.75067, "Y2": 0.103, "X3": 0.75067, "Y3": 0.1188, "X4": 0.73315, "Y4": 0.1198, "page": 0, "Index": 20}, {"Word": "Masui,", "Confidence": 0.994, "X1": 0.75472, "Y1": 0.1032, "X2": 0.8248, "Y2": 0.103, "X3": 0.82345, "Y3": 0.1188, "X4": 0.75472, "Y4": 0.1188, "page": 0, "Index": 21}, {"Word": "E,", "Confidence": 0.619, "X1": 0.14825, "Y1": 0.1202, "X2": 0.1752, "Y2": 0.12, "X3": 0.1752, "Y3": 0.1358, "X4": 0.14825, "Y4": 0.1358, "page": 0, "Index": 22}, {"Word": "and", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.1202, "X2": 0.21563, "Y2": 0.12, "X3": 0.21563, "Y3": 0.1358, "X4": 0.18329, "Y4": 0.1358, "page": 0, "Index": 23}, {"Word": "Gill,", "Confidence": 0.991, "X1": 0.22372, "Y1": 0.1202, "X2": 0.27898, "Y2": 0.12, "X3": 0.27898, "Y3": 0.1358, "X4": 0.22372, "Y4": 0.1358, "page": 0, "Index": 24}, {"Word": "G.", "Confidence": 0.993, "X1": 0.28571, "Y1": 0.1202, "X2": 0.31132, "Y2": 0.12, "X3": 0.31132, "Y3": 0.1358, "X4": 0.28571, "Y4": 0.1358, "page": 0, "Index": 25}, {"Word": "N.", "Confidence": 0.998, "X1": 0.31671, "Y1": 0.1202, "X2": 0.34097, "Y2": 0.12, "X3": 0.34232, "Y3": 0.1358, "X4": 0.31671, "Y4": 0.1358, "page": 0, "Index": 26}, {"Word": "(1986)", "Confidence": 0.994, "X1": 0.35714, "Y1": 0.1202, "X2": 0.41914, "Y2": 0.12, "X3": 0.41914, "Y3": 0.1348, "X4": 0.35714, "Y4": 0.1358, "page": 0, "Index": 27}, {"Word": "Effects", "Confidence": 0.686, "X1": 0.43666, "Y1": 0.1202, "X2": 0.51078, "Y2": 0.12, "X3": 0.51078, "Y3": 0.1348, "X4": 0.43666, "Y4": 0.1348, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.51887, "Y1": 0.1202, "X2": 0.54178, "Y2": 0.12, "X3": 0.54178, "Y3": 0.1348, "X4": 0.52022, "Y4": 0.1348, "page": 0, "Index": 29}, {"Word": "EGF", "Confidence": 0.958, "X1": 0.55121, "Y1": 0.1202, "X2": 0.58356, "Y2": 0.12, "X3": 0.58491, "Y3": 0.1348, "X4": 0.55121, "Y4": 0.1348, "page": 0, "Index": 30}, {"Word": "receptor", "Confidence": 0.994, "X1": 0.59299, "Y1": 0.1212, "X2": 0.6779, "Y2": 0.121, "X3": 0.6779, "Y3": 0.1358, "X4": 0.59299, "Y4": 0.1348, "page": 0, "Index": 31}, {"Word": "concentration", "Confidence": 0.992, "X1": 0.68733, "Y1": 0.1222, "X2": 0.8221, "Y2": 0.122, "X3": 0.82345, "Y3": 0.1358, "X4": 0.68733, "Y4": 0.1358, "page": 0, "Index": 32}, {"Word": "on", "Confidence": 0.997, "X1": 0.83288, "Y1": 0.1232, "X2": 0.8558, "Y2": 0.123, "X3": 0.85714, "Y3": 0.1358, "X4": 0.83288, "Y4": 0.1358, "page": 0, "Index": 33}, {"Word": "tumorigenicity", "Confidence": 0.941, "X1": 0.14825, "Y1": 0.1362, "X2": 0.29245, "Y2": 0.136, "X3": 0.29111, "Y3": 0.1518, "X4": 0.1469, "Y4": 0.1508, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.1362, "X2": 0.32749, "Y2": 0.136, "X3": 0.32615, "Y3": 0.1518, "X4": 0.30323, "Y4": 0.1518, "page": 0, "Index": 35}, {"Word": "A431", "Confidence": 0.967, "X1": 0.33558, "Y1": 0.1362, "X2": 0.38005, "Y2": 0.136, "X3": 0.38005, "Y3": 0.1518, "X4": 0.33423, "Y4": 0.1518, "page": 0, "Index": 36}, {"Word": "cells.", "Confidence": 0.885, "X1": 0.38814, "Y1": 0.1362, "X2": 0.45283, "Y2": 0.136, "X3": 0.45148, "Y3": 0.1518, "X4": 0.38679, "Y4": 0.1518, "page": 0, "Index": 37}, {"Word": "Cancer", "Confidence": 0.996, "X1": 0.469, "Y1": 0.1362, "X2": 0.53369, "Y2": 0.136, "X3": 0.53235, "Y3": 0.1508, "X4": 0.46765, "Y4": 0.1518, "page": 0, "Index": 38}, {"Word": "Res.", "Confidence": 0.982, "X1": 0.54043, "Y1": 0.1362, "X2": 0.58625, "Y2": 0.136, "X3": 0.58491, "Y3": 0.1508, "X4": 0.54043, "Y4": 0.1508, "page": 0, "Index": 39}, {"Word": "46,", "Confidence": 0.995, "X1": 0.59164, "Y1": 0.1362, "X2": 0.62534, "Y2": 0.136, "X3": 0.62534, "Y3": 0.1508, "X4": 0.59164, "Y4": 0.1508, "page": 0, "Index": 40}, {"Word": "4701-4705.", "Confidence": 0.991, "X1": 0.63208, "Y1": 0.1362, "X2": 0.73854, "Y2": 0.136, "X3": 0.7372, "Y3": 0.1498, "X4": 0.63073, "Y4": 0.1508, "page": 0, "Index": 41}, {"Word": "B.", "Confidence": 0.995, "X1": 0.09434, "Y1": 0.1662, "X2": 0.1186, "Y2": 0.166, "X3": 0.1186, "Y3": 0.1808, "X4": 0.09569, "Y4": 0.1808, "page": 0, "Index": 42}, {"Word": "Walton,", "Confidence": 0.993, "X1": 0.12264, "Y1": 0.1652, "X2": 0.20755, "Y2": 0.165, "X3": 0.20889, "Y3": 0.1808, "X4": 0.12399, "Y4": 0.1808, "page": 0, "Index": 43}, {"Word": "G.", "Confidence": 0.92, "X1": 0.21294, "Y1": 0.1652, "X2": 0.23585, "Y2": 0.165, "X3": 0.23585, "Y3": 0.1808, "X4": 0.21294, "Y4": 0.1808, "page": 0, "Index": 44}, {"Word": "M", "Confidence": 0.847, "X1": 0.23989, "Y1": 0.1652, "X2": 0.24933, "Y2": 0.165, "X3": 0.24933, "Y3": 0.1808, "X4": 0.23989, "Y4": 0.1808, "page": 0, "Index": 45}, {"Word": ".,", "Confidence": 0.994, "X1": 0.25337, "Y1": 0.1652, "X2": 0.27224, "Y2": 0.165, "X3": 0.27224, "Y3": 0.1808, "X4": 0.25472, "Y4": 0.1808, "page": 0, "Index": 46}, {"Word": "Bertics,", "Confidence": 0.941, "X1": 0.27628, "Y1": 0.1652, "X2": 0.37062, "Y2": 0.165, "X3": 0.37197, "Y3": 0.1808, "X4": 0.27628, "Y4": 0.1808, "page": 0, "Index": 47}, {"Word": "P.", "Confidence": 0.998, "X1": 0.37601, "Y1": 0.1652, "X2": 0.40162, "Y2": 0.165, "X3": 0.40162, "Y3": 0.1808, "X4": 0.37601, "Y4": 0.1808, "page": 0, "Index": 48}, {"Word": "J", "Confidence": 0.995, "X1": 0.40566, "Y1": 0.1652, "X2": 0.4124, "Y2": 0.165, "X3": 0.41375, "Y3": 0.1808, "X4": 0.40566, "Y4": 0.1808, "page": 0, "Index": 49}, {"Word": ".,", "Confidence": 0.996, "X1": 0.41644, "Y1": 0.1652, "X2": 0.43531, "Y2": 0.165, "X3": 0.43531, "Y3": 0.1808, "X4": 0.41779, "Y4": 0.1808, "page": 0, "Index": 50}, {"Word": "Hudson,", "Confidence": 0.925, "X1": 0.43935, "Y1": 0.1652, "X2": 0.52291, "Y2": 0.165, "X3": 0.52291, "Y3": 0.1818, "X4": 0.4407, "Y4": 0.1808, "page": 0, "Index": 51}, {"Word": "L.", "Confidence": 0.991, "X1": 0.5283, "Y1": 0.1652, "X2": 0.55121, "Y2": 0.165, "X3": 0.55121, "Y3": 0.1818, "X4": 0.5283, "Y4": 0.1818, "page": 0, "Index": 52}, {"Word": "G", "Confidence": 0.941, "X1": 0.55526, "Y1": 0.1652, "X2": 0.56334, "Y2": 0.165, "X3": 0.56334, "Y3": 0.1818, "X4": 0.55526, "Y4": 0.1818, "page": 0, "Index": 53}, {"Word": ".,", "Confidence": 0.997, "X1": 0.56739, "Y1": 0.1652, "X2": 0.5876, "Y2": 0.165, "X3": 0.5876, "Y3": 0.1818, "X4": 0.56739, "Y4": 0.1818, "page": 0, "Index": 54}, {"Word": "Vedvick,", "Confidence": 0.981, "X1": 0.59164, "Y1": 0.1652, "X2": 0.68464, "Y2": 0.165, "X3": 0.68464, "Y3": 0.1818, "X4": 0.59164, "Y4": 0.1818, "page": 0, "Index": 55}, {"Word": "T.", "Confidence": 0.937, "X1": 0.69137, "Y1": 0.1662, "X2": 0.71429, "Y2": 0.166, "X3": 0.71429, "Y3": 0.1818, "X4": 0.69137, "Y4": 0.1818, "page": 0, "Index": 56}, {"Word": "S", "Confidence": 0.94, "X1": 0.71833, "Y1": 0.1662, "X2": 0.72642, "Y2": 0.166, "X3": 0.72642, "Y3": 0.1818, "X4": 0.71833, "Y4": 0.1818, "page": 0, "Index": 57}, {"Word": ".,", "Confidence": 0.997, "X1": 0.73046, "Y1": 0.1662, "X2": 0.75067, "Y2": 0.166, "X3": 0.75067, "Y3": 0.1818, "X4": 0.73046, "Y4": 0.1818, "page": 0, "Index": 58}, {"Word": "and", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.1662, "X2": 0.79245, "Y2": 0.166, "X3": 0.7938, "Y3": 0.1818, "X4": 0.75606, "Y4": 0.1818, "page": 0, "Index": 59}, {"Word": "Gill,", "Confidence": 0.931, "X1": 0.79919, "Y1": 0.1662, "X2": 0.85984, "Y2": 0.166, "X3": 0.85984, "Y3": 0.1818, "X4": 0.79919, "Y4": 0.1818, "page": 0, "Index": 60}, {"Word": "G.", "Confidence": 0.785, "X1": 0.1469, "Y1": 0.1822, "X2": 0.16712, "Y2": 0.182, "X3": 0.16846, "Y3": 0.1968, "X4": 0.14825, "Y4": 0.1968, "page": 0, "Index": 61}, {"Word": "N.", "Confidence": 0.997, "X1": 0.17251, "Y1": 0.1822, "X2": 0.19677, "Y2": 0.182, "X3": 0.19811, "Y3": 0.1968, "X4": 0.17385, "Y4": 0.1968, "page": 0, "Index": 62}, {"Word": "(1987)", "Confidence": 0.996, "X1": 0.21429, "Y1": 0.1822, "X2": 0.27628, "Y2": 0.182, "X3": 0.27628, "Y3": 0.1968, "X4": 0.21563, "Y4": 0.1968, "page": 0, "Index": 63}, {"Word": "A", "Confidence": 0.979, "X1": 0.29111, "Y1": 0.1822, "X2": 0.30323, "Y2": 0.182, "X3": 0.30323, "Y3": 0.1968, "X4": 0.29245, "Y4": 0.1968, "page": 0, "Index": 64}, {"Word": "three-step", "Confidence": 0.99, "X1": 0.31402, "Y1": 0.1832, "X2": 0.41914, "Y2": 0.183, "X3": 0.41914, "Y3": 0.1968, "X4": 0.31536, "Y4": 0.1968, "page": 0, "Index": 65}, {"Word": "purification", "Confidence": 0.992, "X1": 0.42992, "Y1": 0.1832, "X2": 0.55391, "Y2": 0.183, "X3": 0.55526, "Y3": 0.1978, "X4": 0.42992, "Y4": 0.1968, "page": 0, "Index": 66}, {"Word": "procedure", "Confidence": 0.995, "X1": 0.56334, "Y1": 0.1832, "X2": 0.65768, "Y2": 0.183, "X3": 0.65768, "Y3": 0.1978, "X4": 0.56469, "Y4": 0.1978, "page": 0, "Index": 67}, {"Word": "for", "Confidence": 0.998, "X1": 0.66846, "Y1": 0.1832, "X2": 0.69946, "Y2": 0.183, "X3": 0.70081, "Y3": 0.1978, "X4": 0.66846, "Y4": 0.1978, "page": 0, "Index": 68}, {"Word": "protein", "Confidence": 0.964, "X1": 0.70889, "Y1": 0.1832, "X2": 0.78302, "Y2": 0.183, "X3": 0.78437, "Y3": 0.1968, "X4": 0.71024, "Y4": 0.1978, "page": 0, "Index": 69}, {"Word": "kinase", "Confidence": 0.991, "X1": 0.79245, "Y1": 0.1832, "X2": 0.8558, "Y2": 0.183, "X3": 0.85714, "Y3": 0.1968, "X4": 0.7938, "Y4": 0.1968, "page": 0, "Index": 70}, {"Word": "C:", "Confidence": 0.671, "X1": 0.86523, "Y1": 0.1832, "X2": 0.88949, "Y2": 0.183, "X3": 0.89084, "Y3": 0.1968, "X4": 0.86658, "Y4": 0.1968, "page": 0, "Index": 71}, {"Word": "Characterization", "Confidence": 0.941, "X1": 0.14825, "Y1": 0.1982, "X2": 0.31132, "Y2": 0.198, "X3": 0.31132, "Y3": 0.2128, "X4": 0.14825, "Y4": 0.2118, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.31941, "Y1": 0.1982, "X2": 0.34367, "Y2": 0.198, "X3": 0.34232, "Y3": 0.2128, "X4": 0.31941, "Y4": 0.2128, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.35445, "Y1": 0.1982, "X2": 0.38544, "Y2": 0.198, "X3": 0.38544, "Y3": 0.2128, "X4": 0.35445, "Y4": 0.2128, "page": 0, "Index": 74}, {"Word": "purified", "Confidence": 0.995, "X1": 0.39353, "Y1": 0.1982, "X2": 0.47844, "Y2": 0.198, "X3": 0.47844, "Y3": 0.2128, "X4": 0.39353, "Y4": 0.2128, "page": 0, "Index": 75}, {"Word": "enzyme.", "Confidence": 0.671, "X1": 0.48787, "Y1": 0.1982, "X2": 0.56469, "Y2": 0.198, "X3": 0.56469, "Y3": 0.2128, "X4": 0.48652, "Y4": 0.2128, "page": 0, "Index": 76}, {"Word": "Anal.", "Confidence": 0.901, "X1": 0.58086, "Y1": 0.1982, "X2": 0.63477, "Y2": 0.198, "X3": 0.63477, "Y3": 0.2128, "X4": 0.58086, "Y4": 0.2128, "page": 0, "Index": 77}, {"Word": "Biochem.", "Confidence": 0.991, "X1": 0.64151, "Y1": 0.1972, "X2": 0.73046, "Y2": 0.197, "X3": 0.72911, "Y3": 0.2128, "X4": 0.64016, "Y4": 0.2128, "page": 0, "Index": 78}, {"Word": "161,", "Confidence": 0.991, "X1": 0.73854, "Y1": 0.1972, "X2": 0.78032, "Y2": 0.197, "X3": 0.78032, "Y3": 0.2128, "X4": 0.73854, "Y4": 0.2128, "page": 0, "Index": 79}, {"Word": "425-437.", "Confidence": 0.991, "X1": 0.78841, "Y1": 0.1972, "X2": 0.87062, "Y2": 0.197, "X3": 0.87062, "Y3": 0.2128, "X4": 0.78706, "Y4": 0.2128, "page": 0, "Index": 80}, {"Word": "C.", "Confidence": 0.993, "X1": 0.09434, "Y1": 0.2282, "X2": 0.1186, "Y2": 0.228, "X3": 0.1186, "Y3": 0.2428, "X4": 0.09434, "Y4": 0.2428, "page": 0, "Index": 81}, {"Word": "Gill,", "Confidence": 0.809, "X1": 0.12399, "Y1": 0.2282, "X2": 0.18194, "Y2": 0.228, "X3": 0.18329, "Y3": 0.2428, "X4": 0.12399, "Y4": 0.2428, "page": 0, "Index": 82}, {"Word": "G.", "Confidence": 0.994, "X1": 0.18868, "Y1": 0.2282, "X2": 0.21159, "Y2": 0.228, "X3": 0.21159, "Y3": 0.2428, "X4": 0.18868, "Y4": 0.2428, "page": 0, "Index": 83}, {"Word": "N", "Confidence": 0.981, "X1": 0.21563, "Y1": 0.2282, "X2": 0.22372, "Y2": 0.228, "X3": 0.22372, "Y3": 0.2428, "X4": 0.21563, "Y4": 0.2428, "page": 0, "Index": 84}, {"Word": ".,", "Confidence": 0.997, "X1": 0.22776, "Y1": 0.2282, "X2": 0.24798, "Y2": 0.228, "X3": 0.24798, "Y3": 0.2428, "X4": 0.22776, "Y4": 0.2428, "page": 0, "Index": 85}, {"Word": "Santon,", "Confidence": 0.993, "X1": 0.25337, "Y1": 0.2282, "X2": 0.33423, "Y2": 0.228, "X3": 0.33423, "Y3": 0.2438, "X4": 0.25337, "Y4": 0.2428, "page": 0, "Index": 86}, {"Word": "J.", "Confidence": 0.997, "X1": 0.33962, "Y1": 0.2282, "X2": 0.36253, "Y2": 0.228, "X3": 0.36253, "Y3": 0.2438, "X4": 0.33962, "Y4": 0.2438, "page": 0, "Index": 87}, {"Word": "B", "Confidence": 0.995, "X1": 0.36658, "Y1": 0.2282, "X2": 0.37466, "Y2": 0.228, "X3": 0.37466, "Y3": 0.2438, "X4": 0.36658, "Y4": 0.2438, "page": 0, "Index": 88}, {"Word": ".,", "Confidence": 0.996, "X1": 0.37871, "Y1": 0.2282, "X2": 0.39892, "Y2": 0.228, "X3": 0.39892, "Y3": 0.2438, "X4": 0.37871, "Y4": 0.2438, "page": 0, "Index": 89}, {"Word": "and", "Confidence": 0.998, "X1": 0.40566, "Y1": 0.2282, "X2": 0.4407, "Y2": 0.228, "X3": 0.4407, "Y3": 0.2438, "X4": 0.40566, "Y4": 0.2438, "page": 0, "Index": 90}, {"Word": "Bertics,", "Confidence": 0.995, "X1": 0.44474, "Y1": 0.2282, "X2": 0.53908, "Y2": 0.228, "X3": 0.53774, "Y3": 0.2438, "X4": 0.44474, "Y4": 0.2438, "page": 0, "Index": 91}, {"Word": "P.", "Confidence": 0.971, "X1": 0.54313, "Y1": 0.2282, "X2": 0.56604, "Y2": 0.228, "X3": 0.56604, "Y3": 0.2438, "X4": 0.54313, "Y4": 0.2438, "page": 0, "Index": 92}, {"Word": "J.", "Confidence": 0.997, "X1": 0.57008, "Y1": 0.2282, "X2": 0.59434, "Y2": 0.228, "X3": 0.59434, "Y3": 0.2438, "X4": 0.57008, "Y4": 0.2438, "page": 0, "Index": 93}, {"Word": "(1987)", "Confidence": 0.991, "X1": 0.60647, "Y1": 0.2292, "X2": 0.6752, "Y2": 0.229, "X3": 0.6752, "Y3": 0.2438, "X4": 0.60647, "Y4": 0.2438, "page": 0, "Index": 94}, {"Word": "Regulatory", "Confidence": 0.994, "X1": 0.68868, "Y1": 0.2292, "X2": 0.80458, "Y2": 0.229, "X3": 0.80458, "Y3": 0.2438, "X4": 0.68868, "Y4": 0.2438, "page": 0, "Index": 95}, {"Word": "features", "Confidence": 0.956, "X1": 0.1496, "Y1": 0.2452, "X2": 0.23046, "Y2": 0.245, "X3": 0.22911, "Y3": 0.2598, "X4": 0.1496, "Y4": 0.2598, "page": 0, "Index": 96}, {"Word": "of", "Confidence": 0.993, "X1": 0.23854, "Y1": 0.2452, "X2": 0.26146, "Y2": 0.245, "X3": 0.26146, "Y3": 0.2608, "X4": 0.23854, "Y4": 0.2608, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.998, "X1": 0.27224, "Y1": 0.2452, "X2": 0.30458, "Y2": 0.245, "X3": 0.30323, "Y3": 0.2608, "X4": 0.27224, "Y4": 0.2608, "page": 0, "Index": 98}, {"Word": "epidermal", "Confidence": 0.992, "X1": 0.31267, "Y1": 0.2452, "X2": 0.4097, "Y2": 0.245, "X3": 0.4097, "Y3": 0.2608, "X4": 0.31267, "Y4": 0.2608, "page": 0, "Index": 99}, {"Word": "growth", "Confidence": 0.991, "X1": 0.41914, "Y1": 0.2452, "X2": 0.48383, "Y2": 0.245, "X3": 0.48383, "Y3": 0.2608, "X4": 0.41779, "Y4": 0.2608, "page": 0, "Index": 100}, {"Word": "receptor.", "Confidence": 0.967, "X1": 0.49326, "Y1": 0.2452, "X2": 0.58895, "Y2": 0.245, "X3": 0.5876, "Y3": 0.2608, "X4": 0.49191, "Y4": 0.2608, "page": 0, "Index": 101}, {"Word": "J.", "Confidence": 0.997, "X1": 0.60647, "Y1": 0.2452, "X2": 0.62803, "Y2": 0.245, "X3": 0.62668, "Y3": 0.2608, "X4": 0.60512, "Y4": 0.2608, "page": 0, "Index": 102}, {"Word": "Cell.", "Confidence": 0.929, "X1": 0.63342, "Y1": 0.2452, "X2": 0.68733, "Y2": 0.245, "X3": 0.68733, "Y3": 0.2608, "X4": 0.63342, "Y4": 0.2608, "page": 0, "Index": 103}, {"Word": "Physiol.", "Confidence": 0.955, "X1": 0.69272, "Y1": 0.2452, "X2": 0.77898, "Y2": 0.245, "X3": 0.77763, "Y3": 0.2608, "X4": 0.69137, "Y4": 0.2608, "page": 0, "Index": 104}, {"Word": "In", "Confidence": 0.998, "X1": 0.79515, "Y1": 0.2452, "X2": 0.81941, "Y2": 0.245, "X3": 0.81806, "Y3": 0.2598, "X4": 0.79515, "Y4": 0.2598, "page": 0, "Index": 105}, {"Word": "press.", "Confidence": 0.995, "X1": 0.82749, "Y1": 0.2452, "X2": 0.88949, "Y2": 0.245, "X3": 0.88949, "Y3": 0.2598, "X4": 0.82749, "Y4": 0.2598, "page": 0, "Index": 106}, {"Word": "D.", "Confidence": 0.994, "X1": 0.09299, "Y1": 0.2742, "X2": 0.1186, "Y2": 0.274, "X3": 0.11995, "Y3": 0.2908, "X4": 0.09434, "Y4": 0.2908, "page": 0, "Index": 107}, {"Word": "Gill,", "Confidence": 0.655, "X1": 0.12264, "Y1": 0.2742, "X2": 0.18194, "Y2": 0.274, "X3": 0.18329, "Y3": 0.2908, "X4": 0.12534, "Y4": 0.2908, "page": 0, "Index": 108}, {"Word": "G.", "Confidence": 0.769, "X1": 0.18733, "Y1": 0.2742, "X2": 0.21024, "Y2": 0.274, "X3": 0.21159, "Y3": 0.2908, "X4": 0.18868, "Y4": 0.2908, "page": 0, "Index": 109}, {"Word": "N", "Confidence": 0.991, "X1": 0.21429, "Y1": 0.2742, "X2": 0.22372, "Y2": 0.274, "X3": 0.22372, "Y3": 0.2908, "X4": 0.21563, "Y4": 0.2908, "page": 0, "Index": 110}, {"Word": ".,", "Confidence": 0.957, "X1": 0.22776, "Y1": 0.2752, "X2": 0.24663, "Y2": 0.275, "X3": 0.24798, "Y3": 0.2908, "X4": 0.22911, "Y4": 0.2908, "page": 0, "Index": 111}, {"Word": "Bertics,", "Confidence": 0.908, "X1": 0.25067, "Y1": 0.2752, "X2": 0.34501, "Y2": 0.275, "X3": 0.34501, "Y3": 0.2908, "X4": 0.25202, "Y4": 0.2908, "page": 0, "Index": 112}, {"Word": "P.", "Confidence": 0.994, "X1": 0.34906, "Y1": 0.2752, "X2": 0.37332, "Y2": 0.275, "X3": 0.37466, "Y3": 0.2908, "X4": 0.3504, "Y4": 0.2908, "page": 0, "Index": 113}, {"Word": "J", "Confidence": 0.995, "X1": 0.37871, "Y1": 0.2752, "X2": 0.38544, "Y2": 0.275, "X3": 0.38544, "Y3": 0.2908, "X4": 0.37871, "Y4": 0.2908, "page": 0, "Index": 114}, {"Word": ".,", "Confidence": 0.996, "X1": 0.38949, "Y1": 0.2752, "X2": 0.4097, "Y2": 0.275, "X3": 0.41105, "Y3": 0.2908, "X4": 0.39084, "Y4": 0.2908, "page": 0, "Index": 115}, {"Word": "and", "Confidence": 0.998, "X1": 0.41375, "Y1": 0.2752, "X2": 0.44879, "Y2": 0.275, "X3": 0.45013, "Y3": 0.2908, "X4": 0.41509, "Y4": 0.2908, "page": 0, "Index": 116}, {"Word": "Santon,", "Confidence": 0.995, "X1": 0.45283, "Y1": 0.2752, "X2": 0.53639, "Y2": 0.275, "X3": 0.53774, "Y3": 0.2908, "X4": 0.45418, "Y4": 0.2908, "page": 0, "Index": 117}, {"Word": "J.", "Confidence": 0.981, "X1": 0.54178, "Y1": 0.2752, "X2": 0.56334, "Y2": 0.275, "X3": 0.56334, "Y3": 0.2908, "X4": 0.54178, "Y4": 0.2908, "page": 0, "Index": 118}, {"Word": "B.", "Confidence": 0.998, "X1": 0.56739, "Y1": 0.2752, "X2": 0.59164, "Y2": 0.275, "X3": 0.59164, "Y3": 0.2908, "X4": 0.56739, "Y4": 0.2908, "page": 0, "Index": 119}, {"Word": "(1987)", "Confidence": 0.995, "X1": 0.60512, "Y1": 0.2752, "X2": 0.67385, "Y2": 0.275, "X3": 0.67251, "Y3": 0.2908, "X4": 0.60512, "Y4": 0.2908, "page": 0, "Index": 120}, {"Word": "Epidermal", "Confidence": 0.991, "X1": 0.68598, "Y1": 0.2742, "X2": 0.79515, "Y2": 0.274, "X3": 0.7938, "Y3": 0.2898, "X4": 0.68598, "Y4": 0.2908, "page": 0, "Index": 121}, {"Word": "growth", "Confidence": 0.995, "X1": 0.14555, "Y1": 0.2922, "X2": 0.20889, "Y2": 0.292, "X3": 0.20889, "Y3": 0.3068, "X4": 0.14555, "Y4": 0.3068, "page": 0, "Index": 122}, {"Word": "factor", "Confidence": 0.995, "X1": 0.21563, "Y1": 0.2922, "X2": 0.28032, "Y2": 0.292, "X3": 0.28032, "Y3": 0.3068, "X4": 0.21563, "Y4": 0.3068, "page": 0, "Index": 123}, {"Word": "and", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.2922, "X2": 0.3221, "Y2": 0.292, "X3": 0.3221, "Y3": 0.3068, "X4": 0.28841, "Y4": 0.3068, "page": 0, "Index": 124}, {"Word": "its", "Confidence": 0.916, "X1": 0.33019, "Y1": 0.2922, "X2": 0.36253, "Y2": 0.292, "X3": 0.36253, "Y3": 0.3068, "X4": 0.33019, "Y4": 0.3068, "page": 0, "Index": 125}, {"Word": "receptor.", "Confidence": 0.993, "X1": 0.37062, "Y1": 0.2912, "X2": 0.46631, "Y2": 0.291, "X3": 0.46631, "Y3": 0.3068, "X4": 0.37062, "Y4": 0.3068, "page": 0, "Index": 126}, {"Word": "Mol.", "Confidence": 0.99, "X1": 0.48248, "Y1": 0.2912, "X2": 0.5283, "Y2": 0.291, "X3": 0.5283, "Y3": 0.3068, "X4": 0.48248, "Y4": 0.3068, "page": 0, "Index": 127}, {"Word": "Cell.", "Confidence": 0.994, "X1": 0.53504, "Y1": 0.2912, "X2": 0.5903, "Y2": 0.291, "X3": 0.5903, "Y3": 0.3068, "X4": 0.53504, "Y4": 0.3068, "page": 0, "Index": 128}, {"Word": "Endocr.", "Confidence": 0.943, "X1": 0.59569, "Y1": 0.2912, "X2": 0.67385, "Y2": 0.291, "X3": 0.67385, "Y3": 0.3068, "X4": 0.59569, "Y4": 0.3068, "page": 0, "Index": 129}, {"Word": "In", "Confidence": 0.998, "X1": 0.69003, "Y1": 0.2912, "X2": 0.71159, "Y2": 0.291, "X3": 0.71159, "Y3": 0.3068, "X4": 0.69003, "Y4": 0.3068, "page": 0, "Index": 130}, {"Word": "press.", "Confidence": 0.666, "X1": 0.72102, "Y1": 0.2912, "X2": 0.78571, "Y2": 0.291, "X3": 0.78571, "Y3": 0.3068, "X4": 0.72102, "Y4": 0.3068, "page": 0, "Index": 131}, {"Word": "E.", "Confidence": 0.992, "X1": 0.09434, "Y1": 0.3212, "X2": 0.11725, "Y2": 0.321, "X3": 0.1186, "Y3": 0.3358, "X4": 0.09434, "Y4": 0.3358, "page": 0, "Index": 132}, {"Word": "Bertics,", "Confidence": 0.955, "X1": 0.12399, "Y1": 0.3212, "X2": 0.21563, "Y2": 0.321, "X3": 0.21698, "Y3": 0.3368, "X4": 0.12399, "Y4": 0.3358, "page": 0, "Index": 133}, {"Word": "P.", "Confidence": 0.997, "X1": 0.22102, "Y1": 0.3212, "X2": 0.24528, "Y2": 0.321, "X3": 0.24663, "Y3": 0.3368, "X4": 0.22102, "Y4": 0.3368, "page": 0, "Index": 134}, {"Word": "J", "Confidence": 0.995, "X1": 0.25067, "Y1": 0.3212, "X2": 0.25741, "Y2": 0.321, "X3": 0.25876, "Y3": 0.3368, "X4": 0.25067, "Y4": 0.3368, "page": 0, "Index": 135}, {"Word": ".,", "Confidence": 0.941, "X1": 0.26146, "Y1": 0.3212, "X2": 0.28167, "Y2": 0.321, "X3": 0.28167, "Y3": 0.3368, "X4": 0.2628, "Y4": 0.3368, "page": 0, "Index": 136}, {"Word": "Hubler,", "Confidence": 0.927, "X1": 0.28571, "Y1": 0.3222, "X2": 0.36658, "Y2": 0.322, "X3": 0.36792, "Y3": 0.3368, "X4": 0.28571, "Y4": 0.3368, "page": 0, "Index": 137}, {"Word": "L", "Confidence": 0.995, "X1": 0.37197, "Y1": 0.3222, "X2": 0.3814, "Y2": 0.322, "X3": 0.38275, "Y3": 0.3368, "X4": 0.37197, "Y4": 0.3368, "page": 0, "Index": 138}, {"Word": ".,", "Confidence": 0.993, "X1": 0.38544, "Y1": 0.3222, "X2": 0.40566, "Y2": 0.322, "X3": 0.40566, "Y3": 0.3368, "X4": 0.38679, "Y4": 0.3368, "page": 0, "Index": 139}, {"Word": "Chen,", "Confidence": 0.996, "X1": 0.4097, "Y1": 0.3222, "X2": 0.469, "Y2": 0.322, "X3": 0.469, "Y3": 0.3368, "X4": 0.41105, "Y4": 0.3368, "page": 0, "Index": 140}, {"Word": "W.", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.3222, "X2": 0.49865, "Y2": 0.322, "X3": 0.49865, "Y3": 0.3368, "X4": 0.47574, "Y4": 0.3368, "page": 0, "Index": 141}, {"Word": "S", "Confidence": 0.958, "X1": 0.5027, "Y1": 0.3222, "X2": 0.51213, "Y2": 0.322, "X3": 0.51213, "Y3": 0.3368, "X4": 0.50404, "Y4": 0.3368, "page": 0, "Index": 142}, {"Word": ".,", "Confidence": 0.996, "X1": 0.51617, "Y1": 0.3222, "X2": 0.53504, "Y2": 0.322, "X3": 0.53639, "Y3": 0.3368, "X4": 0.51617, "Y4": 0.3368, "page": 0, "Index": 143}, {"Word": "Carpenter,", "Confidence": 0.941, "X1": 0.54043, "Y1": 0.3212, "X2": 0.65499, "Y2": 0.321, "X3": 0.65499, "Y3": 0.3368, "X4": 0.54043, "Y4": 0.3368, "page": 0, "Index": 144}, {"Word": "C.", "Confidence": 0.997, "X1": 0.66173, "Y1": 0.3212, "X2": 0.68194, "Y2": 0.321, "X3": 0.68194, "Y3": 0.3368, "X4": 0.66173, "Y4": 0.3368, "page": 0, "Index": 145}, {"Word": "D", "Confidence": 0.998, "X1": 0.68598, "Y1": 0.3212, "X2": 0.69677, "Y2": 0.321, "X3": 0.69677, "Y3": 0.3368, "X4": 0.68733, "Y4": 0.3368, "page": 0, "Index": 146}, {"Word": ".,", "Confidence": 0.996, "X1": 0.70081, "Y1": 0.3212, "X2": 0.71968, "Y2": 0.321, "X3": 0.71968, "Y3": 0.3368, "X4": 0.70081, "Y4": 0.3368, "page": 0, "Index": 147}, {"Word": "Rosenfeld,", "Confidence": 0.885, "X1": 0.72372, "Y1": 0.3202, "X2": 0.83827, "Y2": 0.32, "X3": 0.83827, "Y3": 0.3368, "X4": 0.72372, "Y4": 0.3368, "page": 0, "Index": 148}, {"Word": "M.", "Confidence": 0.994, "X1": 0.14825, "Y1": 0.3372, "X2": 0.17116, "Y2": 0.337, "X3": 0.17116, "Y3": 0.3528, "X4": 0.14825, "Y4": 0.3528, "page": 0, "Index": 149}, {"Word": "G", "Confidence": 0.67, "X1": 0.17655, "Y1": 0.3372, "X2": 0.18464, "Y2": 0.337, "X3": 0.18464, "Y3": 0.3528, "X4": 0.17655, "Y4": 0.3528, "page": 0, "Index": 150}, {"Word": ".,", "Confidence": 0.991, "X1": 0.18868, "Y1": 0.3372, "X2": 0.2062, "Y2": 0.337, "X3": 0.2062, "Y3": 0.3528, "X4": 0.18868, "Y4": 0.3528, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.3372, "X2": 0.24933, "Y2": 0.337, "X3": 0.24933, "Y3": 0.3528, "X4": 0.21563, "Y4": 0.3528, "page": 0, "Index": 152}, {"Word": "Gill,", "Confidence": 0.949, "X1": 0.25472, "Y1": 0.3372, "X2": 0.31132, "Y2": 0.337, "X3": 0.31132, "Y3": 0.3538, "X4": 0.25472, "Y4": 0.3528, "page": 0, "Index": 153}, {"Word": "C.", "Confidence": 0.615, "X1": 0.31941, "Y1": 0.3372, "X2": 0.34367, "Y2": 0.337, "X3": 0.34367, "Y3": 0.3538, "X4": 0.31941, "Y4": 0.3538, "page": 0, "Index": 154}, {"Word": "N.", "Confidence": 0.991, "X1": 0.34771, "Y1": 0.3372, "X2": 0.37332, "Y2": 0.337, "X3": 0.37332, "Y3": 0.3538, "X4": 0.34771, "Y4": 0.3538, "page": 0, "Index": 155}, {"Word": "(1987)", "Confidence": 0.991, "X1": 0.38949, "Y1": 0.3382, "X2": 0.45283, "Y2": 0.338, "X3": 0.45148, "Y3": 0.3538, "X4": 0.38814, "Y4": 0.3538, "page": 0, "Index": 156}, {"Word": "Epidermal", "Confidence": 0.991, "X1": 0.46765, "Y1": 0.3382, "X2": 0.56604, "Y2": 0.338, "X3": 0.56604, "Y3": 0.3528, "X4": 0.46765, "Y4": 0.3538, "page": 0, "Index": 157}, {"Word": "growth", "Confidence": 0.997, "X1": 0.57412, "Y1": 0.3382, "X2": 0.64016, "Y2": 0.338, "X3": 0.64016, "Y3": 0.3528, "X4": 0.57412, "Y4": 0.3528, "page": 0, "Index": 158}, {"Word": "factor", "Confidence": 0.996, "X1": 0.64825, "Y1": 0.3382, "X2": 0.71294, "Y2": 0.338, "X3": 0.71294, "Y3": 0.3528, "X4": 0.64825, "Y4": 0.3528, "page": 0, "Index": 159}, {"Word": "receptor:", "Confidence": 0.991, "X1": 0.72237, "Y1": 0.3392, "X2": 0.81806, "Y2": 0.339, "X3": 0.81671, "Y3": 0.3518, "X4": 0.72102, "Y4": 0.3528, "page": 0, "Index": 160}, {"Word": "Structure", "Confidence": 0.994, "X1": 0.1469, "Y1": 0.3542, "X2": 0.23854, "Y2": 0.354, "X3": 0.23854, "Y3": 0.3678, "X4": 0.1469, "Y4": 0.3668, "page": 0, "Index": 161}, {"Word": "In:", "Confidence": 0.998, "X1": 0.66846, "Y1": 0.3532, "X2": 0.70081, "Y2": 0.353, "X3": 0.70081, "Y3": 0.3678, "X4": 0.66846, "Y4": 0.3688, "page": 0, "Index": 162}, {"Word": "Growth", "Confidence": 0.992, "X1": 0.71563, "Y1": 0.3532, "X2": 0.78437, "Y2": 0.353, "X3": 0.78437, "Y3": 0.3668, "X4": 0.71563, "Y4": 0.3678, "page": 0, "Index": 163}, {"Word": "and", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.3542, "X2": 0.28167, "Y2": 0.354, "X3": 0.28167, "Y3": 0.3688, "X4": 0.24798, "Y4": 0.3678, "page": 0, "Index": 164}, {"Word": "regulation", "Confidence": 0.915, "X1": 0.28841, "Y1": 0.3542, "X2": 0.39353, "Y2": 0.354, "X3": 0.39353, "Y3": 0.3688, "X4": 0.28706, "Y4": 0.3688, "page": 0, "Index": 165}, {"Word": "by", "Confidence": 0.998, "X1": 0.40162, "Y1": 0.3542, "X2": 0.42453, "Y2": 0.354, "X3": 0.42453, "Y3": 0.3698, "X4": 0.40162, "Y4": 0.3688, "page": 0, "Index": 166}, {"Word": "self-phosphorylation.", "Confidence": 0.955, "X1": 0.43261, "Y1": 0.3532, "X2": 0.65094, "Y2": 0.353, "X3": 0.65094, "Y3": 0.3688, "X4": 0.43261, "Y4": 0.3698, "page": 0, "Index": 167}, {"Word": "Regulation", "Confidence": 0.991, "X1": 0.1469, "Y1": 0.3692, "X2": 0.25876, "Y2": 0.369, "X3": 0.25876, "Y3": 0.3848, "X4": 0.1469, "Y4": 0.3838, "page": 0, "Index": 168}, {"Word": "of", "Confidence": 0.998, "X1": 0.2655, "Y1": 0.3692, "X2": 0.28841, "Y2": 0.369, "X3": 0.28841, "Y3": 0.3848, "X4": 0.26415, "Y4": 0.3848, "page": 0, "Index": 169}, {"Word": "Cancer.", "Confidence": 0.991, "X1": 0.29515, "Y1": 0.3692, "X2": 0.37332, "Y2": 0.369, "X3": 0.37332, "Y3": 0.3848, "X4": 0.2938, "Y4": 0.3848, "page": 0, "Index": 170}, {"Word": "(Marc", "Confidence": 0.831, "X1": 0.37736, "Y1": 0.3692, "X2": 0.43531, "Y2": 0.369, "X3": 0.43531, "Y3": 0.3848, "X4": 0.37736, "Y4": 0.3848, "page": 0, "Index": 171}, {"Word": "E.", "Confidence": 0.993, "X1": 0.4407, "Y1": 0.3692, "X2": 0.46092, "Y2": 0.369, "X3": 0.46092, "Y3": 0.3848, "X4": 0.43935, "Y4": 0.3848, "page": 0, "Index": 172}, {"Word": "Lippman,", "Confidence": 0.885, "X1": 0.46496, "Y1": 0.3692, "X2": 0.5593, "Y2": 0.369, "X3": 0.55795, "Y3": 0.3848, "X4": 0.46496, "Y4": 0.3848, "page": 0, "Index": 173}, {"Word": "ed.)", "Confidence": 0.974, "X1": 0.56334, "Y1": 0.3682, "X2": 0.60512, "Y2": 0.368, "X3": 0.60512, "Y3": 0.3848, "X4": 0.56334, "Y4": 0.3848, "page": 0, "Index": 174}, {"Word": "Alan", "Confidence": 0.986, "X1": 0.60916, "Y1": 0.3682, "X2": 0.65768, "Y2": 0.368, "X3": 0.65768, "Y3": 0.3848, "X4": 0.60916, "Y4": 0.3848, "page": 0, "Index": 175}, {"Word": "R.", "Confidence": 0.997, "X1": 0.66173, "Y1": 0.3682, "X2": 0.68329, "Y2": 0.368, "X3": 0.68329, "Y3": 0.3848, "X4": 0.66173, "Y4": 0.3848, "page": 0, "Index": 176}, {"Word": "Liss,", "Confidence": 0.991, "X1": 0.68733, "Y1": 0.3682, "X2": 0.74663, "Y2": 0.368, "X3": 0.74663, "Y3": 0.3838, "X4": 0.68733, "Y4": 0.3848, "page": 0, "Index": 177}, {"Word": "Inc.", "Confidence": 0.991, "X1": 0.75067, "Y1": 0.3682, "X2": 0.79245, "Y2": 0.368, "X3": 0.79245, "Y3": 0.3838, "X4": 0.75067, "Y4": 0.3838, "page": 0, "Index": 178}, {"Word": "New", "Confidence": 0.983, "X1": 0.79784, "Y1": 0.3682, "X2": 0.83423, "Y2": 0.368, "X3": 0.83423, "Y3": 0.3828, "X4": 0.79784, "Y4": 0.3838, "page": 0, "Index": 179}, {"Word": "York.", "Confidence": 0.995, "X1": 0.14825, "Y1": 0.3862, "X2": 0.19946, "Y2": 0.386, "X3": 0.20081, "Y3": 0.3998, "X4": 0.1469, "Y4": 0.3978, "page": 0, "Index": 180}, {"Word": "F.", "Confidence": 0.975, "X1": 0.09299, "Y1": 0.4162, "X2": 0.11725, "Y2": 0.416, "X3": 0.11725, "Y3": 0.4308, "X4": 0.09299, "Y4": 0.4308, "page": 0, "Index": 181}, {"Word": "Chen,", "Confidence": 0.971, "X1": 0.12399, "Y1": 0.4162, "X2": 0.18329, "Y2": 0.416, "X3": 0.18329, "Y3": 0.4308, "X4": 0.12399, "Y4": 0.4308, "page": 0, "Index": 182}, {"Word": "W.", "Confidence": 0.998, "X1": 0.18868, "Y1": 0.4162, "X2": 0.21429, "Y2": 0.416, "X3": 0.21429, "Y3": 0.4318, "X4": 0.18868, "Y4": 0.4308, "page": 0, "Index": 183}, {"Word": "S", "Confidence": 0.816, "X1": 0.21833, "Y1": 0.4162, "X2": 0.22642, "Y2": 0.416, "X3": 0.22642, "Y3": 0.4318, "X4": 0.21833, "Y4": 0.4318, "page": 0, "Index": 184}, {"Word": ".,", "Confidence": 0.982, "X1": 0.23046, "Y1": 0.4162, "X2": 0.25067, "Y2": 0.416, "X3": 0.25067, "Y3": 0.4318, "X4": 0.23046, "Y4": 0.4318, "page": 0, "Index": 185}, {"Word": "Lazar,", "Confidence": 0.856, "X1": 0.25741, "Y1": 0.4162, "X2": 0.32749, "Y2": 0.416, "X3": 0.32749, "Y3": 0.4318, "X4": 0.25741, "Y4": 0.4318, "page": 0, "Index": 186}, {"Word": "C.", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.4162, "X2": 0.35714, "Y2": 0.416, "X3": 0.35714, "Y3": 0.4318, "X4": 0.33288, "Y4": 0.4318, "page": 0, "Index": 187}, {"Word": "S", "Confidence": 0.967, "X1": 0.36253, "Y1": 0.4162, "X2": 0.36927, "Y2": 0.416, "X3": 0.36927, "Y3": 0.4318, "X4": 0.36253, "Y4": 0.4318, "page": 0, "Index": 188}, {"Word": ".,", "Confidence": 0.967, "X1": 0.37332, "Y1": 0.4162, "X2": 0.39488, "Y2": 0.416, "X3": 0.39488, "Y3": 0.4318, "X4": 0.37332, "Y4": 0.4318, "page": 0, "Index": 189}, {"Word": "Poenie,", "Confidence": 0.7, "X1": 0.40027, "Y1": 0.4162, "X2": 0.48113, "Y2": 0.416, "X3": 0.48113, "Y3": 0.4318, "X4": 0.40027, "Y4": 0.4318, "page": 0, "Index": 190}, {"Word": "M", "Confidence": 0.857, "X1": 0.48652, "Y1": 0.4162, "X2": 0.49865, "Y2": 0.416, "X3": 0.49865, "Y3": 0.4318, "X4": 0.48652, "Y4": 0.4318, "page": 0, "Index": 191}, {"Word": ".,", "Confidence": 0.984, "X1": 0.5027, "Y1": 0.4162, "X2": 0.52156, "Y2": 0.416, "X3": 0.52156, "Y3": 0.4318, "X4": 0.5027, "Y4": 0.4318, "page": 0, "Index": 192}, {"Word": "Tsien,", "Confidence": 0.686, "X1": 0.5283, "Y1": 0.4162, "X2": 0.59704, "Y2": 0.416, "X3": 0.59704, "Y3": 0.4318, "X4": 0.5283, "Y4": 0.4318, "page": 0, "Index": 193}, {"Word": "R.", "Confidence": 0.957, "X1": 0.60377, "Y1": 0.4162, "X2": 0.62803, "Y2": 0.416, "X3": 0.62803, "Y3": 0.4318, "X4": 0.60377, "Y4": 0.4318, "page": 0, "Index": 194}, {"Word": "Y", "Confidence": 0.995, "X1": 0.63208, "Y1": 0.4162, "X2": 0.63881, "Y2": 0.416, "X3": 0.63881, "Y3": 0.4318, "X4": 0.63208, "Y4": 0.4318, "page": 0, "Index": 195}, {"Word": ".,", "Confidence": 0.991, "X1": 0.6442, "Y1": 0.4162, "X2": 0.66577, "Y2": 0.416, "X3": 0.66577, "Y3": 0.4318, "X4": 0.6442, "Y4": 0.4318, "page": 0, "Index": 196}, {"Word": "Gill,", "Confidence": 0.904, "X1": 0.66981, "Y1": 0.4162, "X2": 0.72776, "Y2": 0.416, "X3": 0.72776, "Y3": 0.4318, "X4": 0.66981, "Y4": 0.4318, "page": 0, "Index": 197}, {"Word": "B.", "Confidence": 0.996, "X1": 0.7345, "Y1": 0.4162, "X2": 0.75876, "Y2": 0.416, "X3": 0.75876, "Y3": 0.4318, "X4": 0.7345, "Y4": 0.4318, "page": 0, "Index": 198}, {"Word": "N", "Confidence": 0.95, "X1": 0.7628, "Y1": 0.4162, "X2": 0.77089, "Y2": 0.416, "X3": 0.77089, "Y3": 0.4318, "X4": 0.7628, "Y4": 0.4318, "page": 0, "Index": 199}, {"Word": ".,", "Confidence": 0.942, "X1": 0.77493, "Y1": 0.4162, "X2": 0.79515, "Y2": 0.416, "X3": 0.79515, "Y3": 0.4318, "X4": 0.77493, "Y4": 0.4318, "page": 0, "Index": 200}, {"Word": "and", "Confidence": 0.998, "X1": 0.80054, "Y1": 0.4162, "X2": 0.83558, "Y2": 0.416, "X3": 0.83558, "Y3": 0.4308, "X4": 0.80054, "Y4": 0.4318, "page": 0, "Index": 201}, {"Word": "Rosenfeld,", "Confidence": 0.992, "X1": 0.14555, "Y1": 0.4322, "X2": 0.25067, "Y2": 0.432, "X3": 0.24933, "Y3": 0.4468, "X4": 0.14555, "Y4": 0.4458, "page": 0, "Index": 202}, {"Word": "M.", "Confidence": 0.994, "X1": 0.25876, "Y1": 0.4322, "X2": 0.28302, "Y2": 0.432, "X3": 0.28302, "Y3": 0.4468, "X4": 0.25741, "Y4": 0.4468, "page": 0, "Index": 203}, {"Word": "G.", "Confidence": 0.997, "X1": 0.28841, "Y1": 0.4322, "X2": 0.31267, "Y2": 0.432, "X3": 0.31132, "Y3": 0.4468, "X4": 0.28841, "Y4": 0.4468, "page": 0, "Index": 204}, {"Word": "(1987)", "Confidence": 0.994, "X1": 0.32749, "Y1": 0.4322, "X2": 0.39084, "Y2": 0.432, "X3": 0.38949, "Y3": 0.4468, "X4": 0.32615, "Y4": 0.4468, "page": 0, "Index": 205}, {"Word": "Intrinsic", "Confidence": 0.955, "X1": 0.40836, "Y1": 0.4322, "X2": 0.50135, "Y2": 0.432, "X3": 0.50135, "Y3": 0.4478, "X4": 0.40701, "Y4": 0.4468, "page": 0, "Index": 206}, {"Word": "protein", "Confidence": 0.995, "X1": 0.50943, "Y1": 0.4322, "X2": 0.58491, "Y2": 0.432, "X3": 0.58491, "Y3": 0.4478, "X4": 0.50943, "Y4": 0.4478, "page": 0, "Index": 207}, {"Word": "tyrosine", "Confidence": 0.813, "X1": 0.59434, "Y1": 0.4322, "X2": 0.67925, "Y2": 0.432, "X3": 0.6779, "Y3": 0.4468, "X4": 0.59434, "Y4": 0.4478, "page": 0, "Index": 208}, {"Word": "kinase", "Confidence": 0.941, "X1": 0.68733, "Y1": 0.4332, "X2": 0.75202, "Y2": 0.433, "X3": 0.75067, "Y3": 0.4468, "X4": 0.68733, "Y4": 0.4468, "page": 0, "Index": 209}, {"Word": "activity", "Confidence": 0.996, "X1": 0.76146, "Y1": 0.4332, "X2": 0.84636, "Y2": 0.433, "X3": 0.84501, "Y3": 0.4468, "X4": 0.76146, "Y4": 0.4468, "page": 0, "Index": 210}, {"Word": "mediates", "Confidence": 0.628, "X1": 0.14555, "Y1": 0.4482, "X2": 0.23046, "Y2": 0.448, "X3": 0.23046, "Y3": 0.4628, "X4": 0.14555, "Y4": 0.4618, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.998, "X1": 0.23989, "Y1": 0.4482, "X2": 0.27224, "Y2": 0.448, "X3": 0.27224, "Y3": 0.4628, "X4": 0.23854, "Y4": 0.4628, "page": 0, "Index": 212}, {"Word": "immediate", "Confidence": 0.991, "X1": 0.28167, "Y1": 0.4482, "X2": 0.37871, "Y2": 0.448, "X3": 0.37736, "Y3": 0.4628, "X4": 0.28032, "Y4": 0.4628, "page": 0, "Index": 213}, {"Word": "and", "Confidence": 0.998, "X1": 0.38814, "Y1": 0.4482, "X2": 0.42183, "Y2": 0.448, "X3": 0.42049, "Y3": 0.4628, "X4": 0.38679, "Y4": 0.4628, "page": 0, "Index": 214}, {"Word": "late", "Confidence": 0.941, "X1": 0.42857, "Y1": 0.4482, "X2": 0.4717, "Y2": 0.448, "X3": 0.47035, "Y3": 0.4628, "X4": 0.42722, "Y4": 0.4628, "page": 0, "Index": 215}, {"Word": "actions", "Confidence": 0.997, "X1": 0.48113, "Y1": 0.4492, "X2": 0.55526, "Y2": 0.449, "X3": 0.55391, "Y3": 0.4628, "X4": 0.48113, "Y4": 0.4628, "page": 0, "Index": 216}, {"Word": "of", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.4492, "X2": 0.58356, "Y2": 0.449, "X3": 0.58221, "Y3": 0.4628, "X4": 0.56199, "Y4": 0.4628, "page": 0, "Index": 217}, {"Word": "the", "Confidence": 0.998, "X1": 0.59434, "Y1": 0.4492, "X2": 0.62534, "Y2": 0.449, "X3": 0.62399, "Y3": 0.4628, "X4": 0.59299, "Y4": 0.4628, "page": 0, "Index": 218}, {"Word": "RGF", "Confidence": 0.333, "X1": 0.63208, "Y1": 0.4492, "X2": 0.66442, "Y2": 0.449, "X3": 0.66307, "Y3": 0.4638, "X4": 0.63073, "Y4": 0.4638, "page": 0, "Index": 219}, {"Word": "receptor.", "Confidence": 0.991, "X1": 0.67251, "Y1": 0.4502, "X2": 0.7655, "Y2": 0.45, "X3": 0.76415, "Y3": 0.4638, "X4": 0.67116, "Y4": 0.4638, "page": 0, "Index": 220}, {"Word": "Submitted.", "Confidence": 0.857, "X1": 0.1469, "Y1": 0.4642, "X2": 0.25067, "Y2": 0.464, "X3": 0.25067, "Y3": 0.4778, "X4": 0.14555, "Y4": 0.4778, "page": 0, "Index": 221}, {"Word": "G.", "Confidence": 0.998, "X1": 0.09299, "Y1": 0.4932, "X2": 0.1186, "Y2": 0.493, "X3": 0.1186, "Y3": 0.5088, "X4": 0.09299, "Y4": 0.5088, "page": 0, "Index": 222}, {"Word": "Bertics,", "Confidence": 0.994, "X1": 0.12399, "Y1": 0.4942, "X2": 0.21563, "Y2": 0.494, "X3": 0.21563, "Y3": 0.5098, "X4": 0.12399, "Y4": 0.5088, "page": 0, "Index": 223}, {"Word": "P.", "Confidence": 0.998, "X1": 0.22237, "Y1": 0.4942, "X2": 0.24663, "Y2": 0.494, "X3": 0.24663, "Y3": 0.5098, "X4": 0.22237, "Y4": 0.5098, "page": 0, "Index": 224}, {"Word": "J", "Confidence": 0.995, "X1": 0.25202, "Y1": 0.4942, "X2": 0.25876, "Y2": 0.494, "X3": 0.25876, "Y3": 0.5098, "X4": 0.25202, "Y4": 0.5098, "page": 0, "Index": 225}, {"Word": ".,", "Confidence": 0.996, "X1": 0.2628, "Y1": 0.4942, "X2": 0.28437, "Y2": 0.494, "X3": 0.28302, "Y3": 0.5098, "X4": 0.2628, "Y4": 0.5098, "page": 0, "Index": 226}, {"Word": "Chen,", "Confidence": 0.996, "X1": 0.28841, "Y1": 0.4942, "X2": 0.34771, "Y2": 0.494, "X3": 0.34771, "Y3": 0.5108, "X4": 0.28841, "Y4": 0.5098, "page": 0, "Index": 227}, {"Word": "W.", "Confidence": 0.997, "X1": 0.35445, "Y1": 0.4942, "X2": 0.38005, "Y2": 0.494, "X3": 0.38005, "Y3": 0.5108, "X4": 0.35445, "Y4": 0.5108, "page": 0, "Index": 228}, {"Word": "S", "Confidence": 0.991, "X1": 0.3841, "Y1": 0.4942, "X2": 0.39084, "Y2": 0.494, "X3": 0.39084, "Y3": 0.5108, "X4": 0.3841, "Y4": 0.5108, "page": 0, "Index": 229}, {"Word": ".,", "Confidence": 0.996, "X1": 0.39623, "Y1": 0.4942, "X2": 0.41644, "Y2": 0.494, "X3": 0.41644, "Y3": 0.5108, "X4": 0.39623, "Y4": 0.5108, "page": 0, "Index": 230}, {"Word": "Carpenter,", "Confidence": 0.633, "X1": 0.42183, "Y1": 0.4952, "X2": 0.53639, "Y2": 0.495, "X3": 0.53639, "Y3": 0.5108, "X4": 0.42049, "Y4": 0.5108, "page": 0, "Index": 231}, {"Word": "C.", "Confidence": 0.994, "X1": 0.54178, "Y1": 0.4952, "X2": 0.56469, "Y2": 0.495, "X3": 0.56469, "Y3": 0.5108, "X4": 0.54043, "Y4": 0.5108, "page": 0, "Index": 232}, {"Word": "D", "Confidence": 0.995, "X1": 0.57008, "Y1": 0.4952, "X2": 0.57817, "Y2": 0.495, "X3": 0.57817, "Y3": 0.5108, "X4": 0.56873, "Y4": 0.5108, "page": 0, "Index": 233}, {"Word": ".,", "Confidence": 0.955, "X1": 0.58221, "Y1": 0.4952, "X2": 0.60108, "Y2": 0.495, "X3": 0.60108, "Y3": 0.5108, "X4": 0.58221, "Y4": 0.5108, "page": 0, "Index": 234}, {"Word": "Hubler,", "Confidence": 0.966, "X1": 0.60647, "Y1": 0.4952, "X2": 0.68733, "Y2": 0.495, "X3": 0.68733, "Y3": 0.5108, "X4": 0.60647, "Y4": 0.5108, "page": 0, "Index": 235}, {"Word": "L", "Confidence": 0.995, "X1": 0.69272, "Y1": 0.4952, "X2": 0.70081, "Y2": 0.495, "X3": 0.70081, "Y3": 0.5108, "X4": 0.69272, "Y4": 0.5108, "page": 0, "Index": 236}, {"Word": ".,", "Confidence": 0.994, "X1": 0.70485, "Y1": 0.4952, "X2": 0.72507, "Y2": 0.495, "X3": 0.72507, "Y3": 0.5108, "X4": 0.70485, "Y4": 0.5108, "page": 0, "Index": 237}, {"Word": "Lazar,", "Confidence": 0.856, "X1": 0.72911, "Y1": 0.4952, "X2": 0.79919, "Y2": 0.495, "X3": 0.79919, "Y3": 0.5098, "X4": 0.72911, "Y4": 0.5108, "page": 0, "Index": 238}, {"Word": "C.", "Confidence": 0.997, "X1": 0.80593, "Y1": 0.4952, "X2": 0.82749, "Y2": 0.495, "X3": 0.82615, "Y3": 0.5098, "X4": 0.80458, "Y4": 0.5098, "page": 0, "Index": 239}, {"Word": "S", "Confidence": 0.84, "X1": 0.14825, "Y1": 0.5112, "X2": 0.15229, "Y2": 0.511, "X3": 0.15094, "Y3": 0.5258, "X4": 0.14825, "Y4": 0.5258, "page": 0, "Index": 240}, {"Word": ".,", "Confidence": 0.995, "X1": 0.15633, "Y1": 0.5112, "X2": 0.1752, "Y2": 0.511, "X3": 0.1752, "Y3": 0.5258, "X4": 0.15499, "Y4": 0.5258, "page": 0, "Index": 241}, {"Word": "Cochet,", "Confidence": 0.995, "X1": 0.18059, "Y1": 0.5112, "X2": 0.26011, "Y2": 0.511, "X3": 0.26011, "Y3": 0.5258, "X4": 0.17925, "Y4": 0.5258, "page": 0, "Index": 242}, {"Word": "C", "Confidence": 0.998, "X1": 0.26415, "Y1": 0.5112, "X2": 0.27224, "Y2": 0.511, "X3": 0.27224, "Y3": 0.5258, "X4": 0.26415, "Y4": 0.5258, "page": 0, "Index": 243}, {"Word": ".,", "Confidence": 0.997, "X1": 0.27628, "Y1": 0.5112, "X2": 0.29515, "Y2": 0.511, "X3": 0.29515, "Y3": 0.5258, "X4": 0.27628, "Y4": 0.5258, "page": 0, "Index": 244}, {"Word": "Rosenfeld,", "Confidence": 0.84, "X1": 0.29919, "Y1": 0.5112, "X2": 0.41644, "Y2": 0.511, "X3": 0.41509, "Y3": 0.5258, "X4": 0.29919, "Y4": 0.5258, "page": 0, "Index": 245}, {"Word": "M.", "Confidence": 0.995, "X1": 0.42049, "Y1": 0.5112, "X2": 0.44474, "Y2": 0.511, "X3": 0.44474, "Y3": 0.5268, "X4": 0.42049, "Y4": 0.5258, "page": 0, "Index": 246}, {"Word": "C", "Confidence": 0.619, "X1": 0.44879, "Y1": 0.5112, "X2": 0.45822, "Y2": 0.511, "X3": 0.45822, "Y3": 0.5268, "X4": 0.44879, "Y4": 0.5268, "page": 0, "Index": 247}, {"Word": ".,", "Confidence": 0.959, "X1": 0.46226, "Y1": 0.5112, "X2": 0.47978, "Y2": 0.511, "X3": 0.47978, "Y3": 0.5258, "X4": 0.46226, "Y4": 0.5268, "page": 0, "Index": 248}, {"Word": "and", "Confidence": 0.998, "X1": 0.48652, "Y1": 0.5112, "X2": 0.52022, "Y2": 0.511, "X3": 0.52022, "Y3": 0.5258, "X4": 0.48518, "Y4": 0.5258, "page": 0, "Index": 249}, {"Word": "Gill,", "Confidence": 0.656, "X1": 0.52695, "Y1": 0.5112, "X2": 0.58491, "Y2": 0.511, "X3": 0.58491, "Y3": 0.5258, "X4": 0.52561, "Y4": 0.5258, "page": 0, "Index": 250}, {"Word": "C.", "Confidence": 0.804, "X1": 0.58895, "Y1": 0.5112, "X2": 0.61321, "Y2": 0.511, "X3": 0.61321, "Y3": 0.5258, "X4": 0.58895, "Y4": 0.5258, "page": 0, "Index": 251}, {"Word": "N.", "Confidence": 0.914, "X1": 0.61725, "Y1": 0.5112, "X2": 0.64286, "Y2": 0.511, "X3": 0.64286, "Y3": 0.5258, "X4": 0.61725, "Y4": 0.5258, "page": 0, "Index": 252}, {"Word": "(1987)", "Confidence": 0.937, "X1": 0.65633, "Y1": 0.5112, "X2": 0.72372, "Y2": 0.511, "X3": 0.72372, "Y3": 0.5258, "X4": 0.65633, "Y4": 0.5258, "page": 0, "Index": 253}, {"Word": "Alteration", "Confidence": 0.943, "X1": 0.74124, "Y1": 0.5112, "X2": 0.85445, "Y2": 0.511, "X3": 0.85445, "Y3": 0.5248, "X4": 0.74124, "Y4": 0.5258, "page": 0, "Index": 254}, {"Word": "of", "Confidence": 0.995, "X1": 0.14825, "Y1": 0.5272, "X2": 0.16712, "Y2": 0.527, "X3": 0.16577, "Y3": 0.5408, "X4": 0.14825, "Y4": 0.5408, "page": 0, "Index": 255}, {"Word": "epidermal", "Confidence": 0.993, "X1": 0.17655, "Y1": 0.5272, "X2": 0.27224, "Y2": 0.527, "X3": 0.27089, "Y3": 0.5418, "X4": 0.17655, "Y4": 0.5408, "page": 0, "Index": 256}, {"Word": "growth", "Confidence": 0.997, "X1": 0.27898, "Y1": 0.5272, "X2": 0.34501, "Y2": 0.527, "X3": 0.34501, "Y3": 0.5418, "X4": 0.27898, "Y4": 0.5418, "page": 0, "Index": 257}, {"Word": "factor", "Confidence": 0.996, "X1": 0.3531, "Y1": 0.5272, "X2": 0.41509, "Y2": 0.527, "X3": 0.41509, "Y3": 0.5418, "X4": 0.3531, "Y4": 0.5418, "page": 0, "Index": 258}, {"Word": "receptor", "Confidence": 0.994, "X1": 0.42318, "Y1": 0.5272, "X2": 0.50674, "Y2": 0.527, "X3": 0.50674, "Y3": 0.5418, "X4": 0.42318, "Y4": 0.5418, "page": 0, "Index": 259}, {"Word": "activity", "Confidence": 0.995, "X1": 0.51617, "Y1": 0.5272, "X2": 0.59838, "Y2": 0.527, "X3": 0.59838, "Y3": 0.5418, "X4": 0.51617, "Y4": 0.5418, "page": 0, "Index": 260}, {"Word": "by", "Confidence": 0.998, "X1": 0.60647, "Y1": 0.5272, "X2": 0.62938, "Y2": 0.527, "X3": 0.62938, "Y3": 0.5418, "X4": 0.60647, "Y4": 0.5418, "page": 0, "Index": 261}, {"Word": "mutation", "Confidence": 0.991, "X1": 0.63747, "Y1": 0.5272, "X2": 0.72237, "Y2": 0.527, "X3": 0.72372, "Y3": 0.5418, "X4": 0.63747, "Y4": 0.5418, "page": 0, "Index": 262}, {"Word": "of", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.5272, "X2": 0.75202, "Y2": 0.527, "X3": 0.75202, "Y3": 0.5418, "X4": 0.73046, "Y4": 0.5418, "page": 0, "Index": 263}, {"Word": "its", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.5272, "X2": 0.7938, "Y2": 0.527, "X3": 0.7938, "Y3": 0.5418, "X4": 0.76146, "Y4": 0.5418, "page": 0, "Index": 264}, {"Word": "primary", "Confidence": 0.994, "X1": 0.79919, "Y1": 0.5272, "X2": 0.87601, "Y2": 0.527, "X3": 0.87601, "Y3": 0.5418, "X4": 0.79919, "Y4": 0.5418, "page": 0, "Index": 265}, {"Word": "carboxyl-terminal", "Confidence": 0.807, "X1": 0.1469, "Y1": 0.5422, "X2": 0.3248, "Y2": 0.542, "X3": 0.32345, "Y3": 0.5578, "X4": 0.14555, "Y4": 0.5568, "page": 0, "Index": 266}, {"Word": "site", "Confidence": 0.988, "X1": 0.33154, "Y1": 0.5422, "X2": 0.37332, "Y2": 0.542, "X3": 0.37197, "Y3": 0.5578, "X4": 0.33019, "Y4": 0.5578, "page": 0, "Index": 267}, {"Word": "of", "Confidence": 0.998, "X1": 0.38275, "Y1": 0.5422, "X2": 0.40566, "Y2": 0.542, "X3": 0.40431, "Y3": 0.5578, "X4": 0.3814, "Y4": 0.5578, "page": 0, "Index": 268}, {"Word": "tyrosine", "Confidence": 0.955, "X1": 0.41375, "Y1": 0.5422, "X2": 0.5, "Y2": 0.542, "X3": 0.49865, "Y3": 0.5578, "X4": 0.41375, "Y4": 0.5578, "page": 0, "Index": 269}, {"Word": "phosphorylation.", "Confidence": 0.848, "X1": 0.50539, "Y1": 0.5422, "X2": 0.67385, "Y2": 0.542, "X3": 0.67251, "Y3": 0.5578, "X4": 0.50539, "Y4": 0.5578, "page": 0, "Index": 270}, {"Word": "Submitted.", "Confidence": 0.987, "X1": 0.69003, "Y1": 0.5422, "X2": 0.7965, "Y2": 0.542, "X3": 0.79515, "Y3": 0.5568, "X4": 0.68868, "Y4": 0.5578, "page": 0, "Index": 271}]}	"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"
ffdc0070	17	{"lines_data": [{"Word": "7", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.0122, "X2": 0.46765, "Y2": 0.012, "X3": 0.46496, "Y3": 0.0238, "X4": 0.45013, "Y4": 0.0248, "page": 0}, {"Word": "UCSD #87-6472", "Confidence": 0.932, "X1": 0.71429, "Y1": 0.0092, "X2": 0.8531, "Y2": 0.009, "X3": 0.8531, "Y3": 0.0238, "X4": 0.71429, "Y4": 0.0248, "page": 0}, {"Word": "18. Weber, W ., P. J. Bertics, and G. N. Gill. (1984) Immunoaffinity", "Confidence": 0.95777, "X1": 0.10243, "Y1": 0.0432, "X2": 0.80728, "Y2": 0.043, "X3": 0.80728, "Y3": 0.0588, "X4": 0.10243, "Y4": 0.0618, "page": 0}, {"Word": "purification of the epidermal growth factor receptor: Stoichiometry of", "Confidence": 0.99289, "X1": 0.15094, "Y1": 0.0602, "X2": 0.88005, "Y2": 0.06, "X3": 0.88005, "Y3": 0.0748, "X4": 0.15094, "Y4": 0.0778, "page": 0}, {"Word": "EGY binding and kinetics of self-phosphorylation. J. Biol. Chem. 259,", "Confidence": 0.9118, "X1": 0.15499, "Y1": 0.0752, "X2": 0.88005, "Y2": 0.075, "X3": 0.88005, "Y3": 0.0918, "X4": 0.15499, "Y4": 0.0938, "page": 0}, {"Word": "14631-14636.", "Confidence": 0.929, "X1": 0.15229, "Y1": 0.0942, "X2": 0.28032, "Y2": 0.094, "X3": 0.28032, "Y3": 0.1088, "X4": 0.15229, "Y4": 0.1078, "page": 0}, {"Word": "19. Wong, T. W. and A. R. Goldberg. (1983) In vitro phosphorylation of", "Confidence": 0.98115, "X1": 0.10108, "Y1": 0.1072, "X2": 0.83827, "Y2": 0.107, "X3": 0.83827, "Y3": 0.1228, "X4": 0.10108, "Y4": 0.1248, "page": 0}, {"Word": "angiotensin analogs by tyrosyl protein kinases. J. Biol. Chem. 258, 1022.", "Confidence": 0.921, "X1": 0.1469, "Y1": 0.1212, "X2": 0.91105, "Y2": 0.121, "X3": 0.91105, "Y3": 0.1368, "X4": 0.1469, "Y4": 0.1408, "page": 0}, {"Word": "20. Pike, L. J ., Gallis, B ., Casnellie, J. E ., Bornstein, P ., and Krebs, E.", "Confidence": 0.97444, "X1": 0.10108, "Y1": 0.1372, "X2": 0.86927, "Y2": 0.137, "X3": 0.86927, "Y3": 0.1538, "X4": 0.10243, "Y4": 0.1558, "page": 0}, {"Word": "G. (1982) Epidermal growth factor stimulates the phosphorylation of", "Confidence": 0.98178, "X1": 0.15229, "Y1": 0.1542, "X2": 0.86119, "Y2": 0.154, "X3": 0.86119, "Y3": 0.1698, "X4": 0.15229, "Y4": 0.1718, "page": 0}, {"Word": "synthetic tyrosine-containing peptides by A431 cell membranes. Proc.", "Confidence": 0.9685, "X1": 0.15364, "Y1": 0.1702, "X2": 0.85984, "Y2": 0.17, "X3": 0.86119, "Y3": 0.1848, "X4": 0.15364, "Y4": 0.1878, "page": 0}, {"Word": "Natl. Acad. Sci. U.S.A. 79, 1443-1447.", "Confidence": 0.86067, "X1": 0.15094, "Y1": 0.1852, "X2": 0.54852, "Y2": 0.185, "X3": 0.54852, "Y3": 0.2008, "X4": 0.15094, "Y4": 0.2028, "page": 0}, {"Word": "21. Stern, D. F ., Hare, D. L ., Cecchini, M. A ., and Weinberg, R. A. (1987)", "Confidence": 0.94372, "X1": 0.10243, "Y1": 0.1992, "X2": 0.87062, "Y2": 0.199, "X3": 0.87062, "Y3": 0.2168, "X4": 0.10243, "Y4": 0.2198, "page": 0}, {"Word": "Construction of a novel oncogene based on synthetic sequences encoding", "Confidence": 0.9705, "X1": 0.15364, "Y1": 0.2182, "X2": 0.87062, "Y2": 0.218, "X3": 0.87062, "Y3": 0.2328, "X4": 0.15364, "Y4": 0.2348, "page": 0}, {"Word": "epidermal growth factor. Science 235, 321-324.", "Confidence": 0.98683, "X1": 0.15229, "Y1": 0.2322, "X2": 0.63881, "Y2": 0.232, "X3": 0.64016, "Y3": 0.2478, "X4": 0.15229, "Y4": 0.2498, "page": 0}, {"Word": "22. Santon, J. B ., Cronin, M. T ., Macleod, C. L ., Mendel sohn, J ., Masui,", "Confidence": 0.89933, "X1": 0.10377, "Y1": 0.2482, "X2": 0.84232, "Y2": 0.248, "X3": 0.84232, "Y3": 0.2638, "X4": 0.10377, "Y4": 0.2658, "page": 0}, {"Word": "E ., and Gill, G. N. (1986) Effects of EGF receptor concentration on", "Confidence": 0.91131, "X1": 0.15499, "Y1": 0.2652, "X2": 0.86388, "Y2": 0.265, "X3": 0.86388, "Y3": 0.2788, "X4": 0.15499, "Y4": 0.2808, "page": 0}, {"Word": "tumorigenicity of A431 celle. Cancer Res. 46, 4701-4705.", "Confidence": 0.9445, "X1": 0.15364, "Y1": 0.2792, "X2": 0.73854, "Y2": 0.279, "X3": 0.73854, "Y3": 0.2938, "X4": 0.15364, "Y4": 0.2988, "page": 0}, {"Word": "23. Riedel, H ., Schlessinger, J ., and Ullrich, A. (1987) A chimeric,", "Confidence": 0.96585, "X1": 0.10243, "Y1": 0.2942, "X2": 0.82075, "Y2": 0.294, "X3": 0.82075, "Y3": 0.3108, "X4": 0.10243, "Y4": 0.3138, "page": 0}, {"Word": "ligand-binding v-erbB/EGF receptor retains transforming potential.", "Confidence": 0.9405, "X1": 0.15229, "Y1": 0.3112, "X2": 0.83019, "Y2": 0.311, "X3": 0.83019, "Y3": 0.3258, "X4": 0.15229, "Y4": 0.3288, "page": 0}, {"Word": "Science 236, 197-200.", "Confidence": 0.99167, "X1": 0.15364, "Y1": 0.3282, "X2": 0.37466, "Y2": 0.328, "X3": 0.37466, "Y3": 0.3428, "X4": 0.15364, "Y4": 0.3438, "page": 0}, {"Word": "24. Yamamoto, T ., Nishida, T ., Miyajima, N ., Kawai, S ., Ooi, T ., and", "Confidence": 0.95353, "X1": 0.10377, "Y1": 0.3412, "X2": 0.80323, "Y2": 0.341, "X3": 0.80323, "Y3": 0.3578, "X4": 0.10377, "Y4": 0.3608, "page": 0}, {"Word": "Toyoshima, K. (1983) The erbB gene of avian erythroblastosis virus is", "Confidence": 0.93909, "X1": 0.15364, "Y1": 0.3572, "X2": 0.88275, "Y2": 0.357, "X3": 0.88275, "Y3": 0.3728, "X4": 0.15364, "Y4": 0.3758, "page": 0}, {"Word": "a member of the are gene family. Cell 35, 71-78.", "Confidence": 0.8495, "X1": 0.15499, "Y1": 0.3732, "X2": 0.66173, "Y2": 0.373, "X3": 0.66173, "Y3": 0.3888, "X4": 0.15499, "Y4": 0.3918, "page": 0}, {"Word": "25. Wigler, M ., Pellicer, A ., Silverstein, S ., Alex, R ., Urlaub, G ., and", "Confidence": 0.95259, "X1": 0.10377, "Y1": 0.3892, "X2": 0.84232, "Y2": 0.389, "X3": 0.84232, "Y3": 0.4048, "X4": 0.10512, "Y4": 0.4078, "page": 0}, {"Word": "Chasio, L. (1979) DNA mediated transfer of the adenosine", "Confidence": 0.96689, "X1": 0.15768, "Y1": 0.4062, "X2": 0.74933, "Y2": 0.406, "X3": 0.74933, "Y3": 0.4198, "X4": 0.15768, "Y4": 0.4218, "page": 0}, {"Word": "phosphoribosyl transferase locus into mammalian cells. Proc. Nat1.", "Confidence": 0.94538, "X1": 0.15499, "Y1": 0.4202, "X2": 0.83288, "Y2": 0.42, "X3": 0.83288, "Y3": 0.4338, "X4": 0.15499, "Y4": 0.4378, "page": 0}, {"Word": "Acad. Sci. U.S.A. 76, 1373-1376.", "Confidence": 0.9384, "X1": 0.15633, "Y1": 0.4372, "X2": 0.48113, "Y2": 0.437, "X3": 0.48113, "Y3": 0.4518, "X4": 0.15633, "Y4": 0.4528, "page": 0}, {"Word": "26. Fung, Y-K. T ., Lewis, W. G ., Crittenden, L. B ., and Kung, H-J. (1983)", "Confidence": 0.96971, "X1": 0.10512, "Y1": 0.4502, "X2": 0.86253, "Y2": 0.45, "X3": 0.86253, "Y3": 0.4658, "X4": 0.10512, "Y4": 0.4698, "page": 0}, {"Word": "Activation of the cellular oncogene c-erbB by LIR insertion: Molecular", "Confidence": 0.953, "X1": 0.15633, "Y1": 0.4672, "X2": 0.88275, "Y2": 0.467, "X3": 0.8841, "Y3": 0.4808, "X4": 0.15633, "Y4": 0.4848, "page": 0}, {"Word": "basis for induction of erythroblastosis by avian leukosis virus. Cell", "Confidence": 0.9456, "X1": 0.15499, "Y1": 0.4822, "X2": 0.87466, "Y2": 0.482, "X3": 0.87466, "Y3": 0.4978, "X4": 0.15499, "Y4": 0.5008, "page": 0}, {"Word": "33, 357-368.", "Confidence": 0.9945, "X1": 0.15364, "Y1": 0.5002, "X2": 0.28302, "Y2": 0.5, "X3": 0.28302, "Y3": 0.5148, "X4": 0.15364, "Y4": 0.5158, "page": 0}, {"Word": "27. Nilsen, T. W ., Maroney, P. A ., Goodwin, R. G ., Rottman, F. M .,", "Confidence": 0.951, "X1": 0.10512, "Y1": 0.5152, "X2": 0.78032, "Y2": 0.515, "X3": 0.78032, "Y3": 0.5288, "X4": 0.10512, "Y4": 0.5328, "page": 0}, {"Word": "Crittenden, L. B ., Raines, M. A ., and Kung, H-J. (1985) c-erbB", "Confidence": 0.96754, "X1": 0.15499, "Y1": 0.5302, "X2": 0.81267, "Y2": 0.53, "X3": 0.81402, "Y3": 0.5448, "X4": 0.15633, "Y4": 0.5488, "page": 0}, {"Word": "activation in ALV-induced erythroblastosis: Novel RNA processing and", "Confidence": 0.9665, "X1": 0.15633, "Y1": 0.5472, "X2": 0.86388, "Y2": 0.547, "X3": 0.86523, "Y3": 0.5608, "X4": 0.15633, "Y4": 0.5638, "page": 0}, {"Word": "promoter insertion result in expression of an amino truncated ECE", "Confidence": 0.9438, "X1": 0.15499, "Y1": 0.5622, "X2": 0.8221, "Y2": 0.562, "X3": 0.8221, "Y3": 0.5768, "X4": 0.15499, "Y4": 0.5798, "page": 0}, {"Word": "receptor. Cell 41, 719-726.", "Confidence": 0.89925, "X1": 0.14825, "Y1": 0.5792, "X2": 0.44744, "Y2": 0.579, "X3": 0.44744, "Y3": 0.5938, "X4": 0.14825, "Y4": 0.5968, "page": 0}, {"Word": "28. Kris, R. M ., Lax, I ., Gullick, W ., Waterfield, M. D ., Ullrich, A .,", "Confidence": 0.98594, "X1": 0.10512, "Y1": 0.5932, "X2": 0.82345, "Y2": 0.593, "X3": 0.82345, "Y3": 0.6088, "X4": 0.10512, "Y4": 0.6108, "page": 0}, {"Word": "Fridkin, M ., and Schlessinger, J. (1985) Antibodies against a", "Confidence": 0.9539, "X1": 0.15499, "Y1": 0.6092, "X2": 0.80593, "Y2": 0.609, "X3": 0.80593, "Y3": 0.6238, "X4": 0.15499, "Y4": 0.6268, "page": 0}, {"Word": "synthetic peptide as a probe for the kinase activity of the avian EGF", "Confidence": 0.96162, "X1": 0.15633, "Y1": 0.6242, "X2": 0.86523, "Y2": 0.624, "X3": 0.86523, "Y3": 0.6388, "X4": 0.15633, "Y4": 0.6428, "page": 0}, {"Word": "receptor and v-erbB protein. Cell 40, 619-625.", "Confidence": 0.88729, "X1": 0.15364, "Y1": 0.6402, "X2": 0.63881, "Y2": 0.64, "X3": 0.63881, "Y3": 0.6558, "X4": 0.15364, "Y4": 0.6588, "page": 0}, {"Word": "29. Gilmore, T ., DeClue, J. E ., and Martin, C. S. (1985) Protein", "Confidence": 0.96029, "X1": 0.10512, "Y1": 0.6552, "X2": 0.78437, "Y2": 0.655, "X3": 0.78571, "Y3": 0.6708, "X4": 0.10512, "Y4": 0.6738, "page": 0}, {"Word": "phosphorylation at tyrosine is induced by the v-erbB gene product in", "Confidence": 0.97009, "X1": 0.15633, "Y1": 0.6722, "X2": 0.85714, "Y2": 0.672, "X3": 0.85714, "Y3": 0.6868, "X4": 0.15633, "Y4": 0.6898, "page": 0}, {"Word": "vivo and in vitro. Cell 40, 609-618.", "Confidence": 0.94214, "X1": 0.15633, "Y1": 0.6882, "X2": 0.54852, "Y2": 0.688, "X3": 0.54852, "Y3": 0.7028, "X4": 0.15633, "Y4": 0.7048, "page": 0}, {"Word": "30. Ullrich, A ., Coussens, L ., Hayflick, J. S ., Dull, T. J ., Gray, A ., Tam,", "Confidence": 0.93537, "X1": 0.10782, "Y1": 0.7022, "X2": 0.87466, "Y2": 0.702, "X3": 0.87466, "Y3": 0.7178, "X4": 0.10782, "Y4": 0.7208, "page": 0}, {"Word": "A. W ., Lee, J ., Yarden, Y ., Libermann, T. A ., Schlessinger, J .,", "Confidence": 0.96694, "X1": 0.15633, "Y1": 0.7202, "X2": 0.80997, "Y2": 0.72, "X3": 0.80997, "Y3": 0.7348, "X4": 0.15633, "Y4": 0.7368, "page": 0}, {"Word": "Downward, J ., Mayes, E. L. V ., Whittle, N ., Waterfield, M. D ., and", "Confidence": 0.97412, "X1": 0.15499, "Y1": 0.7342, "X2": 0.83693, "Y2": 0.734, "X3": 0.83693, "Y3": 0.7488, "X4": 0.15499, "Y4": 0.7528, "page": 0}, {"Word": "Seeburg, P. H. (1984) Human epidermal growth factor receptor cDNA", "Confidence": 0.9441, "X1": 0.15633, "Y1": 0.7502, "X2": 0.84636, "Y2": 0.75, "X3": 0.84636, "Y3": 0.7638, "X4": 0.15633, "Y4": 0.7678, "page": 0}, {"Word": "sequence and aberrant expression of the amplified gene in A431", "Confidence": 0.9893, "X1": 0.15499, "Y1": 0.7652, "X2": 0.79245, "Y2": 0.765, "X3": 0.79245, "Y3": 0.7798, "X4": 0.15499, "Y4": 0.7848, "page": 0}, {"Word": "epidermoid carcinoma cells. Nature 309, 418-425.", "Confidence": 0.96183, "X1": 0.15633, "Y1": 0.7802, "X2": 0.66712, "Y2": 0.78, "X3": 0.66846, "Y3": 0.7958, "X4": 0.15633, "Y4": 0.7988, "page": 0}, {"Word": "31. Ullrich, A ., Bell, J. R ., Chen, E. Y ., Herrera, R ., Petruzzelli, L. M .,", "Confidence": 0.96411, "X1": 0.10647, "Y1": 0.7962, "X2": 0.87332, "Y2": 0.796, "X3": 0.87332, "Y3": 0.8118, "X4": 0.10647, "Y4": 0.8148, "page": 0}, {"Word": "Dull, T. J ., Gray, A ., Coussens, L ., Liao, Y-C ., Tsubokawa, M ., Mason,", "Confidence": 0.92518, "X1": 0.15633, "Y1": 0.8122, "X2": 0.87601, "Y2": 0.812, "X3": 0.87601, "Y3": 0.8278, "X4": 0.15633, "Y4": 0.8298, "page": 0}, {"Word": "A ., Seeburg, P. H ., Grunfeld, C ., Rosen, O. M ., and Ramachandran, J.", "Confidence": 0.9685, "X1": 0.16038, "Y1": 0.8282, "X2": 0.85714, "Y2": 0.828, "X3": 0.85714, "Y3": 0.8428, "X4": 0.16038, "Y4": 0.8458, "page": 0}, {"Word": "(1985)", "Confidence": 0.997, "X1": 0.16038, "Y1": 0.8442, "X2": 0.21698, "Y2": 0.844, "X3": 0.21563, "Y3": 0.8598, "X4": 0.16038, "Y4": 0.8598, "page": 0}, {"Word": "Human insulin receptor and its relationship to the tyrosine", "Confidence": 0.98689, "X1": 0.23315, "Y1": 0.8432, "X2": 0.84771, "Y2": 0.843, "X3": 0.84771, "Y3": 0.8588, "X4": 0.23315, "Y4": 0.8608, "page": 0}, {"Word": "kinase family of oncogenes. Nature 313, 756-761.", "Confidence": 0.94743, "X1": 0.15903, "Y1": 0.8582, "X2": 0.67116, "Y2": 0.858, "X3": 0.67116, "Y3": 0.8748, "X4": 0.15903, "Y4": 0.8788, "page": 0}], "words_data": [{"Word": "7", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.0122, "X2": 0.46226, "Y2": 0.012, "X3": 0.46361, "Y3": 0.0248, "X4": 0.45148, "Y4": 0.0248, "page": 0, "Index": 0}, {"Word": "UCSD", "Confidence": 0.982, "X1": 0.71563, "Y1": 0.0102, "X2": 0.75741, "Y2": 0.01, "X3": 0.75741, "Y3": 0.0248, "X4": 0.71563, "Y4": 0.0258, "page": 0, "Index": 1}, {"Word": "#87-6472", "Confidence": 0.882, "X1": 0.76685, "Y1": 0.0102, "X2": 0.8531, "Y2": 0.01, "X3": 0.8531, "Y3": 0.0248, "X4": 0.76685, "Y4": 0.0248, "page": 0, "Index": 2}, {"Word": "18.", "Confidence": 0.994, "X1": 0.10377, "Y1": 0.0472, "X2": 0.13073, "Y2": 0.047, "X3": 0.13073, "Y3": 0.0618, "X4": 0.10377, "Y4": 0.0628, "page": 0, "Index": 3}, {"Word": "Weber,", "Confidence": 0.997, "X1": 0.13477, "Y1": 0.0462, "X2": 0.2062, "Y2": 0.046, "X3": 0.20755, "Y3": 0.0618, "X4": 0.13612, "Y4": 0.0618, "page": 0, "Index": 4}, {"Word": "W", "Confidence": 0.997, "X1": 0.21159, "Y1": 0.0462, "X2": 0.22102, "Y2": 0.046, "X3": 0.22102, "Y3": 0.0618, "X4": 0.21159, "Y4": 0.0618, "page": 0, "Index": 5}, {"Word": ".,", "Confidence": 0.997, "X1": 0.22507, "Y1": 0.0462, "X2": 0.24259, "Y2": 0.046, "X3": 0.24394, "Y3": 0.0618, "X4": 0.22642, "Y4": 0.0618, "page": 0, "Index": 6}, {"Word": "P.", "Confidence": 0.997, "X1": 0.24798, "Y1": 0.0452, "X2": 0.26954, "Y2": 0.045, "X3": 0.26954, "Y3": 0.0618, "X4": 0.24798, "Y4": 0.0618, "page": 0, "Index": 7}, {"Word": "J.", "Confidence": 0.997, "X1": 0.27358, "Y1": 0.0452, "X2": 0.29245, "Y2": 0.045, "X3": 0.29245, "Y3": 0.0618, "X4": 0.27358, "Y4": 0.0618, "page": 0, "Index": 8}, {"Word": "Bertics,", "Confidence": 0.991, "X1": 0.2965, "Y1": 0.0442, "X2": 0.38949, "Y2": 0.044, "X3": 0.39084, "Y3": 0.0618, "X4": 0.29784, "Y4": 0.0618, "page": 0, "Index": 9}, {"Word": "and", "Confidence": 0.998, "X1": 0.39488, "Y1": 0.0442, "X2": 0.42992, "Y2": 0.044, "X3": 0.43127, "Y3": 0.0608, "X4": 0.39488, "Y4": 0.0618, "page": 0, "Index": 10}, {"Word": "G.", "Confidence": 0.941, "X1": 0.43666, "Y1": 0.0442, "X2": 0.45822, "Y2": 0.044, "X3": 0.45822, "Y3": 0.0608, "X4": 0.43666, "Y4": 0.0608, "page": 0, "Index": 11}, {"Word": "N.", "Confidence": 0.992, "X1": 0.46226, "Y1": 0.0442, "X2": 0.48518, "Y2": 0.044, "X3": 0.48518, "Y3": 0.0608, "X4": 0.46361, "Y4": 0.0608, "page": 0, "Index": 12}, {"Word": "Gill.", "Confidence": 0.66, "X1": 0.48922, "Y1": 0.0442, "X2": 0.54852, "Y2": 0.044, "X3": 0.54852, "Y3": 0.0608, "X4": 0.48922, "Y4": 0.0608, "page": 0, "Index": 13}, {"Word": "(1984)", "Confidence": 0.994, "X1": 0.56065, "Y1": 0.0442, "X2": 0.62938, "Y2": 0.044, "X3": 0.63073, "Y3": 0.0608, "X4": 0.56065, "Y4": 0.0608, "page": 0, "Index": 14}, {"Word": "Immunoaffinity", "Confidence": 0.896, "X1": 0.6469, "Y1": 0.0442, "X2": 0.80863, "Y2": 0.044, "X3": 0.80863, "Y3": 0.0598, "X4": 0.6469, "Y4": 0.0608, "page": 0, "Index": 15}, {"Word": "purification", "Confidence": 0.991, "X1": 0.15094, "Y1": 0.0632, "X2": 0.27628, "Y2": 0.063, "X3": 0.27628, "Y3": 0.0778, "X4": 0.15094, "Y4": 0.0778, "page": 0, "Index": 16}, {"Word": "of", "Confidence": 0.998, "X1": 0.28302, "Y1": 0.0632, "X2": 0.30593, "Y2": 0.063, "X3": 0.30593, "Y3": 0.0778, "X4": 0.28302, "Y4": 0.0778, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.998, "X1": 0.31536, "Y1": 0.0622, "X2": 0.34636, "Y2": 0.062, "X3": 0.34636, "Y3": 0.0778, "X4": 0.31536, "Y4": 0.0778, "page": 0, "Index": 18}, {"Word": "epidermal", "Confidence": 0.986, "X1": 0.35445, "Y1": 0.0622, "X2": 0.45148, "Y2": 0.062, "X3": 0.45148, "Y3": 0.0778, "X4": 0.35445, "Y4": 0.0778, "page": 0, "Index": 19}, {"Word": "growth", "Confidence": 0.996, "X1": 0.45687, "Y1": 0.0622, "X2": 0.52291, "Y2": 0.062, "X3": 0.52291, "Y3": 0.0768, "X4": 0.45687, "Y4": 0.0778, "page": 0, "Index": 20}, {"Word": "factor", "Confidence": 0.996, "X1": 0.52965, "Y1": 0.0612, "X2": 0.59299, "Y2": 0.061, "X3": 0.59299, "Y3": 0.0768, "X4": 0.52965, "Y4": 0.0768, "page": 0, "Index": 21}, {"Word": "receptor:", "Confidence": 0.992, "X1": 0.60108, "Y1": 0.0612, "X2": 0.69542, "Y2": 0.061, "X3": 0.69542, "Y3": 0.0768, "X4": 0.60108, "Y4": 0.0768, "page": 0, "Index": 22}, {"Word": "Stoichiometry", "Confidence": 0.981, "X1": 0.71024, "Y1": 0.0602, "X2": 0.84906, "Y2": 0.06, "X3": 0.84906, "Y3": 0.0758, "X4": 0.71024, "Y4": 0.0758, "page": 0, "Index": 23}, {"Word": "of", "Confidence": 0.998, "X1": 0.85849, "Y1": 0.0602, "X2": 0.88005, "Y2": 0.06, "X3": 0.88005, "Y3": 0.0748, "X4": 0.85849, "Y4": 0.0758, "page": 0, "Index": 24}, {"Word": "EGY", "Confidence": 0.609, "X1": 0.15499, "Y1": 0.0792, "X2": 0.18464, "Y2": 0.079, "X3": 0.18464, "Y3": 0.0928, "X4": 0.15499, "Y4": 0.0928, "page": 0, "Index": 25}, {"Word": "binding", "Confidence": 0.996, "X1": 0.19272, "Y1": 0.0792, "X2": 0.26685, "Y2": 0.079, "X3": 0.26685, "Y3": 0.0938, "X4": 0.19272, "Y4": 0.0928, "page": 0, "Index": 26}, {"Word": "and", "Confidence": 0.998, "X1": 0.27628, "Y1": 0.0782, "X2": 0.30863, "Y2": 0.078, "X3": 0.30863, "Y3": 0.0938, "X4": 0.27628, "Y4": 0.0938, "page": 0, "Index": 27}, {"Word": "kinetics", "Confidence": 0.9, "X1": 0.31671, "Y1": 0.0782, "X2": 0.40162, "Y2": 0.078, "X3": 0.40162, "Y3": 0.0938, "X4": 0.31671, "Y4": 0.0938, "page": 0, "Index": 28}, {"Word": "of", "Confidence": 0.998, "X1": 0.41105, "Y1": 0.0772, "X2": 0.43261, "Y2": 0.077, "X3": 0.43261, "Y3": 0.0938, "X4": 0.41105, "Y4": 0.0938, "page": 0, "Index": 29}, {"Word": "self-phosphorylation.", "Confidence": 0.868, "X1": 0.4434, "Y1": 0.0762, "X2": 0.66038, "Y2": 0.076, "X3": 0.66038, "Y3": 0.0928, "X4": 0.4434, "Y4": 0.0938, "page": 0, "Index": 30}, {"Word": "J.", "Confidence": 0.961, "X1": 0.6752, "Y1": 0.0762, "X2": 0.69946, "Y2": 0.076, "X3": 0.69946, "Y3": 0.0928, "X4": 0.6752, "Y4": 0.0928, "page": 0, "Index": 31}, {"Word": "Biol.", "Confidence": 0.848, "X1": 0.7035, "Y1": 0.0762, "X2": 0.75876, "Y2": 0.076, "X3": 0.75876, "Y3": 0.0918, "X4": 0.7035, "Y4": 0.0928, "page": 0, "Index": 32}, {"Word": "Chem.", "Confidence": 0.955, "X1": 0.76415, "Y1": 0.0752, "X2": 0.82345, "Y2": 0.075, "X3": 0.82345, "Y3": 0.0918, "X4": 0.76415, "Y4": 0.0918, "page": 0, "Index": 33}, {"Word": "259,", "Confidence": 0.985, "X1": 0.83962, "Y1": 0.0752, "X2": 0.8814, "Y2": 0.075, "X3": 0.8814, "Y3": 0.0908, "X4": 0.83962, "Y4": 0.0908, "page": 0, "Index": 34}, {"Word": "14631-14636.", "Confidence": 0.929, "X1": 0.15364, "Y1": 0.0952, "X2": 0.27763, "Y2": 0.095, "X3": 0.27763, "Y3": 0.1088, "X4": 0.15364, "Y4": 0.1078, "page": 0, "Index": 35}, {"Word": "19.", "Confidence": 0.994, "X1": 0.10243, "Y1": 0.1102, "X2": 0.13342, "Y2": 0.11, "X3": 0.13342, "Y3": 0.1248, "X4": 0.10243, "Y4": 0.1248, "page": 0, "Index": 36}, {"Word": "Wong,", "Confidence": 0.996, "X1": 0.13747, "Y1": 0.1092, "X2": 0.19946, "Y2": 0.109, "X3": 0.19946, "Y3": 0.1248, "X4": 0.13747, "Y4": 0.1248, "page": 0, "Index": 37}, {"Word": "T.", "Confidence": 0.997, "X1": 0.2035, "Y1": 0.1092, "X2": 0.22507, "Y2": 0.109, "X3": 0.22507, "Y3": 0.1248, "X4": 0.2035, "Y4": 0.1248, "page": 0, "Index": 38}, {"Word": "W.", "Confidence": 0.998, "X1": 0.22911, "Y1": 0.1092, "X2": 0.25202, "Y2": 0.109, "X3": 0.25202, "Y3": 0.1248, "X4": 0.22911, "Y4": 0.1248, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.998, "X1": 0.25741, "Y1": 0.1092, "X2": 0.29111, "Y2": 0.109, "X3": 0.29111, "Y3": 0.1248, "X4": 0.25606, "Y4": 0.1248, "page": 0, "Index": 40}, {"Word": "A.", "Confidence": 0.957, "X1": 0.29515, "Y1": 0.1092, "X2": 0.31806, "Y2": 0.109, "X3": 0.31806, "Y3": 0.1248, "X4": 0.29515, "Y4": 0.1248, "page": 0, "Index": 41}, {"Word": "R.", "Confidence": 0.997, "X1": 0.3221, "Y1": 0.1082, "X2": 0.34367, "Y2": 0.108, "X3": 0.34367, "Y3": 0.1248, "X4": 0.3221, "Y4": 0.1248, "page": 0, "Index": 42}, {"Word": "Goldberg.", "Confidence": 0.951, "X1": 0.34771, "Y1": 0.1082, "X2": 0.45148, "Y2": 0.108, "X3": 0.45013, "Y3": 0.1248, "X4": 0.34771, "Y4": 0.1248, "page": 0, "Index": 43}, {"Word": "(1983)", "Confidence": 0.994, "X1": 0.46226, "Y1": 0.1082, "X2": 0.531, "Y2": 0.108, "X3": 0.531, "Y3": 0.1248, "X4": 0.46226, "Y4": 0.1248, "page": 0, "Index": 44}, {"Word": "In", "Confidence": 0.991, "X1": 0.54582, "Y1": 0.1082, "X2": 0.57008, "Y2": 0.108, "X3": 0.56873, "Y3": 0.1238, "X4": 0.54582, "Y4": 0.1248, "page": 0, "Index": 45}, {"Word": "vitro", "Confidence": 0.899, "X1": 0.57412, "Y1": 0.1072, "X2": 0.63342, "Y2": 0.107, "X3": 0.63342, "Y3": 0.1238, "X4": 0.57412, "Y4": 0.1238, "page": 0, "Index": 46}, {"Word": "phosphorylation", "Confidence": 0.991, "X1": 0.63881, "Y1": 0.1072, "X2": 0.80863, "Y2": 0.107, "X3": 0.80863, "Y3": 0.1218, "X4": 0.63881, "Y4": 0.1238, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.992, "X1": 0.81402, "Y1": 0.1072, "X2": 0.83962, "Y2": 0.107, "X3": 0.83962, "Y3": 0.1218, "X4": 0.81402, "Y4": 0.1218, "page": 0, "Index": 48}, {"Word": "Biol.", "Confidence": 0.973, "X1": 0.68464, "Y1": 0.1232, "X2": 0.73989, "Y2": 0.123, "X3": 0.73989, "Y3": 0.1378, "X4": 0.68598, "Y4": 0.1388, "page": 0, "Index": 49}, {"Word": "Chem.", "Confidence": 0.942, "X1": 0.74528, "Y1": 0.1222, "X2": 0.80323, "Y2": 0.122, "X3": 0.80323, "Y3": 0.1378, "X4": 0.74528, "Y4": 0.1378, "page": 0, "Index": 50}, {"Word": "258,", "Confidence": 0.991, "X1": 0.80863, "Y1": 0.1222, "X2": 0.85175, "Y2": 0.122, "X3": 0.8531, "Y3": 0.1368, "X4": 0.80997, "Y4": 0.1378, "page": 0, "Index": 51}, {"Word": "1022.", "Confidence": 0.996, "X1": 0.85984, "Y1": 0.1212, "X2": 0.91105, "Y2": 0.121, "X3": 0.9124, "Y3": 0.1358, "X4": 0.86119, "Y4": 0.1368, "page": 0, "Index": 52}, {"Word": "angiotensin", "Confidence": 0.991, "X1": 0.15094, "Y1": 0.1262, "X2": 0.2655, "Y2": 0.126, "X3": 0.2655, "Y3": 0.1408, "X4": 0.15094, "Y4": 0.1408, "page": 0, "Index": 53}, {"Word": "analogs", "Confidence": 0.958, "X1": 0.27493, "Y1": 0.1252, "X2": 0.34771, "Y2": 0.125, "X3": 0.34771, "Y3": 0.1408, "X4": 0.27493, "Y4": 0.1408, "page": 0, "Index": 54}, {"Word": "by", "Confidence": 0.998, "X1": 0.35849, "Y1": 0.1252, "X2": 0.38005, "Y2": 0.125, "X3": 0.3814, "Y3": 0.1408, "X4": 0.35849, "Y4": 0.1408, "page": 0, "Index": 55}, {"Word": "tyrosyl", "Confidence": 0.813, "X1": 0.38949, "Y1": 0.1252, "X2": 0.46361, "Y2": 0.125, "X3": 0.46361, "Y3": 0.1408, "X4": 0.38949, "Y4": 0.1408, "page": 0, "Index": 56}, {"Word": "protein", "Confidence": 0.995, "X1": 0.4717, "Y1": 0.1242, "X2": 0.54447, "Y2": 0.124, "X3": 0.54582, "Y3": 0.1398, "X4": 0.4717, "Y4": 0.1408, "page": 0, "Index": 57}, {"Word": "kinases.", "Confidence": 0.48, "X1": 0.55391, "Y1": 0.1242, "X2": 0.63881, "Y2": 0.124, "X3": 0.63881, "Y3": 0.1388, "X4": 0.55391, "Y4": 0.1398, "page": 0, "Index": 58}, {"Word": "J.", "Confidence": 0.994, "X1": 0.65633, "Y1": 0.1232, "X2": 0.67925, "Y2": 0.123, "X3": 0.68059, "Y3": 0.1388, "X4": 0.65768, "Y4": 0.1388, "page": 0, "Index": 59}, {"Word": "20.", "Confidence": 0.997, "X1": 0.10243, "Y1": 0.1402, "X2": 0.13612, "Y2": 0.14, "X3": 0.13477, "Y3": 0.1558, "X4": 0.10243, "Y4": 0.1548, "page": 0, "Index": 60}, {"Word": "Pike,", "Confidence": 0.997, "X1": 0.14016, "Y1": 0.1402, "X2": 0.19811, "Y2": 0.14, "X3": 0.19811, "Y3": 0.1558, "X4": 0.14016, "Y4": 0.1558, "page": 0, "Index": 61}, {"Word": "L.", "Confidence": 0.994, "X1": 0.2035, "Y1": 0.1402, "X2": 0.22776, "Y2": 0.14, "X3": 0.22776, "Y3": 0.1558, "X4": 0.20216, "Y4": 0.1558, "page": 0, "Index": 62}, {"Word": "J", "Confidence": 0.995, "X1": 0.23181, "Y1": 0.1402, "X2": 0.23854, "Y2": 0.14, "X3": 0.23854, "Y3": 0.1558, "X4": 0.23181, "Y4": 0.1558, "page": 0, "Index": 63}, {"Word": ".,", "Confidence": 0.997, "X1": 0.24394, "Y1": 0.1402, "X2": 0.26415, "Y2": 0.14, "X3": 0.26415, "Y3": 0.1558, "X4": 0.24259, "Y4": 0.1558, "page": 0, "Index": 64}, {"Word": "Gallis,", "Confidence": 0.885, "X1": 0.26819, "Y1": 0.1402, "X2": 0.34906, "Y2": 0.14, "X3": 0.34906, "Y3": 0.1558, "X4": 0.26819, "Y4": 0.1558, "page": 0, "Index": 65}, {"Word": "B", "Confidence": 0.995, "X1": 0.35445, "Y1": 0.1402, "X2": 0.36253, "Y2": 0.14, "X3": 0.36253, "Y3": 0.1558, "X4": 0.35445, "Y4": 0.1558, "page": 0, "Index": 66}, {"Word": ".,", "Confidence": 0.997, "X1": 0.36658, "Y1": 0.1402, "X2": 0.38544, "Y2": 0.14, "X3": 0.38544, "Y3": 0.1558, "X4": 0.36658, "Y4": 0.1558, "page": 0, "Index": 67}, {"Word": "Casnellie,", "Confidence": 0.887, "X1": 0.38949, "Y1": 0.1402, "X2": 0.50539, "Y2": 0.14, "X3": 0.50539, "Y3": 0.1558, "X4": 0.38949, "Y4": 0.1558, "page": 0, "Index": 68}, {"Word": "J.", "Confidence": 0.997, "X1": 0.51078, "Y1": 0.1402, "X2": 0.53369, "Y2": 0.14, "X3": 0.53369, "Y3": 0.1558, "X4": 0.51078, "Y4": 0.1558, "page": 0, "Index": 69}, {"Word": "E", "Confidence": 0.994, "X1": 0.53774, "Y1": 0.1402, "X2": 0.54582, "Y2": 0.14, "X3": 0.54582, "Y3": 0.1558, "X4": 0.53774, "Y4": 0.1558, "page": 0, "Index": 70}, {"Word": ".,", "Confidence": 0.998, "X1": 0.54987, "Y1": 0.1402, "X2": 0.57143, "Y2": 0.14, "X3": 0.57143, "Y3": 0.1558, "X4": 0.55121, "Y4": 0.1558, "page": 0, "Index": 71}, {"Word": "Bornstein,", "Confidence": 0.958, "X1": 0.57547, "Y1": 0.1392, "X2": 0.68868, "Y2": 0.139, "X3": 0.69003, "Y3": 0.1548, "X4": 0.57547, "Y4": 0.1558, "page": 0, "Index": 72}, {"Word": "P", "Confidence": 0.992, "X1": 0.69407, "Y1": 0.1392, "X2": 0.70216, "Y2": 0.139, "X3": 0.7035, "Y3": 0.1548, "X4": 0.69407, "Y4": 0.1548, "page": 0, "Index": 73}, {"Word": ".,", "Confidence": 0.994, "X1": 0.7062, "Y1": 0.1392, "X2": 0.72642, "Y2": 0.139, "X3": 0.72776, "Y3": 0.1548, "X4": 0.70755, "Y4": 0.1548, "page": 0, "Index": 74}, {"Word": "and", "Confidence": 0.998, "X1": 0.73181, "Y1": 0.1382, "X2": 0.76685, "Y2": 0.138, "X3": 0.76819, "Y3": 0.1538, "X4": 0.73181, "Y4": 0.1548, "page": 0, "Index": 75}, {"Word": "Krebs,", "Confidence": 0.995, "X1": 0.77224, "Y1": 0.1382, "X2": 0.84232, "Y2": 0.138, "X3": 0.84367, "Y3": 0.1538, "X4": 0.77224, "Y4": 0.1538, "page": 0, "Index": 76}, {"Word": "E.", "Confidence": 0.87, "X1": 0.84906, "Y1": 0.1382, "X2": 0.86792, "Y2": 0.138, "X3": 0.86927, "Y3": 0.1528, "X4": 0.84906, "Y4": 0.1538, "page": 0, "Index": 77}, {"Word": "G.", "Confidence": 0.993, "X1": 0.15364, "Y1": 0.1562, "X2": 0.1752, "Y2": 0.156, "X3": 0.1752, "Y3": 0.1718, "X4": 0.15364, "Y4": 0.1718, "page": 0, "Index": 78}, {"Word": "(1982)", "Confidence": 0.981, "X1": 0.19003, "Y1": 0.1562, "X2": 0.25337, "Y2": 0.156, "X3": 0.25337, "Y3": 0.1718, "X4": 0.19003, "Y4": 0.1718, "page": 0, "Index": 79}, {"Word": "Epidermal", "Confidence": 0.946, "X1": 0.2655, "Y1": 0.1562, "X2": 0.36523, "Y2": 0.156, "X3": 0.36523, "Y3": 0.1718, "X4": 0.26685, "Y4": 0.1718, "page": 0, "Index": 80}, {"Word": "growth", "Confidence": 0.994, "X1": 0.37062, "Y1": 0.1562, "X2": 0.43666, "Y2": 0.156, "X3": 0.43666, "Y3": 0.1718, "X4": 0.37062, "Y4": 0.1718, "page": 0, "Index": 81}, {"Word": "factor", "Confidence": 0.994, "X1": 0.44474, "Y1": 0.1562, "X2": 0.50943, "Y2": 0.156, "X3": 0.50943, "Y3": 0.1718, "X4": 0.44474, "Y4": 0.1718, "page": 0, "Index": 82}, {"Word": "stimulates", "Confidence": 0.954, "X1": 0.51752, "Y1": 0.1562, "X2": 0.62399, "Y2": 0.156, "X3": 0.62399, "Y3": 0.1708, "X4": 0.51752, "Y4": 0.1718, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.63208, "Y1": 0.1562, "X2": 0.66442, "Y2": 0.156, "X3": 0.66442, "Y3": 0.1708, "X4": 0.63208, "Y4": 0.1708, "page": 0, "Index": 84}, {"Word": "phosphorylation", "Confidence": 0.978, "X1": 0.67251, "Y1": 0.1542, "X2": 0.82884, "Y2": 0.154, "X3": 0.82749, "Y3": 0.1698, "X4": 0.67116, "Y4": 0.1708, "page": 0, "Index": 85}, {"Word": "of", "Confidence": 0.998, "X1": 0.83693, "Y1": 0.1542, "X2": 0.85984, "Y2": 0.154, "X3": 0.85849, "Y3": 0.1698, "X4": 0.83558, "Y4": 0.1698, "page": 0, "Index": 86}, {"Word": "synthetic", "Confidence": 0.981, "X1": 0.15364, "Y1": 0.1732, "X2": 0.24663, "Y2": 0.173, "X3": 0.24663, "Y3": 0.1878, "X4": 0.15364, "Y4": 0.1878, "page": 0, "Index": 87}, {"Word": "tyrosine-containing", "Confidence": 0.901, "X1": 0.25472, "Y1": 0.1722, "X2": 0.45148, "Y2": 0.172, "X3": 0.45148, "Y3": 0.1878, "X4": 0.25472, "Y4": 0.1878, "page": 0, "Index": 88}, {"Word": "peptides", "Confidence": 0.991, "X1": 0.45822, "Y1": 0.1712, "X2": 0.54447, "Y2": 0.171, "X3": 0.54313, "Y3": 0.1868, "X4": 0.45822, "Y4": 0.1878, "page": 0, "Index": 89}, {"Word": "by", "Confidence": 0.998, "X1": 0.55121, "Y1": 0.1712, "X2": 0.57412, "Y2": 0.171, "X3": 0.57278, "Y3": 0.1868, "X4": 0.55121, "Y4": 0.1868, "page": 0, "Index": 90}, {"Word": "A431", "Confidence": 0.96, "X1": 0.58221, "Y1": 0.1712, "X2": 0.62534, "Y2": 0.171, "X3": 0.62399, "Y3": 0.1868, "X4": 0.58221, "Y4": 0.1868, "page": 0, "Index": 91}, {"Word": "cell", "Confidence": 0.981, "X1": 0.63208, "Y1": 0.1712, "X2": 0.67655, "Y2": 0.171, "X3": 0.6752, "Y3": 0.1868, "X4": 0.63073, "Y4": 0.1868, "page": 0, "Index": 92}, {"Word": "membranes.", "Confidence": 0.981, "X1": 0.68598, "Y1": 0.1712, "X2": 0.7938, "Y2": 0.171, "X3": 0.79245, "Y3": 0.1858, "X4": 0.68464, "Y4": 0.1858, "page": 0, "Index": 93}, {"Word": "Proc.", "Confidence": 0.955, "X1": 0.80997, "Y1": 0.1712, "X2": 0.86119, "Y2": 0.171, "X3": 0.85984, "Y3": 0.1848, "X4": 0.80863, "Y4": 0.1858, "page": 0, "Index": 94}, {"Word": "Natl.", "Confidence": 0.629, "X1": 0.15229, "Y1": 0.1882, "X2": 0.20755, "Y2": 0.188, "X3": 0.20755, "Y3": 0.2028, "X4": 0.15094, "Y4": 0.2028, "page": 0, "Index": 95}, {"Word": "Acad.", "Confidence": 0.996, "X1": 0.21159, "Y1": 0.1882, "X2": 0.26954, "Y2": 0.188, "X3": 0.26819, "Y3": 0.2018, "X4": 0.21159, "Y4": 0.2028, "page": 0, "Index": 96}, {"Word": "Sci.", "Confidence": 0.616, "X1": 0.27358, "Y1": 0.1872, "X2": 0.32075, "Y2": 0.187, "X3": 0.32075, "Y3": 0.2018, "X4": 0.27224, "Y4": 0.2018, "page": 0, "Index": 97}, {"Word": "U.S.A.", "Confidence": 0.935, "X1": 0.3248, "Y1": 0.1872, "X2": 0.38679, "Y2": 0.187, "X3": 0.38679, "Y3": 0.2018, "X4": 0.3248, "Y4": 0.2018, "page": 0, "Index": 98}, {"Word": "79,", "Confidence": 0.997, "X1": 0.39084, "Y1": 0.1872, "X2": 0.42588, "Y2": 0.187, "X3": 0.42588, "Y3": 0.2018, "X4": 0.39084, "Y4": 0.2018, "page": 0, "Index": 99}, {"Word": "1443-1447.", "Confidence": 0.991, "X1": 0.43127, "Y1": 0.1862, "X2": 0.54582, "Y2": 0.186, "X3": 0.54582, "Y3": 0.2018, "X4": 0.43261, "Y4": 0.2018, "page": 0, "Index": 100}, {"Word": "Weinberg,", "Confidence": 0.994, "X1": 0.62668, "Y1": 0.2012, "X2": 0.73181, "Y2": 0.201, "X3": 0.73181, "Y3": 0.2178, "X4": 0.62668, "Y4": 0.2188, "page": 0, "Index": 101}, {"Word": "R.", "Confidence": 0.993, "X1": 0.7372, "Y1": 0.2012, "X2": 0.76011, "Y2": 0.201, "X3": 0.76011, "Y3": 0.2168, "X4": 0.73585, "Y4": 0.2178, "page": 0, "Index": 102}, {"Word": "A.", "Confidence": 0.997, "X1": 0.7655, "Y1": 0.2012, "X2": 0.78976, "Y2": 0.201, "X3": 0.78976, "Y3": 0.2168, "X4": 0.76415, "Y4": 0.2168, "page": 0, "Index": 103}, {"Word": "(1987)", "Confidence": 0.991, "X1": 0.80458, "Y1": 0.2002, "X2": 0.87062, "Y2": 0.2, "X3": 0.86927, "Y3": 0.2158, "X4": 0.80323, "Y4": 0.2168, "page": 0, "Index": 104}, {"Word": "21.", "Confidence": 0.97, "X1": 0.10243, "Y1": 0.2042, "X2": 0.13612, "Y2": 0.204, "X3": 0.13612, "Y3": 0.2188, "X4": 0.10377, "Y4": 0.2178, "page": 0, "Index": 105}, {"Word": "Stern,", "Confidence": 0.994, "X1": 0.14016, "Y1": 0.2042, "X2": 0.21024, "Y2": 0.204, "X3": 0.21024, "Y3": 0.2188, "X4": 0.14151, "Y4": 0.2188, "page": 0, "Index": 106}, {"Word": "D.", "Confidence": 0.997, "X1": 0.21563, "Y1": 0.2042, "X2": 0.23989, "Y2": 0.204, "X3": 0.23989, "Y3": 0.2188, "X4": 0.21698, "Y4": 0.2188, "page": 0, "Index": 107}, {"Word": "F", "Confidence": 0.955, "X1": 0.24394, "Y1": 0.2042, "X2": 0.25202, "Y2": 0.204, "X3": 0.25337, "Y3": 0.2188, "X4": 0.24528, "Y4": 0.2188, "page": 0, "Index": 108}, {"Word": ".,", "Confidence": 0.994, "X1": 0.25606, "Y1": 0.2042, "X2": 0.27763, "Y2": 0.204, "X3": 0.27763, "Y3": 0.2198, "X4": 0.25741, "Y4": 0.2188, "page": 0, "Index": 109}, {"Word": "Hare,", "Confidence": 0.886, "X1": 0.28167, "Y1": 0.2042, "X2": 0.34097, "Y2": 0.204, "X3": 0.34097, "Y3": 0.2198, "X4": 0.28302, "Y4": 0.2198, "page": 0, "Index": 110}, {"Word": "D.", "Confidence": 0.998, "X1": 0.34501, "Y1": 0.2042, "X2": 0.36792, "Y2": 0.204, "X3": 0.36792, "Y3": 0.2198, "X4": 0.34501, "Y4": 0.2198, "page": 0, "Index": 111}, {"Word": "L", "Confidence": 0.992, "X1": 0.37197, "Y1": 0.2042, "X2": 0.3814, "Y2": 0.204, "X3": 0.3814, "Y3": 0.2198, "X4": 0.37197, "Y4": 0.2198, "page": 0, "Index": 112}, {"Word": ".,", "Confidence": 0.993, "X1": 0.38544, "Y1": 0.2042, "X2": 0.40431, "Y2": 0.204, "X3": 0.40431, "Y3": 0.2198, "X4": 0.38544, "Y4": 0.2198, "page": 0, "Index": 113}, {"Word": "Cecchini,", "Confidence": 0.926, "X1": 0.4097, "Y1": 0.2032, "X2": 0.51213, "Y2": 0.203, "X3": 0.51213, "Y3": 0.2188, "X4": 0.4097, "Y4": 0.2198, "page": 0, "Index": 114}, {"Word": "M.", "Confidence": 0.372, "X1": 0.51887, "Y1": 0.2032, "X2": 0.54313, "Y2": 0.203, "X3": 0.54313, "Y3": 0.2188, "X4": 0.51887, "Y4": 0.2188, "page": 0, "Index": 115}, {"Word": "A", "Confidence": 0.982, "X1": 0.54852, "Y1": 0.2032, "X2": 0.55526, "Y2": 0.203, "X3": 0.55526, "Y3": 0.2188, "X4": 0.54717, "Y4": 0.2188, "page": 0, "Index": 116}, {"Word": ".,", "Confidence": 0.955, "X1": 0.5593, "Y1": 0.2032, "X2": 0.57951, "Y2": 0.203, "X3": 0.57951, "Y3": 0.2188, "X4": 0.5593, "Y4": 0.2188, "page": 0, "Index": 117}, {"Word": "and", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.2022, "X2": 0.61995, "Y2": 0.202, "X3": 0.61995, "Y3": 0.2188, "X4": 0.58356, "Y4": 0.2188, "page": 0, "Index": 118}, {"Word": "Construction", "Confidence": 0.927, "X1": 0.15364, "Y1": 0.2202, "X2": 0.27493, "Y2": 0.22, "X3": 0.27493, "Y3": 0.2348, "X4": 0.15364, "Y4": 0.2348, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.28437, "Y1": 0.2202, "X2": 0.30728, "Y2": 0.22, "X3": 0.30593, "Y3": 0.2348, "X4": 0.28437, "Y4": 0.2348, "page": 0, "Index": 120}, {"Word": "a", "Confidence": 0.989, "X1": 0.31536, "Y1": 0.2202, "X2": 0.32615, "Y2": 0.22, "X3": 0.32615, "Y3": 0.2348, "X4": 0.31402, "Y4": 0.2348, "page": 0, "Index": 121}, {"Word": "novel", "Confidence": 0.954, "X1": 0.33558, "Y1": 0.2202, "X2": 0.38814, "Y2": 0.22, "X3": 0.38814, "Y3": 0.2348, "X4": 0.33558, "Y4": 0.2348, "page": 0, "Index": 122}, {"Word": "oncogene", "Confidence": 0.994, "X1": 0.39623, "Y1": 0.2202, "X2": 0.48248, "Y2": 0.22, "X3": 0.48113, "Y3": 0.2338, "X4": 0.39623, "Y4": 0.2348, "page": 0, "Index": 123}, {"Word": "based", "Confidence": 0.991, "X1": 0.48922, "Y1": 0.2202, "X2": 0.54178, "Y2": 0.22, "X3": 0.54178, "Y3": 0.2338, "X4": 0.48787, "Y4": 0.2338, "page": 0, "Index": 124}, {"Word": "on", "Confidence": 0.907, "X1": 0.54987, "Y1": 0.2202, "X2": 0.57143, "Y2": 0.22, "X3": 0.57143, "Y3": 0.2338, "X4": 0.54987, "Y4": 0.2338, "page": 0, "Index": 125}, {"Word": "synthetic", "Confidence": 0.956, "X1": 0.58221, "Y1": 0.2192, "X2": 0.67385, "Y2": 0.219, "X3": 0.67385, "Y3": 0.2338, "X4": 0.58221, "Y4": 0.2338, "page": 0, "Index": 126}, {"Word": "sequences", "Confidence": 0.995, "X1": 0.68464, "Y1": 0.2192, "X2": 0.77763, "Y2": 0.219, "X3": 0.77628, "Y3": 0.2338, "X4": 0.68464, "Y4": 0.2338, "page": 0, "Index": 127}, {"Word": "encoding", "Confidence": 0.994, "X1": 0.78571, "Y1": 0.2182, "X2": 0.86927, "Y2": 0.218, "X3": 0.86792, "Y3": 0.2328, "X4": 0.78437, "Y4": 0.2338, "page": 0, "Index": 128}, {"Word": "235,", "Confidence": 0.991, "X1": 0.5027, "Y1": 0.2332, "X2": 0.54717, "Y2": 0.233, "X3": 0.54582, "Y3": 0.2478, "X4": 0.5027, "Y4": 0.2488, "page": 0, "Index": 129}, {"Word": "321-324.", "Confidence": 0.953, "X1": 0.55526, "Y1": 0.2322, "X2": 0.63881, "Y2": 0.232, "X3": 0.63881, "Y3": 0.2468, "X4": 0.55526, "Y4": 0.2478, "page": 0, "Index": 130}, {"Word": "epidermal", "Confidence": 0.991, "X1": 0.15364, "Y1": 0.2352, "X2": 0.24798, "Y2": 0.235, "X3": 0.24798, "Y3": 0.2498, "X4": 0.15364, "Y4": 0.2498, "page": 0, "Index": 131}, {"Word": "growth", "Confidence": 0.997, "X1": 0.25606, "Y1": 0.2352, "X2": 0.31941, "Y2": 0.235, "X3": 0.31941, "Y3": 0.2498, "X4": 0.25606, "Y4": 0.2498, "page": 0, "Index": 132}, {"Word": "factor.", "Confidence": 0.994, "X1": 0.33019, "Y1": 0.2342, "X2": 0.40296, "Y2": 0.234, "X3": 0.40296, "Y3": 0.2498, "X4": 0.32884, "Y4": 0.2498, "page": 0, "Index": 133}, {"Word": "Science", "Confidence": 0.995, "X1": 0.42049, "Y1": 0.2342, "X2": 0.49326, "Y2": 0.234, "X3": 0.49326, "Y3": 0.2488, "X4": 0.42049, "Y4": 0.2488, "page": 0, "Index": 134}, {"Word": "22.", "Confidence": 0.425, "X1": 0.10512, "Y1": 0.2512, "X2": 0.13208, "Y2": 0.251, "X3": 0.13342, "Y3": 0.2658, "X4": 0.10512, "Y4": 0.2658, "page": 0, "Index": 135}, {"Word": "Santon,", "Confidence": 0.832, "X1": 0.13747, "Y1": 0.2512, "X2": 0.21968, "Y2": 0.251, "X3": 0.21968, "Y3": 0.2658, "X4": 0.13747, "Y4": 0.2658, "page": 0, "Index": 136}, {"Word": "J.", "Confidence": 1, "X1": 0.22372, "Y1": 0.2512, "X2": 0.24528, "Y2": 0.251, "X3": 0.24528, "Y3": 0.2658, "X4": 0.22372, "Y4": 0.2658, "page": 0, "Index": 137}, {"Word": "B", "Confidence": 1, "X1": 0.24933, "Y1": 0.2502, "X2": 0.25741, "Y2": 0.25, "X3": 0.25741, "Y3": 0.2658, "X4": 0.24933, "Y4": 0.2658, "page": 0, "Index": 138}, {"Word": ".,", "Confidence": 1, "X1": 0.26146, "Y1": 0.2502, "X2": 0.28167, "Y2": 0.25, "X3": 0.28167, "Y3": 0.2658, "X4": 0.26146, "Y4": 0.2658, "page": 0, "Index": 139}, {"Word": "Cronin,", "Confidence": 0.956, "X1": 0.28571, "Y1": 0.2502, "X2": 0.36523, "Y2": 0.25, "X3": 0.36523, "Y3": 0.2658, "X4": 0.28571, "Y4": 0.2658, "page": 0, "Index": 140}, {"Word": "M.", "Confidence": 1, "X1": 0.36927, "Y1": 0.2502, "X2": 0.39623, "Y2": 0.25, "X3": 0.39623, "Y3": 0.2658, "X4": 0.37062, "Y4": 0.2658, "page": 0, "Index": 141}, {"Word": "T", "Confidence": 1, "X1": 0.40027, "Y1": 0.2502, "X2": 0.40701, "Y2": 0.25, "X3": 0.40836, "Y3": 0.2658, "X4": 0.40027, "Y4": 0.2658, "page": 0, "Index": 142}, {"Word": ".,", "Confidence": 1, "X1": 0.4124, "Y1": 0.2502, "X2": 0.43261, "Y2": 0.25, "X3": 0.43261, "Y3": 0.2658, "X4": 0.4124, "Y4": 0.2658, "page": 0, "Index": 143}, {"Word": "Macleod,", "Confidence": 0.702, "X1": 0.43666, "Y1": 0.2502, "X2": 0.53235, "Y2": 0.25, "X3": 0.53235, "Y3": 0.2648, "X4": 0.43801, "Y4": 0.2658, "page": 0, "Index": 144}, {"Word": "C.", "Confidence": 1, "X1": 0.53639, "Y1": 0.2492, "X2": 0.5593, "Y2": 0.249, "X3": 0.5593, "Y3": 0.2648, "X4": 0.53639, "Y4": 0.2648, "page": 0, "Index": 145}, {"Word": "L", "Confidence": 1, "X1": 0.56334, "Y1": 0.2492, "X2": 0.57143, "Y2": 0.249, "X3": 0.57143, "Y3": 0.2648, "X4": 0.56334, "Y4": 0.2648, "page": 0, "Index": 146}, {"Word": ".,", "Confidence": 1, "X1": 0.57547, "Y1": 0.2492, "X2": 0.59704, "Y2": 0.249, "X3": 0.59704, "Y3": 0.2648, "X4": 0.57682, "Y4": 0.2648, "page": 0, "Index": 147}, {"Word": "Mendel", "Confidence": 0.997, "X1": 0.60108, "Y1": 0.2492, "X2": 0.66712, "Y2": 0.249, "X3": 0.66712, "Y3": 0.2648, "X4": 0.60108, "Y4": 0.2648, "page": 0, "Index": 148}, {"Word": "sohn,", "Confidence": 0.997, "X1": 0.67116, "Y1": 0.2492, "X2": 0.72911, "Y2": 0.249, "X3": 0.72911, "Y3": 0.2648, "X4": 0.67116, "Y4": 0.2648, "page": 0, "Index": 149}, {"Word": "J", "Confidence": 1, "X1": 0.7345, "Y1": 0.2492, "X2": 0.74124, "Y2": 0.249, "X3": 0.74124, "Y3": 0.2648, "X4": 0.7345, "Y4": 0.2648, "page": 0, "Index": 150}, {"Word": ".,", "Confidence": 1, "X1": 0.74528, "Y1": 0.2482, "X2": 0.76685, "Y2": 0.248, "X3": 0.76685, "Y3": 0.2648, "X4": 0.74528, "Y4": 0.2648, "page": 0, "Index": 151}, {"Word": "Masui,", "Confidence": 0.279, "X1": 0.77089, "Y1": 0.2482, "X2": 0.84232, "Y2": 0.248, "X3": 0.84232, "Y3": 0.2648, "X4": 0.77089, "Y4": 0.2648, "page": 0, "Index": 152}, {"Word": "E", "Confidence": 0.243, "X1": 0.15499, "Y1": 0.2662, "X2": 0.16038, "Y2": 0.266, "X3": 0.16038, "Y3": 0.2818, "X4": 0.15499, "Y4": 0.2818, "page": 0, "Index": 153}, {"Word": ".,", "Confidence": 0.975, "X1": 0.16442, "Y1": 0.2662, "X2": 0.18194, "Y2": 0.266, "X3": 0.18194, "Y3": 0.2818, "X4": 0.16442, "Y4": 0.2818, "page": 0, "Index": 154}, {"Word": "and", "Confidence": 0.998, "X1": 0.19272, "Y1": 0.2662, "X2": 0.22507, "Y2": 0.266, "X3": 0.22507, "Y3": 0.2818, "X4": 0.19272, "Y4": 0.2818, "page": 0, "Index": 155}, {"Word": "Gill,", "Confidence": 0.811, "X1": 0.23181, "Y1": 0.2662, "X2": 0.28571, "Y2": 0.266, "X3": 0.28571, "Y3": 0.2808, "X4": 0.23181, "Y4": 0.2818, "page": 0, "Index": 156}, {"Word": "G.", "Confidence": 0.997, "X1": 0.29515, "Y1": 0.2662, "X2": 0.31941, "Y2": 0.266, "X3": 0.31941, "Y3": 0.2808, "X4": 0.29515, "Y4": 0.2808, "page": 0, "Index": 157}, {"Word": "N.", "Confidence": 0.958, "X1": 0.3248, "Y1": 0.2662, "X2": 0.34906, "Y2": 0.266, "X3": 0.34906, "Y3": 0.2808, "X4": 0.3248, "Y4": 0.2808, "page": 0, "Index": 158}, {"Word": "(1986)", "Confidence": 0.996, "X1": 0.36523, "Y1": 0.2662, "X2": 0.42588, "Y2": 0.266, "X3": 0.42588, "Y3": 0.2808, "X4": 0.36523, "Y4": 0.2808, "page": 0, "Index": 159}, {"Word": "Effects", "Confidence": 0.994, "X1": 0.44205, "Y1": 0.2662, "X2": 0.51752, "Y2": 0.266, "X3": 0.51752, "Y3": 0.2798, "X4": 0.44205, "Y4": 0.2808, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.52695, "Y1": 0.2662, "X2": 0.54852, "Y2": 0.266, "X3": 0.54852, "Y3": 0.2798, "X4": 0.52695, "Y4": 0.2798, "page": 0, "Index": 161}, {"Word": "EGF", "Confidence": 0.93, "X1": 0.55795, "Y1": 0.2662, "X2": 0.5903, "Y2": 0.266, "X3": 0.5903, "Y3": 0.2798, "X4": 0.55795, "Y4": 0.2798, "page": 0, "Index": 162}, {"Word": "receptor", "Confidence": 0.994, "X1": 0.59838, "Y1": 0.2652, "X2": 0.68329, "Y2": 0.265, "X3": 0.68329, "Y3": 0.2798, "X4": 0.59838, "Y4": 0.2798, "page": 0, "Index": 163}, {"Word": "concentration", "Confidence": 0.991, "X1": 0.69407, "Y1": 0.2652, "X2": 0.82749, "Y2": 0.265, "X3": 0.82749, "Y3": 0.2788, "X4": 0.69407, "Y4": 0.2788, "page": 0, "Index": 164}, {"Word": "on", "Confidence": 0.962, "X1": 0.83693, "Y1": 0.2652, "X2": 0.85849, "Y2": 0.265, "X3": 0.85849, "Y3": 0.2788, "X4": 0.83693, "Y4": 0.2788, "page": 0, "Index": 165}, {"Word": "tumorigenicity", "Confidence": 0.932, "X1": 0.15364, "Y1": 0.2832, "X2": 0.29919, "Y2": 0.283, "X3": 0.29784, "Y3": 0.2978, "X4": 0.15364, "Y4": 0.2988, "page": 0, "Index": 166}, {"Word": "of", "Confidence": 0.991, "X1": 0.30997, "Y1": 0.2832, "X2": 0.33288, "Y2": 0.283, "X3": 0.33288, "Y3": 0.2978, "X4": 0.30997, "Y4": 0.2978, "page": 0, "Index": 167}, {"Word": "A431", "Confidence": 0.945, "X1": 0.33962, "Y1": 0.2822, "X2": 0.3841, "Y2": 0.282, "X3": 0.3841, "Y3": 0.2978, "X4": 0.33962, "Y4": 0.2978, "page": 0, "Index": 168}, {"Word": "celle.", "Confidence": 0.772, "X1": 0.39218, "Y1": 0.2822, "X2": 0.45553, "Y2": 0.282, "X3": 0.45553, "Y3": 0.2968, "X4": 0.39218, "Y4": 0.2978, "page": 0, "Index": 169}, {"Word": "Cancer", "Confidence": 0.956, "X1": 0.4717, "Y1": 0.2812, "X2": 0.53639, "Y2": 0.281, "X3": 0.53639, "Y3": 0.2958, "X4": 0.4717, "Y4": 0.2968, "page": 0, "Index": 170}, {"Word": "Res.", "Confidence": 0.969, "X1": 0.54313, "Y1": 0.2812, "X2": 0.5876, "Y2": 0.281, "X3": 0.5876, "Y3": 0.2958, "X4": 0.54313, "Y4": 0.2958, "page": 0, "Index": 171}, {"Word": "46,", "Confidence": 0.998, "X1": 0.59569, "Y1": 0.2812, "X2": 0.62803, "Y2": 0.281, "X3": 0.62938, "Y3": 0.2948, "X4": 0.59569, "Y4": 0.2958, "page": 0, "Index": 172}, {"Word": "4701-4705.", "Confidence": 0.993, "X1": 0.63747, "Y1": 0.2802, "X2": 0.73854, "Y2": 0.28, "X3": 0.73854, "Y3": 0.2928, "X4": 0.63747, "Y4": 0.2948, "page": 0, "Index": 173}, {"Word": "23.", "Confidence": 0.994, "X1": 0.10377, "Y1": 0.2982, "X2": 0.13342, "Y2": 0.298, "X3": 0.13477, "Y3": 0.3138, "X4": 0.10377, "Y4": 0.3138, "page": 0, "Index": 174}, {"Word": "Riedel,", "Confidence": 0.994, "X1": 0.13747, "Y1": 0.2982, "X2": 0.21833, "Y2": 0.298, "X3": 0.21833, "Y3": 0.3138, "X4": 0.13881, "Y4": 0.3138, "page": 0, "Index": 175}, {"Word": "H", "Confidence": 0.994, "X1": 0.22237, "Y1": 0.2982, "X2": 0.23046, "Y2": 0.298, "X3": 0.23046, "Y3": 0.3138, "X4": 0.22237, "Y4": 0.3138, "page": 0, "Index": 176}, {"Word": ".,", "Confidence": 0.991, "X1": 0.2345, "Y1": 0.2982, "X2": 0.25337, "Y2": 0.298, "X3": 0.25337, "Y3": 0.3138, "X4": 0.2345, "Y4": 0.3138, "page": 0, "Index": 177}, {"Word": "Schlessinger,", "Confidence": 0.78, "X1": 0.25741, "Y1": 0.2982, "X2": 0.40431, "Y2": 0.298, "X3": 0.40431, "Y3": 0.3138, "X4": 0.25741, "Y4": 0.3138, "page": 0, "Index": 178}, {"Word": "J", "Confidence": 0.998, "X1": 0.4097, "Y1": 0.2982, "X2": 0.41644, "Y2": 0.298, "X3": 0.41644, "Y3": 0.3138, "X4": 0.4097, "Y4": 0.3138, "page": 0, "Index": 179}, {"Word": ".,", "Confidence": 0.958, "X1": 0.42049, "Y1": 0.2982, "X2": 0.4407, "Y2": 0.298, "X3": 0.43935, "Y3": 0.3138, "X4": 0.42049, "Y4": 0.3138, "page": 0, "Index": 180}, {"Word": "and", "Confidence": 0.994, "X1": 0.44474, "Y1": 0.2972, "X2": 0.47844, "Y2": 0.297, "X3": 0.47709, "Y3": 0.3128, "X4": 0.44474, "Y4": 0.3138, "page": 0, "Index": 181}, {"Word": "Ullrich,", "Confidence": 0.947, "X1": 0.48248, "Y1": 0.2972, "X2": 0.57547, "Y2": 0.297, "X3": 0.57412, "Y3": 0.3128, "X4": 0.48248, "Y4": 0.3128, "page": 0, "Index": 182}, {"Word": "A.", "Confidence": 0.991, "X1": 0.57951, "Y1": 0.2972, "X2": 0.60377, "Y2": 0.297, "X3": 0.60377, "Y3": 0.3128, "X4": 0.57817, "Y4": 0.3128, "page": 0, "Index": 183}, {"Word": "(1987)", "Confidence": 0.991, "X1": 0.6159, "Y1": 0.2962, "X2": 0.68329, "Y2": 0.296, "X3": 0.68194, "Y3": 0.3118, "X4": 0.61456, "Y4": 0.3128, "page": 0, "Index": 184}, {"Word": "A", "Confidence": 0.933, "X1": 0.69677, "Y1": 0.2962, "X2": 0.70889, "Y2": 0.296, "X3": 0.70889, "Y3": 0.3118, "X4": 0.69677, "Y4": 0.3118, "page": 0, "Index": 185}, {"Word": "chimeric,", "Confidence": 0.991, "X1": 0.71698, "Y1": 0.2952, "X2": 0.82075, "Y2": 0.295, "X3": 0.82075, "Y3": 0.3108, "X4": 0.71563, "Y4": 0.3118, "page": 0, "Index": 186}, {"Word": "receptor", "Confidence": 0.994, "X1": 0.41779, "Y1": 0.3132, "X2": 0.5027, "Y2": 0.313, "X3": 0.5027, "Y3": 0.3278, "X4": 0.41779, "Y4": 0.3288, "page": 0, "Index": 187}, {"Word": "retains", "Confidence": 0.994, "X1": 0.50943, "Y1": 0.3132, "X2": 0.58491, "Y2": 0.313, "X3": 0.58356, "Y3": 0.3278, "X4": 0.50943, "Y4": 0.3278, "page": 0, "Index": 188}, {"Word": "transforming", "Confidence": 0.991, "X1": 0.59434, "Y1": 0.3122, "X2": 0.71968, "Y2": 0.312, "X3": 0.71833, "Y3": 0.3268, "X4": 0.59434, "Y4": 0.3278, "page": 0, "Index": 189}, {"Word": "potential.", "Confidence": 0.949, "X1": 0.72911, "Y1": 0.3112, "X2": 0.83019, "Y2": 0.311, "X3": 0.83019, "Y3": 0.3258, "X4": 0.72911, "Y4": 0.3268, "page": 0, "Index": 190}, {"Word": "ligand-binding", "Confidence": 0.896, "X1": 0.15499, "Y1": 0.3142, "X2": 0.29784, "Y2": 0.314, "X3": 0.29784, "Y3": 0.3288, "X4": 0.15364, "Y4": 0.3298, "page": 0, "Index": 191}, {"Word": "v-erbB/EGF", "Confidence": 0.819, "X1": 0.30593, "Y1": 0.3142, "X2": 0.4097, "Y2": 0.314, "X3": 0.4097, "Y3": 0.3288, "X4": 0.30593, "Y4": 0.3288, "page": 0, "Index": 192}, {"Word": "Science", "Confidence": 0.993, "X1": 0.15499, "Y1": 0.3292, "X2": 0.22642, "Y2": 0.329, "X3": 0.22642, "Y3": 0.3438, "X4": 0.15499, "Y4": 0.3428, "page": 0, "Index": 193}, {"Word": "236,", "Confidence": 0.991, "X1": 0.2372, "Y1": 0.3292, "X2": 0.28167, "Y2": 0.329, "X3": 0.28032, "Y3": 0.3438, "X4": 0.2372, "Y4": 0.3438, "page": 0, "Index": 194}, {"Word": "197-200.", "Confidence": 0.991, "X1": 0.29111, "Y1": 0.3292, "X2": 0.37466, "Y2": 0.329, "X3": 0.37466, "Y3": 0.3428, "X4": 0.28976, "Y4": 0.3438, "page": 0, "Index": 195}, {"Word": ".,", "Confidence": 0.997, "X1": 0.73989, "Y1": 0.3422, "X2": 0.76011, "Y2": 0.342, "X3": 0.75876, "Y3": 0.3578, "X4": 0.73989, "Y4": 0.3588, "page": 0, "Index": 196}, {"Word": "and", "Confidence": 0.998, "X1": 0.76415, "Y1": 0.3422, "X2": 0.80054, "Y2": 0.342, "X3": 0.80054, "Y3": 0.3578, "X4": 0.76415, "Y4": 0.3578, "page": 0, "Index": 197}, {"Word": "24.", "Confidence": 0.996, "X1": 0.10377, "Y1": 0.3452, "X2": 0.13477, "Y2": 0.345, "X3": 0.13477, "Y3": 0.3598, "X4": 0.10377, "Y4": 0.3598, "page": 0, "Index": 198}, {"Word": "Yamamoto,", "Confidence": 0.991, "X1": 0.13881, "Y1": 0.3452, "X2": 0.24663, "Y2": 0.345, "X3": 0.24663, "Y3": 0.3608, "X4": 0.13881, "Y4": 0.3598, "page": 0, "Index": 199}, {"Word": "T", "Confidence": 0.991, "X1": 0.25067, "Y1": 0.3452, "X2": 0.25876, "Y2": 0.345, "X3": 0.25741, "Y3": 0.3608, "X4": 0.25067, "Y4": 0.3608, "page": 0, "Index": 200}, {"Word": ".,", "Confidence": 0.993, "X1": 0.2628, "Y1": 0.3452, "X2": 0.28032, "Y2": 0.345, "X3": 0.28032, "Y3": 0.3608, "X4": 0.2628, "Y4": 0.3608, "page": 0, "Index": 201}, {"Word": "Nishida,", "Confidence": 0.991, "X1": 0.28437, "Y1": 0.3442, "X2": 0.37736, "Y2": 0.344, "X3": 0.37736, "Y3": 0.3608, "X4": 0.28437, "Y4": 0.3608, "page": 0, "Index": 202}, {"Word": "T", "Confidence": 0.991, "X1": 0.38275, "Y1": 0.3442, "X2": 0.39084, "Y2": 0.344, "X3": 0.39084, "Y3": 0.3608, "X4": 0.38275, "Y4": 0.3608, "page": 0, "Index": 203}, {"Word": ".,", "Confidence": 0.994, "X1": 0.39488, "Y1": 0.3442, "X2": 0.41375, "Y2": 0.344, "X3": 0.41375, "Y3": 0.3608, "X4": 0.39488, "Y4": 0.3608, "page": 0, "Index": 204}, {"Word": "Miyajima,", "Confidence": 0.991, "X1": 0.41779, "Y1": 0.3442, "X2": 0.52561, "Y2": 0.344, "X3": 0.52426, "Y3": 0.3598, "X4": 0.41779, "Y4": 0.3608, "page": 0, "Index": 205}, {"Word": "N", "Confidence": 0.995, "X1": 0.52965, "Y1": 0.3442, "X2": 0.53774, "Y2": 0.344, "X3": 0.53774, "Y3": 0.3598, "X4": 0.52965, "Y4": 0.3598, "page": 0, "Index": 206}, {"Word": ".,", "Confidence": 0.969, "X1": 0.54178, "Y1": 0.3442, "X2": 0.56065, "Y2": 0.344, "X3": 0.56065, "Y3": 0.3598, "X4": 0.54178, "Y4": 0.3598, "page": 0, "Index": 207}, {"Word": "Kawai,", "Confidence": 0.835, "X1": 0.56469, "Y1": 0.3432, "X2": 0.63747, "Y2": 0.343, "X3": 0.63612, "Y3": 0.3598, "X4": 0.56469, "Y4": 0.3598, "page": 0, "Index": 208}, {"Word": "S", "Confidence": 0.908, "X1": 0.64151, "Y1": 0.3432, "X2": 0.64825, "Y2": 0.343, "X3": 0.64825, "Y3": 0.3588, "X4": 0.64016, "Y4": 0.3588, "page": 0, "Index": 209}, {"Word": ".,", "Confidence": 0.997, "X1": 0.65229, "Y1": 0.3432, "X2": 0.67251, "Y2": 0.343, "X3": 0.67116, "Y3": 0.3588, "X4": 0.65229, "Y4": 0.3588, "page": 0, "Index": 210}, {"Word": "Ooi,", "Confidence": 0.674, "X1": 0.67655, "Y1": 0.3422, "X2": 0.72507, "Y2": 0.342, "X3": 0.72372, "Y3": 0.3588, "X4": 0.67655, "Y4": 0.3588, "page": 0, "Index": 211}, {"Word": "T", "Confidence": 0.899, "X1": 0.72911, "Y1": 0.3422, "X2": 0.73585, "Y2": 0.342, "X3": 0.73585, "Y3": 0.3588, "X4": 0.72776, "Y4": 0.3588, "page": 0, "Index": 212}, {"Word": "Toyoshima,", "Confidence": 0.679, "X1": 0.15499, "Y1": 0.3612, "X2": 0.26011, "Y2": 0.361, "X3": 0.25876, "Y3": 0.3758, "X4": 0.15499, "Y4": 0.3758, "page": 0, "Index": 213}, {"Word": "K.", "Confidence": 0.947, "X1": 0.26685, "Y1": 0.3612, "X2": 0.29111, "Y2": 0.361, "X3": 0.29111, "Y3": 0.3758, "X4": 0.26685, "Y4": 0.3758, "page": 0, "Index": 214}, {"Word": "(1983)", "Confidence": 0.996, "X1": 0.30728, "Y1": 0.3612, "X2": 0.36927, "Y2": 0.361, "X3": 0.36927, "Y3": 0.3758, "X4": 0.30728, "Y4": 0.3758, "page": 0, "Index": 215}, {"Word": "The", "Confidence": 0.902, "X1": 0.38679, "Y1": 0.3612, "X2": 0.41914, "Y2": 0.361, "X3": 0.41914, "Y3": 0.3758, "X4": 0.38544, "Y4": 0.3758, "page": 0, "Index": 216}, {"Word": "erbB", "Confidence": 0.964, "X1": 0.42722, "Y1": 0.3602, "X2": 0.469, "Y2": 0.36, "X3": 0.469, "Y3": 0.3748, "X4": 0.42722, "Y4": 0.3758, "page": 0, "Index": 217}, {"Word": "gene", "Confidence": 0.961, "X1": 0.47844, "Y1": 0.3602, "X2": 0.52156, "Y2": 0.36, "X3": 0.52156, "Y3": 0.3748, "X4": 0.47709, "Y4": 0.3748, "page": 0, "Index": 218}, {"Word": "of", "Confidence": 0.998, "X1": 0.5283, "Y1": 0.3602, "X2": 0.55121, "Y2": 0.36, "X3": 0.54987, "Y3": 0.3748, "X4": 0.5283, "Y4": 0.3748, "page": 0, "Index": 219}, {"Word": "avian", "Confidence": 0.987, "X1": 0.56065, "Y1": 0.3602, "X2": 0.61186, "Y2": 0.36, "X3": 0.61186, "Y3": 0.3748, "X4": 0.56065, "Y4": 0.3748, "page": 0, "Index": 220}, {"Word": "erythroblastosis", "Confidence": 0.901, "X1": 0.61995, "Y1": 0.3582, "X2": 0.78571, "Y2": 0.358, "X3": 0.78571, "Y3": 0.3738, "X4": 0.61995, "Y4": 0.3748, "page": 0, "Index": 221}, {"Word": "virus", "Confidence": 0.997, "X1": 0.7938, "Y1": 0.3582, "X2": 0.84906, "Y2": 0.358, "X3": 0.84906, "Y3": 0.3728, "X4": 0.7938, "Y4": 0.3728, "page": 0, "Index": 222}, {"Word": "is", "Confidence": 0.998, "X1": 0.85714, "Y1": 0.3582, "X2": 0.88005, "Y2": 0.358, "X3": 0.88005, "Y3": 0.3728, "X4": 0.85714, "Y4": 0.3728, "page": 0, "Index": 223}, {"Word": "71-78.", "Confidence": 0.995, "X1": 0.59704, "Y1": 0.3732, "X2": 0.66173, "Y2": 0.373, "X3": 0.66173, "Y3": 0.3878, "X4": 0.59838, "Y4": 0.3888, "page": 0, "Index": 224}, {"Word": "a", "Confidence": 0.641, "X1": 0.15633, "Y1": 0.3772, "X2": 0.16846, "Y2": 0.377, "X3": 0.16712, "Y3": 0.3908, "X4": 0.15633, "Y4": 0.3908, "page": 0, "Index": 225}, {"Word": "member", "Confidence": 0.992, "X1": 0.1752, "Y1": 0.3772, "X2": 0.24124, "Y2": 0.377, "X3": 0.24124, "Y3": 0.3918, "X4": 0.17385, "Y4": 0.3908, "page": 0, "Index": 226}, {"Word": "of", "Confidence": 0.998, "X1": 0.25067, "Y1": 0.3772, "X2": 0.27224, "Y2": 0.377, "X3": 0.27089, "Y3": 0.3918, "X4": 0.25067, "Y4": 0.3918, "page": 0, "Index": 227}, {"Word": "the", "Confidence": 0.998, "X1": 0.28167, "Y1": 0.3762, "X2": 0.31402, "Y2": 0.376, "X3": 0.31267, "Y3": 0.3918, "X4": 0.28167, "Y4": 0.3918, "page": 0, "Index": 228}, {"Word": "are", "Confidence": 0.398, "X1": 0.32345, "Y1": 0.3762, "X2": 0.35445, "Y2": 0.376, "X3": 0.35445, "Y3": 0.3918, "X4": 0.3221, "Y4": 0.3918, "page": 0, "Index": 229}, {"Word": "gene", "Confidence": 0.737, "X1": 0.36253, "Y1": 0.3762, "X2": 0.40566, "Y2": 0.376, "X3": 0.40566, "Y3": 0.3908, "X4": 0.36253, "Y4": 0.3918, "page": 0, "Index": 230}, {"Word": "family.", "Confidence": 0.899, "X1": 0.4124, "Y1": 0.3752, "X2": 0.48922, "Y2": 0.375, "X3": 0.48922, "Y3": 0.3908, "X4": 0.4124, "Y4": 0.3908, "page": 0, "Index": 231}, {"Word": "Cell", "Confidence": 0.857, "X1": 0.50404, "Y1": 0.3742, "X2": 0.54852, "Y2": 0.374, "X3": 0.54852, "Y3": 0.3898, "X4": 0.50404, "Y4": 0.3898, "page": 0, "Index": 232}, {"Word": "35,", "Confidence": 0.98, "X1": 0.5566, "Y1": 0.3742, "X2": 0.58895, "Y2": 0.374, "X3": 0.58895, "Y3": 0.3888, "X4": 0.5566, "Y4": 0.3898, "page": 0, "Index": 233}, {"Word": "Wigler,", "Confidence": 0.994, "X1": 0.13747, "Y1": 0.3922, "X2": 0.22237, "Y2": 0.392, "X3": 0.22237, "Y3": 0.4078, "X4": 0.13881, "Y4": 0.4088, "page": 0, "Index": 234}, {"Word": "M", "Confidence": 0.873, "X1": 0.22642, "Y1": 0.3922, "X2": 0.23585, "Y2": 0.392, "X3": 0.23585, "Y3": 0.4078, "X4": 0.22642, "Y4": 0.4078, "page": 0, "Index": 235}, {"Word": ".,", "Confidence": 0.941, "X1": 0.23989, "Y1": 0.3922, "X2": 0.26011, "Y2": 0.392, "X3": 0.26011, "Y3": 0.4078, "X4": 0.24124, "Y4": 0.4078, "page": 0, "Index": 236}, {"Word": "Pellicer,", "Confidence": 0.991, "X1": 0.26415, "Y1": 0.3912, "X2": 0.36792, "Y2": 0.391, "X3": 0.36792, "Y3": 0.4068, "X4": 0.26415, "Y4": 0.4078, "page": 0, "Index": 237}, {"Word": "A", "Confidence": 0.995, "X1": 0.37197, "Y1": 0.3912, "X2": 0.38005, "Y2": 0.391, "X3": 0.38005, "Y3": 0.4068, "X4": 0.37197, "Y4": 0.4068, "page": 0, "Index": 238}, {"Word": ".,", "Confidence": 0.971, "X1": 0.3841, "Y1": 0.3912, "X2": 0.40296, "Y2": 0.391, "X3": 0.40162, "Y3": 0.4068, "X4": 0.3841, "Y4": 0.4068, "page": 0, "Index": 239}, {"Word": "Silverstein,", "Confidence": 0.97, "X1": 0.40701, "Y1": 0.3912, "X2": 0.54313, "Y2": 0.391, "X3": 0.54313, "Y3": 0.4058, "X4": 0.40701, "Y4": 0.4068, "page": 0, "Index": 240}, {"Word": "S", "Confidence": 0.996, "X1": 0.54852, "Y1": 0.3912, "X2": 0.5566, "Y2": 0.391, "X3": 0.55526, "Y3": 0.4058, "X4": 0.54717, "Y4": 0.4058, "page": 0, "Index": 241}, {"Word": ".,", "Confidence": 0.994, "X1": 0.56065, "Y1": 0.3912, "X2": 0.57951, "Y2": 0.391, "X3": 0.57951, "Y3": 0.4058, "X4": 0.5593, "Y4": 0.4058, "page": 0, "Index": 242}, {"Word": "Alex,", "Confidence": 0.962, "X1": 0.58356, "Y1": 0.3902, "X2": 0.64151, "Y2": 0.39, "X3": 0.64151, "Y3": 0.4058, "X4": 0.58356, "Y4": 0.4058, "page": 0, "Index": 243}, {"Word": "R", "Confidence": 0.997, "X1": 0.6469, "Y1": 0.3902, "X2": 0.65633, "Y2": 0.39, "X3": 0.65499, "Y3": 0.4058, "X4": 0.64555, "Y4": 0.4058, "page": 0, "Index": 244}, {"Word": ".,", "Confidence": 0.956, "X1": 0.66038, "Y1": 0.3902, "X2": 0.6779, "Y2": 0.39, "X3": 0.67655, "Y3": 0.4058, "X4": 0.65903, "Y4": 0.4058, "page": 0, "Index": 245}, {"Word": "Urlaub,", "Confidence": 0.951, "X1": 0.68194, "Y1": 0.3902, "X2": 0.76415, "Y2": 0.39, "X3": 0.7628, "Y3": 0.4048, "X4": 0.68194, "Y4": 0.4048, "page": 0, "Index": 246}, {"Word": "G", "Confidence": 0.613, "X1": 0.76819, "Y1": 0.3902, "X2": 0.77628, "Y2": 0.39, "X3": 0.77493, "Y3": 0.4048, "X4": 0.76685, "Y4": 0.4048, "page": 0, "Index": 247}, {"Word": ".,", "Confidence": 0.998, "X1": 0.78032, "Y1": 0.3902, "X2": 0.80054, "Y2": 0.39, "X3": 0.79919, "Y3": 0.4048, "X4": 0.77898, "Y4": 0.4048, "page": 0, "Index": 248}, {"Word": "and", "Confidence": 0.998, "X1": 0.80593, "Y1": 0.3902, "X2": 0.84097, "Y2": 0.39, "X3": 0.83962, "Y3": 0.4048, "X4": 0.80458, "Y4": 0.4048, "page": 0, "Index": 249}, {"Word": "25.", "Confidence": 0.994, "X1": 0.10512, "Y1": 0.3922, "X2": 0.13342, "Y2": 0.392, "X3": 0.13477, "Y3": 0.4088, "X4": 0.10512, "Y4": 0.4088, "page": 0, "Index": 250}, {"Word": "Chasio,", "Confidence": 0.994, "X1": 0.15903, "Y1": 0.4082, "X2": 0.22776, "Y2": 0.408, "X3": 0.22776, "Y3": 0.4228, "X4": 0.15768, "Y4": 0.4228, "page": 0, "Index": 251}, {"Word": "L.", "Confidence": 0.757, "X1": 0.2372, "Y1": 0.4072, "X2": 0.26011, "Y2": 0.407, "X3": 0.26011, "Y3": 0.4228, "X4": 0.2372, "Y4": 0.4228, "page": 0, "Index": 252}, {"Word": "(1979)", "Confidence": 0.995, "X1": 0.27763, "Y1": 0.4072, "X2": 0.33962, "Y2": 0.407, "X3": 0.33827, "Y3": 0.4218, "X4": 0.27628, "Y4": 0.4228, "page": 0, "Index": 253}, {"Word": "DNA", "Confidence": 0.991, "X1": 0.35445, "Y1": 0.4072, "X2": 0.38814, "Y2": 0.407, "X3": 0.38814, "Y3": 0.4218, "X4": 0.3531, "Y4": 0.4218, "page": 0, "Index": 254}, {"Word": "mediated", "Confidence": 0.995, "X1": 0.39623, "Y1": 0.4062, "X2": 0.48383, "Y2": 0.406, "X3": 0.48248, "Y3": 0.4218, "X4": 0.39623, "Y4": 0.4218, "page": 0, "Index": 255}, {"Word": "transfer", "Confidence": 0.994, "X1": 0.49191, "Y1": 0.4062, "X2": 0.57547, "Y2": 0.406, "X3": 0.57412, "Y3": 0.4208, "X4": 0.49057, "Y4": 0.4218, "page": 0, "Index": 256}, {"Word": "of", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.4072, "X2": 0.60512, "Y2": 0.407, "X3": 0.60377, "Y3": 0.4208, "X4": 0.58356, "Y4": 0.4208, "page": 0, "Index": 257}, {"Word": "the", "Confidence": 0.998, "X1": 0.61456, "Y1": 0.4072, "X2": 0.6469, "Y2": 0.407, "X3": 0.64555, "Y3": 0.4208, "X4": 0.61321, "Y4": 0.4208, "page": 0, "Index": 258}, {"Word": "adenosine", "Confidence": 0.98, "X1": 0.65499, "Y1": 0.4072, "X2": 0.74933, "Y2": 0.407, "X3": 0.74798, "Y3": 0.4198, "X4": 0.65364, "Y4": 0.4208, "page": 0, "Index": 259}, {"Word": "phosphoribosyl", "Confidence": 0.981, "X1": 0.15633, "Y1": 0.4232, "X2": 0.29515, "Y2": 0.423, "X3": 0.2938, "Y3": 0.4378, "X4": 0.15633, "Y4": 0.4388, "page": 0, "Index": 260}, {"Word": "transferase", "Confidence": 0.982, "X1": 0.29784, "Y1": 0.4232, "X2": 0.41105, "Y2": 0.423, "X3": 0.4097, "Y3": 0.4368, "X4": 0.29784, "Y4": 0.4378, "page": 0, "Index": 261}, {"Word": "locus", "Confidence": 0.997, "X1": 0.41914, "Y1": 0.4222, "X2": 0.47305, "Y2": 0.422, "X3": 0.4717, "Y3": 0.4368, "X4": 0.41914, "Y4": 0.4368, "page": 0, "Index": 262}, {"Word": "into", "Confidence": 0.991, "X1": 0.47978, "Y1": 0.4222, "X2": 0.52156, "Y2": 0.422, "X3": 0.52156, "Y3": 0.4358, "X4": 0.47978, "Y4": 0.4368, "page": 0, "Index": 263}, {"Word": "mammalian", "Confidence": 0.991, "X1": 0.531, "Y1": 0.4222, "X2": 0.63073, "Y2": 0.422, "X3": 0.62938, "Y3": 0.4358, "X4": 0.531, "Y4": 0.4358, "page": 0, "Index": 264}, {"Word": "cells.", "Confidence": 0.991, "X1": 0.64016, "Y1": 0.4212, "X2": 0.70216, "Y2": 0.421, "X3": 0.70216, "Y3": 0.4348, "X4": 0.63881, "Y4": 0.4358, "page": 0, "Index": 265}, {"Word": "Proc.", "Confidence": 0.996, "X1": 0.71968, "Y1": 0.4212, "X2": 0.77358, "Y2": 0.421, "X3": 0.77224, "Y3": 0.4348, "X4": 0.71833, "Y4": 0.4348, "page": 0, "Index": 266}, {"Word": "Nat1.", "Confidence": 0.634, "X1": 0.77898, "Y1": 0.4212, "X2": 0.83288, "Y2": 0.421, "X3": 0.83288, "Y3": 0.4348, "X4": 0.77763, "Y4": 0.4348, "page": 0, "Index": 267}, {"Word": "Acad.", "Confidence": 0.857, "X1": 0.15768, "Y1": 0.4382, "X2": 0.21024, "Y2": 0.438, "X3": 0.21024, "Y3": 0.4528, "X4": 0.15768, "Y4": 0.4528, "page": 0, "Index": 268}, {"Word": "Sci.", "Confidence": 0.981, "X1": 0.21563, "Y1": 0.4382, "X2": 0.26146, "Y2": 0.438, "X3": 0.26146, "Y3": 0.4528, "X4": 0.21429, "Y4": 0.4528, "page": 0, "Index": 269}, {"Word": "U.S.A.", "Confidence": 0.995, "X1": 0.26685, "Y1": 0.4382, "X2": 0.32749, "Y2": 0.438, "X3": 0.32749, "Y3": 0.4528, "X4": 0.2655, "Y4": 0.4528, "page": 0, "Index": 270}, {"Word": "76,", "Confidence": 0.994, "X1": 0.33288, "Y1": 0.4382, "X2": 0.36792, "Y2": 0.438, "X3": 0.36792, "Y3": 0.4528, "X4": 0.33288, "Y4": 0.4528, "page": 0, "Index": 271}, {"Word": "1373-1376.", "Confidence": 0.865, "X1": 0.37332, "Y1": 0.4372, "X2": 0.48248, "Y2": 0.437, "X3": 0.48248, "Y3": 0.4518, "X4": 0.37332, "Y4": 0.4528, "page": 0, "Index": 272}, {"Word": "Crittenden,", "Confidence": 0.991, "X1": 0.43396, "Y1": 0.4522, "X2": 0.5593, "Y2": 0.452, "X3": 0.5593, "Y3": 0.4678, "X4": 0.43261, "Y4": 0.4688, "page": 0, "Index": 273}, {"Word": "L.", "Confidence": 0.996, "X1": 0.56334, "Y1": 0.4522, "X2": 0.58895, "Y2": 0.452, "X3": 0.58895, "Y3": 0.4678, "X4": 0.56334, "Y4": 0.4678, "page": 0, "Index": 274}, {"Word": "B", "Confidence": 0.995, "X1": 0.59299, "Y1": 0.4522, "X2": 0.60108, "Y2": 0.452, "X3": 0.60108, "Y3": 0.4678, "X4": 0.59299, "Y4": 0.4678, "page": 0, "Index": 275}, {"Word": ".,", "Confidence": 0.971, "X1": 0.60647, "Y1": 0.4522, "X2": 0.62534, "Y2": 0.452, "X3": 0.62534, "Y3": 0.4678, "X4": 0.60512, "Y4": 0.4678, "page": 0, "Index": 276}, {"Word": "and", "Confidence": 0.998, "X1": 0.62938, "Y1": 0.4512, "X2": 0.66442, "Y2": 0.451, "X3": 0.66442, "Y3": 0.4678, "X4": 0.62938, "Y4": 0.4678, "page": 0, "Index": 277}, {"Word": "Kung,", "Confidence": 0.997, "X1": 0.66846, "Y1": 0.4512, "X2": 0.73046, "Y2": 0.451, "X3": 0.72911, "Y3": 0.4668, "X4": 0.66846, "Y4": 0.4678, "page": 0, "Index": 278}, {"Word": "H-J.", "Confidence": 0.797, "X1": 0.7345, "Y1": 0.4512, "X2": 0.78167, "Y2": 0.451, "X3": 0.78167, "Y3": 0.4668, "X4": 0.7345, "Y4": 0.4668, "page": 0, "Index": 279}, {"Word": "(1983)", "Confidence": 0.995, "X1": 0.79515, "Y1": 0.4512, "X2": 0.86253, "Y2": 0.451, "X3": 0.86253, "Y3": 0.4658, "X4": 0.79515, "Y4": 0.4658, "page": 0, "Index": 280}, {"Word": "26.", "Confidence": 0.998, "X1": 0.10647, "Y1": 0.4552, "X2": 0.13612, "Y2": 0.455, "X3": 0.13612, "Y3": 0.4698, "X4": 0.10512, "Y4": 0.4698, "page": 0, "Index": 281}, {"Word": "Fung,", "Confidence": 0.9, "X1": 0.14016, "Y1": 0.4542, "X2": 0.19946, "Y2": 0.454, "X3": 0.19946, "Y3": 0.4698, "X4": 0.14016, "Y4": 0.4698, "page": 0, "Index": 282}, {"Word": "Y-K.", "Confidence": 0.984, "X1": 0.20485, "Y1": 0.4542, "X2": 0.25067, "Y2": 0.454, "X3": 0.25067, "Y3": 0.4698, "X4": 0.20485, "Y4": 0.4698, "page": 0, "Index": 283}, {"Word": "T", "Confidence": 0.995, "X1": 0.25606, "Y1": 0.4542, "X2": 0.2628, "Y2": 0.454, "X3": 0.2628, "Y3": 0.4698, "X4": 0.25472, "Y4": 0.4698, "page": 0, "Index": 284}, {"Word": ".,", "Confidence": 0.997, "X1": 0.26685, "Y1": 0.4542, "X2": 0.28571, "Y2": 0.454, "X3": 0.28571, "Y3": 0.4698, "X4": 0.26685, "Y4": 0.4698, "page": 0, "Index": 285}, {"Word": "Lewis,", "Confidence": 0.991, "X1": 0.29111, "Y1": 0.4532, "X2": 0.36388, "Y2": 0.453, "X3": 0.36253, "Y3": 0.4688, "X4": 0.28976, "Y4": 0.4698, "page": 0, "Index": 286}, {"Word": "W.", "Confidence": 0.997, "X1": 0.36927, "Y1": 0.4532, "X2": 0.39353, "Y2": 0.453, "X3": 0.39218, "Y3": 0.4688, "X4": 0.36927, "Y4": 0.4688, "page": 0, "Index": 287}, {"Word": "G", "Confidence": 0.886, "X1": 0.39757, "Y1": 0.4532, "X2": 0.40566, "Y2": 0.453, "X3": 0.40566, "Y3": 0.4688, "X4": 0.39623, "Y4": 0.4688, "page": 0, "Index": 288}, {"Word": ".,", "Confidence": 0.997, "X1": 0.4097, "Y1": 0.4532, "X2": 0.42992, "Y2": 0.453, "X3": 0.42857, "Y3": 0.4688, "X4": 0.4097, "Y4": 0.4688, "page": 0, "Index": 289}, {"Word": "Activation", "Confidence": 0.992, "X1": 0.15633, "Y1": 0.4702, "X2": 0.25741, "Y2": 0.47, "X3": 0.25741, "Y3": 0.4848, "X4": 0.15633, "Y4": 0.4848, "page": 0, "Index": 290}, {"Word": "of", "Confidence": 0.998, "X1": 0.2655, "Y1": 0.4702, "X2": 0.28706, "Y2": 0.47, "X3": 0.28706, "Y3": 0.4848, "X4": 0.2655, "Y4": 0.4848, "page": 0, "Index": 291}, {"Word": "the", "Confidence": 0.998, "X1": 0.29784, "Y1": 0.4692, "X2": 0.32884, "Y2": 0.469, "X3": 0.32884, "Y3": 0.4848, "X4": 0.29784, "Y4": 0.4848, "page": 0, "Index": 292}, {"Word": "cellular", "Confidence": 0.993, "X1": 0.33693, "Y1": 0.4692, "X2": 0.42049, "Y2": 0.469, "X3": 0.42049, "Y3": 0.4838, "X4": 0.33693, "Y4": 0.4848, "page": 0, "Index": 293}, {"Word": "oncogene", "Confidence": 0.978, "X1": 0.42857, "Y1": 0.4682, "X2": 0.51482, "Y2": 0.468, "X3": 0.51482, "Y3": 0.4838, "X4": 0.42857, "Y4": 0.4838, "page": 0, "Index": 294}, {"Word": "c-erbB", "Confidence": 0.95, "X1": 0.52156, "Y1": 0.4682, "X2": 0.58491, "Y2": 0.468, "X3": 0.58491, "Y3": 0.4838, "X4": 0.52156, "Y4": 0.4838, "page": 0, "Index": 295}, {"Word": "by", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.4682, "X2": 0.6159, "Y2": 0.468, "X3": 0.6159, "Y3": 0.4828, "X4": 0.59299, "Y4": 0.4828, "page": 0, "Index": 296}, {"Word": "LIR", "Confidence": 0.685, "X1": 0.61995, "Y1": 0.4682, "X2": 0.65633, "Y2": 0.468, "X3": 0.65633, "Y3": 0.4828, "X4": 0.61995, "Y4": 0.4828, "page": 0, "Index": 297}, {"Word": "insertion:", "Confidence": 0.994, "X1": 0.66442, "Y1": 0.4682, "X2": 0.76954, "Y2": 0.468, "X3": 0.76954, "Y3": 0.4818, "X4": 0.66442, "Y4": 0.4828, "page": 0, "Index": 298}, {"Word": "Molecular", "Confidence": 0.944, "X1": 0.78571, "Y1": 0.4682, "X2": 0.88005, "Y2": 0.468, "X3": 0.88005, "Y3": 0.4808, "X4": 0.78571, "Y4": 0.4818, "page": 0, "Index": 299}, {"Word": "virus.", "Confidence": 0.954, "X1": 0.74663, "Y1": 0.4832, "X2": 0.80997, "Y2": 0.483, "X3": 0.80997, "Y3": 0.4978, "X4": 0.74663, "Y4": 0.4988, "page": 0, "Index": 300}, {"Word": "Cell", "Confidence": 0.914, "X1": 0.82749, "Y1": 0.4832, "X2": 0.87332, "Y2": 0.483, "X3": 0.87332, "Y3": 0.4978, "X4": 0.82749, "Y4": 0.4978, "page": 0, "Index": 301}, {"Word": "basis", "Confidence": 0.994, "X1": 0.15633, "Y1": 0.4852, "X2": 0.20755, "Y2": 0.485, "X3": 0.20889, "Y3": 0.5008, "X4": 0.15633, "Y4": 0.5008, "page": 0, "Index": 302}, {"Word": "for", "Confidence": 0.998, "X1": 0.21563, "Y1": 0.4852, "X2": 0.24933, "Y2": 0.485, "X3": 0.24933, "Y3": 0.5008, "X4": 0.21563, "Y4": 0.5008, "page": 0, "Index": 303}, {"Word": "induction", "Confidence": 0.993, "X1": 0.25876, "Y1": 0.4852, "X2": 0.35175, "Y2": 0.485, "X3": 0.35175, "Y3": 0.5008, "X4": 0.25876, "Y4": 0.5008, "page": 0, "Index": 304}, {"Word": "of", "Confidence": 0.998, "X1": 0.35849, "Y1": 0.4842, "X2": 0.3814, "Y2": 0.484, "X3": 0.3814, "Y3": 0.5008, "X4": 0.35984, "Y4": 0.5008, "page": 0, "Index": 305}, {"Word": "erythroblastosis", "Confidence": 0.67, "X1": 0.39084, "Y1": 0.4842, "X2": 0.5566, "Y2": 0.484, "X3": 0.5566, "Y3": 0.4998, "X4": 0.39084, "Y4": 0.5008, "page": 0, "Index": 306}, {"Word": "by", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.4842, "X2": 0.58625, "Y2": 0.484, "X3": 0.58625, "Y3": 0.4998, "X4": 0.56199, "Y4": 0.4998, "page": 0, "Index": 307}, {"Word": "avian", "Confidence": 0.951, "X1": 0.59434, "Y1": 0.4832, "X2": 0.64825, "Y2": 0.483, "X3": 0.64825, "Y3": 0.4998, "X4": 0.59434, "Y4": 0.4998, "page": 0, "Index": 308}, {"Word": "leukosis", "Confidence": 0.986, "X1": 0.65499, "Y1": 0.4832, "X2": 0.74124, "Y2": 0.483, "X3": 0.74124, "Y3": 0.4988, "X4": 0.65499, "Y4": 0.4998, "page": 0, "Index": 309}, {"Word": "33,", "Confidence": 0.997, "X1": 0.15633, "Y1": 0.5012, "X2": 0.18868, "Y2": 0.501, "X3": 0.18733, "Y3": 0.5168, "X4": 0.15499, "Y4": 0.5168, "page": 0, "Index": 310}, {"Word": "357-368.", "Confidence": 0.992, "X1": 0.19946, "Y1": 0.5012, "X2": 0.28302, "Y2": 0.501, "X3": 0.28302, "Y3": 0.5148, "X4": 0.19811, "Y4": 0.5158, "page": 0, "Index": 311}, {"Word": "27.", "Confidence": 0.994, "X1": 0.10647, "Y1": 0.5182, "X2": 0.13881, "Y2": 0.518, "X3": 0.13747, "Y3": 0.5328, "X4": 0.10647, "Y4": 0.5328, "page": 0, "Index": 312}, {"Word": "Nilsen,", "Confidence": 0.955, "X1": 0.14286, "Y1": 0.5172, "X2": 0.22372, "Y2": 0.517, "X3": 0.22372, "Y3": 0.5328, "X4": 0.14151, "Y4": 0.5328, "page": 0, "Index": 313}, {"Word": "T.", "Confidence": 0.996, "X1": 0.23046, "Y1": 0.5172, "X2": 0.25202, "Y2": 0.517, "X3": 0.25202, "Y3": 0.5328, "X4": 0.22911, "Y4": 0.5328, "page": 0, "Index": 314}, {"Word": "W", "Confidence": 0.996, "X1": 0.25741, "Y1": 0.5172, "X2": 0.26685, "Y2": 0.517, "X3": 0.2655, "Y3": 0.5328, "X4": 0.25606, "Y4": 0.5328, "page": 0, "Index": 315}, {"Word": ".,", "Confidence": 0.969, "X1": 0.27089, "Y1": 0.5172, "X2": 0.28976, "Y2": 0.517, "X3": 0.28976, "Y3": 0.5318, "X4": 0.26954, "Y4": 0.5328, "page": 0, "Index": 316}, {"Word": "Maroney,", "Confidence": 0.955, "X1": 0.29515, "Y1": 0.5162, "X2": 0.38814, "Y2": 0.516, "X3": 0.38814, "Y3": 0.5318, "X4": 0.2938, "Y4": 0.5318, "page": 0, "Index": 317}, {"Word": "P.", "Confidence": 0.997, "X1": 0.39353, "Y1": 0.5162, "X2": 0.41644, "Y2": 0.516, "X3": 0.41644, "Y3": 0.5318, "X4": 0.39218, "Y4": 0.5318, "page": 0, "Index": 318}, {"Word": "A", "Confidence": 0.995, "X1": 0.42183, "Y1": 0.5162, "X2": 0.42992, "Y2": 0.516, "X3": 0.42857, "Y3": 0.5318, "X4": 0.42049, "Y4": 0.5318, "page": 0, "Index": 319}, {"Word": ".,", "Confidence": 0.994, "X1": 0.43396, "Y1": 0.5162, "X2": 0.45283, "Y2": 0.516, "X3": 0.45283, "Y3": 0.5318, "X4": 0.43261, "Y4": 0.5318, "page": 0, "Index": 320}, {"Word": "Goodwin,", "Confidence": 0.994, "X1": 0.45822, "Y1": 0.5152, "X2": 0.55256, "Y2": 0.515, "X3": 0.55121, "Y3": 0.5308, "X4": 0.45687, "Y4": 0.5318, "page": 0, "Index": 321}, {"Word": "R.", "Confidence": 0.969, "X1": 0.55795, "Y1": 0.5152, "X2": 0.58221, "Y2": 0.515, "X3": 0.58086, "Y3": 0.5308, "X4": 0.5566, "Y4": 0.5308, "page": 0, "Index": 322}, {"Word": "G", "Confidence": 0.938, "X1": 0.58625, "Y1": 0.5152, "X2": 0.59434, "Y2": 0.515, "X3": 0.59299, "Y3": 0.5308, "X4": 0.58491, "Y4": 0.5308, "page": 0, "Index": 323}, {"Word": ".,", "Confidence": 0.994, "X1": 0.59838, "Y1": 0.5152, "X2": 0.61725, "Y2": 0.515, "X3": 0.6159, "Y3": 0.5298, "X4": 0.59704, "Y4": 0.5298, "page": 0, "Index": 324}, {"Word": "Rottman,", "Confidence": 0.934, "X1": 0.62264, "Y1": 0.5152, "X2": 0.71698, "Y2": 0.515, "X3": 0.71563, "Y3": 0.5288, "X4": 0.62129, "Y4": 0.5298, "page": 0, "Index": 325}, {"Word": "F.", "Confidence": 0.847, "X1": 0.72102, "Y1": 0.5152, "X2": 0.74528, "Y2": 0.515, "X3": 0.74394, "Y3": 0.5288, "X4": 0.71968, "Y4": 0.5288, "page": 0, "Index": 326}, {"Word": "M", "Confidence": 0.669, "X1": 0.74933, "Y1": 0.5152, "X2": 0.75876, "Y2": 0.515, "X3": 0.75741, "Y3": 0.5288, "X4": 0.74798, "Y4": 0.5288, "page": 0, "Index": 327}, {"Word": ".,", "Confidence": 0.971, "X1": 0.7628, "Y1": 0.5152, "X2": 0.78032, "Y2": 0.515, "X3": 0.78032, "Y3": 0.5288, "X4": 0.76146, "Y4": 0.5288, "page": 0, "Index": 328}, {"Word": "B", "Confidence": 0.995, "X1": 0.30997, "Y1": 0.5332, "X2": 0.31806, "Y2": 0.533, "X3": 0.31806, "Y3": 0.5478, "X4": 0.30997, "Y4": 0.5478, "page": 0, "Index": 329}, {"Word": ".,", "Confidence": 0.994, "X1": 0.3221, "Y1": 0.5332, "X2": 0.34097, "Y2": 0.533, "X3": 0.34097, "Y3": 0.5478, "X4": 0.3221, "Y4": 0.5478, "page": 0, "Index": 330}, {"Word": "Raines,", "Confidence": 0.943, "X1": 0.34501, "Y1": 0.5322, "X2": 0.42588, "Y2": 0.532, "X3": 0.42588, "Y3": 0.5478, "X4": 0.34501, "Y4": 0.5478, "page": 0, "Index": 331}, {"Word": "M.", "Confidence": 0.76, "X1": 0.43127, "Y1": 0.5322, "X2": 0.45553, "Y2": 0.532, "X3": 0.45418, "Y3": 0.5478, "X4": 0.42992, "Y4": 0.5478, "page": 0, "Index": 332}, {"Word": "A", "Confidence": 0.994, "X1": 0.45957, "Y1": 0.5322, "X2": 0.469, "Y2": 0.532, "X3": 0.46765, "Y3": 0.5468, "X4": 0.45822, "Y4": 0.5468, "page": 0, "Index": 333}, {"Word": ".,", "Confidence": 0.994, "X1": 0.47305, "Y1": 0.5322, "X2": 0.49057, "Y2": 0.532, "X3": 0.49057, "Y3": 0.5468, "X4": 0.4717, "Y4": 0.5468, "page": 0, "Index": 334}, {"Word": "and", "Confidence": 0.995, "X1": 0.49596, "Y1": 0.5322, "X2": 0.531, "Y2": 0.532, "X3": 0.52965, "Y3": 0.5468, "X4": 0.49461, "Y4": 0.5468, "page": 0, "Index": 335}, {"Word": "Kung,", "Confidence": 0.996, "X1": 0.53504, "Y1": 0.5322, "X2": 0.59434, "Y2": 0.532, "X3": 0.59299, "Y3": 0.5468, "X4": 0.53369, "Y4": 0.5468, "page": 0, "Index": 336}, {"Word": "H-J.", "Confidence": 0.991, "X1": 0.59838, "Y1": 0.5312, "X2": 0.64555, "Y2": 0.531, "X3": 0.6442, "Y3": 0.5458, "X4": 0.59704, "Y4": 0.5468, "page": 0, "Index": 337}, {"Word": "(1985)", "Confidence": 0.996, "X1": 0.65768, "Y1": 0.5312, "X2": 0.72642, "Y2": 0.531, "X3": 0.72507, "Y3": 0.5458, "X4": 0.65633, "Y4": 0.5458, "page": 0, "Index": 338}, {"Word": "c-erbB", "Confidence": 0.933, "X1": 0.74124, "Y1": 0.5302, "X2": 0.81132, "Y2": 0.53, "X3": 0.80997, "Y3": 0.5458, "X4": 0.74124, "Y4": 0.5458, "page": 0, "Index": 339}, {"Word": "Crittenden,", "Confidence": 0.991, "X1": 0.15633, "Y1": 0.5332, "X2": 0.27898, "Y2": 0.533, "X3": 0.27898, "Y3": 0.5488, "X4": 0.15633, "Y4": 0.5498, "page": 0, "Index": 340}, {"Word": "L.", "Confidence": 0.996, "X1": 0.28302, "Y1": 0.5332, "X2": 0.30593, "Y2": 0.533, "X3": 0.30593, "Y3": 0.5488, "X4": 0.28302, "Y4": 0.5488, "page": 0, "Index": 341}, {"Word": "activation", "Confidence": 0.991, "X1": 0.15633, "Y1": 0.5502, "X2": 0.25876, "Y2": 0.55, "X3": 0.25876, "Y3": 0.5638, "X4": 0.15633, "Y4": 0.5648, "page": 0, "Index": 342}, {"Word": "in", "Confidence": 0.991, "X1": 0.26819, "Y1": 0.5492, "X2": 0.28976, "Y2": 0.549, "X3": 0.28976, "Y3": 0.5638, "X4": 0.26819, "Y4": 0.5638, "page": 0, "Index": 343}, {"Word": "ALV-induced", "Confidence": 0.97, "X1": 0.29784, "Y1": 0.5482, "X2": 0.4124, "Y2": 0.548, "X3": 0.4124, "Y3": 0.5638, "X4": 0.29784, "Y4": 0.5638, "page": 0, "Index": 344}, {"Word": "erythroblastosis:", "Confidence": 0.971, "X1": 0.42049, "Y1": 0.5482, "X2": 0.59569, "Y2": 0.548, "X3": 0.59704, "Y3": 0.5628, "X4": 0.42049, "Y4": 0.5638, "page": 0, "Index": 345}, {"Word": "Novel", "Confidence": 0.917, "X1": 0.61186, "Y1": 0.5472, "X2": 0.66712, "Y2": 0.547, "X3": 0.66846, "Y3": 0.5618, "X4": 0.61186, "Y4": 0.5628, "page": 0, "Index": 346}, {"Word": "RNA", "Confidence": 0.923, "X1": 0.67385, "Y1": 0.5472, "X2": 0.70889, "Y2": 0.547, "X3": 0.70889, "Y3": 0.5618, "X4": 0.6752, "Y4": 0.5618, "page": 0, "Index": 347}, {"Word": "processing", "Confidence": 0.971, "X1": 0.71563, "Y1": 0.5472, "X2": 0.8221, "Y2": 0.547, "X3": 0.8221, "Y3": 0.5608, "X4": 0.71563, "Y4": 0.5618, "page": 0, "Index": 348}, {"Word": "and", "Confidence": 0.998, "X1": 0.82884, "Y1": 0.5472, "X2": 0.86253, "Y2": 0.547, "X3": 0.86388, "Y3": 0.5608, "X4": 0.82884, "Y4": 0.5608, "page": 0, "Index": 349}, {"Word": "an", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.5632, "X2": 0.61321, "Y2": 0.563, "X3": 0.61186, "Y3": 0.5778, "X4": 0.5903, "Y4": 0.5778, "page": 0, "Index": 350}, {"Word": "amino", "Confidence": 0.795, "X1": 0.62399, "Y1": 0.5632, "X2": 0.6779, "Y2": 0.563, "X3": 0.67655, "Y3": 0.5778, "X4": 0.62264, "Y4": 0.5778, "page": 0, "Index": 351}, {"Word": "truncated", "Confidence": 0.941, "X1": 0.68733, "Y1": 0.5632, "X2": 0.78032, "Y2": 0.563, "X3": 0.77898, "Y3": 0.5768, "X4": 0.68598, "Y4": 0.5778, "page": 0, "Index": 352}, {"Word": "ECE", "Confidence": 0.786, "X1": 0.78976, "Y1": 0.5632, "X2": 0.82075, "Y2": 0.563, "X3": 0.82075, "Y3": 0.5768, "X4": 0.78841, "Y4": 0.5768, "page": 0, "Index": 353}, {"Word": "promoter", "Confidence": 0.991, "X1": 0.15633, "Y1": 0.5652, "X2": 0.24124, "Y2": 0.565, "X3": 0.23989, "Y3": 0.5798, "X4": 0.15499, "Y4": 0.5798, "page": 0, "Index": 354}, {"Word": "insertion", "Confidence": 0.952, "X1": 0.24798, "Y1": 0.5652, "X2": 0.34097, "Y2": 0.565, "X3": 0.34097, "Y3": 0.5798, "X4": 0.24663, "Y4": 0.5798, "page": 0, "Index": 355}, {"Word": "result", "Confidence": 0.995, "X1": 0.34771, "Y1": 0.5642, "X2": 0.4124, "Y2": 0.564, "X3": 0.4124, "Y3": 0.5788, "X4": 0.34771, "Y4": 0.5798, "page": 0, "Index": 356}, {"Word": "in", "Confidence": 0.995, "X1": 0.41914, "Y1": 0.5642, "X2": 0.4407, "Y2": 0.564, "X3": 0.4407, "Y3": 0.5788, "X4": 0.41914, "Y4": 0.5788, "page": 0, "Index": 357}, {"Word": "expression", "Confidence": 0.994, "X1": 0.44879, "Y1": 0.5642, "X2": 0.55256, "Y2": 0.564, "X3": 0.55121, "Y3": 0.5788, "X4": 0.44879, "Y4": 0.5788, "page": 0, "Index": 358}, {"Word": "of", "Confidence": 0.998, "X1": 0.56065, "Y1": 0.5632, "X2": 0.58356, "Y2": 0.563, "X3": 0.58221, "Y3": 0.5788, "X4": 0.5593, "Y4": 0.5788, "page": 0, "Index": 359}, {"Word": "receptor.", "Confidence": 0.991, "X1": 0.15364, "Y1": 0.5812, "X2": 0.24798, "Y2": 0.581, "X3": 0.24798, "Y3": 0.5958, "X4": 0.15499, "Y4": 0.5958, "page": 0, "Index": 360}, {"Word": "Cell", "Confidence": 0.616, "X1": 0.26685, "Y1": 0.5802, "X2": 0.30997, "Y2": 0.58, "X3": 0.31132, "Y3": 0.5948, "X4": 0.26685, "Y4": 0.5958, "page": 0, "Index": 361}, {"Word": "41,", "Confidence": 0.995, "X1": 0.31941, "Y1": 0.5792, "X2": 0.3531, "Y2": 0.579, "X3": 0.35445, "Y3": 0.5948, "X4": 0.32075, "Y4": 0.5948, "page": 0, "Index": 362}, {"Word": "719-726.", "Confidence": 0.995, "X1": 0.36388, "Y1": 0.5802, "X2": 0.44744, "Y2": 0.58, "X3": 0.44744, "Y3": 0.5948, "X4": 0.36523, "Y4": 0.5948, "page": 0, "Index": 363}, {"Word": "28.", "Confidence": 0.994, "X1": 0.10647, "Y1": 0.5962, "X2": 0.13612, "Y2": 0.596, "X3": 0.13747, "Y3": 0.6108, "X4": 0.10647, "Y4": 0.6108, "page": 0, "Index": 364}, {"Word": "Kris,", "Confidence": 0.997, "X1": 0.14016, "Y1": 0.5962, "X2": 0.20081, "Y2": 0.596, "X3": 0.20081, "Y3": 0.6108, "X4": 0.14151, "Y4": 0.6108, "page": 0, "Index": 365}, {"Word": "R.", "Confidence": 0.991, "X1": 0.20485, "Y1": 0.5952, "X2": 0.22911, "Y2": 0.595, "X3": 0.22911, "Y3": 0.6108, "X4": 0.20485, "Y4": 0.6108, "page": 0, "Index": 366}, {"Word": "M", "Confidence": 0.995, "X1": 0.23315, "Y1": 0.5952, "X2": 0.24394, "Y2": 0.595, "X3": 0.24394, "Y3": 0.6108, "X4": 0.23315, "Y4": 0.6108, "page": 0, "Index": 367}, {"Word": ".,", "Confidence": 0.997, "X1": 0.24798, "Y1": 0.5952, "X2": 0.26685, "Y2": 0.595, "X3": 0.26685, "Y3": 0.6108, "X4": 0.24798, "Y4": 0.6108, "page": 0, "Index": 368}, {"Word": "Lax,", "Confidence": 0.982, "X1": 0.27089, "Y1": 0.5952, "X2": 0.31941, "Y2": 0.595, "X3": 0.31941, "Y3": 0.6108, "X4": 0.27089, "Y4": 0.6108, "page": 0, "Index": 369}, {"Word": "I", "Confidence": 0.969, "X1": 0.3248, "Y1": 0.5952, "X2": 0.33154, "Y2": 0.595, "X3": 0.33154, "Y3": 0.6108, "X4": 0.3248, "Y4": 0.6108, "page": 0, "Index": 370}, {"Word": ".,", "Confidence": 0.941, "X1": 0.33558, "Y1": 0.5952, "X2": 0.35714, "Y2": 0.595, "X3": 0.35714, "Y3": 0.6108, "X4": 0.33558, "Y4": 0.6108, "page": 0, "Index": 371}, {"Word": "Gullick,", "Confidence": 0.994, "X1": 0.36119, "Y1": 0.5952, "X2": 0.45283, "Y2": 0.595, "X3": 0.45283, "Y3": 0.6098, "X4": 0.36119, "Y4": 0.6108, "page": 0, "Index": 372}, {"Word": "W", "Confidence": 0.993, "X1": 0.45957, "Y1": 0.5942, "X2": 0.469, "Y2": 0.594, "X3": 0.469, "Y3": 0.6098, "X4": 0.45822, "Y4": 0.6098, "page": 0, "Index": 373}, {"Word": ".,", "Confidence": 0.996, "X1": 0.47305, "Y1": 0.5942, "X2": 0.49191, "Y2": 0.594, "X3": 0.49191, "Y3": 0.6098, "X4": 0.47305, "Y4": 0.6098, "page": 0, "Index": 374}, {"Word": "Waterfield,", "Confidence": 0.975, "X1": 0.49865, "Y1": 0.5942, "X2": 0.62668, "Y2": 0.594, "X3": 0.62534, "Y3": 0.6098, "X4": 0.4973, "Y4": 0.6098, "page": 0, "Index": 375}, {"Word": "M.", "Confidence": 0.96, "X1": 0.63073, "Y1": 0.5942, "X2": 0.65499, "Y2": 0.594, "X3": 0.65364, "Y3": 0.6098, "X4": 0.62938, "Y4": 0.6098, "page": 0, "Index": 376}, {"Word": "D", "Confidence": 0.995, "X1": 0.65903, "Y1": 0.5942, "X2": 0.66846, "Y2": 0.594, "X3": 0.66712, "Y3": 0.6098, "X4": 0.65768, "Y4": 0.6098, "page": 0, "Index": 377}, {"Word": ".,", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.5942, "X2": 0.69137, "Y2": 0.594, "X3": 0.69137, "Y3": 0.6098, "X4": 0.67116, "Y4": 0.6098, "page": 0, "Index": 378}, {"Word": "Ullrich,", "Confidence": 0.981, "X1": 0.69677, "Y1": 0.5932, "X2": 0.78841, "Y2": 0.593, "X3": 0.78706, "Y3": 0.6088, "X4": 0.69542, "Y4": 0.6098, "page": 0, "Index": 379}, {"Word": "A", "Confidence": 0.998, "X1": 0.7938, "Y1": 0.5932, "X2": 0.80054, "Y2": 0.593, "X3": 0.79919, "Y3": 0.6088, "X4": 0.79245, "Y4": 0.6088, "page": 0, "Index": 380}, {"Word": ".,", "Confidence": 0.992, "X1": 0.80593, "Y1": 0.5932, "X2": 0.82345, "Y2": 0.593, "X3": 0.8221, "Y3": 0.6088, "X4": 0.80458, "Y4": 0.6088, "page": 0, "Index": 381}, {"Word": "Fridkin,", "Confidence": 0.993, "X1": 0.15633, "Y1": 0.6122, "X2": 0.23989, "Y2": 0.612, "X3": 0.23989, "Y3": 0.6268, "X4": 0.15633, "Y4": 0.6258, "page": 0, "Index": 382}, {"Word": "M", "Confidence": 0.993, "X1": 0.24663, "Y1": 0.6122, "X2": 0.25741, "Y2": 0.612, "X3": 0.25741, "Y3": 0.6268, "X4": 0.24663, "Y4": 0.6268, "page": 0, "Index": 383}, {"Word": ".,", "Confidence": 0.994, "X1": 0.26146, "Y1": 0.6112, "X2": 0.27898, "Y2": 0.611, "X3": 0.27898, "Y3": 0.6268, "X4": 0.26146, "Y4": 0.6268, "page": 0, "Index": 384}, {"Word": "and", "Confidence": 0.998, "X1": 0.28841, "Y1": 0.6112, "X2": 0.32075, "Y2": 0.611, "X3": 0.32075, "Y3": 0.6268, "X4": 0.28706, "Y4": 0.6268, "page": 0, "Index": 385}, {"Word": "Schlessinger,", "Confidence": 0.941, "X1": 0.32884, "Y1": 0.6112, "X2": 0.46496, "Y2": 0.611, "X3": 0.46361, "Y3": 0.6258, "X4": 0.32749, "Y4": 0.6268, "page": 0, "Index": 386}, {"Word": "J.", "Confidence": 0.981, "X1": 0.47439, "Y1": 0.6112, "X2": 0.4973, "Y2": 0.611, "X3": 0.4973, "Y3": 0.6258, "X4": 0.47305, "Y4": 0.6258, "page": 0, "Index": 387}, {"Word": "(1985)", "Confidence": 0.995, "X1": 0.51348, "Y1": 0.6102, "X2": 0.57412, "Y2": 0.61, "X3": 0.57412, "Y3": 0.6248, "X4": 0.51213, "Y4": 0.6258, "page": 0, "Index": 388}, {"Word": "Antibodies", "Confidence": 0.994, "X1": 0.5903, "Y1": 0.6102, "X2": 0.69542, "Y2": 0.61, "X3": 0.69407, "Y3": 0.6238, "X4": 0.58895, "Y4": 0.6248, "page": 0, "Index": 389}, {"Word": "against", "Confidence": 0.992, "X1": 0.70485, "Y1": 0.6102, "X2": 0.77898, "Y2": 0.61, "X3": 0.77763, "Y3": 0.6238, "X4": 0.7035, "Y4": 0.6238, "page": 0, "Index": 390}, {"Word": "a", "Confidence": 0.658, "X1": 0.78841, "Y1": 0.6102, "X2": 0.80054, "Y2": 0.61, "X3": 0.79919, "Y3": 0.6228, "X4": 0.78706, "Y4": 0.6228, "page": 0, "Index": 391}, {"Word": "synthetic", "Confidence": 0.991, "X1": 0.15768, "Y1": 0.6282, "X2": 0.24933, "Y2": 0.628, "X3": 0.24933, "Y3": 0.6428, "X4": 0.15768, "Y4": 0.6428, "page": 0, "Index": 392}, {"Word": "peptide", "Confidence": 0.994, "X1": 0.25741, "Y1": 0.6282, "X2": 0.33154, "Y2": 0.628, "X3": 0.33019, "Y3": 0.6428, "X4": 0.25606, "Y4": 0.6428, "page": 0, "Index": 393}, {"Word": "as", "Confidence": 0.933, "X1": 0.33962, "Y1": 0.6272, "X2": 0.36253, "Y2": 0.627, "X3": 0.36253, "Y3": 0.6428, "X4": 0.33827, "Y4": 0.6428, "page": 0, "Index": 394}, {"Word": "a", "Confidence": 0.944, "X1": 0.36927, "Y1": 0.6272, "X2": 0.3814, "Y2": 0.627, "X3": 0.3814, "Y3": 0.6428, "X4": 0.36927, "Y4": 0.6428, "page": 0, "Index": 395}, {"Word": "probe", "Confidence": 0.998, "X1": 0.38949, "Y1": 0.6272, "X2": 0.4434, "Y2": 0.627, "X3": 0.4434, "Y3": 0.6418, "X4": 0.38949, "Y4": 0.6428, "page": 0, "Index": 396}, {"Word": "for", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.6272, "X2": 0.48383, "Y2": 0.627, "X3": 0.48248, "Y3": 0.6418, "X4": 0.45013, "Y4": 0.6418, "page": 0, "Index": 397}, {"Word": "the", "Confidence": 0.998, "X1": 0.49326, "Y1": 0.6262, "X2": 0.52426, "Y2": 0.626, "X3": 0.52426, "Y3": 0.6418, "X4": 0.49326, "Y4": 0.6418, "page": 0, "Index": 398}, {"Word": "kinase", "Confidence": 0.868, "X1": 0.53369, "Y1": 0.6262, "X2": 0.59704, "Y2": 0.626, "X3": 0.59569, "Y3": 0.6408, "X4": 0.53235, "Y4": 0.6418, "page": 0, "Index": 399}, {"Word": "activity", "Confidence": 0.995, "X1": 0.60512, "Y1": 0.6252, "X2": 0.68868, "Y2": 0.625, "X3": 0.68733, "Y3": 0.6408, "X4": 0.60377, "Y4": 0.6408, "page": 0, "Index": 400}, {"Word": "of", "Confidence": 0.992, "X1": 0.69677, "Y1": 0.6252, "X2": 0.71968, "Y2": 0.625, "X3": 0.71968, "Y3": 0.6398, "X4": 0.69542, "Y4": 0.6408, "page": 0, "Index": 401}, {"Word": "the", "Confidence": 0.998, "X1": 0.72911, "Y1": 0.6252, "X2": 0.76011, "Y2": 0.625, "X3": 0.75876, "Y3": 0.6398, "X4": 0.72776, "Y4": 0.6398, "page": 0, "Index": 402}, {"Word": "avian", "Confidence": 0.941, "X1": 0.76819, "Y1": 0.6252, "X2": 0.82075, "Y2": 0.625, "X3": 0.82075, "Y3": 0.6388, "X4": 0.76819, "Y4": 0.6398, "page": 0, "Index": 403}, {"Word": "EGF", "Confidence": 0.851, "X1": 0.83019, "Y1": 0.6242, "X2": 0.86253, "Y2": 0.624, "X3": 0.86119, "Y3": 0.6388, "X4": 0.82884, "Y4": 0.6388, "page": 0, "Index": 404}, {"Word": "receptor", "Confidence": 0.744, "X1": 0.15633, "Y1": 0.6442, "X2": 0.23854, "Y2": 0.644, "X3": 0.23854, "Y3": 0.6578, "X4": 0.15499, "Y4": 0.6578, "page": 0, "Index": 405}, {"Word": "and", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.6442, "X2": 0.28167, "Y2": 0.644, "X3": 0.28167, "Y3": 0.6578, "X4": 0.24798, "Y4": 0.6578, "page": 0, "Index": 406}, {"Word": "v-erbB", "Confidence": 0.866, "X1": 0.28976, "Y1": 0.6432, "X2": 0.3531, "Y2": 0.643, "X3": 0.3531, "Y3": 0.6578, "X4": 0.28976, "Y4": 0.6578, "page": 0, "Index": 407}, {"Word": "protein.", "Confidence": 0.935, "X1": 0.36253, "Y1": 0.6422, "X2": 0.44744, "Y2": 0.642, "X3": 0.44744, "Y3": 0.6578, "X4": 0.36253, "Y4": 0.6578, "page": 0, "Index": 408}, {"Word": "Cell", "Confidence": 0.676, "X1": 0.46361, "Y1": 0.6422, "X2": 0.50674, "Y2": 0.642, "X3": 0.50674, "Y3": 0.6578, "X4": 0.46361, "Y4": 0.6578, "page": 0, "Index": 409}, {"Word": "40,", "Confidence": 0.998, "X1": 0.51752, "Y1": 0.6412, "X2": 0.54987, "Y2": 0.641, "X3": 0.54987, "Y3": 0.6568, "X4": 0.51752, "Y4": 0.6568, "page": 0, "Index": 410}, {"Word": "619-625.", "Confidence": 0.994, "X1": 0.5566, "Y1": 0.6412, "X2": 0.63881, "Y2": 0.641, "X3": 0.63881, "Y3": 0.6568, "X4": 0.5566, "Y4": 0.6568, "page": 0, "Index": 411}, {"Word": "29.", "Confidence": 0.998, "X1": 0.10647, "Y1": 0.6592, "X2": 0.13881, "Y2": 0.659, "X3": 0.13881, "Y3": 0.6738, "X4": 0.10647, "Y4": 0.6738, "page": 0, "Index": 412}, {"Word": "Gilmore,", "Confidence": 0.953, "X1": 0.14286, "Y1": 0.6592, "X2": 0.23585, "Y2": 0.659, "X3": 0.2372, "Y3": 0.6738, "X4": 0.14286, "Y4": 0.6738, "page": 0, "Index": 413}, {"Word": "T", "Confidence": 0.995, "X1": 0.24259, "Y1": 0.6592, "X2": 0.25067, "Y2": 0.659, "X3": 0.25067, "Y3": 0.6738, "X4": 0.24259, "Y4": 0.6738, "page": 0, "Index": 414}, {"Word": ".,", "Confidence": 0.941, "X1": 0.25472, "Y1": 0.6592, "X2": 0.27358, "Y2": 0.659, "X3": 0.27358, "Y3": 0.6738, "X4": 0.25472, "Y4": 0.6738, "page": 0, "Index": 415}, {"Word": "DeClue,", "Confidence": 0.993, "X1": 0.27763, "Y1": 0.6582, "X2": 0.35849, "Y2": 0.658, "X3": 0.35849, "Y3": 0.6738, "X4": 0.27763, "Y4": 0.6738, "page": 0, "Index": 416}, {"Word": "J.", "Confidence": 0.995, "X1": 0.36253, "Y1": 0.6582, "X2": 0.3841, "Y2": 0.658, "X3": 0.3841, "Y3": 0.6738, "X4": 0.36253, "Y4": 0.6738, "page": 0, "Index": 417}, {"Word": "E", "Confidence": 0.955, "X1": 0.38814, "Y1": 0.6582, "X2": 0.39623, "Y2": 0.658, "X3": 0.39623, "Y3": 0.6738, "X4": 0.38814, "Y4": 0.6738, "page": 0, "Index": 418}, {"Word": ".,", "Confidence": 0.997, "X1": 0.40027, "Y1": 0.6582, "X2": 0.42049, "Y2": 0.658, "X3": 0.42049, "Y3": 0.6728, "X4": 0.40027, "Y4": 0.6738, "page": 0, "Index": 419}, {"Word": "and", "Confidence": 0.998, "X1": 0.42453, "Y1": 0.6582, "X2": 0.46092, "Y2": 0.658, "X3": 0.46092, "Y3": 0.6728, "X4": 0.42588, "Y4": 0.6728, "page": 0, "Index": 420}, {"Word": "Martin,", "Confidence": 0.996, "X1": 0.46631, "Y1": 0.6572, "X2": 0.54987, "Y2": 0.657, "X3": 0.54987, "Y3": 0.6728, "X4": 0.46631, "Y4": 0.6728, "page": 0, "Index": 421}, {"Word": "C.", "Confidence": 0.641, "X1": 0.55391, "Y1": 0.6572, "X2": 0.57682, "Y2": 0.657, "X3": 0.57682, "Y3": 0.6728, "X4": 0.55391, "Y4": 0.6728, "page": 0, "Index": 422}, {"Word": "S.", "Confidence": 0.991, "X1": 0.58086, "Y1": 0.6572, "X2": 0.60512, "Y2": 0.657, "X3": 0.60512, "Y3": 0.6718, "X4": 0.58086, "Y4": 0.6728, "page": 0, "Index": 423}, {"Word": "(1985)", "Confidence": 0.997, "X1": 0.61725, "Y1": 0.6562, "X2": 0.68464, "Y2": 0.656, "X3": 0.68464, "Y3": 0.6718, "X4": 0.61725, "Y4": 0.6718, "page": 0, "Index": 424}, {"Word": "Protein", "Confidence": 0.994, "X1": 0.69811, "Y1": 0.6552, "X2": 0.78167, "Y2": 0.655, "X3": 0.78167, "Y3": 0.6708, "X4": 0.69811, "Y4": 0.6718, "page": 0, "Index": 425}, {"Word": "the", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.6732, "X2": 0.6159, "Y2": 0.673, "X3": 0.6159, "Y3": 0.6878, "X4": 0.58491, "Y4": 0.6888, "page": 0, "Index": 426}, {"Word": "v-erbB", "Confidence": 0.886, "X1": 0.62534, "Y1": 0.6732, "X2": 0.68733, "Y2": 0.673, "X3": 0.68733, "Y3": 0.6878, "X4": 0.62534, "Y4": 0.6878, "page": 0, "Index": 427}, {"Word": "gene", "Confidence": 0.874, "X1": 0.69677, "Y1": 0.6732, "X2": 0.73989, "Y2": 0.673, "X3": 0.73989, "Y3": 0.6878, "X4": 0.69677, "Y4": 0.6878, "page": 0, "Index": 428}, {"Word": "product", "Confidence": 0.991, "X1": 0.74663, "Y1": 0.6732, "X2": 0.82075, "Y2": 0.673, "X3": 0.82075, "Y3": 0.6868, "X4": 0.74663, "Y4": 0.6878, "page": 0, "Index": 429}, {"Word": "in", "Confidence": 0.998, "X1": 0.82884, "Y1": 0.6732, "X2": 0.85175, "Y2": 0.673, "X3": 0.85175, "Y3": 0.6868, "X4": 0.82884, "Y4": 0.6868, "page": 0, "Index": 430}, {"Word": "phosphorylation", "Confidence": 0.982, "X1": 0.15633, "Y1": 0.6752, "X2": 0.30997, "Y2": 0.675, "X3": 0.30997, "Y3": 0.6898, "X4": 0.15633, "Y4": 0.6898, "page": 0, "Index": 431}, {"Word": "at", "Confidence": 0.997, "X1": 0.31806, "Y1": 0.6752, "X2": 0.34097, "Y2": 0.675, "X3": 0.34097, "Y3": 0.6898, "X4": 0.31806, "Y4": 0.6898, "page": 0, "Index": 432}, {"Word": "tyrosine", "Confidence": 0.953, "X1": 0.3504, "Y1": 0.6742, "X2": 0.43261, "Y2": 0.674, "X3": 0.43261, "Y3": 0.6888, "X4": 0.3504, "Y4": 0.6898, "page": 0, "Index": 433}, {"Word": "is", "Confidence": 0.998, "X1": 0.4407, "Y1": 0.6742, "X2": 0.46361, "Y2": 0.674, "X3": 0.46361, "Y3": 0.6888, "X4": 0.4407, "Y4": 0.6888, "page": 0, "Index": 434}, {"Word": "induced", "Confidence": 0.996, "X1": 0.4717, "Y1": 0.6742, "X2": 0.54447, "Y2": 0.674, "X3": 0.54447, "Y3": 0.6888, "X4": 0.4717, "Y4": 0.6888, "page": 0, "Index": 435}, {"Word": "by", "Confidence": 0.998, "X1": 0.55391, "Y1": 0.6732, "X2": 0.57547, "Y2": 0.673, "X3": 0.57547, "Y3": 0.6888, "X4": 0.55391, "Y4": 0.6888, "page": 0, "Index": 436}, {"Word": "vivo", "Confidence": 0.991, "X1": 0.15768, "Y1": 0.6912, "X2": 0.19811, "Y2": 0.691, "X3": 0.19677, "Y3": 0.7048, "X4": 0.15633, "Y4": 0.7048, "page": 0, "Index": 437}, {"Word": "and", "Confidence": 0.92, "X1": 0.20889, "Y1": 0.6912, "X2": 0.24124, "Y2": 0.691, "X3": 0.23989, "Y3": 0.7048, "X4": 0.20755, "Y4": 0.7048, "page": 0, "Index": 438}, {"Word": "in", "Confidence": 0.998, "X1": 0.25067, "Y1": 0.6902, "X2": 0.27224, "Y2": 0.69, "X3": 0.27089, "Y3": 0.7048, "X4": 0.24933, "Y4": 0.7048, "page": 0, "Index": 439}, {"Word": "vitro.", "Confidence": 0.995, "X1": 0.28167, "Y1": 0.6902, "X2": 0.34501, "Y2": 0.69, "X3": 0.34367, "Y3": 0.7048, "X4": 0.28032, "Y4": 0.7048, "page": 0, "Index": 440}, {"Word": "Cell", "Confidence": 0.709, "X1": 0.36253, "Y1": 0.6892, "X2": 0.40431, "Y2": 0.689, "X3": 0.40296, "Y3": 0.7048, "X4": 0.36119, "Y4": 0.7048, "page": 0, "Index": 441}, {"Word": "40,", "Confidence": 0.991, "X1": 0.41375, "Y1": 0.6892, "X2": 0.44879, "Y2": 0.689, "X3": 0.44744, "Y3": 0.7038, "X4": 0.4124, "Y4": 0.7048, "page": 0, "Index": 442}, {"Word": "609-618.", "Confidence": 0.991, "X1": 0.45687, "Y1": 0.6892, "X2": 0.54178, "Y2": 0.689, "X3": 0.54043, "Y3": 0.7028, "X4": 0.45553, "Y4": 0.7038, "page": 0, "Index": 443}, {"Word": "30.", "Confidence": 0.998, "X1": 0.10782, "Y1": 0.7062, "X2": 0.13881, "Y2": 0.706, "X3": 0.13881, "Y3": 0.7208, "X4": 0.10916, "Y4": 0.7208, "page": 0, "Index": 444}, {"Word": "Ullrich,", "Confidence": 0.911, "X1": 0.14286, "Y1": 0.7062, "X2": 0.23585, "Y2": 0.706, "X3": 0.23585, "Y3": 0.7208, "X4": 0.14286, "Y4": 0.7208, "page": 0, "Index": 445}, {"Word": "A", "Confidence": 0.995, "X1": 0.23989, "Y1": 0.7062, "X2": 0.24798, "Y2": 0.706, "X3": 0.24933, "Y3": 0.7208, "X4": 0.23989, "Y4": 0.7208, "page": 0, "Index": 446}, {"Word": ".,", "Confidence": 0.993, "X1": 0.25202, "Y1": 0.7062, "X2": 0.27089, "Y2": 0.706, "X3": 0.27224, "Y3": 0.7208, "X4": 0.25337, "Y4": 0.7208, "page": 0, "Index": 447}, {"Word": "Coussens,", "Confidence": 0.991, "X1": 0.27628, "Y1": 0.7052, "X2": 0.37871, "Y2": 0.705, "X3": 0.38005, "Y3": 0.7208, "X4": 0.27763, "Y4": 0.7208, "page": 0, "Index": 448}, {"Word": "L", "Confidence": 0.982, "X1": 0.3841, "Y1": 0.7052, "X2": 0.39353, "Y2": 0.705, "X3": 0.39353, "Y3": 0.7208, "X4": 0.3841, "Y4": 0.7208, "page": 0, "Index": 449}, {"Word": ".,", "Confidence": 0.993, "X1": 0.39757, "Y1": 0.7052, "X2": 0.41644, "Y2": 0.705, "X3": 0.41644, "Y3": 0.7208, "X4": 0.39757, "Y4": 0.7208, "page": 0, "Index": 450}, {"Word": "Hayflick,", "Confidence": 0.981, "X1": 0.42049, "Y1": 0.7042, "X2": 0.52426, "Y2": 0.704, "X3": 0.52561, "Y3": 0.7198, "X4": 0.42183, "Y4": 0.7208, "page": 0, "Index": 451}, {"Word": "J.", "Confidence": 0.993, "X1": 0.531, "Y1": 0.7042, "X2": 0.55256, "Y2": 0.704, "X3": 0.55256, "Y3": 0.7198, "X4": 0.531, "Y4": 0.7198, "page": 0, "Index": 452}, {"Word": "S", "Confidence": 0.216, "X1": 0.5566, "Y1": 0.7042, "X2": 0.56469, "Y2": 0.704, "X3": 0.56469, "Y3": 0.7198, "X4": 0.5566, "Y4": 0.7198, "page": 0, "Index": 453}, {"Word": ".,", "Confidence": 0.991, "X1": 0.56873, "Y1": 0.7042, "X2": 0.58895, "Y2": 0.704, "X3": 0.58895, "Y3": 0.7198, "X4": 0.56873, "Y4": 0.7198, "page": 0, "Index": 454}, {"Word": "Dull,", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.7042, "X2": 0.65229, "Y2": 0.704, "X3": 0.65229, "Y3": 0.7198, "X4": 0.59434, "Y4": 0.7198, "page": 0, "Index": 455}, {"Word": "T.", "Confidence": 0.955, "X1": 0.65903, "Y1": 0.7042, "X2": 0.68194, "Y2": 0.704, "X3": 0.68329, "Y3": 0.7198, "X4": 0.66038, "Y4": 0.7198, "page": 0, "Index": 456}, {"Word": "J", "Confidence": 0.993, "X1": 0.68733, "Y1": 0.7042, "X2": 0.69407, "Y2": 0.704, "X3": 0.69407, "Y3": 0.7198, "X4": 0.68733, "Y4": 0.7198, "page": 0, "Index": 457}, {"Word": ".,", "Confidence": 0.967, "X1": 0.69811, "Y1": 0.7042, "X2": 0.71698, "Y2": 0.704, "X3": 0.71698, "Y3": 0.7198, "X4": 0.69811, "Y4": 0.7198, "page": 0, "Index": 458}, {"Word": "Gray,", "Confidence": 0.991, "X1": 0.72237, "Y1": 0.7032, "X2": 0.78302, "Y2": 0.703, "X3": 0.78302, "Y3": 0.7188, "X4": 0.72237, "Y4": 0.7198, "page": 0, "Index": 459}, {"Word": "A", "Confidence": 0.986, "X1": 0.78841, "Y1": 0.7032, "X2": 0.7965, "Y2": 0.703, "X3": 0.7965, "Y3": 0.7188, "X4": 0.78841, "Y4": 0.7188, "page": 0, "Index": 460}, {"Word": ".,", "Confidence": 0.994, "X1": 0.80054, "Y1": 0.7032, "X2": 0.81941, "Y2": 0.703, "X3": 0.81941, "Y3": 0.7188, "X4": 0.80054, "Y4": 0.7188, "page": 0, "Index": 461}, {"Word": "Tam,", "Confidence": 0.851, "X1": 0.82884, "Y1": 0.7032, "X2": 0.87466, "Y2": 0.703, "X3": 0.87466, "Y3": 0.7188, "X4": 0.82884, "Y4": 0.7188, "page": 0, "Index": 462}, {"Word": "A.", "Confidence": 0.991, "X1": 0.15633, "Y1": 0.7222, "X2": 0.17925, "Y2": 0.722, "X3": 0.17925, "Y3": 0.7368, "X4": 0.15633, "Y4": 0.7368, "page": 0, "Index": 463}, {"Word": "W", "Confidence": 0.864, "X1": 0.18329, "Y1": 0.7222, "X2": 0.19272, "Y2": 0.722, "X3": 0.19272, "Y3": 0.7368, "X4": 0.18329, "Y4": 0.7368, "page": 0, "Index": 464}, {"Word": ".,", "Confidence": 0.968, "X1": 0.19677, "Y1": 0.7222, "X2": 0.21698, "Y2": 0.722, "X3": 0.21698, "Y3": 0.7368, "X4": 0.19677, "Y4": 0.7368, "page": 0, "Index": 465}, {"Word": "Lee,", "Confidence": 0.987, "X1": 0.22102, "Y1": 0.7212, "X2": 0.26819, "Y2": 0.721, "X3": 0.26819, "Y3": 0.7368, "X4": 0.22102, "Y4": 0.7368, "page": 0, "Index": 466}, {"Word": "J", "Confidence": 0.996, "X1": 0.27628, "Y1": 0.7212, "X2": 0.28302, "Y2": 0.721, "X3": 0.28302, "Y3": 0.7368, "X4": 0.27628, "Y4": 0.7368, "page": 0, "Index": 467}, {"Word": ".,", "Confidence": 0.993, "X1": 0.28706, "Y1": 0.7212, "X2": 0.30593, "Y2": 0.721, "X3": 0.30593, "Y3": 0.7358, "X4": 0.28571, "Y4": 0.7368, "page": 0, "Index": 468}, {"Word": "Yarden,", "Confidence": 0.991, "X1": 0.31132, "Y1": 0.7212, "X2": 0.39218, "Y2": 0.721, "X3": 0.39084, "Y3": 0.7358, "X4": 0.31132, "Y4": 0.7358, "page": 0, "Index": 469}, {"Word": "Y", "Confidence": 0.994, "X1": 0.39757, "Y1": 0.7212, "X2": 0.40566, "Y2": 0.721, "X3": 0.40431, "Y3": 0.7358, "X4": 0.39757, "Y4": 0.7358, "page": 0, "Index": 470}, {"Word": ".,", "Confidence": 0.994, "X1": 0.4097, "Y1": 0.7212, "X2": 0.42857, "Y2": 0.721, "X3": 0.42857, "Y3": 0.7358, "X4": 0.40836, "Y4": 0.7358, "page": 0, "Index": 471}, {"Word": "Libermann,", "Confidence": 0.855, "X1": 0.43261, "Y1": 0.7212, "X2": 0.54987, "Y2": 0.721, "X3": 0.54852, "Y3": 0.7348, "X4": 0.43261, "Y4": 0.7358, "page": 0, "Index": 472}, {"Word": "T.", "Confidence": 0.944, "X1": 0.5566, "Y1": 0.7212, "X2": 0.57817, "Y2": 0.721, "X3": 0.57817, "Y3": 0.7348, "X4": 0.55526, "Y4": 0.7348, "page": 0, "Index": 473}, {"Word": "A", "Confidence": 0.994, "X1": 0.58221, "Y1": 0.7212, "X2": 0.5903, "Y2": 0.721, "X3": 0.5903, "Y3": 0.7348, "X4": 0.58221, "Y4": 0.7348, "page": 0, "Index": 474}, {"Word": ".,", "Confidence": 0.976, "X1": 0.59434, "Y1": 0.7212, "X2": 0.61456, "Y2": 0.721, "X3": 0.61456, "Y3": 0.7348, "X4": 0.59299, "Y4": 0.7348, "page": 0, "Index": 475}, {"Word": "Schlessinger,", "Confidence": 0.968, "X1": 0.61995, "Y1": 0.7212, "X2": 0.76685, "Y2": 0.721, "X3": 0.76685, "Y3": 0.7348, "X4": 0.61995, "Y4": 0.7348, "page": 0, "Index": 476}, {"Word": "J", "Confidence": 0.995, "X1": 0.77358, "Y1": 0.7212, "X2": 0.78032, "Y2": 0.721, "X3": 0.78032, "Y3": 0.7348, "X4": 0.77358, "Y4": 0.7348, "page": 0, "Index": 477}, {"Word": ".,", "Confidence": 0.961, "X1": 0.78437, "Y1": 0.7212, "X2": 0.80458, "Y2": 0.721, "X3": 0.80458, "Y3": 0.7348, "X4": 0.78302, "Y4": 0.7348, "page": 0, "Index": 478}, {"Word": "Downward,", "Confidence": 0.972, "X1": 0.15633, "Y1": 0.7372, "X2": 0.2628, "Y2": 0.737, "X3": 0.26146, "Y3": 0.7528, "X4": 0.15633, "Y4": 0.7528, "page": 0, "Index": 479}, {"Word": "J", "Confidence": 0.996, "X1": 0.26819, "Y1": 0.7372, "X2": 0.27493, "Y2": 0.737, "X3": 0.27358, "Y3": 0.7528, "X4": 0.26685, "Y4": 0.7528, "page": 0, "Index": 480}, {"Word": ".,", "Confidence": 0.991, "X1": 0.27898, "Y1": 0.7372, "X2": 0.29919, "Y2": 0.737, "X3": 0.29784, "Y3": 0.7518, "X4": 0.27763, "Y4": 0.7528, "page": 0, "Index": 481}, {"Word": "Mayes,", "Confidence": 0.941, "X1": 0.30323, "Y1": 0.7372, "X2": 0.37466, "Y2": 0.737, "X3": 0.37332, "Y3": 0.7518, "X4": 0.30189, "Y4": 0.7518, "page": 0, "Index": 482}, {"Word": "E.", "Confidence": 0.785, "X1": 0.37871, "Y1": 0.7362, "X2": 0.40027, "Y2": 0.736, "X3": 0.40027, "Y3": 0.7518, "X4": 0.37871, "Y4": 0.7518, "page": 0, "Index": 483}, {"Word": "L.", "Confidence": 0.992, "X1": 0.40431, "Y1": 0.7362, "X2": 0.42722, "Y2": 0.736, "X3": 0.42722, "Y3": 0.7518, "X4": 0.40431, "Y4": 0.7518, "page": 0, "Index": 484}, {"Word": "V", "Confidence": 0.991, "X1": 0.43127, "Y1": 0.7362, "X2": 0.43935, "Y2": 0.736, "X3": 0.43935, "Y3": 0.7518, "X4": 0.43127, "Y4": 0.7518, "page": 0, "Index": 485}, {"Word": ".,", "Confidence": 0.993, "X1": 0.4434, "Y1": 0.7362, "X2": 0.46226, "Y2": 0.736, "X3": 0.46092, "Y3": 0.7508, "X4": 0.4434, "Y4": 0.7518, "page": 0, "Index": 486}, {"Word": "Whittle,", "Confidence": 0.959, "X1": 0.46631, "Y1": 0.7352, "X2": 0.56065, "Y2": 0.735, "X3": 0.5593, "Y3": 0.7508, "X4": 0.46631, "Y4": 0.7508, "page": 0, "Index": 487}, {"Word": "N", "Confidence": 0.995, "X1": 0.56469, "Y1": 0.7352, "X2": 0.57412, "Y2": 0.735, "X3": 0.57412, "Y3": 0.7508, "X4": 0.56469, "Y4": 0.7508, "page": 0, "Index": 488}, {"Word": ".,", "Confidence": 0.997, "X1": 0.57817, "Y1": 0.7352, "X2": 0.59569, "Y2": 0.735, "X3": 0.59569, "Y3": 0.7508, "X4": 0.57817, "Y4": 0.7508, "page": 0, "Index": 489}, {"Word": "Waterfield,", "Confidence": 0.991, "X1": 0.59973, "Y1": 0.7352, "X2": 0.72911, "Y2": 0.735, "X3": 0.72911, "Y3": 0.7498, "X4": 0.59973, "Y4": 0.7508, "page": 0, "Index": 490}, {"Word": "M.", "Confidence": 0.993, "X1": 0.73315, "Y1": 0.7352, "X2": 0.75606, "Y2": 0.735, "X3": 0.75606, "Y3": 0.7498, "X4": 0.73315, "Y4": 0.7498, "page": 0, "Index": 491}, {"Word": "D", "Confidence": 0.995, "X1": 0.76011, "Y1": 0.7352, "X2": 0.76954, "Y2": 0.735, "X3": 0.76954, "Y3": 0.7498, "X4": 0.76011, "Y4": 0.7498, "page": 0, "Index": 492}, {"Word": ".,", "Confidence": 0.997, "X1": 0.77358, "Y1": 0.7352, "X2": 0.79245, "Y2": 0.735, "X3": 0.79245, "Y3": 0.7498, "X4": 0.77358, "Y4": 0.7498, "page": 0, "Index": 493}, {"Word": "and", "Confidence": 0.998, "X1": 0.7965, "Y1": 0.7352, "X2": 0.83288, "Y2": 0.735, "X3": 0.83288, "Y3": 0.7498, "X4": 0.7965, "Y4": 0.7498, "page": 0, "Index": 494}, {"Word": "Seeburg,", "Confidence": 0.966, "X1": 0.15768, "Y1": 0.7522, "X2": 0.24124, "Y2": 0.752, "X3": 0.24124, "Y3": 0.7678, "X4": 0.15768, "Y4": 0.7678, "page": 0, "Index": 495}, {"Word": "P.", "Confidence": 0.998, "X1": 0.24933, "Y1": 0.7522, "X2": 0.27224, "Y2": 0.752, "X3": 0.27089, "Y3": 0.7678, "X4": 0.24933, "Y4": 0.7678, "page": 0, "Index": 496}, {"Word": "H.", "Confidence": 0.991, "X1": 0.27898, "Y1": 0.7522, "X2": 0.30189, "Y2": 0.752, "X3": 0.30054, "Y3": 0.7678, "X4": 0.27763, "Y4": 0.7678, "page": 0, "Index": 497}, {"Word": "(1984)", "Confidence": 0.996, "X1": 0.31806, "Y1": 0.7522, "X2": 0.38005, "Y2": 0.752, "X3": 0.37871, "Y3": 0.7668, "X4": 0.31671, "Y4": 0.7678, "page": 0, "Index": 498}, {"Word": "Human", "Confidence": 0.757, "X1": 0.39623, "Y1": 0.7522, "X2": 0.45148, "Y2": 0.752, "X3": 0.45148, "Y3": 0.7668, "X4": 0.39488, "Y4": 0.7668, "page": 0, "Index": 499}, {"Word": "epidermal", "Confidence": 0.979, "X1": 0.45822, "Y1": 0.7512, "X2": 0.55526, "Y2": 0.751, "X3": 0.55526, "Y3": 0.7658, "X4": 0.45822, "Y4": 0.7668, "page": 0, "Index": 500}, {"Word": "growth", "Confidence": 0.995, "X1": 0.56199, "Y1": 0.7512, "X2": 0.62803, "Y2": 0.751, "X3": 0.62668, "Y3": 0.7658, "X4": 0.56199, "Y4": 0.7658, "page": 0, "Index": 501}, {"Word": "factor", "Confidence": 0.997, "X1": 0.63612, "Y1": 0.7512, "X2": 0.70081, "Y2": 0.751, "X3": 0.69946, "Y3": 0.7648, "X4": 0.63612, "Y4": 0.7658, "page": 0, "Index": 502}, {"Word": "receptor", "Confidence": 0.995, "X1": 0.70889, "Y1": 0.7512, "X2": 0.79245, "Y2": 0.751, "X3": 0.79111, "Y3": 0.7638, "X4": 0.70755, "Y4": 0.7648, "page": 0, "Index": 503}, {"Word": "cDNA", "Confidence": 0.767, "X1": 0.80189, "Y1": 0.7502, "X2": 0.84367, "Y2": 0.75, "X3": 0.84232, "Y3": 0.7638, "X4": 0.80054, "Y4": 0.7638, "page": 0, "Index": 504}, {"Word": "sequence", "Confidence": 0.993, "X1": 0.15768, "Y1": 0.7702, "X2": 0.23989, "Y2": 0.77, "X3": 0.23854, "Y3": 0.7838, "X4": 0.15633, "Y4": 0.7848, "page": 0, "Index": 505}, {"Word": "and", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.7702, "X2": 0.28032, "Y2": 0.77, "X3": 0.27898, "Y3": 0.7838, "X4": 0.24663, "Y4": 0.7838, "page": 0, "Index": 506}, {"Word": "aberrant", "Confidence": 0.995, "X1": 0.28841, "Y1": 0.7692, "X2": 0.37197, "Y2": 0.769, "X3": 0.37062, "Y3": 0.7838, "X4": 0.28706, "Y4": 0.7838, "page": 0, "Index": 507}, {"Word": "expression", "Confidence": 0.994, "X1": 0.38005, "Y1": 0.7682, "X2": 0.48383, "Y2": 0.768, "X3": 0.48248, "Y3": 0.7828, "X4": 0.37871, "Y4": 0.7838, "page": 0, "Index": 508}, {"Word": "of", "Confidence": 0.998, "X1": 0.49191, "Y1": 0.7682, "X2": 0.51348, "Y2": 0.768, "X3": 0.51348, "Y3": 0.7828, "X4": 0.49057, "Y4": 0.7828, "page": 0, "Index": 509}, {"Word": "the", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.7672, "X2": 0.55391, "Y2": 0.767, "X3": 0.55391, "Y3": 0.7828, "X4": 0.52291, "Y4": 0.7828, "page": 0, "Index": 510}, {"Word": "amplified", "Confidence": 0.993, "X1": 0.56334, "Y1": 0.7662, "X2": 0.65768, "Y2": 0.766, "X3": 0.65768, "Y3": 0.7818, "X4": 0.56334, "Y4": 0.7818, "page": 0, "Index": 511}, {"Word": "gene", "Confidence": 0.943, "X1": 0.66712, "Y1": 0.7662, "X2": 0.71024, "Y2": 0.766, "X3": 0.71024, "Y3": 0.7808, "X4": 0.66712, "Y4": 0.7808, "page": 0, "Index": 512}, {"Word": "in", "Confidence": 0.998, "X1": 0.71833, "Y1": 0.7662, "X2": 0.74124, "Y2": 0.766, "X3": 0.74124, "Y3": 0.7808, "X4": 0.71833, "Y4": 0.7808, "page": 0, "Index": 513}, {"Word": "A431", "Confidence": 0.983, "X1": 0.74933, "Y1": 0.7652, "X2": 0.79245, "Y2": 0.765, "X3": 0.79245, "Y3": 0.7798, "X4": 0.74933, "Y4": 0.7808, "page": 0, "Index": 514}, {"Word": "Nature", "Confidence": 0.995, "X1": 0.45553, "Y1": 0.7832, "X2": 0.51887, "Y2": 0.783, "X3": 0.51887, "Y3": 0.7978, "X4": 0.45418, "Y4": 0.7978, "page": 0, "Index": 515}, {"Word": "309,", "Confidence": 0.991, "X1": 0.52561, "Y1": 0.7822, "X2": 0.57143, "Y2": 0.782, "X3": 0.57143, "Y3": 0.7968, "X4": 0.52561, "Y4": 0.7978, "page": 0, "Index": 516}, {"Word": "418-425.", "Confidence": 0.994, "X1": 0.57951, "Y1": 0.7802, "X2": 0.66307, "Y2": 0.78, "X3": 0.66307, "Y3": 0.7958, "X4": 0.57951, "Y4": 0.7968, "page": 0, "Index": 517}, {"Word": "epidermoid", "Confidence": 0.968, "X1": 0.15903, "Y1": 0.7852, "X2": 0.2628, "Y2": 0.785, "X3": 0.2628, "Y3": 0.7988, "X4": 0.15768, "Y4": 0.7988, "page": 0, "Index": 518}, {"Word": "carcinoma", "Confidence": 0.947, "X1": 0.27224, "Y1": 0.7842, "X2": 0.36792, "Y2": 0.784, "X3": 0.36658, "Y3": 0.7988, "X4": 0.27089, "Y4": 0.7988, "page": 0, "Index": 519}, {"Word": "cells.", "Confidence": 0.876, "X1": 0.37601, "Y1": 0.7842, "X2": 0.43935, "Y2": 0.784, "X3": 0.43801, "Y3": 0.7988, "X4": 0.37601, "Y4": 0.7988, "page": 0, "Index": 520}, {"Word": "31.", "Confidence": 0.996, "X1": 0.10647, "Y1": 0.7992, "X2": 0.13881, "Y2": 0.799, "X3": 0.14016, "Y3": 0.8148, "X4": 0.10782, "Y4": 0.8148, "page": 0, "Index": 521}, {"Word": "Ullrich,", "Confidence": 0.85, "X1": 0.14286, "Y1": 0.7992, "X2": 0.23585, "Y2": 0.799, "X3": 0.23585, "Y3": 0.8148, "X4": 0.1442, "Y4": 0.8148, "page": 0, "Index": 522}, {"Word": "A", "Confidence": 0.995, "X1": 0.24124, "Y1": 0.7992, "X2": 0.24798, "Y2": 0.799, "X3": 0.24933, "Y3": 0.8148, "X4": 0.24259, "Y4": 0.8148, "page": 0, "Index": 523}, {"Word": ".,", "Confidence": 0.963, "X1": 0.25202, "Y1": 0.7992, "X2": 0.27089, "Y2": 0.799, "X3": 0.27224, "Y3": 0.8148, "X4": 0.25337, "Y4": 0.8148, "page": 0, "Index": 524}, {"Word": "Bell,", "Confidence": 0.944, "X1": 0.27628, "Y1": 0.7992, "X2": 0.33558, "Y2": 0.799, "X3": 0.33558, "Y3": 0.8148, "X4": 0.27628, "Y4": 0.8148, "page": 0, "Index": 525}, {"Word": "J.", "Confidence": 0.997, "X1": 0.34097, "Y1": 0.7992, "X2": 0.36388, "Y2": 0.799, "X3": 0.36388, "Y3": 0.8148, "X4": 0.34232, "Y4": 0.8148, "page": 0, "Index": 526}, {"Word": "R", "Confidence": 0.958, "X1": 0.36792, "Y1": 0.7992, "X2": 0.37736, "Y2": 0.799, "X3": 0.37736, "Y3": 0.8148, "X4": 0.36792, "Y4": 0.8148, "page": 0, "Index": 527}, {"Word": ".,", "Confidence": 0.994, "X1": 0.3814, "Y1": 0.7992, "X2": 0.40027, "Y2": 0.799, "X3": 0.40162, "Y3": 0.8148, "X4": 0.38275, "Y4": 0.8148, "page": 0, "Index": 528}, {"Word": "Chen,", "Confidence": 0.902, "X1": 0.40431, "Y1": 0.7992, "X2": 0.46226, "Y2": 0.799, "X3": 0.46361, "Y3": 0.8138, "X4": 0.40566, "Y4": 0.8148, "page": 0, "Index": 529}, {"Word": "E.", "Confidence": 0.896, "X1": 0.469, "Y1": 0.7992, "X2": 0.49326, "Y2": 0.799, "X3": 0.49461, "Y3": 0.8138, "X4": 0.469, "Y4": 0.8138, "page": 0, "Index": 530}, {"Word": "Y", "Confidence": 0.996, "X1": 0.4973, "Y1": 0.7982, "X2": 0.50539, "Y2": 0.798, "X3": 0.50539, "Y3": 0.8138, "X4": 0.49865, "Y4": 0.8138, "page": 0, "Index": 531}, {"Word": ".,", "Confidence": 0.994, "X1": 0.50943, "Y1": 0.7982, "X2": 0.52965, "Y2": 0.798, "X3": 0.52965, "Y3": 0.8138, "X4": 0.50943, "Y4": 0.8138, "page": 0, "Index": 532}, {"Word": "Herrera,", "Confidence": 0.95, "X1": 0.53369, "Y1": 0.7982, "X2": 0.62803, "Y2": 0.798, "X3": 0.62803, "Y3": 0.8138, "X4": 0.53504, "Y4": 0.8138, "page": 0, "Index": 533}, {"Word": "R", "Confidence": 0.991, "X1": 0.63208, "Y1": 0.7982, "X2": 0.64286, "Y2": 0.798, "X3": 0.64286, "Y3": 0.8128, "X4": 0.63342, "Y4": 0.8128, "page": 0, "Index": 534}, {"Word": ".,", "Confidence": 0.994, "X1": 0.6469, "Y1": 0.7982, "X2": 0.66577, "Y2": 0.798, "X3": 0.66577, "Y3": 0.8128, "X4": 0.6469, "Y4": 0.8128, "page": 0, "Index": 535}, {"Word": "Petruzzelli,", "Confidence": 0.942, "X1": 0.66981, "Y1": 0.7972, "X2": 0.80863, "Y2": 0.797, "X3": 0.80863, "Y3": 0.8118, "X4": 0.66981, "Y4": 0.8128, "page": 0, "Index": 536}, {"Word": "L.", "Confidence": 0.969, "X1": 0.81267, "Y1": 0.7962, "X2": 0.83827, "Y2": 0.796, "X3": 0.83962, "Y3": 0.8118, "X4": 0.81267, "Y4": 0.8118, "page": 0, "Index": 537}, {"Word": "M", "Confidence": 0.994, "X1": 0.84367, "Y1": 0.7962, "X2": 0.8531, "Y2": 0.796, "X3": 0.8531, "Y3": 0.8118, "X4": 0.84367, "Y4": 0.8118, "page": 0, "Index": 538}, {"Word": ".,", "Confidence": 0.993, "X1": 0.85714, "Y1": 0.7962, "X2": 0.87466, "Y2": 0.796, "X3": 0.87466, "Y3": 0.8118, "X4": 0.85714, "Y4": 0.8118, "page": 0, "Index": 539}, {"Word": "Tsubokawa,", "Confidence": 0.765, "X1": 0.64825, "Y1": 0.8132, "X2": 0.76415, "Y2": 0.813, "X3": 0.76415, "Y3": 0.8278, "X4": 0.64825, "Y4": 0.8288, "page": 0, "Index": 540}, {"Word": "M", "Confidence": 0.852, "X1": 0.76819, "Y1": 0.8132, "X2": 0.77898, "Y2": 0.813, "X3": 0.77898, "Y3": 0.8278, "X4": 0.76819, "Y4": 0.8278, "page": 0, "Index": 541}, {"Word": ".,", "Confidence": 0.998, "X1": 0.78167, "Y1": 0.8132, "X2": 0.80189, "Y2": 0.813, "X3": 0.80189, "Y3": 0.8278, "X4": 0.78167, "Y4": 0.8278, "page": 0, "Index": 542}, {"Word": "Mason,", "Confidence": 0.865, "X1": 0.80593, "Y1": 0.8132, "X2": 0.87601, "Y2": 0.813, "X3": 0.87601, "Y3": 0.8268, "X4": 0.80593, "Y4": 0.8278, "page": 0, "Index": 543}, {"Word": "Dull,", "Confidence": 0.719, "X1": 0.15768, "Y1": 0.8152, "X2": 0.21429, "Y2": 0.815, "X3": 0.21429, "Y3": 0.8298, "X4": 0.15768, "Y4": 0.8298, "page": 0, "Index": 544}, {"Word": "T.", "Confidence": 0.971, "X1": 0.21968, "Y1": 0.8152, "X2": 0.24394, "Y2": 0.815, "X3": 0.24394, "Y3": 0.8298, "X4": 0.21968, "Y4": 0.8298, "page": 0, "Index": 545}, {"Word": "J", "Confidence": 0.991, "X1": 0.24798, "Y1": 0.8152, "X2": 0.25606, "Y2": 0.815, "X3": 0.25606, "Y3": 0.8298, "X4": 0.24798, "Y4": 0.8298, "page": 0, "Index": 546}, {"Word": ".,", "Confidence": 0.991, "X1": 0.26011, "Y1": 0.8152, "X2": 0.27898, "Y2": 0.815, "X3": 0.27898, "Y3": 0.8298, "X4": 0.26011, "Y4": 0.8298, "page": 0, "Index": 547}, {"Word": "Gray,", "Confidence": 0.994, "X1": 0.28302, "Y1": 0.8152, "X2": 0.34097, "Y2": 0.815, "X3": 0.34097, "Y3": 0.8298, "X4": 0.28302, "Y4": 0.8298, "page": 0, "Index": 548}, {"Word": "A", "Confidence": 0.993, "X1": 0.34771, "Y1": 0.8152, "X2": 0.35445, "Y2": 0.815, "X3": 0.35445, "Y3": 0.8298, "X4": 0.34771, "Y4": 0.8298, "page": 0, "Index": 549}, {"Word": ".,", "Confidence": 0.97, "X1": 0.35849, "Y1": 0.8152, "X2": 0.37871, "Y2": 0.815, "X3": 0.37871, "Y3": 0.8298, "X4": 0.35849, "Y4": 0.8298, "page": 0, "Index": 550}, {"Word": "Coussens,", "Confidence": 0.856, "X1": 0.38275, "Y1": 0.8142, "X2": 0.48518, "Y2": 0.814, "X3": 0.48518, "Y3": 0.8298, "X4": 0.38275, "Y4": 0.8298, "page": 0, "Index": 551}, {"Word": "L", "Confidence": 0.994, "X1": 0.48922, "Y1": 0.8142, "X2": 0.49865, "Y2": 0.814, "X3": 0.49865, "Y3": 0.8298, "X4": 0.48922, "Y4": 0.8298, "page": 0, "Index": 552}, {"Word": ".,", "Confidence": 0.994, "X1": 0.5027, "Y1": 0.8142, "X2": 0.52156, "Y2": 0.814, "X3": 0.52156, "Y3": 0.8298, "X4": 0.5027, "Y4": 0.8298, "page": 0, "Index": 553}, {"Word": "Liao,", "Confidence": 0.809, "X1": 0.52695, "Y1": 0.8142, "X2": 0.58356, "Y2": 0.814, "X3": 0.58356, "Y3": 0.8288, "X4": 0.52695, "Y4": 0.8298, "page": 0, "Index": 554}, {"Word": "Y-C", "Confidence": 0.994, "X1": 0.5903, "Y1": 0.8142, "X2": 0.6186, "Y2": 0.814, "X3": 0.6186, "Y3": 0.8288, "X4": 0.5903, "Y4": 0.8288, "page": 0, "Index": 555}, {"Word": ".,", "Confidence": 0.972, "X1": 0.62264, "Y1": 0.8142, "X2": 0.64286, "Y2": 0.814, "X3": 0.64286, "Y3": 0.8288, "X4": 0.62264, "Y4": 0.8288, "page": 0, "Index": 556}, {"Word": "A", "Confidence": 0.925, "X1": 0.16038, "Y1": 0.8322, "X2": 0.16442, "Y2": 0.832, "X3": 0.16442, "Y3": 0.8458, "X4": 0.16173, "Y4": 0.8458, "page": 0, "Index": 557}, {"Word": ".,", "Confidence": 0.941, "X1": 0.16846, "Y1": 0.8312, "X2": 0.18733, "Y2": 0.831, "X3": 0.18733, "Y3": 0.8458, "X4": 0.16846, "Y4": 0.8458, "page": 0, "Index": 558}, {"Word": "Seeburg,", "Confidence": 0.993, "X1": 0.19137, "Y1": 0.8312, "X2": 0.28302, "Y2": 0.831, "X3": 0.28302, "Y3": 0.8458, "X4": 0.19137, "Y4": 0.8458, "page": 0, "Index": 559}, {"Word": "P.", "Confidence": 0.997, "X1": 0.28706, "Y1": 0.8312, "X2": 0.31132, "Y2": 0.831, "X3": 0.31132, "Y3": 0.8458, "X4": 0.28706, "Y4": 0.8458, "page": 0, "Index": 560}, {"Word": "H", "Confidence": 0.951, "X1": 0.31536, "Y1": 0.8312, "X2": 0.32345, "Y2": 0.831, "X3": 0.32345, "Y3": 0.8458, "X4": 0.31536, "Y4": 0.8458, "page": 0, "Index": 561}, {"Word": ".,", "Confidence": 0.993, "X1": 0.32749, "Y1": 0.8312, "X2": 0.34501, "Y2": 0.831, "X3": 0.34501, "Y3": 0.8458, "X4": 0.32749, "Y4": 0.8458, "page": 0, "Index": 562}, {"Word": "Grunfeld,", "Confidence": 0.993, "X1": 0.34906, "Y1": 0.8302, "X2": 0.45283, "Y2": 0.83, "X3": 0.45283, "Y3": 0.8458, "X4": 0.3504, "Y4": 0.8458, "page": 0, "Index": 563}, {"Word": "C", "Confidence": 0.994, "X1": 0.45687, "Y1": 0.8302, "X2": 0.46631, "Y2": 0.83, "X3": 0.46765, "Y3": 0.8458, "X4": 0.45822, "Y4": 0.8458, "page": 0, "Index": 564}, {"Word": ".,", "Confidence": 0.994, "X1": 0.47035, "Y1": 0.8302, "X2": 0.48922, "Y2": 0.83, "X3": 0.48922, "Y3": 0.8458, "X4": 0.4717, "Y4": 0.8458, "page": 0, "Index": 565}, {"Word": "Rosen,", "Confidence": 0.995, "X1": 0.49326, "Y1": 0.8302, "X2": 0.56469, "Y2": 0.83, "X3": 0.56469, "Y3": 0.8448, "X4": 0.49326, "Y4": 0.8458, "page": 0, "Index": 566}, {"Word": "O.", "Confidence": 0.808, "X1": 0.56873, "Y1": 0.8302, "X2": 0.59299, "Y2": 0.83, "X3": 0.59299, "Y3": 0.8448, "X4": 0.57008, "Y4": 0.8448, "page": 0, "Index": 567}, {"Word": "M", "Confidence": 0.981, "X1": 0.59704, "Y1": 0.8292, "X2": 0.60647, "Y2": 0.829, "X3": 0.60647, "Y3": 0.8448, "X4": 0.59704, "Y4": 0.8448, "page": 0, "Index": 568}, {"Word": ".,", "Confidence": 0.955, "X1": 0.61051, "Y1": 0.8292, "X2": 0.62938, "Y2": 0.829, "X3": 0.63073, "Y3": 0.8448, "X4": 0.61051, "Y4": 0.8448, "page": 0, "Index": 569}, {"Word": "and", "Confidence": 0.998, "X1": 0.63612, "Y1": 0.8292, "X2": 0.67116, "Y2": 0.829, "X3": 0.67251, "Y3": 0.8438, "X4": 0.63612, "Y4": 0.8448, "page": 0, "Index": 570}, {"Word": "Ramachandran,", "Confidence": 0.981, "X1": 0.67655, "Y1": 0.8292, "X2": 0.82884, "Y2": 0.829, "X3": 0.82884, "Y3": 0.8428, "X4": 0.6779, "Y4": 0.8438, "page": 0, "Index": 571}, {"Word": "J.", "Confidence": 0.997, "X1": 0.83558, "Y1": 0.8282, "X2": 0.85714, "Y2": 0.828, "X3": 0.85714, "Y3": 0.8418, "X4": 0.83558, "Y4": 0.8428, "page": 0, "Index": 572}, {"Word": "(1985)", "Confidence": 0.997, "X1": 0.16038, "Y1": 0.8442, "X2": 0.21698, "Y2": 0.844, "X3": 0.21698, "Y3": 0.8598, "X4": 0.16038, "Y4": 0.8598, "page": 0, "Index": 573}, {"Word": "Human", "Confidence": 0.987, "X1": 0.2345, "Y1": 0.8462, "X2": 0.29111, "Y2": 0.846, "X3": 0.29111, "Y3": 0.8608, "X4": 0.2345, "Y4": 0.8608, "page": 0, "Index": 574}, {"Word": "insulin", "Confidence": 0.954, "X1": 0.30189, "Y1": 0.8462, "X2": 0.37466, "Y2": 0.846, "X3": 0.37466, "Y3": 0.8598, "X4": 0.30189, "Y4": 0.8608, "page": 0, "Index": 575}, {"Word": "receptor", "Confidence": 0.991, "X1": 0.3814, "Y1": 0.8462, "X2": 0.46496, "Y2": 0.846, "X3": 0.46496, "Y3": 0.8598, "X4": 0.3814, "Y4": 0.8598, "page": 0, "Index": 576}, {"Word": "and", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.8452, "X2": 0.50674, "Y2": 0.845, "X3": 0.50674, "Y3": 0.8598, "X4": 0.47439, "Y4": 0.8598, "page": 0, "Index": 577}, {"Word": "its", "Confidence": 0.998, "X1": 0.51482, "Y1": 0.8452, "X2": 0.54717, "Y2": 0.845, "X3": 0.54717, "Y3": 0.8598, "X4": 0.51482, "Y4": 0.8598, "page": 0, "Index": 578}, {"Word": "relationship", "Confidence": 0.962, "X1": 0.55391, "Y1": 0.8452, "X2": 0.67925, "Y2": 0.845, "X3": 0.68059, "Y3": 0.8598, "X4": 0.55391, "Y4": 0.8598, "page": 0, "Index": 579}, {"Word": "to", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.8442, "X2": 0.71024, "Y2": 0.844, "X3": 0.71024, "Y3": 0.8598, "X4": 0.68868, "Y4": 0.8598, "page": 0, "Index": 580}, {"Word": "the", "Confidence": 0.998, "X1": 0.71968, "Y1": 0.8442, "X2": 0.75202, "Y2": 0.844, "X3": 0.75202, "Y3": 0.8598, "X4": 0.71968, "Y4": 0.8598, "page": 0, "Index": 581}, {"Word": "tyrosine", "Confidence": 0.996, "X1": 0.76146, "Y1": 0.8442, "X2": 0.84501, "Y2": 0.844, "X3": 0.84501, "Y3": 0.8598, "X4": 0.76146, "Y4": 0.8598, "page": 0, "Index": 582}, {"Word": "kinase", "Confidence": 0.811, "X1": 0.16038, "Y1": 0.8632, "X2": 0.22237, "Y2": 0.863, "X3": 0.22102, "Y3": 0.8778, "X4": 0.16038, "Y4": 0.8778, "page": 0, "Index": 583}, {"Word": "family", "Confidence": 0.994, "X1": 0.22911, "Y1": 0.8632, "X2": 0.29515, "Y2": 0.863, "X3": 0.29515, "Y3": 0.8778, "X4": 0.22911, "Y4": 0.8778, "page": 0, "Index": 584}, {"Word": "of", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.8622, "X2": 0.32615, "Y2": 0.862, "X3": 0.32615, "Y3": 0.8778, "X4": 0.30458, "Y4": 0.8778, "page": 0, "Index": 585}, {"Word": "oncogenes.", "Confidence": 0.958, "X1": 0.33423, "Y1": 0.8622, "X2": 0.43935, "Y2": 0.862, "X3": 0.43935, "Y3": 0.8768, "X4": 0.33423, "Y4": 0.8778, "page": 0, "Index": 586}, {"Word": "Nature", "Confidence": 0.996, "X1": 0.45418, "Y1": 0.8612, "X2": 0.52022, "Y2": 0.861, "X3": 0.52022, "Y3": 0.8768, "X4": 0.45418, "Y4": 0.8768, "page": 0, "Index": 587}, {"Word": "313,", "Confidence": 0.883, "X1": 0.5283, "Y1": 0.8602, "X2": 0.57278, "Y2": 0.86, "X3": 0.57278, "Y3": 0.8758, "X4": 0.52965, "Y4": 0.8758, "page": 0, "Index": 588}, {"Word": "756-761.", "Confidence": 0.992, "X1": 0.57951, "Y1": 0.8592, "X2": 0.66442, "Y2": 0.859, "X3": 0.66442, "Y3": 0.8738, "X4": 0.58086, "Y4": 0.8758, "page": 0, "Index": 589}]}	"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"
ffdc0070	11	{"lines_data": [{"Word": "Gill, G", "Confidence": 0.789, "X1": 0.81132, "Y1": 0.0042, "X2": 0.89488, "Y2": 0.004, "X3": 0.89488, "Y3": 0.0178, "X4": 0.81132, "Y4": 0.0188, "page": 0}, {"Word": "It is understood that the Investigator and Institutions!", "Confidence": 0.695, "X1": 0.31132, "Y1": 0.0862, "X2": 0.65094, "Y2": 0.086, "X3": 0.65094, "Y3": 0.0998, "X4": 0.31132, "Y4": 0.0998, "page": 0}, {"Word": "officers in applying for a grant have road and accept", "Confidence": 0.8456, "X1": 0.31132, "Y1": 0.1022, "X2": 0.65094, "Y2": 0.102, "X3": 0.65094, "Y3": 0.1148, "X4": 0.31132, "Y4": 0.1158, "page": 0}, {"Word": "the Council's \"Statement of Policy Containing Condi-", "Confidence": 0.869, "X1": 0.30593, "Y1": 0.1162, "X2": 0.65094, "Y2": 0.116, "X3": 0.65094, "Y3": 0.1318, "X4": 0.30593, "Y4": 0.1308, "page": 0}, {"Word": "tions and Terms Under Which Project Grants are Made.\"", "Confidence": 0.82478, "X1": 0.31132, "Y1": 0.1322, "X2": 0.6496, "Y2": 0.132, "X3": 0.6496, "Y3": 0.1458, "X4": 0.31132, "Y4": 0.1458, "page": 0}, {"Word": "Principal Investigator", "Confidence": 0.6115, "X1": 0.12534, "Y1": 0.2002, "X2": 0.26415, "Y2": 0.2, "X3": 0.26415, "Y3": 0.2138, "X4": 0.12399, "Y4": 0.2118, "page": 0}, {"Word": "Responsible officer of Institution", "Confidence": 0.6775, "X1": 0.54582, "Y1": 0.1982, "X2": 0.75876, "Y2": 0.198, "X3": 0.75876, "Y3": 0.2128, "X4": 0.54582, "Y4": 0.2128, "page": 0}, {"Word": "Gordon N. Gill, M.D.", "Confidence": 0.93125, "X1": 0.22911, "Y1": 0.2182, "X2": 0.4407, "Y2": 0.218, "X3": 0.4407, "Y3": 0.2338, "X4": 0.22911, "Y4": 0.2348, "page": 0}, {"Word": "Roger D. Meyer", "Confidence": 0.995, "X1": 0.6469, "Y1": 0.2212, "X2": 0.80189, "Y2": 0.221, "X3": 0.80189, "Y3": 0.2358, "X4": 0.6469, "Y4": 0.2348, "page": 0}, {"Word": "Typed Name.", "Confidence": 0.8645, "X1": 0.12938, "Y1": 0.2282, "X2": 0.21833, "Y2": 0.228, "X3": 0.21833, "Y3": 0.2428, "X4": 0.12938, "Y4": 0.2438, "page": 0}, {"Word": "Typec Name ..", "Confidence": 0.43667, "X1": 0.54852, "Y1": 0.2302, "X2": 0.6442, "Y2": 0.23, "X3": 0.6442, "Y3": 0.2438, "X4": 0.54852, "Y4": 0.2438, "page": 0}, {"Word": "Signature Fordon il Date 10-07-87 Tide Associate Dean for Administration", "Confidence": 0.8054, "X1": 0.12803, "Y1": 0.2512, "X2": 0.93531, "Y2": 0.251, "X3": 0.93531, "Y3": 0.2758, "X4": 0.12803, "Y4": 0.2748, "page": 0}, {"Word": "Mailing Address.", "Confidence": 0.8955, "X1": 0.12668, "Y1": 0.2922, "X2": 0.23315, "Y2": 0.292, "X3": 0.23315, "Y3": 0.3058, "X4": 0.12668, "Y4": 0.3058, "page": 0}, {"Word": "Department of Medicine, M-013", "Confidence": 0.97825, "X1": 0.24933, "Y1": 0.2832, "X2": 0.56065, "Y2": 0.283, "X3": 0.56065, "Y3": 0.3018, "X4": 0.24933, "Y4": 0.3018, "page": 0}, {"Word": "-Sign", "Confidence": 0.686, "X1": 0.54178, "Y1": 0.2912, "X2": 0.57682, "Y2": 0.291, "X3": 0.57682, "Y3": 0.3068, "X4": 0.54313, "Y4": 0.3048, "page": 0}, {"Word": "Joga & Meyer Dare 10/14/81", "Confidence": 0.3406, "X1": 0.60108, "Y1": 0.2712, "X2": 0.95553, "Y2": 0.271, "X3": 0.95553, "Y3": 0.3098, "X4": 0.60108, "Y4": 0.3088, "page": 0}, {"Word": "University of California, San Diego", "Confidence": 0.987, "X1": 0.13612, "Y1": 0.3162, "X2": 0.50539, "Y2": 0.316, "X3": 0.50539, "Y3": 0.3318, "X4": 0.13612, "Y4": 0.3318, "page": 0}, {"Word": "Mailing address School of Medicine. M-002", "Confidence": 0.90833, "X1": 0.54987, "Y1": 0.3192, "X2": 0.92588, "Y2": 0.319, "X3": 0.92588, "Y3": 0.3358, "X4": 0.54987, "Y4": 0.3378, "page": 0}, {"Word": "La Jolla, CA 92093", "Confidence": 0.94575, "X1": 0.13612, "Y1": 0.3462, "X2": 0.34906, "Y2": 0.346, "X3": 0.34906, "Y3": 0.3608, "X4": 0.13612, "Y4": 0.3618, "page": 0}, {"Word": "University of California, San Diego", "Confidence": 0.9316, "X1": 0.55121, "Y1": 0.3512, "X2": 0.92453, "Y2": 0.351, "X3": 0.92453, "Y3": 0.3668, "X4": 0.55121, "Y4": 0.3648, "page": 0}, {"Word": "Telephone (where principal investigator", "Confidence": 0.75525, "X1": 0.13073, "Y1": 0.3852, "X2": 0.37871, "Y2": 0.385, "X3": 0.37871, "Y3": 0.3968, "X4": 0.13073, "Y4": 0.3988, "page": 0}, {"Word": "La Jolla, CA 92093", "Confidence": 0.94675, "X1": 0.54987, "Y1": 0.3812, "X2": 0.75741, "Y2": 0.381, "X3": 0.75741, "Y3": 0.3958, "X4": 0.54987, "Y4": 0.3968, "page": 0}, {"Word": "can be reached during business hours):", "Confidence": 0.86367, "X1": 0.19542, "Y1": 0.4002, "X2": 0.43666, "Y2": 0.4, "X3": 0.43666, "Y3": 0.4118, "X4": 0.19542, "Y4": 0.4138, "page": 0}, {"Word": "Telephone", "Confidence": 0.65, "X1": 0.54987, "Y1": 0.4182, "X2": 0.61995, "Y2": 0.418, "X3": 0.61995, "Y3": 0.4288, "X4": 0.54987, "Y4": 0.4288, "page": 0}, {"Word": "619", "Confidence": 0.998, "X1": 0.13073, "Y1": 0.4322, "X2": 0.17385, "Y2": 0.432, "X3": 0.17251, "Y3": 0.4458, "X4": 0.12938, "Y4": 0.4458, "page": 0}, {"Word": "534-4310", "Confidence": 0.964, "X1": 0.23585, "Y1": 0.4322, "X2": 0.32884, "Y2": 0.432, "X3": 0.32884, "Y3": 0.4468, "X4": 0.2345, "Y4": 0.4458, "page": 0}, {"Word": "619", "Confidence": 0.994, "X1": 0.55256, "Y1": 0.4302, "X2": 0.5876, "Y2": 0.43, "X3": 0.5876, "Y3": 0.4428, "X4": 0.55256, "Y4": 0.4428, "page": 0}, {"Word": "534-6737", "Confidence": 0.991, "X1": 0.64825, "Y1": 0.4312, "X2": 0.7345, "Y2": 0.431, "X3": 0.7345, "Y3": 0.4448, "X4": 0.64825, "Y4": 0.4428, "page": 0}, {"Word": "Area Code", "Confidence": 0.8, "X1": 0.12668, "Y1": 0.4482, "X2": 0.19811, "Y2": 0.448, "X3": 0.19811, "Y3": 0.4598, "X4": 0.12668, "Y4": 0.4588, "page": 0}, {"Word": "Number", "Confidence": 0.993, "X1": 0.2345, "Y1": 0.4482, "X2": 0.29111, "Y2": 0.448, "X3": 0.29111, "Y3": 0.4598, "X4": 0.2345, "Y4": 0.4588, "page": 0}, {"Word": "Extension", "Confidence": 0.667, "X1": 0.4124, "Y1": 0.4492, "X2": 0.47844, "Y2": 0.449, "X3": 0.47844, "Y3": 0.4598, "X4": 0.4124, "Y4": 0.4588, "page": 0}, {"Word": "Area code", "Confidence": 0.624, "X1": 0.54447, "Y1": 0.4492, "X2": 0.6159, "Y2": 0.449, "X3": 0.6159, "Y3": 0.4608, "X4": 0.54447, "Y4": 0.4588, "page": 0}, {"Word": "Number", "Confidence": 0.632, "X1": 0.65499, "Y1": 0.4492, "X2": 0.70889, "Y2": 0.449, "X3": 0.70889, "Y3": 0.4608, "X4": 0.65499, "Y4": 0.4588, "page": 0}, {"Word": "Extension", "Confidence": 0.62, "X1": 0.83423, "Y1": 0.4482, "X2": 0.90162, "Y2": 0.448, "X3": 0.90162, "Y3": 0.4598, "X4": 0.83423, "Y4": 0.4588, "page": 0}, {"Word": "Checks Deyable to:", "Confidence": 0.85367, "X1": 0.19407, "Y1": 0.5572, "X2": 0.31806, "Y2": 0.557, "X3": 0.31806, "Y3": 0.5698, "X4": 0.19407, "Y4": 0.5688, "page": 0}, {"Word": "The Regents of the University of California", "Confidence": 0.98743, "X1": 0.19677, "Y1": 0.5832, "X2": 0.6496, "Y2": 0.583, "X3": 0.6496, "Y3": 0.5988, "X4": 0.19677, "Y4": 0.5988, "page": 0}, {"Word": "Chucks should be mailed to: (Name and address of recipient)", "Confidence": 0.8516, "X1": 0.19407, "Y1": 0.6172, "X2": 0.57278, "Y2": 0.617, "X3": 0.57278, "Y3": 0.6318, "X4": 0.19407, "Y4": 0.6328, "page": 0}, {"Word": "Frank R. Cvar, Accounting Officer", "Confidence": 0.9942, "X1": 0.19542, "Y1": 0.6402, "X2": 0.54178, "Y2": 0.64, "X3": 0.54178, "Y3": 0.6558, "X4": 0.19542, "Y4": 0.6558, "page": 0}, {"Word": "\u00b7 Accounting Office, Q-027", "Confidence": 0.837, "X1": 0.18329, "Y1": 0.6722, "X2": 0.45283, "Y2": 0.672, "X3": 0.45283, "Y3": 0.6868, "X4": 0.18329, "Y4": 0.6878, "page": 0}, {"Word": "University of California, San Diego", "Confidence": 0.9428, "X1": 0.19542, "Y1": 0.7042, "X2": 0.56469, "Y2": 0.704, "X3": 0.56469, "Y3": 0.7198, "X4": 0.19542, "Y4": 0.7188, "page": 0}, {"Word": "La Jolla, CA 92093", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.7342, "X2": 0.39892, "Y2": 0.734, "X3": 0.39892, "Y3": 0.7488, "X4": 0.19272, "Y4": 0.7498, "page": 0}, {"Word": "Name and address of person responsible for providing financial information to The Council.", "Confidence": 0.87215, "X1": 0.19542, "Y1": 0.7742, "X2": 0.76146, "Y2": 0.774, "X3": 0.76146, "Y3": 0.7868, "X4": 0.19542, "Y4": 0.7868, "page": 0}, {"Word": "Name Margaret Espino, Principal Accountant", "Confidence": 0.9842, "X1": 0.19677, "Y1": 0.7982, "X2": 0.63747, "Y2": 0.798, "X3": 0.63747, "Y3": 0.8148, "X4": 0.19677, "Y4": 0.8158, "page": 0}, {"Word": "Address Accounting Officer, 0-027", "Confidence": 0.82725, "X1": 0.19677, "Y1": 0.8292, "X2": 0.51213, "Y2": 0.829, "X3": 0.51213, "Y3": 0.8458, "X4": 0.19677, "Y4": 0.8488, "page": 0}, {"Word": "University of California, San Diego", "Confidence": 0.894, "X1": 0.24933, "Y1": 0.8622, "X2": 0.61725, "Y2": 0.862, "X3": 0.61725, "Y3": 0.8768, "X4": 0.24933, "Y4": 0.8748, "page": 0}, {"Word": "La Jolla, CA 92093", "Confidence": 0.91325, "X1": 0.24798, "Y1": 0.8912, "X2": 0.45148, "Y2": 0.891, "X3": 0.45148, "Y3": 0.9058, "X4": 0.24798, "Y4": 0.9088, "page": 0}, {"Word": "Form RA687", "Confidence": 0.9875, "X1": 0.07547, "Y1": 0.9452, "X2": 0.16981, "Y2": 0.945, "X3": 0.16981, "Y3": 0.9598, "X4": 0.07547, "Y4": 0.9598, "page": 0}], "words_data": [{"Word": "Gill,", "Confidence": 0.623, "X1": 0.81267, "Y1": 0.0042, "X2": 0.86927, "Y2": 0.004, "X3": 0.86792, "Y3": 0.0188, "X4": 0.81132, "Y4": 0.0198, "page": 0, "Index": 0}, {"Word": "G", "Confidence": 0.955, "X1": 0.87466, "Y1": 0.0042, "X2": 0.88679, "Y2": 0.004, "X3": 0.88544, "Y3": 0.0188, "X4": 0.87332, "Y4": 0.0188, "page": 0, "Index": 1}, {"Word": "It", "Confidence": 0.95, "X1": 0.31132, "Y1": 0.0862, "X2": 0.3221, "Y2": 0.086, "X3": 0.3221, "Y3": 0.1008, "X4": 0.31132, "Y4": 0.1008, "page": 0, "Index": 2}, {"Word": "is", "Confidence": 0.994, "X1": 0.3248, "Y1": 0.0862, "X2": 0.33693, "Y2": 0.086, "X3": 0.33558, "Y3": 0.1008, "X4": 0.3248, "Y4": 0.1008, "page": 0, "Index": 3}, {"Word": "understood", "Confidence": 0.164, "X1": 0.33962, "Y1": 0.0872, "X2": 0.4097, "Y2": 0.087, "X3": 0.4097, "Y3": 0.0998, "X4": 0.33962, "Y4": 0.1008, "page": 0, "Index": 4}, {"Word": "that", "Confidence": 0.517, "X1": 0.4124, "Y1": 0.0872, "X2": 0.43801, "Y2": 0.087, "X3": 0.43801, "Y3": 0.0998, "X4": 0.4124, "Y4": 0.0998, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.994, "X1": 0.44205, "Y1": 0.0872, "X2": 0.46496, "Y2": 0.087, "X3": 0.46361, "Y3": 0.0998, "X4": 0.44205, "Y4": 0.0998, "page": 0, "Index": 6}, {"Word": "Investigator", "Confidence": 0.628, "X1": 0.46765, "Y1": 0.0872, "X2": 0.54178, "Y2": 0.087, "X3": 0.54043, "Y3": 0.0998, "X4": 0.46765, "Y4": 0.0998, "page": 0, "Index": 7}, {"Word": "and", "Confidence": 0.998, "X1": 0.54447, "Y1": 0.0872, "X2": 0.56604, "Y2": 0.087, "X3": 0.56604, "Y3": 0.0998, "X4": 0.54447, "Y4": 0.0998, "page": 0, "Index": 8}, {"Word": "Institutions!", "Confidence": 0.315, "X1": 0.57008, "Y1": 0.0872, "X2": 0.65094, "Y2": 0.087, "X3": 0.6496, "Y3": 0.0998, "X4": 0.57008, "Y4": 0.0998, "page": 0, "Index": 9}, {"Word": "officers", "Confidence": 0.609, "X1": 0.31132, "Y1": 0.1022, "X2": 0.35714, "Y2": 0.102, "X3": 0.35714, "Y3": 0.1158, "X4": 0.31132, "Y4": 0.1158, "page": 0, "Index": 10}, {"Word": "in", "Confidence": 0.997, "X1": 0.36119, "Y1": 0.1022, "X2": 0.37601, "Y2": 0.102, "X3": 0.37601, "Y3": 0.1158, "X4": 0.35984, "Y4": 0.1158, "page": 0, "Index": 11}, {"Word": "applying", "Confidence": 0.955, "X1": 0.38005, "Y1": 0.1032, "X2": 0.43531, "Y2": 0.103, "X3": 0.43531, "Y3": 0.1158, "X4": 0.38005, "Y4": 0.1158, "page": 0, "Index": 12}, {"Word": "for", "Confidence": 0.998, "X1": 0.43935, "Y1": 0.1032, "X2": 0.46092, "Y2": 0.103, "X3": 0.45957, "Y3": 0.1158, "X4": 0.43801, "Y4": 0.1158, "page": 0, "Index": 13}, {"Word": "a", "Confidence": 0.994, "X1": 0.46496, "Y1": 0.1032, "X2": 0.47439, "Y2": 0.103, "X3": 0.47305, "Y3": 0.1158, "X4": 0.46361, "Y4": 0.1158, "page": 0, "Index": 14}, {"Word": "grant", "Confidence": 0.995, "X1": 0.47709, "Y1": 0.1032, "X2": 0.51078, "Y2": 0.103, "X3": 0.50943, "Y3": 0.1158, "X4": 0.47709, "Y4": 0.1158, "page": 0, "Index": 15}, {"Word": "have", "Confidence": 0.867, "X1": 0.51348, "Y1": 0.1032, "X2": 0.54447, "Y2": 0.103, "X3": 0.54313, "Y3": 0.1158, "X4": 0.51348, "Y4": 0.1158, "page": 0, "Index": 16}, {"Word": "road", "Confidence": 0.808, "X1": 0.54717, "Y1": 0.1032, "X2": 0.57547, "Y2": 0.103, "X3": 0.57412, "Y3": 0.1158, "X4": 0.54717, "Y4": 0.1158, "page": 0, "Index": 17}, {"Word": "and", "Confidence": 0.958, "X1": 0.57817, "Y1": 0.1032, "X2": 0.60243, "Y2": 0.103, "X3": 0.60243, "Y3": 0.1158, "X4": 0.57817, "Y4": 0.1158, "page": 0, "Index": 18}, {"Word": "accept", "Confidence": 0.275, "X1": 0.60647, "Y1": 0.1022, "X2": 0.65094, "Y2": 0.102, "X3": 0.65094, "Y3": 0.1158, "X4": 0.60512, "Y4": 0.1158, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.998, "X1": 0.30997, "Y1": 0.1172, "X2": 0.33154, "Y2": 0.117, "X3": 0.32884, "Y3": 0.1318, "X4": 0.30863, "Y4": 0.1318, "page": 0, "Index": 20}, {"Word": "Council's", "Confidence": 0.991, "X1": 0.33558, "Y1": 0.1172, "X2": 0.39353, "Y2": 0.117, "X3": 0.39218, "Y3": 0.1308, "X4": 0.33288, "Y4": 0.1318, "page": 0, "Index": 21}, {"Word": "\"Statement", "Confidence": 0.886, "X1": 0.39757, "Y1": 0.1182, "X2": 0.469, "Y2": 0.118, "X3": 0.46765, "Y3": 0.1308, "X4": 0.39623, "Y4": 0.1308, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.1182, "X2": 0.48652, "Y2": 0.118, "X3": 0.48518, "Y3": 0.1308, "X4": 0.4717, "Y4": 0.1308, "page": 0, "Index": 23}, {"Word": "Policy", "Confidence": 0.634, "X1": 0.49057, "Y1": 0.1182, "X2": 0.52965, "Y2": 0.118, "X3": 0.52965, "Y3": 0.1308, "X4": 0.48922, "Y4": 0.1308, "page": 0, "Index": 24}, {"Word": "Containing", "Confidence": 0.955, "X1": 0.53369, "Y1": 0.1182, "X2": 0.60108, "Y2": 0.118, "X3": 0.59973, "Y3": 0.1308, "X4": 0.53235, "Y4": 0.1308, "page": 0, "Index": 25}, {"Word": "Condi-", "Confidence": 0.621, "X1": 0.60512, "Y1": 0.1172, "X2": 0.65094, "Y2": 0.117, "X3": 0.65094, "Y3": 0.1318, "X4": 0.60377, "Y4": 0.1308, "page": 0, "Index": 26}, {"Word": "tions", "Confidence": 0.8, "X1": 0.31267, "Y1": 0.1332, "X2": 0.33962, "Y2": 0.133, "X3": 0.33962, "Y3": 0.1468, "X4": 0.31132, "Y4": 0.1468, "page": 0, "Index": 27}, {"Word": "and", "Confidence": 0.992, "X1": 0.34367, "Y1": 0.1332, "X2": 0.36792, "Y2": 0.133, "X3": 0.36658, "Y3": 0.1468, "X4": 0.34232, "Y4": 0.1468, "page": 0, "Index": 28}, {"Word": "Terms", "Confidence": 0.805, "X1": 0.37062, "Y1": 0.1332, "X2": 0.40701, "Y2": 0.133, "X3": 0.40566, "Y3": 0.1468, "X4": 0.37062, "Y4": 0.1468, "page": 0, "Index": 29}, {"Word": "Under", "Confidence": 0.962, "X1": 0.4097, "Y1": 0.1332, "X2": 0.44744, "Y2": 0.133, "X3": 0.44609, "Y3": 0.1468, "X4": 0.4097, "Y4": 0.1468, "page": 0, "Index": 30}, {"Word": "Which", "Confidence": 0.958, "X1": 0.45148, "Y1": 0.1332, "X2": 0.48652, "Y2": 0.133, "X3": 0.48518, "Y3": 0.1468, "X4": 0.45013, "Y4": 0.1468, "page": 0, "Index": 31}, {"Word": "Project", "Confidence": 0.913, "X1": 0.49057, "Y1": 0.1332, "X2": 0.53369, "Y2": 0.133, "X3": 0.53235, "Y3": 0.1468, "X4": 0.48922, "Y4": 0.1468, "page": 0, "Index": 32}, {"Word": "Grants", "Confidence": 0.796, "X1": 0.53639, "Y1": 0.1332, "X2": 0.57817, "Y2": 0.133, "X3": 0.57682, "Y3": 0.1468, "X4": 0.53639, "Y4": 0.1468, "page": 0, "Index": 33}, {"Word": "are", "Confidence": 0.451, "X1": 0.58086, "Y1": 0.1332, "X2": 0.59838, "Y2": 0.133, "X3": 0.59704, "Y3": 0.1468, "X4": 0.57951, "Y4": 0.1468, "page": 0, "Index": 34}, {"Word": "Made.\"", "Confidence": 0.746, "X1": 0.60243, "Y1": 0.1332, "X2": 0.65094, "Y2": 0.133, "X3": 0.6496, "Y3": 0.1468, "X4": 0.60108, "Y4": 0.1468, "page": 0, "Index": 35}, {"Word": "Principal", "Confidence": 0.634, "X1": 0.12803, "Y1": 0.2002, "X2": 0.18194, "Y2": 0.2, "X3": 0.18059, "Y3": 0.2128, "X4": 0.12668, "Y4": 0.2128, "page": 0, "Index": 36}, {"Word": "Investigator", "Confidence": 0.589, "X1": 0.18598, "Y1": 0.2012, "X2": 0.2655, "Y2": 0.201, "X3": 0.26415, "Y3": 0.2138, "X4": 0.18464, "Y4": 0.2128, "page": 0, "Index": 37}, {"Word": "Responsible", "Confidence": 0.151, "X1": 0.54987, "Y1": 0.1992, "X2": 0.62264, "Y2": 0.199, "X3": 0.62129, "Y3": 0.2138, "X4": 0.54852, "Y4": 0.2138, "page": 0, "Index": 38}, {"Word": "officer", "Confidence": 0.627, "X1": 0.62668, "Y1": 0.1992, "X2": 0.66712, "Y2": 0.199, "X3": 0.66712, "Y3": 0.2138, "X4": 0.62534, "Y4": 0.2138, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.1992, "X2": 0.68464, "Y2": 0.199, "X3": 0.68329, "Y3": 0.2138, "X4": 0.67116, "Y4": 0.2138, "page": 0, "Index": 40}, {"Word": "Institution", "Confidence": 0.934, "X1": 0.68733, "Y1": 0.1992, "X2": 0.75876, "Y2": 0.199, "X3": 0.75876, "Y3": 0.2128, "X4": 0.68733, "Y4": 0.2138, "page": 0, "Index": 41}, {"Word": "Gordon", "Confidence": 0.995, "X1": 0.22911, "Y1": 0.2202, "X2": 0.29245, "Y2": 0.22, "X3": 0.2938, "Y3": 0.2348, "X4": 0.22911, "Y4": 0.2348, "page": 0, "Index": 42}, {"Word": "N.", "Confidence": 0.998, "X1": 0.30189, "Y1": 0.2202, "X2": 0.32749, "Y2": 0.22, "X3": 0.32749, "Y3": 0.2348, "X4": 0.30189, "Y4": 0.2348, "page": 0, "Index": 43}, {"Word": "Gill,", "Confidence": 0.774, "X1": 0.33288, "Y1": 0.2192, "X2": 0.39084, "Y2": 0.219, "X3": 0.39084, "Y3": 0.2348, "X4": 0.33423, "Y4": 0.2348, "page": 0, "Index": 44}, {"Word": "M.D.", "Confidence": 0.958, "X1": 0.39488, "Y1": 0.2192, "X2": 0.4407, "Y2": 0.219, "X3": 0.4407, "Y3": 0.2338, "X4": 0.39488, "Y4": 0.2348, "page": 0, "Index": 45}, {"Word": "Roger", "Confidence": 0.991, "X1": 0.64825, "Y1": 0.2212, "X2": 0.70216, "Y2": 0.221, "X3": 0.70216, "Y3": 0.2358, "X4": 0.64825, "Y4": 0.2358, "page": 0, "Index": 46}, {"Word": "D.", "Confidence": 0.997, "X1": 0.71024, "Y1": 0.2212, "X2": 0.73585, "Y2": 0.221, "X3": 0.73585, "Y3": 0.2358, "X4": 0.71024, "Y4": 0.2358, "page": 0, "Index": 47}, {"Word": "Meyer", "Confidence": 0.997, "X1": 0.74124, "Y1": 0.2222, "X2": 0.79784, "Y2": 0.222, "X3": 0.79784, "Y3": 0.2358, "X4": 0.74124, "Y4": 0.2358, "page": 0, "Index": 48}, {"Word": "Typed", "Confidence": 0.847, "X1": 0.13208, "Y1": 0.2302, "X2": 0.16846, "Y2": 0.23, "X3": 0.16846, "Y3": 0.2438, "X4": 0.13073, "Y4": 0.2438, "page": 0, "Index": 49}, {"Word": "Name.", "Confidence": 0.882, "X1": 0.17251, "Y1": 0.2292, "X2": 0.21833, "Y2": 0.229, "X3": 0.21833, "Y3": 0.2438, "X4": 0.17251, "Y4": 0.2438, "page": 0, "Index": 50}, {"Word": "Typec", "Confidence": 0.632, "X1": 0.54987, "Y1": 0.2302, "X2": 0.58895, "Y2": 0.23, "X3": 0.58895, "Y3": 0.2438, "X4": 0.54987, "Y4": 0.2438, "page": 0, "Index": 51}, {"Word": "Name", "Confidence": 0.655, "X1": 0.59299, "Y1": 0.2302, "X2": 0.62938, "Y2": 0.23, "X3": 0.62938, "Y3": 0.2448, "X4": 0.59299, "Y4": 0.2438, "page": 0, "Index": 52}, {"Word": "..", "Confidence": 0.023, "X1": 0.63342, "Y1": 0.2312, "X2": 0.6442, "Y2": 0.231, "X3": 0.64555, "Y3": 0.2448, "X4": 0.63342, "Y4": 0.2448, "page": 0, "Index": 53}, {"Word": "Signature", "Confidence": 0.98, "X1": 0.12938, "Y1": 0.2492, "X2": 0.19003, "Y2": 0.249, "X3": 0.19003, "Y3": 0.2758, "X4": 0.12803, "Y4": 0.2758, "page": 0, "Index": 54}, {"Word": "Fordon", "Confidence": 0.646, "X1": 0.22507, "Y1": 0.2492, "X2": 0.31536, "Y2": 0.249, "X3": 0.31536, "Y3": 0.2758, "X4": 0.22372, "Y4": 0.2758, "page": 0, "Index": 55}, {"Word": "il", "Confidence": 0.06, "X1": 0.36927, "Y1": 0.2492, "X2": 0.40162, "Y2": 0.249, "X3": 0.40162, "Y3": 0.2758, "X4": 0.36927, "Y4": 0.2758, "page": 0, "Index": 56}, {"Word": "Date", "Confidence": 0.944, "X1": 0.40836, "Y1": 0.2492, "X2": 0.4407, "Y2": 0.249, "X3": 0.43935, "Y3": 0.2758, "X4": 0.40701, "Y4": 0.2758, "page": 0, "Index": 57}, {"Word": "10-07-87", "Confidence": 0.994, "X1": 0.44609, "Y1": 0.2512, "X2": 0.53504, "Y2": 0.251, "X3": 0.53504, "Y3": 0.2748, "X4": 0.44609, "Y4": 0.2758, "page": 0, "Index": 58}, {"Word": "Tide", "Confidence": 0.929, "X1": 0.54043, "Y1": 0.2512, "X2": 0.57278, "Y2": 0.251, "X3": 0.57278, "Y3": 0.2748, "X4": 0.54043, "Y4": 0.2748, "page": 0, "Index": 59}, {"Word": "Associate", "Confidence": 0.658, "X1": 0.57951, "Y1": 0.2542, "X2": 0.68329, "Y2": 0.254, "X3": 0.68329, "Y3": 0.2738, "X4": 0.57951, "Y4": 0.2748, "page": 0, "Index": 60}, {"Word": "Dean", "Confidence": 0.886, "X1": 0.69003, "Y1": 0.2562, "X2": 0.73315, "Y2": 0.256, "X3": 0.73315, "Y3": 0.2728, "X4": 0.69003, "Y4": 0.2738, "page": 0, "Index": 61}, {"Word": "for", "Confidence": 0.997, "X1": 0.73854, "Y1": 0.2572, "X2": 0.77493, "Y2": 0.257, "X3": 0.77493, "Y3": 0.2728, "X4": 0.73854, "Y4": 0.2728, "page": 0, "Index": 62}, {"Word": "Administration", "Confidence": 0.96, "X1": 0.78032, "Y1": 0.2632, "X2": 0.93666, "Y2": 0.263, "X3": 0.93666, "Y3": 0.2708, "X4": 0.78032, "Y4": 0.2728, "page": 0, "Index": 63}, {"Word": "Mailing", "Confidence": 0.859, "X1": 0.12938, "Y1": 0.2932, "X2": 0.17385, "Y2": 0.293, "X3": 0.17385, "Y3": 0.3058, "X4": 0.12938, "Y4": 0.3058, "page": 0, "Index": 64}, {"Word": "Address.", "Confidence": 0.932, "X1": 0.1779, "Y1": 0.2932, "X2": 0.23315, "Y2": 0.293, "X3": 0.2345, "Y3": 0.3058, "X4": 0.1779, "Y4": 0.3058, "page": 0, "Index": 65}, {"Word": "Department", "Confidence": 0.941, "X1": 0.25067, "Y1": 0.2852, "X2": 0.35984, "Y2": 0.285, "X3": 0.35984, "Y3": 0.3008, "X4": 0.25067, "Y4": 0.2998, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.998, "X1": 0.36523, "Y1": 0.2852, "X2": 0.38949, "Y2": 0.285, "X3": 0.38949, "Y3": 0.3008, "X4": 0.36523, "Y4": 0.3008, "page": 0, "Index": 67}, {"Word": "Medicine,", "Confidence": 0.981, "X1": 0.39353, "Y1": 0.2842, "X2": 0.49596, "Y2": 0.284, "X3": 0.49596, "Y3": 0.3018, "X4": 0.39353, "Y4": 0.3008, "page": 0, "Index": 68}, {"Word": "M-013", "Confidence": 0.993, "X1": 0.5, "Y1": 0.2832, "X2": 0.5593, "Y2": 0.283, "X3": 0.55795, "Y3": 0.3018, "X4": 0.5, "Y4": 0.3018, "page": 0, "Index": 69}, {"Word": "-Sign", "Confidence": 0.686, "X1": 0.54178, "Y1": 0.2912, "X2": 0.57547, "Y2": 0.291, "X3": 0.57412, "Y3": 0.3068, "X4": 0.54178, "Y4": 0.3048, "page": 0, "Index": 70}, {"Word": "Joga", "Confidence": 0.414, "X1": 0.60243, "Y1": 0.2712, "X2": 0.65903, "Y2": 0.271, "X3": 0.65903, "Y3": 0.3098, "X4": 0.60243, "Y4": 0.3098, "page": 0, "Index": 71}, {"Word": "&", "Confidence": 0.098, "X1": 0.66846, "Y1": 0.2722, "X2": 0.69946, "Y2": 0.272, "X3": 0.69946, "Y3": 0.3098, "X4": 0.66846, "Y4": 0.3098, "page": 0, "Index": 72}, {"Word": "Meyer", "Confidence": 0.23, "X1": 0.70889, "Y1": 0.2732, "X2": 0.79784, "Y2": 0.273, "X3": 0.79919, "Y3": 0.3098, "X4": 0.70889, "Y4": 0.3098, "page": 0, "Index": 73}, {"Word": "Dare", "Confidence": 0.329, "X1": 0.80863, "Y1": 0.2732, "X2": 0.83827, "Y2": 0.273, "X3": 0.83827, "Y3": 0.3098, "X4": 0.80863, "Y4": 0.3098, "page": 0, "Index": 74}, {"Word": "10/14/81", "Confidence": 0.632, "X1": 0.84771, "Y1": 0.2742, "X2": 0.95283, "Y2": 0.274, "X3": 0.95418, "Y3": 0.3088, "X4": 0.84906, "Y4": 0.3098, "page": 0, "Index": 75}, {"Word": "University", "Confidence": 0.991, "X1": 0.13612, "Y1": 0.3162, "X2": 0.24259, "Y2": 0.316, "X3": 0.24259, "Y3": 0.3318, "X4": 0.13612, "Y4": 0.3318, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.998, "X1": 0.25067, "Y1": 0.3162, "X2": 0.27493, "Y2": 0.316, "X3": 0.27493, "Y3": 0.3318, "X4": 0.25067, "Y4": 0.3318, "page": 0, "Index": 77}, {"Word": "California,", "Confidence": 0.953, "X1": 0.28167, "Y1": 0.3162, "X2": 0.40027, "Y2": 0.316, "X3": 0.40027, "Y3": 0.3318, "X4": 0.28167, "Y4": 0.3318, "page": 0, "Index": 78}, {"Word": "San", "Confidence": 0.998, "X1": 0.40836, "Y1": 0.3172, "X2": 0.4407, "Y2": 0.317, "X3": 0.4407, "Y3": 0.3318, "X4": 0.40836, "Y4": 0.3318, "page": 0, "Index": 79}, {"Word": "Diego", "Confidence": 0.995, "X1": 0.44744, "Y1": 0.3172, "X2": 0.50404, "Y2": 0.317, "X3": 0.50404, "Y3": 0.3328, "X4": 0.44744, "Y4": 0.3328, "page": 0, "Index": 80}, {"Word": "Mailing", "Confidence": 0.985, "X1": 0.55121, "Y1": 0.3232, "X2": 0.58895, "Y2": 0.323, "X3": 0.5876, "Y3": 0.3368, "X4": 0.54987, "Y4": 0.3378, "page": 0, "Index": 81}, {"Word": "address", "Confidence": 0.928, "X1": 0.59299, "Y1": 0.3222, "X2": 0.64825, "Y2": 0.322, "X3": 0.6469, "Y3": 0.3358, "X4": 0.59299, "Y4": 0.3368, "page": 0, "Index": 82}, {"Word": "School", "Confidence": 0.979, "X1": 0.66038, "Y1": 0.3202, "X2": 0.72642, "Y2": 0.32, "X3": 0.72507, "Y3": 0.3358, "X4": 0.65903, "Y4": 0.3358, "page": 0, "Index": 83}, {"Word": "of", "Confidence": 0.998, "X1": 0.7345, "Y1": 0.3202, "X2": 0.75606, "Y2": 0.32, "X3": 0.75472, "Y3": 0.3358, "X4": 0.73315, "Y4": 0.3358, "page": 0, "Index": 84}, {"Word": "Medicine.", "Confidence": 0.809, "X1": 0.76146, "Y1": 0.3192, "X2": 0.86119, "Y2": 0.319, "X3": 0.86119, "Y3": 0.3358, "X4": 0.76146, "Y4": 0.3358, "page": 0, "Index": 85}, {"Word": "M-002", "Confidence": 0.751, "X1": 0.86927, "Y1": 0.3192, "X2": 0.92453, "Y2": 0.319, "X3": 0.92453, "Y3": 0.3368, "X4": 0.86927, "Y4": 0.3358, "page": 0, "Index": 86}, {"Word": "La", "Confidence": 0.828, "X1": 0.13747, "Y1": 0.3472, "X2": 0.15903, "Y2": 0.347, "X3": 0.15903, "Y3": 0.3628, "X4": 0.13747, "Y4": 0.3628, "page": 0, "Index": 87}, {"Word": "Jolla,", "Confidence": 0.967, "X1": 0.16712, "Y1": 0.3472, "X2": 0.2345, "Y2": 0.347, "X3": 0.2345, "Y3": 0.3618, "X4": 0.16712, "Y4": 0.3628, "page": 0, "Index": 88}, {"Word": "CA", "Confidence": 0.991, "X1": 0.24124, "Y1": 0.3472, "X2": 0.2655, "Y2": 0.347, "X3": 0.26415, "Y3": 0.3618, "X4": 0.24124, "Y4": 0.3618, "page": 0, "Index": 89}, {"Word": "92093", "Confidence": 0.997, "X1": 0.2938, "Y1": 0.3472, "X2": 0.34906, "Y2": 0.347, "X3": 0.34771, "Y3": 0.3608, "X4": 0.29245, "Y4": 0.3618, "page": 0, "Index": 90}, {"Word": "University", "Confidence": 0.992, "X1": 0.55391, "Y1": 0.3512, "X2": 0.66038, "Y2": 0.351, "X3": 0.65903, "Y3": 0.3658, "X4": 0.55256, "Y4": 0.3658, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.66846, "Y1": 0.3512, "X2": 0.69272, "Y2": 0.351, "X3": 0.69137, "Y3": 0.3658, "X4": 0.66712, "Y4": 0.3658, "page": 0, "Index": 92}, {"Word": "California,", "Confidence": 0.78, "X1": 0.69946, "Y1": 0.3512, "X2": 0.81941, "Y2": 0.351, "X3": 0.81941, "Y3": 0.3668, "X4": 0.69946, "Y4": 0.3658, "page": 0, "Index": 93}, {"Word": "San", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.3512, "X2": 0.85984, "Y2": 0.351, "X3": 0.85984, "Y3": 0.3668, "X4": 0.82615, "Y4": 0.3668, "page": 0, "Index": 94}, {"Word": "Diego", "Confidence": 0.89, "X1": 0.86792, "Y1": 0.3522, "X2": 0.92318, "Y2": 0.352, "X3": 0.92318, "Y3": 0.3678, "X4": 0.86792, "Y4": 0.3668, "page": 0, "Index": 95}, {"Word": "Telephone", "Confidence": 0.97, "X1": 0.13208, "Y1": 0.3862, "X2": 0.19677, "Y2": 0.386, "X3": 0.19542, "Y3": 0.3978, "X4": 0.13208, "Y4": 0.3988, "page": 0, "Index": 96}, {"Word": "(where", "Confidence": 0.839, "X1": 0.19946, "Y1": 0.3862, "X2": 0.24124, "Y2": 0.386, "X3": 0.23989, "Y3": 0.3978, "X4": 0.19946, "Y4": 0.3978, "page": 0, "Index": 97}, {"Word": "principal", "Confidence": 0.811, "X1": 0.24394, "Y1": 0.3862, "X2": 0.29784, "Y2": 0.386, "X3": 0.29784, "Y3": 0.3978, "X4": 0.24394, "Y4": 0.3978, "page": 0, "Index": 98}, {"Word": "investigator", "Confidence": 0.401, "X1": 0.30189, "Y1": 0.3852, "X2": 0.37736, "Y2": 0.385, "X3": 0.37736, "Y3": 0.3978, "X4": 0.30054, "Y4": 0.3978, "page": 0, "Index": 99}, {"Word": "La", "Confidence": 0.997, "X1": 0.55256, "Y1": 0.3822, "X2": 0.57682, "Y2": 0.382, "X3": 0.57547, "Y3": 0.3968, "X4": 0.55121, "Y4": 0.3968, "page": 0, "Index": 100}, {"Word": "Jolla,", "Confidence": 0.795, "X1": 0.58491, "Y1": 0.3822, "X2": 0.65094, "Y2": 0.382, "X3": 0.6496, "Y3": 0.3968, "X4": 0.58356, "Y4": 0.3968, "page": 0, "Index": 101}, {"Word": "CA", "Confidence": 0.998, "X1": 0.65768, "Y1": 0.3822, "X2": 0.68059, "Y2": 0.382, "X3": 0.68059, "Y3": 0.3968, "X4": 0.65633, "Y4": 0.3968, "page": 0, "Index": 102}, {"Word": "92093", "Confidence": 0.997, "X1": 0.70081, "Y1": 0.3832, "X2": 0.75472, "Y2": 0.383, "X3": 0.75472, "Y3": 0.3968, "X4": 0.70081, "Y4": 0.3968, "page": 0, "Index": 103}, {"Word": "can", "Confidence": 0.618, "X1": 0.19677, "Y1": 0.4022, "X2": 0.21698, "Y2": 0.402, "X3": 0.21698, "Y3": 0.4138, "X4": 0.19542, "Y4": 0.4138, "page": 0, "Index": 104}, {"Word": "be", "Confidence": 0.951, "X1": 0.22102, "Y1": 0.4022, "X2": 0.23585, "Y2": 0.402, "X3": 0.2345, "Y3": 0.4138, "X4": 0.21968, "Y4": 0.4138, "page": 0, "Index": 105}, {"Word": "reached", "Confidence": 0.685, "X1": 0.23854, "Y1": 0.4012, "X2": 0.28841, "Y2": 0.401, "X3": 0.28706, "Y3": 0.4128, "X4": 0.23854, "Y4": 0.4138, "page": 0, "Index": 106}, {"Word": "during", "Confidence": 0.994, "X1": 0.29111, "Y1": 0.4012, "X2": 0.32884, "Y2": 0.401, "X3": 0.32884, "Y3": 0.4128, "X4": 0.28976, "Y4": 0.4128, "page": 0, "Index": 107}, {"Word": "business", "Confidence": 0.993, "X1": 0.33288, "Y1": 0.4012, "X2": 0.3841, "Y2": 0.401, "X3": 0.38275, "Y3": 0.4128, "X4": 0.33154, "Y4": 0.4128, "page": 0, "Index": 108}, {"Word": "hours):", "Confidence": 0.941, "X1": 0.38679, "Y1": 0.4002, "X2": 0.43666, "Y2": 0.4, "X3": 0.43531, "Y3": 0.4128, "X4": 0.38679, "Y4": 0.4128, "page": 0, "Index": 109}, {"Word": "Telephone", "Confidence": 0.65, "X1": 0.55121, "Y1": 0.4182, "X2": 0.61725, "Y2": 0.418, "X3": 0.61725, "Y3": 0.4298, "X4": 0.55121, "Y4": 0.4288, "page": 0, "Index": 110}, {"Word": "619", "Confidence": 0.998, "X1": 0.13747, "Y1": 0.4322, "X2": 0.16981, "Y2": 0.432, "X3": 0.16981, "Y3": 0.4458, "X4": 0.13747, "Y4": 0.4458, "page": 0, "Index": 111}, {"Word": "534-4310", "Confidence": 0.964, "X1": 0.24124, "Y1": 0.4322, "X2": 0.32749, "Y2": 0.432, "X3": 0.32615, "Y3": 0.4468, "X4": 0.24124, "Y4": 0.4468, "page": 0, "Index": 112}, {"Word": "619", "Confidence": 0.994, "X1": 0.55256, "Y1": 0.4302, "X2": 0.58491, "Y2": 0.43, "X3": 0.58625, "Y3": 0.4428, "X4": 0.55391, "Y4": 0.4428, "page": 0, "Index": 113}, {"Word": "534-6737", "Confidence": 0.991, "X1": 0.6496, "Y1": 0.4312, "X2": 0.7345, "Y2": 0.431, "X3": 0.73315, "Y3": 0.4458, "X4": 0.64825, "Y4": 0.4428, "page": 0, "Index": 114}, {"Word": "Area", "Confidence": 0.661, "X1": 0.13208, "Y1": 0.4482, "X2": 0.15903, "Y2": 0.448, "X3": 0.15768, "Y3": 0.4598, "X4": 0.13073, "Y4": 0.4588, "page": 0, "Index": 115}, {"Word": "Code", "Confidence": 0.939, "X1": 0.16173, "Y1": 0.4492, "X2": 0.19811, "Y2": 0.449, "X3": 0.19811, "Y3": 0.4608, "X4": 0.16038, "Y4": 0.4598, "page": 0, "Index": 116}, {"Word": "Number", "Confidence": 0.993, "X1": 0.23585, "Y1": 0.4492, "X2": 0.28841, "Y2": 0.449, "X3": 0.28841, "Y3": 0.4598, "X4": 0.2345, "Y4": 0.4598, "page": 0, "Index": 117}, {"Word": "Extension", "Confidence": 0.667, "X1": 0.4124, "Y1": 0.4492, "X2": 0.47574, "Y2": 0.449, "X3": 0.47574, "Y3": 0.4598, "X4": 0.4124, "Y4": 0.4588, "page": 0, "Index": 118}, {"Word": "Area", "Confidence": 0.578, "X1": 0.54987, "Y1": 0.4492, "X2": 0.57951, "Y2": 0.449, "X3": 0.57817, "Y3": 0.4608, "X4": 0.54852, "Y4": 0.4598, "page": 0, "Index": 119}, {"Word": "code", "Confidence": 0.67, "X1": 0.58221, "Y1": 0.4502, "X2": 0.61456, "Y2": 0.45, "X3": 0.61456, "Y3": 0.4618, "X4": 0.58221, "Y4": 0.4608, "page": 0, "Index": 120}, {"Word": "Number", "Confidence": 0.632, "X1": 0.65499, "Y1": 0.4502, "X2": 0.70889, "Y2": 0.45, "X3": 0.70889, "Y3": 0.4608, "X4": 0.65499, "Y4": 0.4598, "page": 0, "Index": 121}, {"Word": "Extension", "Confidence": 0.62, "X1": 0.83423, "Y1": 0.4492, "X2": 0.89623, "Y2": 0.449, "X3": 0.89623, "Y3": 0.4598, "X4": 0.83558, "Y4": 0.4598, "page": 0, "Index": 122}, {"Word": "Checks", "Confidence": 0.831, "X1": 0.19542, "Y1": 0.5572, "X2": 0.23854, "Y2": 0.557, "X3": 0.23854, "Y3": 0.5698, "X4": 0.19542, "Y4": 0.5688, "page": 0, "Index": 123}, {"Word": "Deyable", "Confidence": 0.732, "X1": 0.24259, "Y1": 0.5572, "X2": 0.29111, "Y2": 0.557, "X3": 0.29111, "Y3": 0.5698, "X4": 0.24124, "Y4": 0.5698, "page": 0, "Index": 124}, {"Word": "to:", "Confidence": 0.998, "X1": 0.2938, "Y1": 0.5572, "X2": 0.31806, "Y2": 0.557, "X3": 0.31806, "Y3": 0.5698, "X4": 0.2938, "Y4": 0.5698, "page": 0, "Index": 125}, {"Word": "The", "Confidence": 0.998, "X1": 0.19811, "Y1": 0.5842, "X2": 0.2345, "Y2": 0.584, "X3": 0.23315, "Y3": 0.5988, "X4": 0.19677, "Y4": 0.5988, "page": 0, "Index": 126}, {"Word": "Regents", "Confidence": 0.997, "X1": 0.23989, "Y1": 0.5832, "X2": 0.31671, "Y2": 0.583, "X3": 0.31536, "Y3": 0.5988, "X4": 0.23989, "Y4": 0.5988, "page": 0, "Index": 127}, {"Word": "of", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.5832, "X2": 0.34771, "Y2": 0.583, "X3": 0.34636, "Y3": 0.5988, "X4": 0.3221, "Y4": 0.5988, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.997, "X1": 0.3531, "Y1": 0.5832, "X2": 0.38949, "Y2": 0.583, "X3": 0.38949, "Y3": 0.5988, "X4": 0.3531, "Y4": 0.5988, "page": 0, "Index": 129}, {"Word": "University", "Confidence": 0.995, "X1": 0.39623, "Y1": 0.5832, "X2": 0.50539, "Y2": 0.583, "X3": 0.50539, "Y3": 0.5998, "X4": 0.39488, "Y4": 0.5988, "page": 0, "Index": 130}, {"Word": "of", "Confidence": 0.998, "X1": 0.51213, "Y1": 0.5832, "X2": 0.53639, "Y2": 0.583, "X3": 0.53639, "Y3": 0.5998, "X4": 0.51078, "Y4": 0.5998, "page": 0, "Index": 131}, {"Word": "California", "Confidence": 0.929, "X1": 0.54582, "Y1": 0.5832, "X2": 0.6496, "Y2": 0.583, "X3": 0.6496, "Y3": 0.5998, "X4": 0.54582, "Y4": 0.5998, "page": 0, "Index": 132}, {"Word": "Chucks", "Confidence": 0.813, "X1": 0.19542, "Y1": 0.6192, "X2": 0.23989, "Y2": 0.619, "X3": 0.23854, "Y3": 0.6318, "X4": 0.19542, "Y4": 0.6328, "page": 0, "Index": 133}, {"Word": "should", "Confidence": 0.613, "X1": 0.24259, "Y1": 0.6192, "X2": 0.28437, "Y2": 0.619, "X3": 0.28302, "Y3": 0.6318, "X4": 0.24259, "Y4": 0.6318, "page": 0, "Index": 134}, {"Word": "be", "Confidence": 0.982, "X1": 0.28841, "Y1": 0.6182, "X2": 0.30189, "Y2": 0.618, "X3": 0.30189, "Y3": 0.6318, "X4": 0.28706, "Y4": 0.6318, "page": 0, "Index": 135}, {"Word": "mailed", "Confidence": 0.854, "X1": 0.30593, "Y1": 0.6182, "X2": 0.34771, "Y2": 0.618, "X3": 0.34636, "Y3": 0.6308, "X4": 0.30458, "Y4": 0.6318, "page": 0, "Index": 136}, {"Word": "to:", "Confidence": 0.9, "X1": 0.3504, "Y1": 0.6182, "X2": 0.37062, "Y2": 0.618, "X3": 0.36927, "Y3": 0.6308, "X4": 0.3504, "Y4": 0.6308, "page": 0, "Index": 137}, {"Word": "(Name", "Confidence": 0.95, "X1": 0.37466, "Y1": 0.6182, "X2": 0.41375, "Y2": 0.618, "X3": 0.41375, "Y3": 0.6318, "X4": 0.37332, "Y4": 0.6308, "page": 0, "Index": 138}, {"Word": "and", "Confidence": 0.991, "X1": 0.41779, "Y1": 0.6182, "X2": 0.4407, "Y2": 0.618, "X3": 0.43935, "Y3": 0.6318, "X4": 0.41644, "Y4": 0.6318, "page": 0, "Index": 139}, {"Word": "address", "Confidence": 0.801, "X1": 0.44474, "Y1": 0.6182, "X2": 0.48922, "Y2": 0.618, "X3": 0.48787, "Y3": 0.6318, "X4": 0.4434, "Y4": 0.6318, "page": 0, "Index": 140}, {"Word": "of", "Confidence": 0.798, "X1": 0.49326, "Y1": 0.6182, "X2": 0.50674, "Y2": 0.618, "X3": 0.50539, "Y3": 0.6318, "X4": 0.49191, "Y4": 0.6318, "page": 0, "Index": 141}, {"Word": "recipient)", "Confidence": 0.814, "X1": 0.50943, "Y1": 0.6182, "X2": 0.57278, "Y2": 0.618, "X3": 0.57278, "Y3": 0.6328, "X4": 0.50943, "Y4": 0.6318, "page": 0, "Index": 142}, {"Word": "Frank", "Confidence": 0.994, "X1": 0.19677, "Y1": 0.6412, "X2": 0.25202, "Y2": 0.641, "X3": 0.25067, "Y3": 0.6568, "X4": 0.19542, "Y4": 0.6568, "page": 0, "Index": 143}, {"Word": "R.", "Confidence": 0.997, "X1": 0.25876, "Y1": 0.6422, "X2": 0.28437, "Y2": 0.642, "X3": 0.28437, "Y3": 0.6568, "X4": 0.25741, "Y4": 0.6568, "page": 0, "Index": 144}, {"Word": "Cvar,", "Confidence": 0.995, "X1": 0.28976, "Y1": 0.6422, "X2": 0.34636, "Y2": 0.642, "X3": 0.34636, "Y3": 0.6568, "X4": 0.28841, "Y4": 0.6568, "page": 0, "Index": 145}, {"Word": "Accounting", "Confidence": 0.994, "X1": 0.35445, "Y1": 0.6412, "X2": 0.46092, "Y2": 0.641, "X3": 0.46092, "Y3": 0.6568, "X4": 0.3531, "Y4": 0.6568, "page": 0, "Index": 146}, {"Word": "Officer", "Confidence": 0.991, "X1": 0.46765, "Y1": 0.6402, "X2": 0.54178, "Y2": 0.64, "X3": 0.54178, "Y3": 0.6568, "X4": 0.46631, "Y4": 0.6568, "page": 0, "Index": 147}, {"Word": "\u00b7", "Confidence": 0.413, "X1": 0.18464, "Y1": 0.6742, "X2": 0.19137, "Y2": 0.674, "X3": 0.19137, "Y3": 0.6858, "X4": 0.18329, "Y4": 0.6858, "page": 0, "Index": 148}, {"Word": "Accounting", "Confidence": 0.994, "X1": 0.19542, "Y1": 0.6732, "X2": 0.30323, "Y2": 0.673, "X3": 0.30323, "Y3": 0.6878, "X4": 0.19542, "Y4": 0.6858, "page": 0, "Index": 149}, {"Word": "Office,", "Confidence": 0.996, "X1": 0.30997, "Y1": 0.6722, "X2": 0.38814, "Y2": 0.672, "X3": 0.38814, "Y3": 0.6878, "X4": 0.30997, "Y4": 0.6878, "page": 0, "Index": 150}, {"Word": "Q-027", "Confidence": 0.945, "X1": 0.39623, "Y1": 0.6722, "X2": 0.45013, "Y2": 0.672, "X3": 0.44879, "Y3": 0.6878, "X4": 0.39488, "Y4": 0.6878, "page": 0, "Index": 151}, {"Word": "University", "Confidence": 0.991, "X1": 0.19677, "Y1": 0.7042, "X2": 0.30323, "Y2": 0.704, "X3": 0.30323, "Y3": 0.7198, "X4": 0.19677, "Y4": 0.7188, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.998, "X1": 0.30997, "Y1": 0.7042, "X2": 0.33288, "Y2": 0.704, "X3": 0.33288, "Y3": 0.7198, "X4": 0.30997, "Y4": 0.7198, "page": 0, "Index": 153}, {"Word": "California,", "Confidence": 0.905, "X1": 0.34232, "Y1": 0.7042, "X2": 0.46092, "Y2": 0.704, "X3": 0.46092, "Y3": 0.7198, "X4": 0.34232, "Y4": 0.7198, "page": 0, "Index": 154}, {"Word": "San", "Confidence": 0.998, "X1": 0.469, "Y1": 0.7052, "X2": 0.5027, "Y2": 0.705, "X3": 0.5027, "Y3": 0.7198, "X4": 0.46765, "Y4": 0.7198, "page": 0, "Index": 155}, {"Word": "Diego", "Confidence": 0.822, "X1": 0.50943, "Y1": 0.7052, "X2": 0.56469, "Y2": 0.705, "X3": 0.56469, "Y3": 0.7198, "X4": 0.50943, "Y4": 0.7198, "page": 0, "Index": 156}, {"Word": "La", "Confidence": 0.997, "X1": 0.19542, "Y1": 0.7352, "X2": 0.22102, "Y2": 0.735, "X3": 0.21968, "Y3": 0.7508, "X4": 0.19407, "Y4": 0.7508, "page": 0, "Index": 157}, {"Word": "Jolla,", "Confidence": 0.995, "X1": 0.22776, "Y1": 0.7352, "X2": 0.2938, "Y2": 0.735, "X3": 0.29245, "Y3": 0.7498, "X4": 0.22642, "Y4": 0.7508, "page": 0, "Index": 158}, {"Word": "CA", "Confidence": 0.998, "X1": 0.29919, "Y1": 0.7352, "X2": 0.32345, "Y2": 0.735, "X3": 0.32345, "Y3": 0.7498, "X4": 0.29919, "Y4": 0.7498, "page": 0, "Index": 159}, {"Word": "92093", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.7352, "X2": 0.39757, "Y2": 0.735, "X3": 0.39623, "Y3": 0.7498, "X4": 0.34232, "Y4": 0.7498, "page": 0, "Index": 160}, {"Word": "Name", "Confidence": 0.986, "X1": 0.19677, "Y1": 0.7752, "X2": 0.23315, "Y2": 0.775, "X3": 0.23181, "Y3": 0.7868, "X4": 0.19677, "Y4": 0.7868, "page": 0, "Index": 161}, {"Word": "and", "Confidence": 0.998, "X1": 0.23585, "Y1": 0.7752, "X2": 0.25876, "Y2": 0.775, "X3": 0.25876, "Y3": 0.7868, "X4": 0.23585, "Y4": 0.7868, "page": 0, "Index": 162}, {"Word": "address", "Confidence": 0.856, "X1": 0.2628, "Y1": 0.7742, "X2": 0.30728, "Y2": 0.774, "X3": 0.30728, "Y3": 0.7868, "X4": 0.2628, "Y4": 0.7868, "page": 0, "Index": 163}, {"Word": "of", "Confidence": 0.994, "X1": 0.31132, "Y1": 0.7742, "X2": 0.32345, "Y2": 0.774, "X3": 0.32345, "Y3": 0.7868, "X4": 0.30997, "Y4": 0.7868, "page": 0, "Index": 164}, {"Word": "person", "Confidence": 0.778, "X1": 0.32749, "Y1": 0.7742, "X2": 0.36927, "Y2": 0.774, "X3": 0.36927, "Y3": 0.7868, "X4": 0.32749, "Y4": 0.7868, "page": 0, "Index": 165}, {"Word": "responsible", "Confidence": 0.795, "X1": 0.37332, "Y1": 0.7742, "X2": 0.4407, "Y2": 0.774, "X3": 0.4407, "Y3": 0.7868, "X4": 0.37197, "Y4": 0.7868, "page": 0, "Index": 166}, {"Word": "for", "Confidence": 0.998, "X1": 0.44474, "Y1": 0.7742, "X2": 0.46361, "Y2": 0.774, "X3": 0.46226, "Y3": 0.7868, "X4": 0.4434, "Y4": 0.7868, "page": 0, "Index": 167}, {"Word": "providing", "Confidence": 0.853, "X1": 0.46631, "Y1": 0.7742, "X2": 0.52561, "Y2": 0.774, "X3": 0.52561, "Y3": 0.7868, "X4": 0.46631, "Y4": 0.7868, "page": 0, "Index": 168}, {"Word": "financial", "Confidence": 0.332, "X1": 0.52965, "Y1": 0.7742, "X2": 0.58221, "Y2": 0.774, "X3": 0.58086, "Y3": 0.7868, "X4": 0.5283, "Y4": 0.7868, "page": 0, "Index": 169}, {"Word": "information", "Confidence": 0.96, "X1": 0.58491, "Y1": 0.7752, "X2": 0.66038, "Y2": 0.775, "X3": 0.66038, "Y3": 0.7868, "X4": 0.58356, "Y4": 0.7868, "page": 0, "Index": 170}, {"Word": "to", "Confidence": 0.998, "X1": 0.66442, "Y1": 0.7752, "X2": 0.67925, "Y2": 0.775, "X3": 0.6779, "Y3": 0.7868, "X4": 0.66307, "Y4": 0.7868, "page": 0, "Index": 171}, {"Word": "The", "Confidence": 0.998, "X1": 0.68194, "Y1": 0.7752, "X2": 0.70485, "Y2": 0.775, "X3": 0.7035, "Y3": 0.7868, "X4": 0.68059, "Y4": 0.7868, "page": 0, "Index": 172}, {"Word": "Council.", "Confidence": 0.792, "X1": 0.70755, "Y1": 0.7752, "X2": 0.7628, "Y2": 0.775, "X3": 0.76146, "Y3": 0.7868, "X4": 0.7062, "Y4": 0.7868, "page": 0, "Index": 173}, {"Word": "Name", "Confidence": 0.989, "X1": 0.19811, "Y1": 0.8022, "X2": 0.23585, "Y2": 0.802, "X3": 0.23585, "Y3": 0.8158, "X4": 0.19811, "Y4": 0.8168, "page": 0, "Index": 174}, {"Word": "Margaret", "Confidence": 0.995, "X1": 0.24933, "Y1": 0.7992, "X2": 0.33827, "Y2": 0.799, "X3": 0.33693, "Y3": 0.8138, "X4": 0.24933, "Y4": 0.8148, "page": 0, "Index": 175}, {"Word": "Espino,", "Confidence": 0.945, "X1": 0.34501, "Y1": 0.7982, "X2": 0.41914, "Y2": 0.798, "X3": 0.41914, "Y3": 0.8128, "X4": 0.34501, "Y4": 0.8128, "page": 0, "Index": 176}, {"Word": "Principal", "Confidence": 0.995, "X1": 0.42992, "Y1": 0.7992, "X2": 0.52561, "Y2": 0.799, "X3": 0.52561, "Y3": 0.8128, "X4": 0.42992, "Y4": 0.8128, "page": 0, "Index": 177}, {"Word": "Accountant", "Confidence": 0.997, "X1": 0.53369, "Y1": 0.8022, "X2": 0.63747, "Y2": 0.802, "X3": 0.63747, "Y3": 0.8158, "X4": 0.53369, "Y4": 0.8138, "page": 0, "Index": 178}, {"Word": "Address", "Confidence": 0.668, "X1": 0.19811, "Y1": 0.8332, "X2": 0.24528, "Y2": 0.833, "X3": 0.24394, "Y3": 0.8468, "X4": 0.19677, "Y4": 0.8488, "page": 0, "Index": 179}, {"Word": "Accounting", "Confidence": 0.993, "X1": 0.24933, "Y1": 0.8302, "X2": 0.3558, "Y2": 0.83, "X3": 0.35445, "Y3": 0.8448, "X4": 0.24798, "Y4": 0.8468, "page": 0, "Index": 180}, {"Word": "Officer,", "Confidence": 0.991, "X1": 0.36253, "Y1": 0.8302, "X2": 0.45148, "Y2": 0.83, "X3": 0.45148, "Y3": 0.8448, "X4": 0.36119, "Y4": 0.8448, "page": 0, "Index": 181}, {"Word": "0-027", "Confidence": 0.657, "X1": 0.45687, "Y1": 0.8312, "X2": 0.51213, "Y2": 0.831, "X3": 0.51078, "Y3": 0.8468, "X4": 0.45687, "Y4": 0.8458, "page": 0, "Index": 182}, {"Word": "University", "Confidence": 0.968, "X1": 0.25067, "Y1": 0.8612, "X2": 0.3558, "Y2": 0.861, "X3": 0.35445, "Y3": 0.8758, "X4": 0.24933, "Y4": 0.8758, "page": 0, "Index": 183}, {"Word": "of", "Confidence": 0.998, "X1": 0.36253, "Y1": 0.8612, "X2": 0.38544, "Y2": 0.861, "X3": 0.38544, "Y3": 0.8758, "X4": 0.36119, "Y4": 0.8758, "page": 0, "Index": 184}, {"Word": "California,", "Confidence": 0.885, "X1": 0.39488, "Y1": 0.8622, "X2": 0.51348, "Y2": 0.862, "X3": 0.51213, "Y3": 0.8768, "X4": 0.39488, "Y4": 0.8758, "page": 0, "Index": 185}, {"Word": "San", "Confidence": 0.998, "X1": 0.52022, "Y1": 0.8622, "X2": 0.55256, "Y2": 0.862, "X3": 0.55256, "Y3": 0.8768, "X4": 0.52022, "Y4": 0.8768, "page": 0, "Index": 186}, {"Word": "Diego", "Confidence": 0.621, "X1": 0.56199, "Y1": 0.8632, "X2": 0.61456, "Y2": 0.863, "X3": 0.61456, "Y3": 0.8778, "X4": 0.56199, "Y4": 0.8768, "page": 0, "Index": 187}, {"Word": "Jolla,", "Confidence": 0.698, "X1": 0.28167, "Y1": 0.8922, "X2": 0.34906, "Y2": 0.892, "X3": 0.34906, "Y3": 0.9068, "X4": 0.28167, "Y4": 0.9088, "page": 0, "Index": 188}, {"Word": "CA", "Confidence": 0.991, "X1": 0.3558, "Y1": 0.8912, "X2": 0.38005, "Y2": 0.891, "X3": 0.38005, "Y3": 0.9058, "X4": 0.3558, "Y4": 0.9068, "page": 0, "Index": 189}, {"Word": "92093", "Confidence": 0.997, "X1": 0.39623, "Y1": 0.8922, "X2": 0.45013, "Y2": 0.892, "X3": 0.45013, "Y3": 0.9058, "X4": 0.39623, "Y4": 0.9058, "page": 0, "Index": 190}, {"Word": "La", "Confidence": 0.967, "X1": 0.24798, "Y1": 0.8932, "X2": 0.27224, "Y2": 0.893, "X3": 0.27358, "Y3": 0.9088, "X4": 0.24933, "Y4": 0.9098, "page": 0, "Index": 191}, {"Word": "Form", "Confidence": 0.982, "X1": 0.07547, "Y1": 0.9452, "X2": 0.11186, "Y2": 0.945, "X3": 0.11186, "Y3": 0.9598, "X4": 0.07547, "Y4": 0.9598, "page": 0, "Index": 192}, {"Word": "RA687", "Confidence": 0.993, "X1": 0.1186, "Y1": 0.9462, "X2": 0.16981, "Y2": 0.946, "X3": 0.16981, "Y3": 0.9608, "X4": 0.1186, "Y4": 0.9598, "page": 0, "Index": 193}]}	"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"
ffdc0070	0	{"lines_data": [{"Word": "/622ARZ", "Confidence": 0.697, "X1": 0.83288, "Y1": 0.0172, "X2": 0.97574, "Y2": 0.017, "X3": 0.97574, "Y3": 0.0388, "X4": 0.83288, "Y4": 0.0408, "page": 0}, {"Word": "THE COUNCIL FOR TOBACCO RESEARCH-U.S.A ., INC.", "Confidence": 0.92857, "X1": 0.23181, "Y1": 0.0672, "X2": 0.79111, "Y2": 0.067, "X3": 0.79111, "Y3": 0.0858, "X4": 0.23181, "Y4": 0.0858, "page": 0}, {"Word": "- --", "Confidence": 0.5335, "X1": 0.35714, "Y1": 0.0862, "X2": 0.40162, "Y2": 0.086, "X3": 0.40162, "Y3": 0.0948, "X4": 0.35714, "Y4": 0.0938, "page": 0}, {"Word": "-", "Confidence": 0.748, "X1": 0.65499, "Y1": 0.1182, "X2": 0.65364, "Y2": 0.118, "X3": 0.64286, "Y3": 0.1178, "X4": 0.64286, "Y4": 0.0868, "page": 0}, {"Word": "900 THIRD AVENUE", "Confidence": 0.996, "X1": 0.44205, "Y1": 0.1052, "X2": 0.59704, "Y2": 0.105, "X3": 0.59704, "Y3": 0.1188, "X4": 0.44205, "Y4": 0.1158, "page": 0}, {"Word": "NEW YORK, N.Y. 10022", "Confidence": 0.992, "X1": 0.43127, "Y1": 0.1202, "X2": 0.60916, "Y2": 0.12, "X3": 0.60916, "Y3": 0.1338, "X4": 0.43127, "Y4": 0.1308, "page": 0}, {"Word": "Application For Renewal of Research Grant", "Confidence": 0.943, "X1": 0.37062, "Y1": 0.1702, "X2": 0.66442, "Y2": 0.17, "X3": 0.66442, "Y3": 0.1858, "X4": 0.37062, "Y4": 0.1858, "page": 0}, {"Word": "(Use extra pages as needed)", "Confidence": 0.9072, "X1": 0.42183, "Y1": 0.1892, "X2": 0.61456, "Y2": 0.189, "X3": 0.61456, "Y3": 0.2038, "X4": 0.42183, "Y4": 0.2028, "page": 0}, {"Word": "First Renewal[]", "Confidence": 0.5415, "X1": 0.37062, "Y1": 0.2102, "X2": 0.48248, "Y2": 0.21, "X3": 0.48113, "Y3": 0.2268, "X4": 0.36927, "Y4": 0.2238, "page": 0}, {"Word": "Second Renewal X", "Confidence": 0.69867, "X1": 0.53235, "Y1": 0.2092, "X2": 0.66577, "Y2": 0.209, "X3": 0.66577, "Y3": 0.2258, "X4": 0.53235, "Y4": 0.2258, "page": 0}, {"Word": "Date: 05-26-87", "Confidence": 0.903, "X1": 0.80997, "Y1": 0.2072, "X2": 0.94744, "Y2": 0.207, "X3": 0.94744, "Y3": 0.2238, "X4": 0.80997, "Y4": 0.2258, "page": 0}, {"Word": "1. Principal Investigator (give tille and degrees):", "Confidence": 0.90157, "X1": 0.07412, "Y1": 0.2682, "X2": 0.40027, "Y2": 0.268, "X3": 0.40027, "Y3": 0.2848, "X4": 0.07412, "Y4": 0.2838, "page": 0}, {"Word": "Gordon N. Gill, M. D.", "Confidence": 0.7402, "X1": 0.09704, "Y1": 0.2922, "X2": 0.29919, "Y2": 0.292, "X3": 0.29919, "Y3": 0.3068, "X4": 0.09704, "Y4": 0.3068, "page": 0}, {"Word": "Professor of Medicine", "Confidence": 0.99467, "X1": 0.09704, "Y1": 0.3072, "X2": 0.30863, "Y2": 0.307, "X3": 0.30863, "Y3": 0.3218, "X4": 0.09704, "Y4": 0.3218, "page": 0}, {"Word": "2. Institution & address:", "Confidence": 0.971, "X1": 0.07412, "Y1": 0.3482, "X2": 0.2372, "Y2": 0.348, "X3": 0.2372, "Y3": 0.3618, "X4": 0.07412, "Y4": 0.3608, "page": 0}, {"Word": "The Regents of the University of California", "Confidence": 0.92857, "X1": 0.09704, "Y1": 0.3702, "X2": 0.52695, "Y2": 0.37, "X3": 0.52695, "Y3": 0.3858, "X4": 0.09704, "Y4": 0.3858, "page": 0}, {"Word": "University of California, San Diego", "Confidence": 0.9592, "X1": 0.09569, "Y1": 0.3862, "X2": 0.44744, "Y2": 0.386, "X3": 0.44744, "Y3": 0.4008, "X4": 0.09569, "Y4": 0.3998, "page": 0}, {"Word": "La Jolla, California 92093", "Confidence": 0.98575, "X1": 0.09838, "Y1": 0.4012, "X2": 0.35849, "Y2": 0.401, "X3": 0.35849, "Y3": 0.4158, "X4": 0.09838, "Y4": 0.4158, "page": 0}, {"Word": "3. Department(s) where research will be done or collaboration provided:", "Confidence": 0.9201, "X1": 0.07547, "Y1": 0.4402, "X2": 0.56334, "Y2": 0.44, "X3": 0.56334, "Y3": 0.4558, "X4": 0.07547, "Y4": 0.4548, "page": 0}, {"Word": "rar", "Confidence": 0.629, "X1": 0.70755, "Y1": 0.4362, "X2": 0.77898, "Y2": 0.436, "X3": 0.77898, "Y3": 0.4698, "X4": 0.7062, "Y4": 0.4658, "page": 0}, {"Word": "Department of Medicine", "Confidence": 0.74267, "X1": 0.09569, "Y1": 0.4722, "X2": 0.31941, "Y2": 0.472, "X3": 0.31941, "Y3": 0.4878, "X4": 0.09569, "Y4": 0.4878, "page": 0}, {"Word": "JUN 0.1 1987", "Confidence": 0.83233, "X1": 0.71024, "Y1": 0.4902, "X2": 0.8504, "Y2": 0.49, "X3": 0.8504, "Y3": 0.5118, "X4": 0.71024, "Y4": 0.5118, "page": 0}, {"Word": "4. Short title of study:", "Confidence": 0.9618, "X1": 0.07682, "Y1": 0.5162, "X2": 0.22642, "Y2": 0.516, "X3": 0.22642, "Y3": 0.5288, "X4": 0.07682, "Y4": 0.5288, "page": 0}, {"Word": "Epidermal Growth Factor Receptor Gene in Bidermoid Caret LUL//OU", "Confidence": 0.71344, "X1": 0.09299, "Y1": 0.5272, "X2": 0.89084, "Y2": 0.527, "X3": 0.89084, "Y3": 0.5728, "X4": 0.09299, "Y4": 0.5738, "page": 0}, {"Word": "5. Proposed renewal dote: January 1, 1988", "Confidence": 0.928, "X1": 0.07547, "Y1": 0.5772, "X2": 0.43666, "Y2": 0.577, "X3": 0.43666, "Y3": 0.5938, "X4": 0.07547, "Y4": 0.5978, "page": 0}, {"Word": "6. How results to date have changed earlier specific research cima", "Confidence": 0.77273, "X1": 0.07817, "Y1": 0.6062, "X2": 0.52426, "Y2": 0.606, "X3": 0.52426, "Y3": 0.6218, "X4": 0.07817, "Y4": 0.6208, "page": 0}, {"Word": "See attached.", "Confidence": 0.7025, "X1": 0.14555, "Y1": 0.6492, "X2": 0.27493, "Y2": 0.649, "X3": 0.27493, "Y3": 0.6638, "X4": 0.14555, "Y4": 0.6658, "page": 0}, {"Word": "7. How results to date have changed earlier working hypothesis:", "Confidence": 0.937, "X1": 0.07682, "Y1": 0.8022, "X2": 0.50943, "Y2": 0.802, "X3": 0.50943, "Y3": 0.8188, "X4": 0.07682, "Y4": 0.8188, "page": 0}, {"Word": "See attached.", "Confidence": 0.9675, "X1": 0.14825, "Y1": 0.8512, "X2": 0.28032, "Y2": 0.851, "X3": 0.28032, "Y3": 0.8668, "X4": 0.14825, "Y4": 0.8668, "page": 0}], "words_data": [{"Word": "/622ARZ", "Confidence": 0.697, "X1": 0.83423, "Y1": 0.0182, "X2": 0.97305, "Y2": 0.018, "X3": 0.97439, "Y3": 0.0388, "X4": 0.83558, "Y4": 0.0418, "page": 0, "Index": 0}, {"Word": "THE", "Confidence": 0.998, "X1": 0.23585, "Y1": 0.0682, "X2": 0.27628, "Y2": 0.068, "X3": 0.27628, "Y3": 0.0868, "X4": 0.23585, "Y4": 0.0868, "page": 0, "Index": 1}, {"Word": "COUNCIL", "Confidence": 0.841, "X1": 0.28032, "Y1": 0.0682, "X2": 0.37197, "Y2": 0.068, "X3": 0.37197, "Y3": 0.0868, "X4": 0.28167, "Y4": 0.0868, "page": 0, "Index": 2}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.37736, "Y1": 0.0682, "X2": 0.42318, "Y2": 0.068, "X3": 0.42318, "Y3": 0.0868, "X4": 0.37736, "Y4": 0.0868, "page": 0, "Index": 3}, {"Word": "TOBACCO", "Confidence": 0.854, "X1": 0.42992, "Y1": 0.0682, "X2": 0.52561, "Y2": 0.068, "X3": 0.52561, "Y3": 0.0858, "X4": 0.42992, "Y4": 0.0858, "page": 0, "Index": 4}, {"Word": "RESEARCH-U.S.A", "Confidence": 0.873, "X1": 0.531, "Y1": 0.0682, "X2": 0.72102, "Y2": 0.068, "X3": 0.72102, "Y3": 0.0858, "X4": 0.531, "Y4": 0.0858, "page": 0, "Index": 5}, {"Word": ".,", "Confidence": 0.955, "X1": 0.72642, "Y1": 0.0682, "X2": 0.73854, "Y2": 0.068, "X3": 0.73854, "Y3": 0.0848, "X4": 0.72507, "Y4": 0.0858, "page": 0, "Index": 6}, {"Word": "INC.", "Confidence": 0.981, "X1": 0.74394, "Y1": 0.0682, "X2": 0.79111, "Y2": 0.068, "X3": 0.79111, "Y3": 0.0848, "X4": 0.74394, "Y4": 0.0848, "page": 0, "Index": 7}, {"Word": "-", "Confidence": 0.995, "X1": 0.35849, "Y1": 0.0862, "X2": 0.36523, "Y2": 0.086, "X3": 0.36523, "Y3": 0.0948, "X4": 0.35849, "Y4": 0.0948, "page": 0, "Index": 8}, {"Word": "--", "Confidence": 0.072, "X1": 0.38005, "Y1": 0.0872, "X2": 0.39892, "Y2": 0.087, "X3": 0.39892, "Y3": 0.0948, "X4": 0.38005, "Y4": 0.0948, "page": 0, "Index": 9}, {"Word": "-", "Confidence": 0.748, "X1": 0.65499, "Y1": 0.0912, "X2": 0.65499, "Y2": 0.091, "X3": 0.6442, "Y3": 0.0918, "X4": 0.6442, "Y4": 0.0878, "page": 0, "Index": 10}, {"Word": "900", "Confidence": 0.998, "X1": 0.4434, "Y1": 0.1032, "X2": 0.469, "Y2": 0.103, "X3": 0.469, "Y3": 0.1168, "X4": 0.44205, "Y4": 0.1158, "page": 0, "Index": 11}, {"Word": "THIRD", "Confidence": 0.994, "X1": 0.47305, "Y1": 0.1042, "X2": 0.52291, "Y2": 0.104, "X3": 0.52291, "Y3": 0.1178, "X4": 0.47305, "Y4": 0.1168, "page": 0, "Index": 12}, {"Word": "AVENUE", "Confidence": 0.996, "X1": 0.5283, "Y1": 0.1052, "X2": 0.59434, "Y2": 0.105, "X3": 0.59434, "Y3": 0.1198, "X4": 0.5283, "Y4": 0.1178, "page": 0, "Index": 13}, {"Word": "NEW", "Confidence": 0.998, "X1": 0.43261, "Y1": 0.1182, "X2": 0.46631, "Y2": 0.118, "X3": 0.46631, "Y3": 0.1318, "X4": 0.43396, "Y4": 0.1318, "page": 0, "Index": 14}, {"Word": "YORK,", "Confidence": 0.995, "X1": 0.4717, "Y1": 0.1192, "X2": 0.52156, "Y2": 0.119, "X3": 0.52156, "Y3": 0.1328, "X4": 0.4717, "Y4": 0.1318, "page": 0, "Index": 15}, {"Word": "N.Y.", "Confidence": 0.981, "X1": 0.52561, "Y1": 0.1192, "X2": 0.5593, "Y2": 0.119, "X3": 0.5593, "Y3": 0.1328, "X4": 0.52561, "Y4": 0.1328, "page": 0, "Index": 16}, {"Word": "10022", "Confidence": 0.994, "X1": 0.56334, "Y1": 0.1212, "X2": 0.60782, "Y2": 0.121, "X3": 0.60782, "Y3": 0.1348, "X4": 0.56199, "Y4": 0.1338, "page": 0, "Index": 17}, {"Word": "Application", "Confidence": 0.981, "X1": 0.37466, "Y1": 0.1712, "X2": 0.45013, "Y2": 0.171, "X3": 0.44879, "Y3": 0.1858, "X4": 0.37332, "Y4": 0.1868, "page": 0, "Index": 18}, {"Word": "For", "Confidence": 0.998, "X1": 0.45283, "Y1": 0.1712, "X2": 0.47574, "Y2": 0.171, "X3": 0.47439, "Y3": 0.1848, "X4": 0.45283, "Y4": 0.1858, "page": 0, "Index": 19}, {"Word": "Renewal", "Confidence": 0.942, "X1": 0.47844, "Y1": 0.1712, "X2": 0.53639, "Y2": 0.171, "X3": 0.53504, "Y3": 0.1848, "X4": 0.47844, "Y4": 0.1848, "page": 0, "Index": 20}, {"Word": "of", "Confidence": 0.997, "X1": 0.54043, "Y1": 0.1712, "X2": 0.55256, "Y2": 0.171, "X3": 0.55256, "Y3": 0.1848, "X4": 0.53908, "Y4": 0.1848, "page": 0, "Index": 21}, {"Word": "Research", "Confidence": 0.747, "X1": 0.5566, "Y1": 0.1712, "X2": 0.6186, "Y2": 0.171, "X3": 0.61725, "Y3": 0.1848, "X4": 0.55526, "Y4": 0.1848, "page": 0, "Index": 22}, {"Word": "Grant", "Confidence": 0.993, "X1": 0.62129, "Y1": 0.1722, "X2": 0.66442, "Y2": 0.172, "X3": 0.66307, "Y3": 0.1858, "X4": 0.62129, "Y4": 0.1848, "page": 0, "Index": 23}, {"Word": "(Use", "Confidence": 0.984, "X1": 0.42183, "Y1": 0.1902, "X2": 0.45013, "Y2": 0.19, "X3": 0.45013, "Y3": 0.2038, "X4": 0.42183, "Y4": 0.2038, "page": 0, "Index": 24}, {"Word": "extra", "Confidence": 0.616, "X1": 0.45418, "Y1": 0.1912, "X2": 0.48922, "Y2": 0.191, "X3": 0.48922, "Y3": 0.2038, "X4": 0.45418, "Y4": 0.2038, "page": 0, "Index": 25}, {"Word": "pages", "Confidence": 0.996, "X1": 0.49326, "Y1": 0.1912, "X2": 0.53369, "Y2": 0.191, "X3": 0.53369, "Y3": 0.2038, "X4": 0.49326, "Y4": 0.2038, "page": 0, "Index": 26}, {"Word": "as", "Confidence": 0.997, "X1": 0.53774, "Y1": 0.1912, "X2": 0.55256, "Y2": 0.191, "X3": 0.55256, "Y3": 0.2038, "X4": 0.53774, "Y4": 0.2038, "page": 0, "Index": 27}, {"Word": "needed)", "Confidence": 0.943, "X1": 0.5566, "Y1": 0.1902, "X2": 0.61456, "Y2": 0.19, "X3": 0.61456, "Y3": 0.2038, "X4": 0.5566, "Y4": 0.2038, "page": 0, "Index": 28}, {"Word": "First", "Confidence": 0.991, "X1": 0.37062, "Y1": 0.2092, "X2": 0.39623, "Y2": 0.209, "X3": 0.39623, "Y3": 0.2248, "X4": 0.37062, "Y4": 0.2238, "page": 0, "Index": 29}, {"Word": "Renewal[]", "Confidence": 0.092, "X1": 0.40027, "Y1": 0.2112, "X2": 0.48113, "Y2": 0.211, "X3": 0.48113, "Y3": 0.2268, "X4": 0.40027, "Y4": 0.2248, "page": 0, "Index": 30}, {"Word": "Second", "Confidence": 0.954, "X1": 0.53369, "Y1": 0.2102, "X2": 0.57951, "Y2": 0.21, "X3": 0.57951, "Y3": 0.2258, "X4": 0.53369, "Y4": 0.2258, "page": 0, "Index": 31}, {"Word": "Renewal", "Confidence": 0.77, "X1": 0.58356, "Y1": 0.2102, "X2": 0.6469, "Y2": 0.21, "X3": 0.6469, "Y3": 0.2258, "X4": 0.58356, "Y4": 0.2258, "page": 0, "Index": 32}, {"Word": "X", "Confidence": 0.372, "X1": 0.65094, "Y1": 0.2102, "X2": 0.66442, "Y2": 0.21, "X3": 0.66307, "Y3": 0.2258, "X4": 0.65094, "Y4": 0.2258, "page": 0, "Index": 33}, {"Word": "Date:", "Confidence": 0.811, "X1": 0.81132, "Y1": 0.2102, "X2": 0.85445, "Y2": 0.21, "X3": 0.8531, "Y3": 0.2248, "X4": 0.80997, "Y4": 0.2258, "page": 0, "Index": 34}, {"Word": "05-26-87", "Confidence": 0.995, "X1": 0.86119, "Y1": 0.2082, "X2": 0.94609, "Y2": 0.208, "X3": 0.94609, "Y3": 0.2248, "X4": 0.86119, "Y4": 0.2248, "page": 0, "Index": 35}, {"Word": "1.", "Confidence": 0.997, "X1": 0.07682, "Y1": 0.2692, "X2": 0.09164, "Y2": 0.269, "X3": 0.09299, "Y3": 0.2838, "X4": 0.07682, "Y4": 0.2838, "page": 0, "Index": 36}, {"Word": "Principal", "Confidence": 0.991, "X1": 0.09569, "Y1": 0.2692, "X2": 0.15364, "Y2": 0.269, "X3": 0.15364, "Y3": 0.2838, "X4": 0.09704, "Y4": 0.2838, "page": 0, "Index": 37}, {"Word": "Investigator", "Confidence": 0.719, "X1": 0.15768, "Y1": 0.2692, "X2": 0.2345, "Y2": 0.269, "X3": 0.2345, "Y3": 0.2848, "X4": 0.15768, "Y4": 0.2838, "page": 0, "Index": 38}, {"Word": "(give", "Confidence": 0.969, "X1": 0.23854, "Y1": 0.2692, "X2": 0.27089, "Y2": 0.269, "X3": 0.27089, "Y3": 0.2848, "X4": 0.23854, "Y4": 0.2848, "page": 0, "Index": 39}, {"Word": "tille", "Confidence": 0.797, "X1": 0.27493, "Y1": 0.2692, "X2": 0.30054, "Y2": 0.269, "X3": 0.30054, "Y3": 0.2848, "X4": 0.27493, "Y4": 0.2848, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.2692, "X2": 0.33154, "Y2": 0.269, "X3": 0.33019, "Y3": 0.2848, "X4": 0.30458, "Y4": 0.2848, "page": 0, "Index": 41}, {"Word": "degrees):", "Confidence": 0.84, "X1": 0.33558, "Y1": 0.2692, "X2": 0.40027, "Y2": 0.269, "X3": 0.39892, "Y3": 0.2848, "X4": 0.33423, "Y4": 0.2848, "page": 0, "Index": 42}, {"Word": "Gordon", "Confidence": 0.661, "X1": 0.09838, "Y1": 0.2922, "X2": 0.15768, "Y2": 0.292, "X3": 0.15768, "Y3": 0.3058, "X4": 0.09838, "Y4": 0.3058, "page": 0, "Index": 43}, {"Word": "N.", "Confidence": 0.897, "X1": 0.16442, "Y1": 0.2922, "X2": 0.18868, "Y2": 0.292, "X3": 0.18868, "Y3": 0.3058, "X4": 0.16442, "Y4": 0.3058, "page": 0, "Index": 44}, {"Word": "Gill,", "Confidence": 0.642, "X1": 0.19407, "Y1": 0.2922, "X2": 0.24663, "Y2": 0.292, "X3": 0.24798, "Y3": 0.3068, "X4": 0.19407, "Y4": 0.3058, "page": 0, "Index": 45}, {"Word": "M.", "Confidence": 0.729, "X1": 0.25202, "Y1": 0.2922, "X2": 0.27089, "Y2": 0.292, "X3": 0.27089, "Y3": 0.3068, "X4": 0.25337, "Y4": 0.3068, "page": 0, "Index": 46}, {"Word": "D.", "Confidence": 0.772, "X1": 0.27493, "Y1": 0.2932, "X2": 0.2965, "Y2": 0.293, "X3": 0.29784, "Y3": 0.3078, "X4": 0.27493, "Y4": 0.3078, "page": 0, "Index": 47}, {"Word": "Professor", "Confidence": 0.995, "X1": 0.09838, "Y1": 0.3072, "X2": 0.18733, "Y2": 0.307, "X3": 0.18733, "Y3": 0.3218, "X4": 0.09838, "Y4": 0.3218, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.19542, "Y1": 0.3072, "X2": 0.21698, "Y2": 0.307, "X3": 0.21698, "Y3": 0.3218, "X4": 0.19407, "Y4": 0.3218, "page": 0, "Index": 49}, {"Word": "Medicine", "Confidence": 0.991, "X1": 0.22237, "Y1": 0.3082, "X2": 0.30728, "Y2": 0.308, "X3": 0.30593, "Y3": 0.3228, "X4": 0.22237, "Y4": 0.3218, "page": 0, "Index": 50}, {"Word": "2.", "Confidence": 0.992, "X1": 0.07682, "Y1": 0.3472, "X2": 0.09164, "Y2": 0.347, "X3": 0.09164, "Y3": 0.3618, "X4": 0.07682, "Y4": 0.3618, "page": 0, "Index": 51}, {"Word": "Institution", "Confidence": 0.941, "X1": 0.09434, "Y1": 0.3482, "X2": 0.15903, "Y2": 0.348, "X3": 0.15903, "Y3": 0.3618, "X4": 0.09569, "Y4": 0.3618, "page": 0, "Index": 52}, {"Word": "&", "Confidence": 0.983, "X1": 0.16307, "Y1": 0.3482, "X2": 0.1752, "Y2": 0.348, "X3": 0.1752, "Y3": 0.3618, "X4": 0.16307, "Y4": 0.3618, "page": 0, "Index": 53}, {"Word": "address:", "Confidence": 0.968, "X1": 0.17925, "Y1": 0.3482, "X2": 0.2372, "Y2": 0.348, "X3": 0.2372, "Y3": 0.3618, "X4": 0.17925, "Y4": 0.3618, "page": 0, "Index": 54}, {"Word": "The", "Confidence": 0.996, "X1": 0.09838, "Y1": 0.3712, "X2": 0.12803, "Y2": 0.371, "X3": 0.12803, "Y3": 0.3858, "X4": 0.09838, "Y4": 0.3858, "page": 0, "Index": 55}, {"Word": "Regents", "Confidence": 0.626, "X1": 0.13342, "Y1": 0.3712, "X2": 0.2062, "Y2": 0.371, "X3": 0.2062, "Y3": 0.3858, "X4": 0.13342, "Y4": 0.3858, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.21429, "Y1": 0.3712, "X2": 0.2372, "Y2": 0.371, "X3": 0.2372, "Y3": 0.3858, "X4": 0.21294, "Y4": 0.3858, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.24394, "Y1": 0.3712, "X2": 0.27763, "Y2": 0.371, "X3": 0.27763, "Y3": 0.3858, "X4": 0.24394, "Y4": 0.3858, "page": 0, "Index": 58}, {"Word": "University", "Confidence": 0.891, "X1": 0.28302, "Y1": 0.3712, "X2": 0.38544, "Y2": 0.371, "X3": 0.3841, "Y3": 0.3858, "X4": 0.28302, "Y4": 0.3858, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.998, "X1": 0.39218, "Y1": 0.3712, "X2": 0.41644, "Y2": 0.371, "X3": 0.41509, "Y3": 0.3858, "X4": 0.39218, "Y4": 0.3858, "page": 0, "Index": 60}, {"Word": "California", "Confidence": 0.993, "X1": 0.42318, "Y1": 0.3712, "X2": 0.52561, "Y2": 0.371, "X3": 0.52426, "Y3": 0.3868, "X4": 0.42183, "Y4": 0.3858, "page": 0, "Index": 61}, {"Word": "University", "Confidence": 0.847, "X1": 0.09704, "Y1": 0.3862, "X2": 0.19811, "Y2": 0.386, "X3": 0.19677, "Y3": 0.3998, "X4": 0.09569, "Y4": 0.3998, "page": 0, "Index": 62}, {"Word": "of", "Confidence": 0.998, "X1": 0.20485, "Y1": 0.3862, "X2": 0.22642, "Y2": 0.386, "X3": 0.22507, "Y3": 0.3998, "X4": 0.2035, "Y4": 0.3998, "page": 0, "Index": 63}, {"Word": "California,", "Confidence": 0.956, "X1": 0.2345, "Y1": 0.3872, "X2": 0.34771, "Y2": 0.387, "X3": 0.34636, "Y3": 0.4008, "X4": 0.23315, "Y4": 0.3998, "page": 0, "Index": 64}, {"Word": "San", "Confidence": 0.998, "X1": 0.3531, "Y1": 0.3872, "X2": 0.3841, "Y2": 0.387, "X3": 0.3841, "Y3": 0.4008, "X4": 0.35175, "Y4": 0.4008, "page": 0, "Index": 65}, {"Word": "Diego", "Confidence": 0.997, "X1": 0.39218, "Y1": 0.3882, "X2": 0.44474, "Y2": 0.388, "X3": 0.44474, "Y3": 0.4018, "X4": 0.39218, "Y4": 0.4008, "page": 0, "Index": 66}, {"Word": "La", "Confidence": 0.998, "X1": 0.09838, "Y1": 0.4032, "X2": 0.1186, "Y2": 0.403, "X3": 0.1186, "Y3": 0.4168, "X4": 0.09838, "Y4": 0.4168, "page": 0, "Index": 67}, {"Word": "Jolla,", "Confidence": 0.966, "X1": 0.12534, "Y1": 0.4022, "X2": 0.18868, "Y2": 0.402, "X3": 0.18868, "Y3": 0.4168, "X4": 0.12534, "Y4": 0.4168, "page": 0, "Index": 68}, {"Word": "California", "Confidence": 0.981, "X1": 0.19407, "Y1": 0.4022, "X2": 0.2965, "Y2": 0.402, "X3": 0.2965, "Y3": 0.4168, "X4": 0.19407, "Y4": 0.4168, "page": 0, "Index": 69}, {"Word": "92093", "Confidence": 0.998, "X1": 0.30323, "Y1": 0.4022, "X2": 0.3558, "Y2": 0.402, "X3": 0.3558, "Y3": 0.4158, "X4": 0.30323, "Y4": 0.4168, "page": 0, "Index": 70}, {"Word": "3.", "Confidence": 0.996, "X1": 0.07682, "Y1": 0.4402, "X2": 0.09164, "Y2": 0.44, "X3": 0.09164, "Y3": 0.4548, "X4": 0.07682, "Y4": 0.4548, "page": 0, "Index": 71}, {"Word": "Department(s)", "Confidence": 0.759, "X1": 0.09569, "Y1": 0.4402, "X2": 0.19003, "Y2": 0.44, "X3": 0.18868, "Y3": 0.4548, "X4": 0.09569, "Y4": 0.4548, "page": 0, "Index": 72}, {"Word": "where", "Confidence": 0.997, "X1": 0.19407, "Y1": 0.4402, "X2": 0.2345, "Y2": 0.44, "X3": 0.23315, "Y3": 0.4548, "X4": 0.19272, "Y4": 0.4548, "page": 0, "Index": 73}, {"Word": "research", "Confidence": 0.994, "X1": 0.23854, "Y1": 0.4402, "X2": 0.29515, "Y2": 0.44, "X3": 0.2938, "Y3": 0.4548, "X4": 0.2372, "Y4": 0.4548, "page": 0, "Index": 74}, {"Word": "will", "Confidence": 0.983, "X1": 0.29919, "Y1": 0.4402, "X2": 0.32075, "Y2": 0.44, "X3": 0.32075, "Y3": 0.4548, "X4": 0.29784, "Y4": 0.4548, "page": 0, "Index": 75}, {"Word": "be", "Confidence": 0.779, "X1": 0.3248, "Y1": 0.4402, "X2": 0.34097, "Y2": 0.44, "X3": 0.34097, "Y3": 0.4548, "X4": 0.3248, "Y4": 0.4548, "page": 0, "Index": 76}, {"Word": "done", "Confidence": 0.982, "X1": 0.34501, "Y1": 0.4402, "X2": 0.37871, "Y2": 0.44, "X3": 0.37736, "Y3": 0.4548, "X4": 0.34367, "Y4": 0.4548, "page": 0, "Index": 77}, {"Word": "or", "Confidence": 0.955, "X1": 0.38275, "Y1": 0.4402, "X2": 0.39757, "Y2": 0.44, "X3": 0.39623, "Y3": 0.4548, "X4": 0.3814, "Y4": 0.4548, "page": 0, "Index": 78}, {"Word": "collaboration", "Confidence": 0.801, "X1": 0.40162, "Y1": 0.4412, "X2": 0.48922, "Y2": 0.441, "X3": 0.48787, "Y3": 0.4558, "X4": 0.40027, "Y4": 0.4548, "page": 0, "Index": 79}, {"Word": "provided:", "Confidence": 0.955, "X1": 0.49326, "Y1": 0.4412, "X2": 0.56334, "Y2": 0.441, "X3": 0.56199, "Y3": 0.4568, "X4": 0.49191, "Y4": 0.4558, "page": 0, "Index": 80}, {"Word": "rar", "Confidence": 0.629, "X1": 0.70755, "Y1": 0.4362, "X2": 0.78032, "Y2": 0.436, "X3": 0.77763, "Y3": 0.4698, "X4": 0.7062, "Y4": 0.4658, "page": 0, "Index": 81}, {"Word": "Department", "Confidence": 0.621, "X1": 0.09569, "Y1": 0.4732, "X2": 0.19811, "Y2": 0.473, "X3": 0.19811, "Y3": 0.4878, "X4": 0.09704, "Y4": 0.4878, "page": 0, "Index": 82}, {"Word": "of", "Confidence": 0.998, "X1": 0.2035, "Y1": 0.4732, "X2": 0.22776, "Y2": 0.473, "X3": 0.22776, "Y3": 0.4878, "X4": 0.2035, "Y4": 0.4878, "page": 0, "Index": 83}, {"Word": "Medicine", "Confidence": 0.609, "X1": 0.23315, "Y1": 0.4732, "X2": 0.31671, "Y2": 0.473, "X3": 0.31671, "Y3": 0.4888, "X4": 0.23315, "Y4": 0.4878, "page": 0, "Index": 84}, {"Word": "JUN", "Confidence": 0.998, "X1": 0.71294, "Y1": 0.4912, "X2": 0.75741, "Y2": 0.491, "X3": 0.75606, "Y3": 0.5118, "X4": 0.71159, "Y4": 0.5118, "page": 0, "Index": 85}, {"Word": "0.1", "Confidence": 0.884, "X1": 0.7628, "Y1": 0.4912, "X2": 0.79784, "Y2": 0.491, "X3": 0.7965, "Y3": 0.5118, "X4": 0.76146, "Y4": 0.5118, "page": 0, "Index": 86}, {"Word": "1987", "Confidence": 0.615, "X1": 0.80458, "Y1": 0.4912, "X2": 0.8504, "Y2": 0.491, "X3": 0.84906, "Y3": 0.5128, "X4": 0.80323, "Y4": 0.5118, "page": 0, "Index": 87}, {"Word": "4.", "Confidence": 0.942, "X1": 0.07817, "Y1": 0.5162, "X2": 0.09164, "Y2": 0.516, "X3": 0.09164, "Y3": 0.5288, "X4": 0.07817, "Y4": 0.5288, "page": 0, "Index": 88}, {"Word": "Short", "Confidence": 0.936, "X1": 0.09569, "Y1": 0.5162, "X2": 0.13073, "Y2": 0.516, "X3": 0.13073, "Y3": 0.5288, "X4": 0.09434, "Y4": 0.5288, "page": 0, "Index": 89}, {"Word": "title", "Confidence": 0.997, "X1": 0.13477, "Y1": 0.5162, "X2": 0.16173, "Y2": 0.516, "X3": 0.16038, "Y3": 0.5288, "X4": 0.13342, "Y4": 0.5288, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.996, "X1": 0.16442, "Y1": 0.5162, "X2": 0.17925, "Y2": 0.516, "X3": 0.17925, "Y3": 0.5298, "X4": 0.16442, "Y4": 0.5288, "page": 0, "Index": 91}, {"Word": "study:", "Confidence": 0.938, "X1": 0.18329, "Y1": 0.5172, "X2": 0.22642, "Y2": 0.517, "X3": 0.22507, "Y3": 0.5298, "X4": 0.18194, "Y4": 0.5298, "page": 0, "Index": 92}, {"Word": "Epidermal", "Confidence": 0.956, "X1": 0.09434, "Y1": 0.5442, "X2": 0.17925, "Y2": 0.544, "X3": 0.1779, "Y3": 0.5608, "X4": 0.09434, "Y4": 0.5608, "page": 0, "Index": 93}, {"Word": "Growth", "Confidence": 0.807, "X1": 0.18598, "Y1": 0.5442, "X2": 0.24663, "Y2": 0.544, "X3": 0.24663, "Y3": 0.5598, "X4": 0.18464, "Y4": 0.5608, "page": 0, "Index": 94}, {"Word": "Factor", "Confidence": 0.986, "X1": 0.25337, "Y1": 0.5442, "X2": 0.31941, "Y2": 0.544, "X3": 0.31941, "Y3": 0.5598, "X4": 0.25337, "Y4": 0.5598, "page": 0, "Index": 95}, {"Word": "Receptor", "Confidence": 0.991, "X1": 0.32615, "Y1": 0.5442, "X2": 0.41105, "Y2": 0.544, "X3": 0.4097, "Y3": 0.5608, "X4": 0.32615, "Y4": 0.5598, "page": 0, "Index": 96}, {"Word": "Gene", "Confidence": 0.819, "X1": 0.41779, "Y1": 0.5432, "X2": 0.45553, "Y2": 0.543, "X3": 0.45553, "Y3": 0.5618, "X4": 0.41644, "Y4": 0.5608, "page": 0, "Index": 97}, {"Word": "in", "Confidence": 0.971, "X1": 0.46226, "Y1": 0.5422, "X2": 0.48787, "Y2": 0.542, "X3": 0.48787, "Y3": 0.5618, "X4": 0.46226, "Y4": 0.5618, "page": 0, "Index": 98}, {"Word": "Bidermoid", "Confidence": 0.629, "X1": 0.49461, "Y1": 0.5392, "X2": 0.59704, "Y2": 0.539, "X3": 0.59569, "Y3": 0.5638, "X4": 0.49461, "Y4": 0.5618, "page": 0, "Index": 99}, {"Word": "Caret", "Confidence": 0.168, "X1": 0.60377, "Y1": 0.5362, "X2": 0.68733, "Y2": 0.536, "X3": 0.68733, "Y3": 0.5668, "X4": 0.60243, "Y4": 0.5648, "page": 0, "Index": 100}, {"Word": "LUL//OU", "Confidence": 0.094, "X1": 0.69407, "Y1": 0.5282, "X2": 0.88005, "Y2": 0.528, "X3": 0.87871, "Y3": 0.5738, "X4": 0.69407, "Y4": 0.5668, "page": 0, "Index": 101}, {"Word": "5.", "Confidence": 0.994, "X1": 0.07817, "Y1": 0.5832, "X2": 0.09299, "Y2": 0.583, "X3": 0.09299, "Y3": 0.5978, "X4": 0.07817, "Y4": 0.5978, "page": 0, "Index": 102}, {"Word": "Proposed", "Confidence": 0.982, "X1": 0.09704, "Y1": 0.5822, "X2": 0.15768, "Y2": 0.582, "X3": 0.15768, "Y3": 0.5968, "X4": 0.09704, "Y4": 0.5978, "page": 0, "Index": 103}, {"Word": "renewal", "Confidence": 0.801, "X1": 0.16173, "Y1": 0.5822, "X2": 0.21563, "Y2": 0.582, "X3": 0.21563, "Y3": 0.5958, "X4": 0.16173, "Y4": 0.5968, "page": 0, "Index": 104}, {"Word": "dote:", "Confidence": 0.741, "X1": 0.21968, "Y1": 0.5812, "X2": 0.2628, "Y2": 0.581, "X3": 0.2628, "Y3": 0.5948, "X4": 0.21968, "Y4": 0.5958, "page": 0, "Index": 105}, {"Word": "January", "Confidence": 0.994, "X1": 0.28302, "Y1": 0.5792, "X2": 0.35714, "Y2": 0.579, "X3": 0.35714, "Y3": 0.5948, "X4": 0.28302, "Y4": 0.5948, "page": 0, "Index": 106}, {"Word": "1,", "Confidence": 0.996, "X1": 0.36388, "Y1": 0.5782, "X2": 0.38814, "Y2": 0.578, "X3": 0.38679, "Y3": 0.5938, "X4": 0.36388, "Y4": 0.5948, "page": 0, "Index": 107}, {"Word": "1988", "Confidence": 0.988, "X1": 0.39353, "Y1": 0.5772, "X2": 0.43666, "Y2": 0.577, "X3": 0.43531, "Y3": 0.5948, "X4": 0.39353, "Y4": 0.5948, "page": 0, "Index": 108}, {"Word": "6.", "Confidence": 0.995, "X1": 0.07951, "Y1": 0.6062, "X2": 0.09299, "Y2": 0.606, "X3": 0.09164, "Y3": 0.6218, "X4": 0.07817, "Y4": 0.6218, "page": 0, "Index": 109}, {"Word": "How", "Confidence": 0.991, "X1": 0.09704, "Y1": 0.6062, "X2": 0.12803, "Y2": 0.606, "X3": 0.12803, "Y3": 0.6218, "X4": 0.09704, "Y4": 0.6218, "page": 0, "Index": 110}, {"Word": "results", "Confidence": 0.408, "X1": 0.13208, "Y1": 0.6062, "X2": 0.17385, "Y2": 0.606, "X3": 0.17251, "Y3": 0.6218, "X4": 0.13208, "Y4": 0.6218, "page": 0, "Index": 111}, {"Word": "to", "Confidence": 0.994, "X1": 0.1779, "Y1": 0.6062, "X2": 0.19003, "Y2": 0.606, "X3": 0.19003, "Y3": 0.6218, "X4": 0.1779, "Y4": 0.6218, "page": 0, "Index": 112}, {"Word": "date", "Confidence": 0.933, "X1": 0.19542, "Y1": 0.6062, "X2": 0.22507, "Y2": 0.606, "X3": 0.22372, "Y3": 0.6218, "X4": 0.19407, "Y4": 0.6218, "page": 0, "Index": 113}, {"Word": "have", "Confidence": 0.831, "X1": 0.22911, "Y1": 0.6062, "X2": 0.26146, "Y2": 0.606, "X3": 0.26146, "Y3": 0.6218, "X4": 0.22911, "Y4": 0.6218, "page": 0, "Index": 114}, {"Word": "changed", "Confidence": 0.638, "X1": 0.2655, "Y1": 0.6062, "X2": 0.32345, "Y2": 0.606, "X3": 0.32345, "Y3": 0.6218, "X4": 0.2655, "Y4": 0.6218, "page": 0, "Index": 115}, {"Word": "earlier", "Confidence": 0.642, "X1": 0.32749, "Y1": 0.6062, "X2": 0.37062, "Y2": 0.606, "X3": 0.37062, "Y3": 0.6218, "X4": 0.32749, "Y4": 0.6218, "page": 0, "Index": 116}, {"Word": "specific", "Confidence": 0.641, "X1": 0.37466, "Y1": 0.6062, "X2": 0.42183, "Y2": 0.606, "X3": 0.42183, "Y3": 0.6218, "X4": 0.37466, "Y4": 0.6218, "page": 0, "Index": 117}, {"Word": "research", "Confidence": 0.818, "X1": 0.42588, "Y1": 0.6062, "X2": 0.48248, "Y2": 0.606, "X3": 0.48248, "Y3": 0.6228, "X4": 0.42588, "Y4": 0.6218, "page": 0, "Index": 118}, {"Word": "cima", "Confidence": 0.609, "X1": 0.48652, "Y1": 0.6072, "X2": 0.52291, "Y2": 0.607, "X3": 0.52291, "Y3": 0.6228, "X4": 0.48652, "Y4": 0.6228, "page": 0, "Index": 119}, {"Word": "See", "Confidence": 0.661, "X1": 0.1469, "Y1": 0.6512, "X2": 0.1779, "Y2": 0.651, "X3": 0.1779, "Y3": 0.6648, "X4": 0.14555, "Y4": 0.6658, "page": 0, "Index": 120}, {"Word": "attached.", "Confidence": 0.744, "X1": 0.18598, "Y1": 0.6502, "X2": 0.27493, "Y2": 0.65, "X3": 0.27493, "Y3": 0.6648, "X4": 0.18598, "Y4": 0.6648, "page": 0, "Index": 121}, {"Word": "have", "Confidence": 0.902, "X1": 0.22911, "Y1": 0.8022, "X2": 0.26146, "Y2": 0.802, "X3": 0.26146, "Y3": 0.8178, "X4": 0.22911, "Y4": 0.8188, "page": 0, "Index": 122}, {"Word": "changed", "Confidence": 0.996, "X1": 0.2655, "Y1": 0.8022, "X2": 0.3221, "Y2": 0.802, "X3": 0.3221, "Y3": 0.8178, "X4": 0.2655, "Y4": 0.8178, "page": 0, "Index": 123}, {"Word": "7.", "Confidence": 0.998, "X1": 0.07817, "Y1": 0.8032, "X2": 0.09299, "Y2": 0.803, "X3": 0.09434, "Y3": 0.8188, "X4": 0.07817, "Y4": 0.8188, "page": 0, "Index": 124}, {"Word": "How", "Confidence": 0.998, "X1": 0.09704, "Y1": 0.8032, "X2": 0.12803, "Y2": 0.803, "X3": 0.12803, "Y3": 0.8188, "X4": 0.09838, "Y4": 0.8188, "page": 0, "Index": 125}, {"Word": "results", "Confidence": 0.969, "X1": 0.13208, "Y1": 0.8032, "X2": 0.17116, "Y2": 0.803, "X3": 0.17251, "Y3": 0.8188, "X4": 0.13208, "Y4": 0.8188, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.941, "X1": 0.1752, "Y1": 0.8032, "X2": 0.19003, "Y2": 0.803, "X3": 0.19003, "Y3": 0.8188, "X4": 0.17655, "Y4": 0.8188, "page": 0, "Index": 127}, {"Word": "date", "Confidence": 0.991, "X1": 0.19407, "Y1": 0.8022, "X2": 0.22372, "Y2": 0.802, "X3": 0.22507, "Y3": 0.8188, "X4": 0.19407, "Y4": 0.8188, "page": 0, "Index": 128}, {"Word": "earlier", "Confidence": 0.625, "X1": 0.32615, "Y1": 0.8022, "X2": 0.36927, "Y2": 0.802, "X3": 0.36927, "Y3": 0.8188, "X4": 0.32615, "Y4": 0.8178, "page": 0, "Index": 129}, {"Word": "working", "Confidence": 0.995, "X1": 0.37332, "Y1": 0.8032, "X2": 0.42722, "Y2": 0.803, "X3": 0.42722, "Y3": 0.8188, "X4": 0.37332, "Y4": 0.8188, "page": 0, "Index": 130}, {"Word": "hypothesis:", "Confidence": 0.955, "X1": 0.43261, "Y1": 0.8032, "X2": 0.50943, "Y2": 0.803, "X3": 0.50943, "Y3": 0.8188, "X4": 0.43127, "Y4": 0.8188, "page": 0, "Index": 131}, {"Word": "See", "Confidence": 0.971, "X1": 0.14825, "Y1": 0.8532, "X2": 0.17925, "Y2": 0.853, "X3": 0.17925, "Y3": 0.8658, "X4": 0.14825, "Y4": 0.8668, "page": 0, "Index": 132}, {"Word": "attached.", "Confidence": 0.964, "X1": 0.18733, "Y1": 0.8522, "X2": 0.28032, "Y2": 0.852, "X3": 0.28032, "Y3": 0.8668, "X4": 0.18733, "Y4": 0.8658, "page": 0, "Index": 133}]}	"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"
ffdc0070	14	{"lines_data": [{"Word": "Gill, G", "Confidence": 0.9735, "X1": 0.77224, "Y1": 0.0022, "X2": 0.85175, "Y2": 0.002, "X3": 0.85175, "Y3": 0.0178, "X4": 0.77224, "Y4": 0.0178, "page": 0}, {"Word": "4", "Confidence": 0.991, "X1": 0.49865, "Y1": 0.0212, "X2": 0.51348, "Y2": 0.021, "X3": 0.51348, "Y3": 0.0358, "X4": 0.49865, "Y4": 0.0358, "page": 0}, {"Word": "17. Other sources of financial support:", "Confidence": 0.8425, "X1": 0.15768, "Y1": 0.0432, "X2": 0.39084, "Y2": 0.043, "X3": 0.39084, "Y3": 0.0538, "X4": 0.15768, "Y4": 0.0538, "page": 0}, {"Word": "List financial support from all sources, Including own institution, for this and related research projects.", "Confidence": 0.81813, "X1": 0.19407, "Y1": 0.0562, "X2": 0.81267, "Y2": 0.056, "X3": 0.81267, "Y3": 0.0678, "X4": 0.19407, "Y4": 0.0668, "page": 0}, {"Word": "CURRENTLY ACTIVE", "Confidence": 0.949, "X1": 0.42992, "Y1": 0.0842, "X2": 0.57951, "Y2": 0.084, "X3": 0.57951, "Y3": 0.0968, "X4": 0.42992, "Y4": 0.0978, "page": 0}, {"Word": "Sources", "Confidence": 0.934, "X1": 0.47709, "Y1": 0.1142, "X2": 0.53235, "Y2": 0.114, "X3": 0.53235, "Y3": 0.1238, "X4": 0.47709, "Y4": 0.1238, "page": 0}, {"Word": "Inclusive", "Confidence": 0.919, "X1": 0.78706, "Y1": 0.1142, "X2": 0.84501, "Y2": 0.114, "X3": 0.84501, "Y3": 0.1248, "X4": 0.78706, "Y4": 0.1248, "page": 0}, {"Word": "Tide of Project", "Confidence": 0.77533, "X1": 0.21563, "Y1": 0.1242, "X2": 0.31132, "Y2": 0.124, "X3": 0.31132, "Y3": 0.1378, "X4": 0.21563, "Y4": 0.1378, "page": 0}, {"Word": "{give grant numbers)", "Confidence": 0.838, "X1": 0.4407, "Y1": 0.1242, "X2": 0.56739, "Y2": 0.124, "X3": 0.56739, "Y3": 0.1368, "X4": 0.4407, "Y4": 0.1368, "page": 0}, {"Word": "Amount", "Confidence": 0.856, "X1": 0.65768, "Y1": 0.1272, "X2": 0.71294, "Y2": 0.127, "X3": 0.71294, "Y3": 0.1378, "X4": 0.65768, "Y4": 0.1378, "page": 0}, {"Word": "Datos", "Confidence": 0.613, "X1": 0.79919, "Y1": 0.1272, "X2": 0.83827, "Y2": 0.127, "X3": 0.83827, "Y3": 0.1388, "X4": 0.79919, "Y4": 0.1388, "page": 0}, {"Word": "Hormonal Regulation of", "Confidence": 0.936, "X1": 0.07951, "Y1": 0.1562, "X2": 0.30458, "Y2": 0.156, "X3": 0.30458, "Y3": 0.1718, "X4": 0.07951, "Y4": 0.1678, "page": 0}, {"Word": "NIH DK 13149-20", "Confidence": 0.95833, "X1": 0.36253, "Y1": 0.1582, "X2": 0.52156, "Y2": 0.158, "X3": 0.52156, "Y3": 0.1728, "X4": 0.36253, "Y4": 0.1728, "page": 0}, {"Word": "242,892", "Confidence": 0.993, "X1": 0.64286, "Y1": 0.1582, "X2": 0.71833, "Y2": 0.158, "X3": 0.71698, "Y3": 0.1748, "X4": 0.64286, "Y4": 0.1738, "page": 0}, {"Word": "01/01/87 - 12/31/87", "Confidence": 0.99467, "X1": 0.75202, "Y1": 0.1592, "X2": 0.95013, "Y2": 0.159, "X3": 0.94879, "Y3": 0.1758, "X4": 0.75202, "Y4": 0.1748, "page": 0}, {"Word": "Control Mechanisms", "Confidence": 0.8105, "X1": 0.07682, "Y1": 0.1732, "X2": 0.26415, "Y2": 0.173, "X3": 0.26415, "Y3": 0.1878, "X4": 0.07682, "Y4": 0.1868, "page": 0}, {"Word": "Protein Phosphorylation", "Confidence": 0.6895, "X1": 0.07547, "Y1": 0.2042, "X2": 0.31806, "Y2": 0.204, "X3": 0.31806, "Y3": 0.2188, "X4": 0.07547, "Y4": 0.2178, "page": 0}, {"Word": "American Cancer Society", "Confidence": 0.98567, "X1": 0.36119, "Y1": 0.2062, "X2": 0.60243, "Y2": 0.206, "X3": 0.60243, "Y3": 0.2218, "X4": 0.36119, "Y4": 0.2198, "page": 0}, {"Word": "74,516", "Confidence": 0.994, "X1": 0.6496, "Y1": 0.2052, "X2": 0.71563, "Y2": 0.205, "X3": 0.71563, "Y3": 0.2218, "X4": 0.6496, "Y4": 0.2218, "page": 0}, {"Word": "01/01/87 - 12/31/87", "Confidence": 0.99167, "X1": 0.75337, "Y1": 0.2062, "X2": 0.95283, "Y2": 0.206, "X3": 0.95283, "Y3": 0.2228, "X4": 0.75337, "Y4": 0.2218, "page": 0}, {"Word": "and Cell Growth Control", "Confidence": 0.97275, "X1": 0.07817, "Y1": 0.2202, "X2": 0.31402, "Y2": 0.22, "X3": 0.31402, "Y3": 0.2348, "X4": 0.07817, "Y4": 0.2348, "page": 0}, {"Word": "BC-209J", "Confidence": 0.986, "X1": 0.36253, "Y1": 0.2192, "X2": 0.4407, "Y2": 0.219, "X3": 0.4407, "Y3": 0.2338, "X4": 0.36119, "Y4": 0.2328, "page": 0}, {"Word": "PENDING OR PLANNED", "Confidence": 0.972, "X1": 0.42183, "Y1": 0.5312, "X2": 0.58491, "Y2": 0.531, "X3": 0.58491, "Y3": 0.5438, "X4": 0.42183, "Y4": 0.5438, "page": 0}, {"Word": "Source", "Confidence": 0.994, "X1": 0.48518, "Y1": 0.5612, "X2": 0.5283, "Y2": 0.561, "X3": 0.5283, "Y3": 0.5698, "X4": 0.48518, "Y4": 0.5708, "page": 0}, {"Word": "Inclusive", "Confidence": 0.809, "X1": 0.78571, "Y1": 0.5612, "X2": 0.84501, "Y2": 0.561, "X3": 0.84501, "Y3": 0.5728, "X4": 0.78571, "Y4": 0.5728, "page": 0}, {"Word": "Pending:", "Confidence": 0.89, "X1": 0.07547, "Y1": 0.5712, "X2": 0.16173, "Y2": 0.571, "X3": 0.16173, "Y3": 0.5858, "X4": 0.07547, "Y4": 0.5848, "page": 0}, {"Word": "Title of Project", "Confidence": 0.75733, "X1": 0.20889, "Y1": 0.5712, "X2": 0.30728, "Y2": 0.571, "X3": 0.30728, "Y3": 0.5838, "X4": 0.20889, "Y4": 0.5828, "page": 0}, {"Word": "(give grant numbers)", "Confidence": 0.90433, "X1": 0.44205, "Y1": 0.5722, "X2": 0.57008, "Y2": 0.572, "X3": 0.56873, "Y3": 0.5848, "X4": 0.44205, "Y4": 0.5828, "page": 0}, {"Word": "Amount", "Confidence": 0.955, "X1": 0.65903, "Y1": 0.5732, "X2": 0.71294, "Y2": 0.573, "X3": 0.71159, "Y3": 0.5838, "X4": 0.65903, "Y4": 0.5828, "page": 0}, {"Word": "Dates", "Confidence": 0.568, "X1": 0.80054, "Y1": 0.5752, "X2": 0.83827, "Y2": 0.575, "X3": 0.83693, "Y3": 0.5868, "X4": 0.80054, "Y4": 0.5858, "page": 0}, {"Word": "Protein Phosphorylation", "Confidence": 0.9165, "X1": 0.07412, "Y1": 0.6022, "X2": 0.31536, "Y2": 0.602, "X3": 0.31536, "Y3": 0.6178, "X4": 0.07412, "Y4": 0.6158, "page": 0}, {"Word": "American Cancer Society", "Confidence": 0.99467, "X1": 0.35849, "Y1": 0.6042, "X2": 0.59973, "Y2": 0.604, "X3": 0.59973, "Y3": 0.6198, "X4": 0.35714, "Y4": 0.6178, "page": 0}, {"Word": "101,827", "Confidence": 0.859, "X1": 0.63477, "Y1": 0.6042, "X2": 0.71024, "Y2": 0.604, "X3": 0.71024, "Y3": 0.6188, "X4": 0.63477, "Y4": 0.6178, "page": 0}, {"Word": "01/01/88 - 12/31/88", "Confidence": 0.99467, "X1": 0.75876, "Y1": 0.6032, "X2": 0.95822, "Y2": 0.603, "X3": 0.95822, "Y3": 0.6208, "X4": 0.75876, "Y4": 0.6208, "page": 0}, {"Word": "and Cell Growth Control", "Confidence": 0.965, "X1": 0.07278, "Y1": 0.6182, "X2": 0.31132, "Y2": 0.618, "X3": 0.31132, "Y3": 0.6328, "X4": 0.07278, "Y4": 0.6328, "page": 0}, {"Word": "Planned!", "Confidence": 0.663, "X1": 0.07547, "Y1": 0.6952, "X2": 0.15903, "Y2": 0.695, "X3": 0.15903, "Y3": 0.7118, "X4": 0.07547, "Y4": 0.7118, "page": 0}, {"Word": "none", "Confidence": 0.961, "X1": 0.07278, "Y1": 0.7302, "X2": 0.1186, "Y2": 0.73, "X3": 0.11725, "Y3": 0.7418, "X4": 0.07143, "Y4": 0.7418, "page": 0}], "words_data": [{"Word": "Gill,", "Confidence": 0.953, "X1": 0.77358, "Y1": 0.0032, "X2": 0.83019, "Y2": 0.003, "X3": 0.83019, "Y3": 0.0188, "X4": 0.77358, "Y4": 0.0188, "page": 0, "Index": 0}, {"Word": "G", "Confidence": 0.994, "X1": 0.83558, "Y1": 0.0032, "X2": 0.84771, "Y2": 0.003, "X3": 0.84771, "Y3": 0.0188, "X4": 0.83423, "Y4": 0.0188, "page": 0, "Index": 1}, {"Word": "4", "Confidence": 0.991, "X1": 0.50135, "Y1": 0.0212, "X2": 0.51078, "Y2": 0.021, "X3": 0.51213, "Y3": 0.0358, "X4": 0.50135, "Y4": 0.0358, "page": 0, "Index": 2}, {"Word": "17.", "Confidence": 0.993, "X1": 0.15903, "Y1": 0.0432, "X2": 0.17655, "Y2": 0.043, "X3": 0.17655, "Y3": 0.0548, "X4": 0.15903, "Y4": 0.0548, "page": 0, "Index": 3}, {"Word": "Other", "Confidence": 0.852, "X1": 0.17925, "Y1": 0.0432, "X2": 0.21429, "Y2": 0.043, "X3": 0.21563, "Y3": 0.0548, "X4": 0.18059, "Y4": 0.0548, "page": 0, "Index": 4}, {"Word": "sources", "Confidence": 0.991, "X1": 0.21833, "Y1": 0.0432, "X2": 0.2628, "Y2": 0.043, "X3": 0.2628, "Y3": 0.0548, "X4": 0.21833, "Y4": 0.0548, "page": 0, "Index": 5}, {"Word": "of", "Confidence": 0.995, "X1": 0.2655, "Y1": 0.0432, "X2": 0.27898, "Y2": 0.043, "X3": 0.27898, "Y3": 0.0548, "X4": 0.2655, "Y4": 0.0548, "page": 0, "Index": 6}, {"Word": "financial", "Confidence": 0.608, "X1": 0.28167, "Y1": 0.0432, "X2": 0.33288, "Y2": 0.043, "X3": 0.33154, "Y3": 0.0548, "X4": 0.28167, "Y4": 0.0548, "page": 0, "Index": 7}, {"Word": "support:", "Confidence": 0.616, "X1": 0.33558, "Y1": 0.0432, "X2": 0.39084, "Y2": 0.043, "X3": 0.38949, "Y3": 0.0548, "X4": 0.33558, "Y4": 0.0548, "page": 0, "Index": 8}, {"Word": "List", "Confidence": 0.929, "X1": 0.19677, "Y1": 0.0562, "X2": 0.21833, "Y2": 0.056, "X3": 0.21833, "Y3": 0.0668, "X4": 0.19542, "Y4": 0.0668, "page": 0, "Index": 9}, {"Word": "financial", "Confidence": 0.635, "X1": 0.22237, "Y1": 0.0562, "X2": 0.27358, "Y2": 0.056, "X3": 0.27358, "Y3": 0.0678, "X4": 0.22237, "Y4": 0.0668, "page": 0, "Index": 10}, {"Word": "support", "Confidence": 0.901, "X1": 0.27628, "Y1": 0.0562, "X2": 0.32345, "Y2": 0.056, "X3": 0.3221, "Y3": 0.0678, "X4": 0.27628, "Y4": 0.0678, "page": 0, "Index": 11}, {"Word": "from", "Confidence": 0.884, "X1": 0.32615, "Y1": 0.0562, "X2": 0.35445, "Y2": 0.056, "X3": 0.3531, "Y3": 0.0678, "X4": 0.32615, "Y4": 0.0678, "page": 0, "Index": 12}, {"Word": "all", "Confidence": 0.97, "X1": 0.35849, "Y1": 0.0562, "X2": 0.37332, "Y2": 0.056, "X3": 0.37332, "Y3": 0.0678, "X4": 0.35849, "Y4": 0.0678, "page": 0, "Index": 13}, {"Word": "sources,", "Confidence": 0.835, "X1": 0.37736, "Y1": 0.0562, "X2": 0.42453, "Y2": 0.056, "X3": 0.42453, "Y3": 0.0678, "X4": 0.37601, "Y4": 0.0678, "page": 0, "Index": 14}, {"Word": "Including", "Confidence": 0.668, "X1": 0.42857, "Y1": 0.0562, "X2": 0.48518, "Y2": 0.056, "X3": 0.48518, "Y3": 0.0678, "X4": 0.42722, "Y4": 0.0678, "page": 0, "Index": 15}, {"Word": "own", "Confidence": 0.958, "X1": 0.48787, "Y1": 0.0562, "X2": 0.51348, "Y2": 0.056, "X3": 0.51213, "Y3": 0.0678, "X4": 0.48787, "Y4": 0.0678, "page": 0, "Index": 16}, {"Word": "institution,", "Confidence": 0.659, "X1": 0.51617, "Y1": 0.0562, "X2": 0.58491, "Y2": 0.056, "X3": 0.58491, "Y3": 0.0678, "X4": 0.51617, "Y4": 0.0678, "page": 0, "Index": 17}, {"Word": "for", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.0562, "X2": 0.60647, "Y2": 0.056, "X3": 0.60647, "Y3": 0.0678, "X4": 0.5876, "Y4": 0.0678, "page": 0, "Index": 18}, {"Word": "this", "Confidence": 0.964, "X1": 0.61051, "Y1": 0.0562, "X2": 0.63208, "Y2": 0.056, "X3": 0.63208, "Y3": 0.0678, "X4": 0.60916, "Y4": 0.0678, "page": 0, "Index": 19}, {"Word": "and", "Confidence": 0.901, "X1": 0.63612, "Y1": 0.0562, "X2": 0.65768, "Y2": 0.056, "X3": 0.65768, "Y3": 0.0678, "X4": 0.63477, "Y4": 0.0678, "page": 0, "Index": 20}, {"Word": "related", "Confidence": 0.66, "X1": 0.66173, "Y1": 0.0562, "X2": 0.70216, "Y2": 0.056, "X3": 0.70081, "Y3": 0.0688, "X4": 0.66038, "Y4": 0.0678, "page": 0, "Index": 21}, {"Word": "research", "Confidence": 0.635, "X1": 0.70485, "Y1": 0.0562, "X2": 0.75606, "Y2": 0.056, "X3": 0.75472, "Y3": 0.0688, "X4": 0.70485, "Y4": 0.0688, "page": 0, "Index": 22}, {"Word": "projects.", "Confidence": 0.675, "X1": 0.75876, "Y1": 0.0572, "X2": 0.81267, "Y2": 0.057, "X3": 0.81267, "Y3": 0.0688, "X4": 0.75876, "Y4": 0.0688, "page": 0, "Index": 23}, {"Word": "CURRENTLY", "Confidence": 0.901, "X1": 0.42992, "Y1": 0.0842, "X2": 0.51887, "Y2": 0.084, "X3": 0.51887, "Y3": 0.0968, "X4": 0.43127, "Y4": 0.0978, "page": 0, "Index": 24}, {"Word": "ACTIVE", "Confidence": 0.997, "X1": 0.52291, "Y1": 0.0852, "X2": 0.57817, "Y2": 0.085, "X3": 0.57682, "Y3": 0.0978, "X4": 0.52291, "Y4": 0.0968, "page": 0, "Index": 25}, {"Word": "Sources", "Confidence": 0.934, "X1": 0.47978, "Y1": 0.1152, "X2": 0.5283, "Y2": 0.115, "X3": 0.5283, "Y3": 0.1248, "X4": 0.47978, "Y4": 0.1238, "page": 0, "Index": 26}, {"Word": "Inclusive", "Confidence": 0.919, "X1": 0.78976, "Y1": 0.1152, "X2": 0.84501, "Y2": 0.115, "X3": 0.84501, "Y3": 0.1258, "X4": 0.78841, "Y4": 0.1248, "page": 0, "Index": 27}, {"Word": "Tide", "Confidence": 0.663, "X1": 0.21833, "Y1": 0.1252, "X2": 0.24394, "Y2": 0.125, "X3": 0.24394, "Y3": 0.1378, "X4": 0.21833, "Y4": 0.1378, "page": 0, "Index": 28}, {"Word": "{give", "Confidence": 0.618, "X1": 0.4407, "Y1": 0.1252, "X2": 0.469, "Y2": 0.125, "X3": 0.469, "Y3": 0.1378, "X4": 0.44205, "Y4": 0.1378, "page": 0, "Index": 29}, {"Word": "grant", "Confidence": 0.955, "X1": 0.47305, "Y1": 0.1252, "X2": 0.5027, "Y2": 0.125, "X3": 0.5027, "Y3": 0.1368, "X4": 0.47305, "Y4": 0.1368, "page": 0, "Index": 30}, {"Word": "numbers)", "Confidence": 0.941, "X1": 0.50674, "Y1": 0.1252, "X2": 0.56873, "Y2": 0.125, "X3": 0.56739, "Y3": 0.1368, "X4": 0.50539, "Y4": 0.1368, "page": 0, "Index": 31}, {"Word": "of", "Confidence": 0.991, "X1": 0.24798, "Y1": 0.1252, "X2": 0.26011, "Y2": 0.125, "X3": 0.26011, "Y3": 0.1388, "X4": 0.24798, "Y4": 0.1378, "page": 0, "Index": 32}, {"Word": "Project", "Confidence": 0.672, "X1": 0.2628, "Y1": 0.1252, "X2": 0.31132, "Y2": 0.125, "X3": 0.31132, "Y3": 0.1388, "X4": 0.2628, "Y4": 0.1388, "page": 0, "Index": 33}, {"Word": "Amount", "Confidence": 0.856, "X1": 0.65903, "Y1": 0.1272, "X2": 0.71159, "Y2": 0.127, "X3": 0.71159, "Y3": 0.1388, "X4": 0.65903, "Y4": 0.1378, "page": 0, "Index": 34}, {"Word": "Datos", "Confidence": 0.613, "X1": 0.79919, "Y1": 0.1272, "X2": 0.83693, "Y2": 0.127, "X3": 0.83693, "Y3": 0.1388, "X4": 0.79919, "Y4": 0.1388, "page": 0, "Index": 35}, {"Word": "Hormonal", "Confidence": 0.882, "X1": 0.08086, "Y1": 0.1562, "X2": 0.16173, "Y2": 0.156, "X3": 0.16173, "Y3": 0.1698, "X4": 0.08086, "Y4": 0.1668, "page": 0, "Index": 36}, {"Word": "Regulation", "Confidence": 0.963, "X1": 0.16846, "Y1": 0.1582, "X2": 0.27493, "Y2": 0.158, "X3": 0.27493, "Y3": 0.1718, "X4": 0.16846, "Y4": 0.1698, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.963, "X1": 0.28302, "Y1": 0.1572, "X2": 0.30593, "Y2": 0.157, "X3": 0.30593, "Y3": 0.1718, "X4": 0.28167, "Y4": 0.1718, "page": 0, "Index": 38}, {"Word": "NIH", "Confidence": 0.886, "X1": 0.36523, "Y1": 0.1582, "X2": 0.39757, "Y2": 0.158, "X3": 0.39623, "Y3": 0.1728, "X4": 0.36388, "Y4": 0.1718, "page": 0, "Index": 39}, {"Word": "DK", "Confidence": 0.993, "X1": 0.40431, "Y1": 0.1582, "X2": 0.42722, "Y2": 0.158, "X3": 0.42588, "Y3": 0.1728, "X4": 0.40296, "Y4": 0.1728, "page": 0, "Index": 40}, {"Word": "13149-20", "Confidence": 0.996, "X1": 0.43531, "Y1": 0.1582, "X2": 0.52022, "Y2": 0.158, "X3": 0.51887, "Y3": 0.1728, "X4": 0.43396, "Y4": 0.1728, "page": 0, "Index": 41}, {"Word": "242,892", "Confidence": 0.993, "X1": 0.64286, "Y1": 0.1592, "X2": 0.71563, "Y2": 0.159, "X3": 0.71563, "Y3": 0.1758, "X4": 0.64286, "Y4": 0.1738, "page": 0, "Index": 42}, {"Word": "01/01/87", "Confidence": 0.995, "X1": 0.75202, "Y1": 0.1602, "X2": 0.83827, "Y2": 0.16, "X3": 0.83827, "Y3": 0.1758, "X4": 0.75202, "Y4": 0.1758, "page": 0, "Index": 43}, {"Word": "-", "Confidence": 0.998, "X1": 0.84501, "Y1": 0.1602, "X2": 0.85849, "Y2": 0.16, "X3": 0.85849, "Y3": 0.1758, "X4": 0.84501, "Y4": 0.1758, "page": 0, "Index": 44}, {"Word": "12/31/87", "Confidence": 0.991, "X1": 0.86523, "Y1": 0.1592, "X2": 0.95013, "Y2": 0.159, "X3": 0.94879, "Y3": 0.1768, "X4": 0.86523, "Y4": 0.1758, "page": 0, "Index": 45}, {"Word": "Control", "Confidence": 0.995, "X1": 0.07817, "Y1": 0.1732, "X2": 0.15094, "Y2": 0.173, "X3": 0.15094, "Y3": 0.1878, "X4": 0.07682, "Y4": 0.1878, "page": 0, "Index": 46}, {"Word": "Mechanisms", "Confidence": 0.626, "X1": 0.15768, "Y1": 0.1742, "X2": 0.26415, "Y2": 0.174, "X3": 0.26415, "Y3": 0.1878, "X4": 0.15768, "Y4": 0.1878, "page": 0, "Index": 47}, {"Word": "Protein", "Confidence": 0.471, "X1": 0.07817, "Y1": 0.2042, "X2": 0.15094, "Y2": 0.204, "X3": 0.1496, "Y3": 0.2188, "X4": 0.07682, "Y4": 0.2188, "page": 0, "Index": 48}, {"Word": "Phosphorylation", "Confidence": 0.908, "X1": 0.15903, "Y1": 0.2062, "X2": 0.31402, "Y2": 0.206, "X3": 0.31402, "Y3": 0.2188, "X4": 0.15768, "Y4": 0.2188, "page": 0, "Index": 49}, {"Word": "American", "Confidence": 0.963, "X1": 0.36388, "Y1": 0.2062, "X2": 0.44744, "Y2": 0.206, "X3": 0.44744, "Y3": 0.2198, "X4": 0.36253, "Y4": 0.2198, "page": 0, "Index": 50}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.45418, "Y1": 0.2062, "X2": 0.52022, "Y2": 0.206, "X3": 0.51887, "Y3": 0.2208, "X4": 0.45418, "Y4": 0.2198, "page": 0, "Index": 51}, {"Word": "Society", "Confidence": 0.997, "X1": 0.52695, "Y1": 0.2072, "X2": 0.60243, "Y2": 0.207, "X3": 0.60243, "Y3": 0.2228, "X4": 0.52561, "Y4": 0.2218, "page": 0, "Index": 52}, {"Word": "74,516", "Confidence": 0.994, "X1": 0.65094, "Y1": 0.2052, "X2": 0.71563, "Y2": 0.205, "X3": 0.71563, "Y3": 0.2218, "X4": 0.65094, "Y4": 0.2218, "page": 0, "Index": 53}, {"Word": "01/01/87", "Confidence": 0.991, "X1": 0.75472, "Y1": 0.2062, "X2": 0.83827, "Y2": 0.206, "X3": 0.83827, "Y3": 0.2228, "X4": 0.75337, "Y4": 0.2218, "page": 0, "Index": 54}, {"Word": "-", "Confidence": 0.99, "X1": 0.84501, "Y1": 0.2062, "X2": 0.85849, "Y2": 0.206, "X3": 0.85714, "Y3": 0.2228, "X4": 0.84501, "Y4": 0.2228, "page": 0, "Index": 55}, {"Word": "12/31/87", "Confidence": 0.994, "X1": 0.86523, "Y1": 0.2062, "X2": 0.95148, "Y2": 0.206, "X3": 0.95148, "Y3": 0.2238, "X4": 0.86388, "Y4": 0.2228, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.994, "X1": 0.07951, "Y1": 0.2202, "X2": 0.11051, "Y2": 0.22, "X3": 0.11051, "Y3": 0.2348, "X4": 0.07817, "Y4": 0.2358, "page": 0, "Index": 57}, {"Word": "Cell", "Confidence": 0.971, "X1": 0.1186, "Y1": 0.2202, "X2": 0.16173, "Y2": 0.22, "X3": 0.16173, "Y3": 0.2348, "X4": 0.1186, "Y4": 0.2348, "page": 0, "Index": 58}, {"Word": "Growth", "Confidence": 0.992, "X1": 0.16846, "Y1": 0.2212, "X2": 0.23315, "Y2": 0.221, "X3": 0.23315, "Y3": 0.2348, "X4": 0.16846, "Y4": 0.2348, "page": 0, "Index": 59}, {"Word": "Control", "Confidence": 0.934, "X1": 0.24124, "Y1": 0.2222, "X2": 0.31402, "Y2": 0.222, "X3": 0.31402, "Y3": 0.2358, "X4": 0.24124, "Y4": 0.2348, "page": 0, "Index": 60}, {"Word": "BC-209J", "Confidence": 0.986, "X1": 0.36388, "Y1": 0.2202, "X2": 0.43801, "Y2": 0.22, "X3": 0.43666, "Y3": 0.2348, "X4": 0.36388, "Y4": 0.2328, "page": 0, "Index": 61}, {"Word": "PENDING", "Confidence": 0.993, "X1": 0.42318, "Y1": 0.5312, "X2": 0.48652, "Y2": 0.531, "X3": 0.48652, "Y3": 0.5438, "X4": 0.42318, "Y4": 0.5448, "page": 0, "Index": 62}, {"Word": "OR", "Confidence": 0.928, "X1": 0.48922, "Y1": 0.5312, "X2": 0.50943, "Y2": 0.531, "X3": 0.50943, "Y3": 0.5438, "X4": 0.48922, "Y4": 0.5438, "page": 0, "Index": 63}, {"Word": "PLANNED", "Confidence": 0.995, "X1": 0.51348, "Y1": 0.5312, "X2": 0.58086, "Y2": 0.531, "X3": 0.58086, "Y3": 0.5448, "X4": 0.51348, "Y4": 0.5438, "page": 0, "Index": 64}, {"Word": "Source", "Confidence": 0.994, "X1": 0.48518, "Y1": 0.5612, "X2": 0.52561, "Y2": 0.561, "X3": 0.52426, "Y3": 0.5708, "X4": 0.48518, "Y4": 0.5708, "page": 0, "Index": 65}, {"Word": "Inclusive", "Confidence": 0.809, "X1": 0.78706, "Y1": 0.5622, "X2": 0.84367, "Y2": 0.562, "X3": 0.84367, "Y3": 0.5738, "X4": 0.78706, "Y4": 0.5728, "page": 0, "Index": 66}, {"Word": "Pending:", "Confidence": 0.89, "X1": 0.07547, "Y1": 0.5722, "X2": 0.16038, "Y2": 0.572, "X3": 0.15903, "Y3": 0.5868, "X4": 0.07547, "Y4": 0.5848, "page": 0, "Index": 67}, {"Word": "Title", "Confidence": 0.616, "X1": 0.21294, "Y1": 0.5712, "X2": 0.24124, "Y2": 0.571, "X3": 0.24124, "Y3": 0.5838, "X4": 0.21294, "Y4": 0.5838, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.97, "X1": 0.24394, "Y1": 0.5712, "X2": 0.25741, "Y2": 0.571, "X3": 0.25741, "Y3": 0.5838, "X4": 0.24394, "Y4": 0.5838, "page": 0, "Index": 69}, {"Word": "Project", "Confidence": 0.686, "X1": 0.26146, "Y1": 0.5722, "X2": 0.30728, "Y2": 0.572, "X3": 0.30728, "Y3": 0.5838, "X4": 0.26011, "Y4": 0.5838, "page": 0, "Index": 70}, {"Word": "(give", "Confidence": 0.855, "X1": 0.4434, "Y1": 0.5722, "X2": 0.47035, "Y2": 0.572, "X3": 0.47035, "Y3": 0.5838, "X4": 0.4434, "Y4": 0.5838, "page": 0, "Index": 71}, {"Word": "grant", "Confidence": 0.971, "X1": 0.47305, "Y1": 0.5732, "X2": 0.50404, "Y2": 0.573, "X3": 0.50404, "Y3": 0.5848, "X4": 0.47305, "Y4": 0.5838, "page": 0, "Index": 72}, {"Word": "numbers)", "Confidence": 0.887, "X1": 0.50674, "Y1": 0.5732, "X2": 0.57008, "Y2": 0.573, "X3": 0.57008, "Y3": 0.5848, "X4": 0.50674, "Y4": 0.5848, "page": 0, "Index": 73}, {"Word": "Amount", "Confidence": 0.955, "X1": 0.66038, "Y1": 0.5742, "X2": 0.71159, "Y2": 0.574, "X3": 0.71159, "Y3": 0.5838, "X4": 0.66038, "Y4": 0.5838, "page": 0, "Index": 74}, {"Word": "Dates", "Confidence": 0.568, "X1": 0.80054, "Y1": 0.5752, "X2": 0.83827, "Y2": 0.575, "X3": 0.83693, "Y3": 0.5868, "X4": 0.80054, "Y4": 0.5858, "page": 0, "Index": 75}, {"Word": "Protein", "Confidence": 0.955, "X1": 0.07547, "Y1": 0.6022, "X2": 0.14825, "Y2": 0.602, "X3": 0.14825, "Y3": 0.6168, "X4": 0.07547, "Y4": 0.6168, "page": 0, "Index": 76}, {"Word": "Phosphorylation", "Confidence": 0.878, "X1": 0.15499, "Y1": 0.6032, "X2": 0.31132, "Y2": 0.603, "X3": 0.31132, "Y3": 0.6178, "X4": 0.15499, "Y4": 0.6168, "page": 0, "Index": 77}, {"Word": "American", "Confidence": 0.991, "X1": 0.35984, "Y1": 0.6032, "X2": 0.44474, "Y2": 0.603, "X3": 0.4434, "Y3": 0.6188, "X4": 0.35849, "Y4": 0.6178, "page": 0, "Index": 78}, {"Word": "Cancer", "Confidence": 0.997, "X1": 0.45148, "Y1": 0.6042, "X2": 0.51617, "Y2": 0.604, "X3": 0.51482, "Y3": 0.6198, "X4": 0.45013, "Y4": 0.6188, "page": 0, "Index": 79}, {"Word": "Society", "Confidence": 0.996, "X1": 0.52291, "Y1": 0.6052, "X2": 0.59838, "Y2": 0.605, "X3": 0.59704, "Y3": 0.6208, "X4": 0.52156, "Y4": 0.6198, "page": 0, "Index": 80}, {"Word": "101,827", "Confidence": 0.859, "X1": 0.63747, "Y1": 0.6052, "X2": 0.71159, "Y2": 0.605, "X3": 0.71159, "Y3": 0.6198, "X4": 0.63612, "Y4": 0.6188, "page": 0, "Index": 81}, {"Word": "01/01/88", "Confidence": 0.994, "X1": 0.76146, "Y1": 0.6042, "X2": 0.84501, "Y2": 0.604, "X3": 0.84501, "Y3": 0.6208, "X4": 0.76011, "Y4": 0.6208, "page": 0, "Index": 82}, {"Word": "-", "Confidence": 0.994, "X1": 0.85175, "Y1": 0.6042, "X2": 0.86523, "Y2": 0.604, "X3": 0.86523, "Y3": 0.6208, "X4": 0.85175, "Y4": 0.6208, "page": 0, "Index": 83}, {"Word": "12/31/88", "Confidence": 0.996, "X1": 0.87062, "Y1": 0.6042, "X2": 0.95822, "Y2": 0.604, "X3": 0.95822, "Y3": 0.6208, "X4": 0.87062, "Y4": 0.6208, "page": 0, "Index": 84}, {"Word": "and", "Confidence": 0.995, "X1": 0.07547, "Y1": 0.6182, "X2": 0.10916, "Y2": 0.618, "X3": 0.10782, "Y3": 0.6338, "X4": 0.07547, "Y4": 0.6338, "page": 0, "Index": 85}, {"Word": "Cell", "Confidence": 0.97, "X1": 0.11456, "Y1": 0.6182, "X2": 0.15768, "Y2": 0.618, "X3": 0.15768, "Y3": 0.6338, "X4": 0.11321, "Y4": 0.6338, "page": 0, "Index": 86}, {"Word": "Growth", "Confidence": 0.997, "X1": 0.16442, "Y1": 0.6182, "X2": 0.23046, "Y2": 0.618, "X3": 0.22911, "Y3": 0.6338, "X4": 0.16307, "Y4": 0.6338, "page": 0, "Index": 87}, {"Word": "Control", "Confidence": 0.898, "X1": 0.2372, "Y1": 0.6192, "X2": 0.31132, "Y2": 0.619, "X3": 0.30997, "Y3": 0.6338, "X4": 0.2372, "Y4": 0.6338, "page": 0, "Index": 88}, {"Word": "Planned!", "Confidence": 0.663, "X1": 0.07547, "Y1": 0.6962, "X2": 0.15903, "Y2": 0.696, "X3": 0.15903, "Y3": 0.7128, "X4": 0.07547, "Y4": 0.7118, "page": 0, "Index": 89}, {"Word": "none", "Confidence": 0.961, "X1": 0.07412, "Y1": 0.7302, "X2": 0.1159, "Y2": 0.73, "X3": 0.1159, "Y3": 0.7418, "X4": 0.07412, "Y4": 0.7418, "page": 0, "Index": 90}]}	"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"

Subsets and Splits

No community queries yet

The top public SQL queries from the community will appear here once available.