Spaces:
Sleeping
Sleeping
<mxfile host="Electron" modified="2023-12-07T15:51:58.687Z" agent="Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/21.6.1 Chrome/112.0.5615.204 Electron/24.6.1 Safari/537.36" etag="aAT4l-pVQ6rQubrsc3BI" version="21.6.1" type="device"> | |
<diagram name="第 1 页" id="ctjF5VKUnZUBaOu2tiUl"> | |
<mxGraphModel dx="1185" dy="684" grid="1" gridSize="10" guides="1" tooltips="1" connect="1" arrows="1" fold="1" page="1" pageScale="1" pageWidth="827" pageHeight="1169" math="0" shadow="0"> | |
<root> | |
<mxCell id="0" /> | |
<mxCell id="1" parent="0" /> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-63" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-1" target="1ULU1kVsAKOb1jrDNmAz-44" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="404" y="890" /> | |
<mxPoint x="378" y="890" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-107" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-1" target="1ULU1kVsAKOb1jrDNmAz-67" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="404" y="890" /> | |
<mxPoint x="271" y="890" /> | |
<mxPoint x="271" y="683" /> | |
<mxPoint x="434" y="683" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-1" value="<font face="Times New Roman" style="font-size: 20px;">Linguistic Encoder</font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#ffe6cc;strokeColor=#d79b00;" parent="1" vertex="1"> | |
<mxGeometry x="318.02" y="909.68" width="172" height="50" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-2" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-3" target="1ULU1kVsAKOb1jrDNmAz-7" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-3" value="<font face="Times New Roman" style="font-size: 16px;">Phoneme</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="321.02" y="1119.68" width="80" height="30" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-16" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-5" target="1ULU1kVsAKOb1jrDNmAz-9" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-5" value="<font face="Times New Roman" style="font-size: 16px;">Word</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="407.02" y="1119.68" width="80" height="30" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-23" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.25;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-7" target="1ULU1kVsAKOb1jrDNmAz-1" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-7" value="<font face="Times New Roman" style="font-size: 12px;">Phoneme<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="326.02" y="1004.68" width="70" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-9" value="<font face="Times New Roman" style="font-size: 12px;">Word Duration<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="407.02" y="1059.68" width="80" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-17" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-10" target="1ULU1kVsAKOb1jrDNmAz-11" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-10" value="<font face="Times New Roman" style="font-size: 14px;">Phoneme-Word<br>Division<br></font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="504.02" y="1049.68" width="97" height="30" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-42" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.75;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-11" target="1ULU1kVsAKOb1jrDNmAz-1" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-11" value="<font style="font-size: 15px;" face="Times New Roman">LR</font>" style="ellipse;whiteSpace=wrap;html=1;" parent="1" vertex="1"> | |
<mxGeometry x="434.52" y="1009.68" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-34" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.75;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-28" target="1ULU1kVsAKOb1jrDNmAz-1" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-28" value="<font face="Times New Roman" style="font-size: 12px;">Onset<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="517.52" y="929.68" width="70" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-40" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-35" target="1ULU1kVsAKOb1jrDNmAz-28" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-35" value="" style="shape=lineEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;rotation=315;" parent="1" vertex="1"> | |
<mxGeometry x="540.02" y="984.68" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-41" value="" style="endArrow=none;html=1;rounded=0;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-10" target="1ULU1kVsAKOb1jrDNmAz-35" edge="1"> | |
<mxGeometry width="50" height="50" relative="1" as="geometry"> | |
<mxPoint x="501.02" y="939.68" as="sourcePoint" /> | |
<mxPoint x="551.02" y="889.68" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-43" value="" style="endArrow=none;html=1;rounded=0;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-9" target="1ULU1kVsAKOb1jrDNmAz-11" edge="1"> | |
<mxGeometry width="50" height="50" relative="1" as="geometry"> | |
<mxPoint x="431.02" y="909.68" as="sourcePoint" /> | |
<mxPoint x="421.02" y="1039.68" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-60" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-44" target="1ULU1kVsAKOb1jrDNmAz-59" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-44" value="<font face="Times New Roman" style="font-size: 18px;">Duration<br>Predictor</font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#fff2cc;strokeColor=#d6b656;" parent="1" vertex="1"> | |
<mxGeometry x="316.71" y="819.68" width="123" height="50" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-27" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-48" target="1ULU1kVsAKOb1jrDNmAz-74"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="593" y="820" /> | |
<mxPoint x="620" y="820" /> | |
<mxPoint x="620" y="675" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-29" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-48" target="JIm_IPiQxvVLhq2Ij8lS-28"> | |
<mxGeometry relative="1" as="geometry"> | |
<mxPoint x="584.52" y="879.6799999999998" as="sourcePoint" /> | |
<mxPoint x="503.77" y="675" as="targetPoint" /> | |
<Array as="points"> | |
<mxPoint x="556" y="820" /> | |
<mxPoint x="620" y="820" /> | |
<mxPoint x="620" y="720" /> | |
<mxPoint x="519" y="720" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-31" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-48" target="1ULU1kVsAKOb1jrDNmAz-51"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-48" value="<font face="Times New Roman" style="font-size: 16px;">MIDI</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="528.22" y="897.18" width="55" height="20" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-64" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.75;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-51" target="1ULU1kVsAKOb1jrDNmAz-44" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-51" value="<font face="Times New Roman" style="font-size: 12px;">Phoneme-level<br>MIDI Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="457.65" y="839.68" width="90" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-59" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1"> | |
<mxGeometry x="293.02" y="733.68" width="308" height="49.21" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-145" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-62" target="1ULU1kVsAKOb1jrDNmAz-67" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-62" value="<font face="Times New Roman" style="font-size: 16px;">Phoneme Duration</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="377.02" y="711.9999999999999" width="140" height="21.68" as="geometry" /> | |
</mxCell> | |
<mxCell id="wWb_J74rGhOO51zzYGRv-1" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;endArrow=none;endFill=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-67" target="1ULU1kVsAKOb1jrDNmAz-99" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="447" y="655" /> | |
<mxPoint x="251" y="655" /> | |
<mxPoint x="251" y="329" /> | |
<mxPoint x="378" y="329" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-52" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-67" target="1ULU1kVsAKOb1jrDNmAz-136"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="447" y="655" /> | |
<mxPoint x="332" y="655" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-67" value="<font style="font-size: 15px;" face="Times New Roman">LR</font>" style="ellipse;whiteSpace=wrap;html=1;" parent="1" vertex="1"> | |
<mxGeometry x="434.52" y="670" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-158" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;endArrow=none;endFill=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-71" target="JIm_IPiQxvVLhq2Ij8lS-15" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<mxPoint x="378.28" y="448.68000000000006" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-71" value="<font face="Times New Roman" style="font-size: 20px;">Pitch Predictor</font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#d5e8d4;strokeColor=#82b366;" parent="1" vertex="1"> | |
<mxGeometry x="285.4" y="458.68" width="185.75" height="60" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-20" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-74" target="JIm_IPiQxvVLhq2Ij8lS-16"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="620" y="630" /> | |
<mxPoint x="560" y="630" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-74" value="<font face="Times New Roman" style="font-size: 12px;">Sinusoidal<br>Smoothing<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#e1d5e7;strokeColor=#9673a6;" parent="1" vertex="1"> | |
<mxGeometry x="583.22" y="647.5" width="73.5" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-175" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="JIm_IPiQxvVLhq2Ij8lS-15" target="1ULU1kVsAKOb1jrDNmAz-90" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<mxPoint x="378.28" y="423.68000000000006" as="sourcePoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-213" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0;entryY=0.25;entryDx=0;entryDy=0;" parent="1" source="JIm_IPiQxvVLhq2Ij8lS-15" target="1ULU1kVsAKOb1jrDNmAz-192" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="378" y="408" /> | |
<mxPoint x="487" y="408" /> | |
</Array> | |
<mxPoint x="378.28" y="423.68000000000006" as="sourcePoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-142" style="rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.75;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-83" target="1ULU1kVsAKOb1jrDNmAz-71" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-83" value="<font face="Times New Roman" style="font-size: 12px;">Delta Pitch<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="390.25" y="540" width="69" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-204" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-88" target="1ULU1kVsAKOb1jrDNmAz-200" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-207" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-88" target="1ULU1kVsAKOb1jrDNmAz-199" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-208" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-88" target="1ULU1kVsAKOb1jrDNmAz-201" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="wWb_J74rGhOO51zzYGRv-10" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;dashed=1;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-88" target="1ULU1kVsAKOb1jrDNmAz-168" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="378" y="189" /> | |
<mxPoint x="534" y="189" /> | |
<mxPoint x="534" y="287" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-88" value="<font face="Times New Roman" style="font-size: 20px;">Multi-Variance Predictor</font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#d5e8d4;strokeColor=#82b366;" parent="1" vertex="1"> | |
<mxGeometry x="285.33" y="205.65" width="185.75" height="60" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-196" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-90" target="1ULU1kVsAKOb1jrDNmAz-99" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="378" y="344" /> | |
<mxPoint x="411" y="344" /> | |
<mxPoint x="411" y="303" /> | |
<mxPoint x="391" y="303" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-90" value="<font face="Times New Roman" style="font-size: 12px;">Pitch<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="343.21" y="352.13" width="70" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-164" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-99" target="1ULU1kVsAKOb1jrDNmAz-88" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-99" value="" style="shape=orEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" parent="1" vertex="1"> | |
<mxGeometry x="365.71999999999997" y="290.65000000000003" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-187" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.25;exitY=0;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;jumpStyle=arc;endArrow=none;endFill=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-109" target="1ULU1kVsAKOb1jrDNmAz-117" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-188" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.25;exitY=0;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-109" target="1ULU1kVsAKOb1jrDNmAz-125" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-109" value="<font face="Times New Roman" style="font-size: 12px;">Speaker<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="209.02" y="917.18" width="70" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-111" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-110" target="1ULU1kVsAKOb1jrDNmAz-109" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-110" value="<font face="Times New Roman" style="font-size: 14px;">Speaker ID</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="207.02" y="977.18" width="74" height="22.5" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-114" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0;entryY=0.75;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-113" target="1ULU1kVsAKOb1jrDNmAz-44" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-113" value="" style="shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" parent="1" vertex="1"> | |
<mxGeometry x="281.02" y="844.68" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-116" value="" style="endArrow=none;html=1;rounded=0;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;edgeStyle=orthogonalEdgeStyle;jumpStyle=arc;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-109" target="1ULU1kVsAKOb1jrDNmAz-113" edge="1"> | |
<mxGeometry width="50" height="50" relative="1" as="geometry"> | |
<mxPoint x="371.02" y="889.68" as="sourcePoint" /> | |
<mxPoint x="421.02" y="839.68" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-43" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-117" target="1ULU1kVsAKOb1jrDNmAz-136"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-117" value="" style="shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" parent="1" vertex="1"> | |
<mxGeometry x="281.02" y="590" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-189" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=1;exitY=0.5;exitDx=0;exitDy=0;entryX=0;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-125" target="1ULU1kVsAKOb1jrDNmAz-99" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-125" value="" style="shape=sumEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" parent="1" vertex="1"> | |
<mxGeometry x="281.02" y="291.15000000000003" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-47" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-135" target="1ULU1kVsAKOb1jrDNmAz-71"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-135" value="<font face="Times New Roman" style="font-size: 12px;">Pitch Retake<br>Embedding<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="412.02" y="585" width="70" height="35" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-40" style="rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.25;entryY=1;entryDx=0;entryDy=0;edgeStyle=orthogonalEdgeStyle;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-136" target="1ULU1kVsAKOb1jrDNmAz-71"> | |
<mxGeometry relative="1" as="geometry"> | |
<mxPoint x="331.4099999999999" y="550" as="sourcePoint" /> | |
<mxPoint x="331.83750000000003" y="518.6800000000001" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-136" value="" style="shape=orEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;strokeColor=default;" parent="1" vertex="1"> | |
<mxGeometry x="319.5" y="590" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-24" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;jumpStyle=arc;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-147" target="1ULU1kVsAKOb1jrDNmAz-135"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-25" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.5;entryY=1;entryDx=0;entryDy=0;jumpStyle=arc;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-147" target="1ULU1kVsAKOb1jrDNmAz-150"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-34" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-147" target="1ULU1kVsAKOb1jrDNmAz-168"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="620" y="560" /> | |
<mxPoint x="640" y="560" /> | |
<mxPoint x="640" y="304" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-147" value="<font face="Times New Roman" style="font-size: 14px;">Retaking<br>Mask<br></font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="590.97" y="586.2500000000001" width="58" height="32.5" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-154" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-150" target="1ULU1kVsAKOb1jrDNmAz-83" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-214" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-150" target="JIm_IPiQxvVLhq2Ij8lS-15" edge="1"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="484" y="558" /> | |
<mxPoint x="484" y="436" /> | |
</Array> | |
<mxPoint x="390.78000000000657" y="436.18000000000006" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-150" value="" style="shape=lineEllipse;line=vertical;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" parent="1" vertex="1"> | |
<mxGeometry x="499.27" y="545" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="wWb_J74rGhOO51zzYGRv-5" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" parent="1" source="1ULU1kVsAKOb1jrDNmAz-168" target="wWb_J74rGhOO51zzYGRv-3" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-168" value="<font face="Times New Roman" style="font-size: 12px;">Variance<br>Embeddings<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#f8cecc;strokeColor=#b85450;" parent="1" vertex="1"> | |
<mxGeometry x="499.27" y="286.65000000000003" width="70" height="34" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-17" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-192"> | |
<mxGeometry relative="1" as="geometry"> | |
<mxPoint x="560.1428571428571" y="488.42857142857133" as="targetPoint" /> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-19" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=1;exitDx=0;exitDy=0;entryX=0.5;entryY=0;entryDx=0;entryDy=0;dashed=1;" edge="1" parent="1" source="1ULU1kVsAKOb1jrDNmAz-192" target="JIm_IPiQxvVLhq2Ij8lS-16"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-192" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1"> | |
<mxGeometry x="487.02" y="381.68" width="146.26" height="106.55" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-194" value="<font face="Times New Roman" style="font-size: 16px;">Pitch</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="523.4" y="360" width="73.5" height="21.68" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-199" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1"> | |
<mxGeometry x="156" y="41.68" width="135.02" height="100.74" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-200" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,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;" parent="1" vertex="1"> | |
<mxGeometry x="309.91" y="41.68" width="136.31" height="100.74" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-201" value="" style="shape=image;verticalLabelPosition=bottom;labelBackgroundColor=default;verticalAlign=top;aspect=fixed;imageAspect=0;image=data:image/png,iVBORw0KGgoAAAANSUhEUgAAAkYAAAGqCAYAAADus4sIAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjcuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/bCgiHAAAACXBIWXMAAA9hAAAPYQGoP6dpAABZQklEQVR4nO2dd5gcxZ3+35ndlVYJSSiAkBASQiIYkZFIIpuczGFjwGCTbJ+B3+GzzeEAOAJnDNgknzHZNj6bIxkwOSOSQMiAAkkIIYRQQFlaacP8/viqnurdndDdU9VV3f1+nmef6p2dnanZma1++/2GKpRKpRIIIYQQQgiKridACCGEEOILFEaEEEIIIRugMCKEEEII2QCFESGEEELIBiiMCCGEEEI2QGFECCGEELIBCiNCCCGEkA1QGBFCCCGEbIDCiBBCCCFkAxRGhBBCCCEboDAihBBCCNkAhREhhBBCyAYojAghhBBCNkBhRAghhBCyAQojQgghhJANUBgRQgghhGyAwogQQgghZAMURoQQkiIWLgR23RW47DLXMyEkmxRKpVLJ9SQIIYSE45e/BC66SI4//xwYONDtfAjJGnSMCCEkRUybpo///Gdn0yAks9AxIoSQlFAqAUOHAosXy/c77QS88YbTKRGSOSiMCCEkJUyfDmy/vf6+WARaWoCmJndzIiRrMJRGCCEpYfJkGQ88EOjZE+joAD7+2O2cCMkaFEaEEJISPvpIxm23BUaNkuM5c1zNhpBsQmFECCEpYf58GTfbTAujDz90Nh1CMgmFESGEpISgMBo9Wo7pGBFiFgojh6xYAaxb53oWhJC0QMeIEPtQGDmgvR248EJgwACgf3/gP/9TynAJIaQaShgNH07HiBBbNLqeQB655BLgv/9bjtetA66+GujVC/jVr9zOixDiL2vXSqdrQByj1avlmI4RIWZhH6OEee896UOyfj1w001y21lnST+SefOAYcPczo8Q4iezZwNjxgDNzcCaNdLkcehQ+dnatXI7IaR+GEpLmJ//XETRYYcBZ5wBnHkmsMce0o/kb39zPTtCiK8E84sKBWDwYKBHD7nts8/czYuQrEFhlCBr1gD33ivHl1wiixsAnHyyjHfe6WZeeWPePHkvCEkTQWEEyPqhHKOFC93MiZAsQmGUIA8+KHkBo0cDEyfq2088UUJpU6bISZvY4+abgZEjgX32AdraXM+GkPB88omMw4fr2yiMCDEPhVGC/P3vMn71q9otAmRxU/sfvf568vPKCy+9JPlcpZJsvHnrra5nREh4lGMUzENUwoihNELMQWGUEKUS8OyzcnzMMd1/vssuMk6dmtyc8kbXHK6f/lRyu5Ji5UrggQckx4yQqCxaJOMmm+jb1DEdI0LMQWGUEB9+KFUkPXoAO+/c/ecURvZ59FEZ77wT6NtXrsDffDOZ516wQMKnxxwDXH99Ms9JssWSJTIOHqxvYyiNEPNQGCXEK6/IuNNOsit2VyiM7DJ3LjBrFtDQABx+ODBpktz+9NPJPP955wEzZ8rxAw8k85wkWyxeLGNQGCnHiKE0QsxBYZQQShhNmFD+5zvuKHlH8+eLu0DM8thjMk6cKB3HDzhAvk9CGJVKnZ/n5Ze5FQyJjhJGgwbp2+gYEWIeCqOEUMIoWI0WpG9fYOxYOU4qvJMnXn5ZRiWIDjxQxmeftV+dNmeOhEEaG0WUrV2rPw+EhKWcY8Tka0LMQ2GUAKUS8NZbcrzrrpXvN26cjB98YH9OeeONN2RUIcuddhIxumKFdCO3yZQpMu64o4TxAOCpp+w+J8kWra3AsmVyXC6URseIEHNQGCXAokXSv6hQALbcsvL9ttpKRgojs7S2Am+/Lccq8b2hQf+9Z8+2+/xKGO2+u3YMp0+3+5wkW6g90goFYOBAfbtyjBYtSrbCkpAsQ2GUAOrEO2JE+cRrxZgxMr7/vv055YkZM6REfsAAYNQofbsSqUkKoy22kOO5c+0+J8kWqiJt4EAJySqGDJGxo0PfhxBSHxRGCaBOvNXcIoCOkS1UGG2nnTo31lTvh+2/t3KHdt4Z2HxzOaYwIlEol18EAE1NwMYbyzHDaYSYgcIoAcIKI+UYffCB5CURMyhh1LV/lPp723SMVq/WJ7XRo2U7EkAqD1mZRsJSSRgBrEwjxDQURgkQVhhtsYXsmbZ2LfDpp/bnlRcqCaMkQmkffSRj//4Syhs8GGhultvU3leE1KJcqb6CvYwIMQuFUQKEFUY9eugcFIbTzNDRAUybJsfVHCNbDp0SRup9LRS0a8RwGgkLHSNCkoPCKAHCCiOgcziN1M/s2bJHWXMzsM02nX82cqR26Gw11ZwzR0YljACdZ/Txx3aek2SPctuBKCiMCDELhZFl1q8H5s2T49Gja99fVU0pp4HUh9piZfz4ztU8gCSuKvfGVjhNvY/Bajg6RiQq1RwjhtIIMQuFkWUWLJAwTVOTvrKrBsu5zVIpv0gxfLiMtnK6uobSAC2M6BiRsFTLMaJjRIhZKIwso0I0m27auVS8EuqkScfIDLWEke3OwSqUFnSMWLJPorJ0qYwURoTYh8LIMkFhFAaGWczR0aH3JNt99/L3sX1SKecYqaZ8qpsxIbVQnxXVsygIQ2mEmIXCyDJqsVKLVy2CoTT2MqqPmTNlf6nevWWfsnLY3ISztVWH6JTgBYCNNpJxxQrzz0myiRJGwe1AFHSMCDELhZFlojpGw4dLyG3dOi509TJ5sowTJ3ZPvFbYDKWpvJBisXPSrBJGK1eaf06SPUqlcI7R6tXyRQipDwojy0QVRj16AJttJscMp9WHEkZ77135PjYdo0WLZBw0SMSRol8/GekYkTCsXAm0t8txOWHUt69uGsqLKULqh8LIMlGFEcAEbFO88IKM1YSRTcdICSOVU6QIOkYMl5JaKLeouRno1av7zwsFhtMIMQmFkWXiCCOW7NfPBx9Ib6LGRmCvvSrfLwnHqGvvGSWMSiWGPkhtqoXRFEzAJsQcFEaWUcIobPI1QMfIBI8+KuPee2shUg71vqxYAbS0mJ2DyjHq6hg1N+ucp6TDaU8+CZx4IvD3v9OtSgthhNGwYTLOn29/PoRkHQojy9AxcsMjj8h42GHV79e/v+R1AebDEJVCaYWCuzyj731PRNGJJwK//32yz03iEUYYjRgho+qyTwiJD4WRRVatAtaskWPmGCXH2rXAU0/JcS1hZDM/o5IwAtyU7M+fD/zrX/r7559P7rlJfFRzRwojQpKBwsgiyi3q00cqR8JCx6g+/vEPyd0ZORLYYYfa97eVZxRGGCVZsv/YY52/D4ok4i90jAhJFgoji1Q7MVZDOUZLljA5Nw533CHjaad1LpOvhK3KtErJ14Abx0iFF888U8Z33hF3jfhNteaOCgojQsxBYWSRajtiV6N/f/kC6BpFZf58nXh96qnhfkddiZveoqNS8jXgJsdI9XU69VT5THZ0ANOnJ/f8JB5RHSMm1RNSHxRGFlmyRMaowghgnlFcfvtbaYY3aRIwbly431FX4iqXwxQ+5RitWKHdhB120FukMJzmP2GE0fDhMq5eDSxfbn9OhGQZCiOLKMeg3I7YtWCeUXSWLQP+53/k+IILwv+eOuGYFEYdHVoY+5BjNGuWjJtuKkKQwig9hBFGvXvrnzOcRkh9UBhZhI5Rslx5pQiNL3wBOOKI8L+nHCOTobSlS/U2DuXe/6RDaTNnyrjttjJuvbWMc+Yk8/wkPmFyjAAdTvvkE7vzISTrUBhZhI5RcixYAFx1lRz/4hfhkq4VNkJp6r3faCPdJylI0qG0rsJI7cfHhoD+o4RRrXWECdiEmIHCyCJ0jJLjyiulZ9QeewDHHRftd20Io1oViUmH0iiM0kuYUBqg14zZs+3Oh5CsQ2FkESWM6BjZZcUK4MYb5fiii6RpYxRs5BiFFUauHaPPPtMhP+Ifa9fqrWpqCaNttpFRvdeEkHhQGFkkbrk+oK/+5s0D2trMzSmL3HKLCIxtt63d6bocNnKMagmjJHOM1q2TTXUBLYyGDJFwY0cHd2T3GfWZbGzUn5lKbLedjBRGhNQHhZFF6nGMhg0Dmprkav7TT83OK2v8/e8ynnNOtNwihRJGy5aZ6wHjk2P07rsigPr315uNNjTobWoYTvOXYBitlhOqRO977wHr19udFyFZhsLIEqVSfTlGxaJOpmSeUWUWLABeflmOv/SleI+hhFF7u7mcn1puYZLCKBhGC55cmWfkP2HziwDpZdSvn3yO33/f7rwIyTIURpZYsUKHwOI4RgDzjMLwwAMiQnffXZ/oo9KrF9DcLMem8oxqOUZ9+sioNhm2Sdf8IgWFkf+oi6swwqhQ0O8xw2mExIfCyBLKMejTR590o8LKtNo8+KCMxx5b3+OYzjOqJYzUZ0Il1tqkkjBSYTWGav0limMEUBgRYgIKI0vUk1+koGNUnY4O4IUX5PiLX6zvsUyX7NcSRr16yZjEJq50jNJLVGG0ww4yqn3xCCHRoTCyhAlhpBwjCqPyvPOOnDh69QJ23rm+x0paGAUdI5ubfra3y98JoDBKI1GF0eGHy/jUU8n1yCIka1AYWaKeUn3F6NEyqlJr0hl1VTxhglTw1YPJXkalUu33XwmjUgloba3/OSvx4YdSrt/cDIwa1flnqiptwQJ7z0/qI6ow2mYbYOxYqUp75BF78yIky1AYWcKEY6T2s/rgA7snz7SihNHee9f/WCZzjFav1rlDtRwjwG447c03ZdxuOynRD6JEm/qsEv8Iux2IolDQ+XY33SThZkJINCiMLGFCGA0fLsnbbW1s818OVaZvUhiZcIxUGK25WVefdaVHD106bzMB+623ZFS5J0HUZ1O5W8Q/ojpGAHDaaeKgPvYYcOGFduYVhfXrgVNOAfbdF7jmGruhY0JMQGFkCRPCqFAAxo2TY5UnQoQ1a6RxIQDsumv9j9e/v4zLl9f/WMH8okpN+QqFZCrTlDAaP777z5RjtGqVhNuIf8QRRuPHA7feKsdXXAHcfbf5eUXh4ouBO+8Enn8e+I//AK691u18CKkFhZElTOQYAXr/o1mz6nucsDzyCHD55cCMGck8X1zeflvCBEOHAptsUv/jmRRG6r2vFEZTJCmMyjlG/fvrTuEMp/lJHGEEiEPzgx/I8Vlnifh1wcyZwK9/Lcdqy5If/IAXesRvKIwsYcIxAnSeURILydy5kp/wwx/KifSf/7T/nHFRuTM77mjm8Ww4RrVEsRJGtnKM1qyR7SGA8o5Rsag/nxRGfhKlwWNXLr0UGDNGtrpR2+YkzZ/+JKGzI4+Ui5nDDpPQ2hVXVP6d2bNFPH3ta9oVJiRJKIwskUZhdOmleo+l9nbg9NN1xdL69dLN25f8gH/9S8ZyTkgcbIXSqqF6GdlyjKZPl/dryJDKrpqveUarV8v880xLi+6MHkcYNTYC3/ymHN94o7l5haVUkhAaIHlPhQJw0UXy/Z/+VL4act48YJ99gN/8BvjLX4AjjjC7uTMhYaAwsoQpYaRCaTNm2BUlS5cCN98sx489Jg7DwoXSF+Xyy+V19O8PHHSQH5UuShj57Bi5DqW99JKMu+1W+T4+VqaVSuJcbr89cM89rmfjDlUIUCzqvfWi8o1vSCL2K68k77689JJ07e/bFzj6aLltr72APfaQC63rr+98//Z24IQTpBP7iBEi7D74APj+95OdNyEURpYwJYy2204qmJYutVuZ9sILUv02bpx0kb7nHsnfmTZNQmsqR+Hpp4F777U3jzCUSjqUlmbHyHYoTXUF32efyvfx0TG67z7gySfl+MIL89uqIphfVIy5Ug8dKtVgQPJ9jR54QMZjjtHuKAB873sy/v73nfcK/OMfRcBttJEkaj/7rNz+5z+zCSlJFgojC6xZo0929QqjHj2AnXaS4ylT6nusajz/vIxqEd1qKzk5nXACMGmSVJJccIH87JJL3IbUFiwQAVMsaketXlwkX9sMpZVKus9TNWHko2N08cX6+L33gL/9zd1cXBI38borhx4q46OP1vc4UVE5ikcc0fn2L31JmtcuWaJd6kWLgB/9SI5/8QtpRrrXXvLZbW0FrrsusWnHplQCbr8d+MlP/M7PJLWhMLKAOsk0NQH9+tX/eBMmyPjqq/U/ViWUMJo0Sd+2/fbAXXcBzz0HnHuuXL03N0vuh8uqElWht+WWQM+eZh5TCaMVK+oPFUZNvrYhjObMkavspiZg990r3883x+j99yVJt7EROPNMue2VV9zOyRWmhdEzzyTXluGTT8TVLRT08ysaGnTF3CWXSMj+ggvEFd9pJ+A739H3/e53ZbzlFnG0feb22yV0+atfSegwqUpiYh4KIwsEw2iV+thEwbYwWrMGeO01OVaOUTkGDgR22UWOX3/dzlzCoBYcU24RoIVRqVR/abMPOUYqFLXrrp3DGF3xzTF6+GEZ99kH2HNPOc5rZZIpYTR+PDBsmPyfq7wz26j3ceLE8hcIZ58t+xsuXSrh8Ntuk9tvuEFEseLoo2Ud/ewz4IknrE87NgsXAv/5n/r7jg7tgJH0QWFkAVP5RQp1xT91qq4aM8kbb8jV2GabAVtsUf2+KpFXCSkX2BBGzc16v7V6w2k+5BjdfruMxxxT/X6+OEZr1ogofegh+f7II3VFJoVRfY9TKEhYCkju/7ZSGE3R2ChhtI03FtFTLEoJvxLDiqYm4KtfleM//9nefOvld78TkbfjjlIYUixKLmZeP7tph8LIAqaF0bhxUm69dq0kP5tGNXPcYYfaDldWhVGhYCbPaN06CccB7nKM3n1XEq+LRSmTroYPjtEHH8g89t9ff76POEJ3ff/oI7tNMH2lnh5GXVHd4adOrf+xarF+PfD443J8+OGV77fzzlJQct118nmtVH126qky3nuvu0aV1Vi7FvjDH+T4ootkHT3wQPmeuUbphMLIAurq25QwKhaB44+X47vuMvOYQWbOlHHbbWvfVwmjqVOlvNYFNoQRYEYYqZNZQwMwYED1+9oKpV12mYyHHy777VXDB8foiSfk5PLcc3JSPeww+SwOGSLvSakk4ilvmHKMgGRD4C+8IAJm6FD9vJXo3x8455zuTlGQCROAsWPFVXTRvmH1anFg//pXfdET5M475f9+5Ei9ga9yyiiM0gmFkQVMO0aAVIcBctVkunw5ijAaN076kqxZ4ya5cPVq6dAN+CmMgonXtUqsbYTS/vlPydcoFKTNQi186HwdbOQ4aJCEWAqFznsF5jEkoYSRiXVECZR33y1/cjeJCocefnj8NgNBCgXpgg10Dqe1twP/93+y/cn550t7gOD/UpTK2RUryqcpzJ8v+W7f+AZw8snydww2piyVJIwGSIGKyo9SwujZZ/10uUh1KIwsoE4y9e6TFmTffeUK7PPPgX/8w9zjAjqUFkYYNTTo+73/vtl5hEH1cho40KzwBMwLo1qYdoyWLpWkVkBOFHvvXft3Bg6Ucflydw6gEkYXXCDHm22mf5bnPCOTjtGQIcDmm8vxtGn1P14lOjr09iPKPTHBKafI+MQT8rV4MXDUUcCXvyyOze9+J/l0gweLwzRihFSsHnechGIr0dIiVXD9+8vf6Ic/1Beey5dLRd20afK4m20mzuURR+j/2Weekf0Ie/eWPekU48ZJS4L163U/JpIeKIwsYMMxamzUJ72rrjL3uKtWaQcmjDACpMcIICXhSaOE0Zgx5h/bpDCqlV8EmM8x+u535Qp37Fjgl78M9ztKGAFmejjFQQmjE07ovnXJ2LEyuhDhrjEpjADtGtnMM5o8Wbb12Gij6vlFURkzBvjWt3RX9FGjpGFlr15S+v/v/y7Cb80a6ff2yScicO6/X8RRpf+xCy6QRpOAuEaXXy75QW+8IQLo7beBTTeVlhHPPisC6Y03gPPOk4KVCy+U3z3ttM7/S4UCcMABcvzcc+b+DiQZKIwsYDrHSHHuudLw8cUXgZdfNvOYqh/RkCHh5+uDMNpyS/OPnbQwMukYPfCA5EEUChJK69073O/16AH06SPHaguKJFm8WKqSgPLCfNgwGdV98oQtYWQzz+gvf5Hx+OP159sUV18tbtCaNRJS32knEWK//rWU+X/0kYiW+++XvmxTpsj/4bRpwE9/2v3xpk+X3wMkd/PvfxdB98IL8rd68UXJE3zoIVlvttpKXl+hANx0k6yXr74q68aPf9z98VXrE9UjjqQHCiML2HCMALlyOflkOTblGkXJL1K4FEYffijj6NHmH9uEMPr0UxnVCb0apnKMOjrkChaQ7RZUaXZY1JWui806lVs0apTkrnVFOUgURvVjuzLt4491P6Ja1ZBx6NVLhNDUqXJhOHWqVLYpCgURS8ccI3lBu+2mN8+99trueXSXXCLh4+OOE7fyy1+WatsJEyRlYMcdxSUKJpAfcog8ZkODztW69loJ3XVFNct97TV72/4QO1AYWcCWMAJ0E7G779YioR7qEUYmnj8qvjtGShhtumnt+5pyjF59VW/W+bOfRf99deJ14Rgpx3K77cr/fOhQGfMmjFpbgZUr5di0YzRrljguJimVgP/6L2lXsf/+8mWDxkYRQxMnhmuee+yx8rrXrNFJ0oCkD6g9H3/+c3372LESNlu/XpymcnsxnnWWuFHXXy/um2on0JXRoyUvqbU1v93b0wqFkQVsCqPx42WT144O2XSxXtLmGPkujFTFShjHyFSOkSphPuqo8CG0IMoxciGMVOgxmHAdRDlGCxe63Z8vaZRbFOyvVS/DhslXR4c0ITTF7NnShPGvf5XvL73UTMd/ExQKugP1tddql+eGG+TvcMABsqZ2pVY13c47S9J2tXYEhYIOpzHPKF1QGBmmtVWfWE1WpQVR1Q933ln/yUIJo0pX7OVQwmj5cmDZsvqePwqlknapfBVGSYfSSiUtjFSvq6i4DKWp5wwmrgZRjtHatfkqew5WNzY0mHtck3lGzz0n4aoxYyQ/p6EBuPXW6j2JXPClL0lrj2XLJNF6wQK9Ke1//Ifd51bhNOYZpQsKI8MEr/QqLfb1ctRREjb56CNJEIxLa6uu9oniGPXurU9YSbpGCxaIu9LQoEuPTZLGUNqCBVJCXCzGrwJyGUqrlUfTp49ODl+4MJk5+YB6rer/zBRqe6F61g0A+J//AfbbTwRWsShl7S+8IP1+fKNY1D29LrxQ/garV0s4rtaWOfWihNFLL5nvP0fsQWFkGBVGGzDA7JVekN69tTvwv/8b/3Hef19KTvv1q90huSsu8oxUGG3zzfW+ZiapVxi1tuqKxKRCaaq/T6Xk5TC4DKWFSTDOY56RLWGkcn+efjq+23zTTRJGAoDTTxdx/sgjwB57GJmiFU4+Wb/2efPkwvU3v7Ef8vvCF+T/a/VqqZgj6YDCyDA284uCqE7Y//hH/AVOhdG22Sb6AqEcm08+iffccVD9lmptdBuXeoWRyoNpaEiuweN778mo+v3EwYdQWjVhZKsyrVTyN2/JljDaYw/53H32WfTO9aWSVHKdfbYcn3uudCkP05rCNY2N0tLi2GPF6XrkEalcs02xqJ+H4bT0QGFkmKSE0UEHyQI3d650Xo1DlI7XXVHJsvPnx3vuOChhNHKkncevVxipMNomm4TbCsFEjpEKhW61VfzHcBlKU88ZxjEyHUo791wRhS6KCGphSxj17KnbOUTZkLq1FTjjDF3B9ZOfANdc40+SdRj69gXuu0+6VR9ySHLPyzyj9EFhZJikhFHv3sDBB8vxAw/Ee4w4FWkKF8Lo449ltJFfBGhhtGJFPCchSkUa4J9j5DKUVi0fz4RjVCpJi4srrwTefFNe6w03iAi+9db4j2sL9VpNCyNAd2R+9NFw958/X3KIbrtN3NAbbwR+8Yt0iSKXBBs9dnS4nQsJB4WRYVSOia2KtCAqcTAvwigpx6ijI14FVJSKNMBMjlGaQ2mlUrQco3oco7vvlvDz978vybff/rb+mfpc+YQtxwjQ68ajj1bfUHbZMvk7jR0r7lLv3tJVWm1NRMKxyy7yt/v8c73mEr+hMDJMUo4RINVpgDT4i3o13dGhcwzqEUYucoxsCaNevfTu2HHCaVEq0oD6Q2kdHTqUVo8wchVKW7tWGgIG51AOE47R7bfr4/Xr9UangHQm9g2bwmj8eNmcd926yhtST50qnbL/8Adpjrj77lKBduSR5ueTdZqadGI6w2npgMLIMGpBS8IxGjZM+oiUSrKfTxTmzpUTU48e8XoCuXSMbIXSgs304gijefNkrNSssCvBUFqc0N38+fIeNjToKsE4uAqlKbeosbF6RV29jtGSJZJsC0g34zPP7BwGmjHDfCfoerEpjAoF4MQT5fhPf+r+83vukTyk2bPlc/X009K5eZttzM8lL6hwWpS8LuIOCiPDRM0zqZejj5ax0pVfJZSlO3asdkmioMr7ly2TK0rbrFqlT9y2HCOgPmGkknjD7uMW3GRz/froz6dyrkaMqK99gRJGq1Yl22slmF9ULV9Fua9d97oKy333SVuKnXaS/a9uuknc0jff1J2gp02L99i2sCmMANnGoqEBeOwx4Ikn9O0PPyyiad06WVumTpUyd+YT1cehh8r48MPaJSX+QmFkmKh5JvVy7LEyPvJItCv+evKLANmFWm0/oV6zTZQI6N9fntsWJoRRWPemRw99HEeQKKFQrzs5YIA+TtI1ClORBtQvjFT/mGAl0rhxElJSnaDffDPeY9tgzRqd42ZLGG21FXDOOXL8zW9Ks9iZM2Vrj7Y24KSTZC8xW01q88aECeIkr1wJPPmk69mQWlAYGSZpYbTDDvK1bp3eqygMalfzuMKoUEg2nGY7jKaIK4w6OuTkAoR3jILCKI5jZEoYNTTo152kMAq7e7x6fYsXxws5qly6cqEglQ/moodTJdR2ID17SvNVW/z0p9IT7MMPpRHhrrtKMvakSZKTZatBbR4pFmVrEkBv4UP8hcLIIFE7H5ugUJDus4CECMKWg06ZIuOuu8Z/7iSFke1SfUVcYfTppyJuGhrCdxFvaND9juLY6+qzZiLR30VlWlhhpF5fW5vecT4K1YSRiW1gTKOSzIcMsRvCGjgQmDxZXLPVqyVfbdIk4K677HSWzztqt4L775fPMvEXCiODRO18bIpTTpGKqjfekJ2ta7FqlXaMJkyI/7xJVqYpN8ZW12tF3BOl2hpl5MhoOVvKNXLpGAFuErDDCqPevXU+VtRw2sqV+vO59dbdf+6jMFIXGmGT+Oth+HCpypsyRUTSs8/qKkBiln33lc/64sWyrxzxFwojg0TtfGyKIUOA66+X44sukq7Y554LXHZZeTdn6lRxlkaMqM/ZUr+rEs5tYrtUXxH3RBk1v0hRjzAy6Ri5KNkP09xRETfPSO0lN2RIeQHmozBSQm7EiGSer1CQ6ta99mKStU0aG3VOKMNpfkNhZJCk84uCnH46cPHF4lY99ZQIpR/9CNhuu+4Va6+8ImM9bhGg8zOSFEa+OkZxhVHPnjLW4xilNZSmwmJhkunjCqN33pGxUqm5j8JItX2IurEz8Z9/+zcZ77mHXbB9hsLIIEmX6nflZz+TENk118heRrvtJgv+iSfqnCIAePllGSdOrO/5XAgjXx0jFUoLm3ityHMoTfUO6tOn9n3Va4wqjKrlFwF+C6OkHCOSHAcfLBcCn3wCvPSS69mQSlAYGcSlY6TYemvgvPNkL6OXXpJOtS0tcqWydKnkF6lmd/vvX99zJSWMOjp08nVSwqjaVgnlUOXe48ZF+708h9KiCCP1GtVrDssHH8hYaZNdH4VR0qE0khw9ewLHHSfHf/ub06mQKlAYGcQHYRSksRG48045KXz8sXT8vfde6ZMyZoy0+a+HpITRZ59JxV+xaD8hNc6Jcu1a3SBQtf4PixJGcarSbDhGSYbSVGNQ1Q+rGnFDacp9qSSofRRGDKVlG9V1/K67gPb28vdpb2flmksojAwSda+sJNhoI+lv1NQkoui00+T2r32t/kRL9ToXL7bbMVlVpA0fHq9LdxTinChff10WsWHDojtacR2jUslOjpHvjlFUYVSrzYPKb/JFGJVKDKVlnYMPFod2wQLg8ce7//yuu+Tzus02unqYJAuFkUFUnkk9+1bZYLfdgD/+UX8/YADw9a/X/7iDBkmyd6mkm9LZIKn8IiCeMFI5W3vsEV1sxhVGK1dqMZrWUJpyjGwJo46O2iJDvd+rVlW+ek+SZcv0psJ0jLJJjx5yYQoAN9/c+Wd33w185Stykf3BB1Lib3NtJeWhMDJEqaR3Oq+Uz+CSr39drkSuvlryYaImCZejoUFvWWAznJZURRpQvzCKSlxhpARCr17hQlG1cBFKU45RmPnHSb5etEjEY7BLe1fU+w3Eax5pGiXkBg/uvJceyRZnnCHj/ffrhp4ffQScdZYcn3WW7Erw+efALbe4mWOeoTAyxKefyhVwvTud2+SEE4DzzzfbPTqJPCNXjlGY7Sfa2vSO2XvtFf354pbrm0y8BrIZSlNhtGHDKndy7tlTvwc+hNOYX5QPdtxRLqRaW6WauK1NGvUuWyZtVG64Afj+9+W+N97I0v6koTAyxHvvyThqVL7a6WdVGLW361BPNSZPlqu6jTd24xiZ6rCellBalKq0sLk6PiVgq3w621vfEPdcfrmMf/iDVAhPntw5J/TEE+WzOXs28NxzTqeaOyiMDKHCaGPHup1H0iQhjNTJIglh1Lu33jwzzIny/vtlPOqoeInhcYXRsmUyDhgQ/TnLoRyjlhad42KbKKG0ehyjWiLDJ2GkLrDyto7kkf32A046SdygyZMldHrHHcCWW8rP+/QBjjlGjh97zN088wiFkSHUguZjfpFNsuYYFQrhT5SlkhZGqtV/VOKW6ytR0bdvvOftSr9+ehubJFyjUimeY7R6dfi/VRqFkdrCJGo/LJJObr8d+MtfgLPPlh0Juq4jBx0k4xNPJD+3PENhZIi8XunZFkarVumE4CSSr4HwJ8rp08Xm7tkTOOSQeM8V1zFatUpGU8KoWNTuUxIJ2C0tOocrjDDq3187eWFdozSG0vK6juSVpibg5JMlj2iHHbr/XAmj11/XLjGxD4WRIdSeTHSMzKKu+vv3D7enlgnCnijVHnQHHRRfoMQVRlESl8OihFESAkHNHwgXSisWdR5UVoVRW5vu1E3HiADy2R03TsJtzzzjejb5gcLIAAsW6EZcu+3mdi5JY1sYJRlGU4Q9UdYbRgPiV6WZdoyA+NuhxEEJo549tRNUi6h5RvPny1irwssXYfTRRyKOmptZlUY0Bx4o47PPup1HnqAwMoBKjNt1V93XJy9ssomMeRNGixYBr74qx0cfHf+5fAmlAckKhCj5RYoolWmlUvgtenwRRiq/aOxYne9FyKRJMr7wgtt55AnLGyxkk8WLgSuvFLfk+OOBhx+W2w8/3O28XKAco5Ur5WRnotlgkCQr0hRhTpRqZ+zttqtvbzyfQmlJCoQoFWmKKI7RihVafNV6f5S4DIb3XMD8IlIOJYzeeEMuiExeDJHyUBhF5NNPgQMO0DlFP/yh3krgsMPczcsVG20k1n9Li3RwNdFRO4jvwmjPPet7LjpG4X8nSvdrFUYbMKC2+OrVS8ak2hRU4l//knG77dzOg/jF5pvL+jd3rqw7X/yi6xllHxq2EbnyShFFzc3A+PGymK5fL+GUOA3+0k6hYDfPaPZsGVVvjyRwIYziluubdIyS3FDVtmMUNowG6K03WlrCz8UGr78u4667up0H8Q+G05KFwigiKgHu5pvlCu/eeyXH6P77wyeRZg2bwsjF/nO1hFFrq84vomMUjzjCLoowUo5RpT3SgvjgGK1dC7z9thznrYCD1EYJo+efdzuPvMBQWgRWrZI4LyAf1EIBOO44p1PyAlvCaOVKYOFCOR4zxuxjV6OWQJg+XU5k/fsD22xT33P5mGOURFVaPcnXpoWRD47Rm29KSH7oUFakke7ss4+ML78sF2Z52nbKBXSMIvDyy7J4jRzJvYyC2BJGqqfL4MGdd0G3TS1hpFysbbetv3rIx3J930NpYarSlDAKE0rzwTF67TUZd9tNLrgICbLtttLHa+1aYOpU17PJPhRGEVA2prI1iWBLGLkIowG1BcKHH8poItHcR8fI11BalORrlWOUFsdoyhQZmV9EylEsateI4TT7UBhF4K23ZJwwwe08fCNvwmjOHBlHjar/ufKaY+RTKM0Hx0jtnr733u7mQPyGwig5KIwioPJdwiy2eUKFKz75xOzjqlCab8LIhmPkQ1VaWkJpS5fqFhmViBJKU46RK2H00UfymWpooDAilVGRismT9T6DxA4URhFQwihv3a1rofKt1L5mplCOUZKJ10DnsvVyC5ByjFyF0lpb9f3T6hjFrUorFOQ9qZZnFOx6HcUxchVKU5Wuu+/O5n2kMrvsIp/VJUuAWbNczybbUBhFYNEiGSmMOqOaLy5caPbkMnOmjFtvbe4xw6AEQltbdxehVHIfSgt2aLblGNm+Io0TSmts1HlG6iKlHMuX6/ctDY6R2hx0//3dPD9JBz16ABMnyjH7GdmFwigk69cDy5bJMYVRZzbeWF91qx3N62XJEumkDUhFRpL07aurzbq6J599JifQQsFMN+44VWkqv6ipSQsrEyhh1N5uXyTECaUB+n9PfTbKEex6rT6X1XDtGFEYkbAwzygZKIxCotyihgZZcIkmKBLUpq/1MmOGjFtskXx4oVCo3AVauUUjRpgRJXEcIyWMTLpF6vEqCULTKOEVVRipTYvDCKOwuYA2HaOpU4Fbb63swDG/iERBCaMXX3Q7j6xDYRQSZd0PGcKdr8uhhJGpPKPp02X8whfMPF5UKuXbqMRrE2E0oL5QmmnBWE0QmkYlmyvHLCxKGFULpUXJLwK0Y9TaWjupOypf+QpwxhnSHb8cKr9ot92YX0Rqo7qif/BBMrmAeYWn+JAw8bo6URKwW1q061EJJYxcbahZSRiZTLwG/HKMgOQSsOMKoyihtDD5RYB2jACz4bQ5c3Rl5YMPlr8Pw2gkCoMG6YsytQsDMQ+FUUgojKoTNpT2xz/KlfyWWwLvvlv5fiqU5qtjZFoYRSnXt+UYAf4LI5uhNMCsMFJuEAD885/lw2kURiQqu+wio9p0mJiHwigkFEbVCeMYvfIK8M1vSh+aRYuAY4/V1UlBSiW9oaZvjpEPoTSbjpEKpa1caf6xg/gUSmtslC/AbJ6REj0AMHs28N57nX/+4Yfy1djI/CISHgoj+1AYhYTCqDrKMfroo8r3+c1vZNx/fznBzZoF3HFH9/vNnSt/78ZGYPx441MNhc+hNJuOkRJbwZYANvAplAbYqUxTjpESm08+2fnnTz0l48SJQL9+5p6XZBu1bQz3TLMHhVFIKIyqo4TC7NnlE1jnzAHuuUeOr7sO+OEP5fj667uHGF5+WcYddwxXbm2DcsKovV0LP1PCqJ5yfRuOke/CyEYoDTC/LUhbm3YXTzxRxq5X+EooHXigmeck+UA5Ru++a9/ZzSsURiGhMKrOqFGSq7FunXZVgvztb0BHh5wEvvAF4Otfl1Ltt9/W+0QpXnlFRtXMzAXlhNH8+VK51NgIDB9u5nniOEYq/Bi11D0MaRFGCxeWz9kpleIJI9MbyQY/N1/8ooyvvaZvK5W0Y3TQQWaek+SDoUOlXUipBEyb5no22YTCKCSqj5HqvEs609CgO1SrxOkgd98t41e+IuOAAcCpp8rxddd1vq8SRnvsYXyaoSknjJTgGzlSXq8JlDBqbw9fKq5O3jbcNN+FkbowWb++fIL455/rx44TSjPlGC1dKmPfvvpzPH26fu9mzBDXq1cvt59zkk6YZ2QXCqOQKMtSnTBJd1SidFdhNHcuMGWK9Mk57jh9+znnyHjvvXoD2pYWHTv3zTEyXZEGdG4SGdY1UifXYDWVKXwXRs3N+r1ZsKD7z9XnaPDgaH8f046REkYDBsjV/ZAhEl578025XblF++wT/W9ACPOM7EJhFBIljNiErTJKGKk9zhQqt2jSJB0KASSxet99xSn53e/ktocekpPTiBHA2LH251yJao6RqYo0IJ4wiisqwuC7MALkswGU335G3abuExZbjtHAgXJBoE5kKpzG/CJSD3SM7EJhFBKV8MrqkcqoPc26OkYqjPZv/9b9d37wAxmvu07KrP/yF/n+5JPlhOKKpByjpiZ97INjpPKWbAqjUsmMMCrXGiKuMDLtGKl9FQcOlFGFy559VpwjVcrP/CISByW0Z82yfxGTRyiMQlAqaceIwqgywVBaR4ccL1gATJ4sx8cf3/13jjwS2HNPuVI/5RRxjAA5dklSwqhY1OIoL45Ra6s+jvMaqvXM8tExAnQC9uOPizhavlw+YzvvbOb5SL4YNkzc944O4K23XM8me1AYhaClRZ/oGUqrzFZbiXBcvVqHDO6+W4TlxInlT1aFAnD11XLF/vTTIg723hvYYYdk596VpEJpQPTKtLTnGAW7fPsijGzlGClhNGGCfKaWLgW+8x257Stf0Y0lCYmKEtXcGsQ8FEYhCPaKsNE7Jis0NQGHHirHDz0kYvKaa+T7k06q/HsTJwKPPCLbhJx6qnaNXBIURqWSuBzqRGzSMQK0YxR2W5C0O0b1CiMboTRbjtGAATI2NuqwmdoK58wzzTwXyScURvagMAqByi/q3dtcmXZWOeooGR98ELjvPjkJDBggO4xXY7/9ZMPNO+7wo/JPzaG1VVyEjz8WodfcDGy6qdnnUo5RMMRUjaw4Ro2NEkqMinKMqiVfR+0zZTvHCOgcSh4/XlwkQuKihBF7GZmHRm4ImF8UnsMPl/DY1Kn6ivg730nf365fPzlZtrRInpQKo22xhfmkcOUYhRVGWXGM4s6/WihNlev74hgFhdHJJ0sY9s03JefIZXEBST9KGL31liT0MyxrDjpGIaAwCs/QobJRLCBXzbvvDlx4odMpxaJQ6ByysZF4rYgqjJJwjMpt7muKeoWRel9WrJAvRfB7145ROWFUKEj+3L//u+TjEVIPW24p56SWlu4tUkh9UBiFQIXSmHgdjt//HrjtNuC884BHH02voFQb486day/xGvBTGPnsGPXtq3N3gq6ROu7fP/pnzrRjVC6URohJikVdtq92CyBmoDAKAR2jaBQKshfaNdek+8QQFEbvvSfHW25p/nmiVqXlPZQG6PdGbeoLSI4aEO89stn5mhBb7LWXjC+95HYeWYPCKAR0jPJJMJdF9QrZfnvzz+OjY9TSEn7vtqiYEEYqFPX++/q22bNlHDMm+uMlkWNEiGmUMHrxRbfzyBoURiGgY5RPlCvx3nvAO+/I8fjx5p/Hx+RrwF6ekYn5jxsno3pfAO0YuRZGHR0MpZFkUB3VZ80ClizRt5dKwKWXSuXjEUfoFhEkHBRGIeB2IPlECaMnnxT3ZODA6Em9YfDJMWpu1tVStsJpJoVRcMGvJ5Sm5hK2l1Q1Vq3SDWEpjIhNBg0Ctt5ajl94Qd9+2WXAj38sm3c//DCw227ccDYKFEYh4Aay+USF0hTjx9spsfYpx6hQsJ9npOYf3EA3KupkEBRG9YTSor4H1VDd0nv0sCNeCQly2GEy3nKLjE89BfzkJ3L8s59JJeTKlbJXpQrxkupQGIWAobR80lUY2dqmxCfHCLC/kaxJx2juXAn5tbfrlgpxhJGaiwlhpEKQ6u9IiE2+/W0ZH3hA3O3TTpNQ2llnARdfLLePHi2Vtd//vtOppgYKoxAw+Tqf9O0LbLyx/t5GfhEQTRgFd6a3JYyScozqEUaDBukw1fvvA/Pni6hpbIze3BHQjpGJUJrKU6IwIkmwzTbAwQfL2nDwwdLkdOxY4Le/lZ8PHAj8+c9yfMstwPPPO5tqaqAwCgEdo/xy0UXiFB18sFjRNogijIKOho1QGpAOYVQo6HDaO+/odgqjRsXrAGwylKYcI5XQTYhtrr9e8ogAqVR7/PHOhRR77QWcfbYcf/vbZj7nWYbCKAR0jPLL+ecD//qXLDSDBtl5jign5WCfnTw7RoB28F55RZcr77JLvMcyKYyUY0RhRJJi3Djg1VclnPz887J1UVcuvxwYMgSYMQO4+urk55gmKIxCQMeI2CSKYxQM9dSTvFyNtAijAw+U8YkngOeek+NJk+I9FnOMSNopFMQxrbQx88YbA1dcIcdXXGF325+0Q2EUApbrE5tEEUbKMerZ094mpGkTRsrRA4B99433WDZyjOgYEd845RRJxF6yBLj9dtez8RcKoxCwXJ/YJI5jZCu/CLAvjILirh6GDu1cKThgQPzO5AylkTzQ2Ah897tyfOONbufiMxRGIWCOEbFJnBwjm/1x1And1L5hXTEp7g4/XB/vv3/lMEItGEojeeHoo2WcPh1oa3M7F1+JUb+RP1h+S2zim2NkekPVrph8DT/+seRVLF8OnHRS/MehY0TywsiRci5bs0aaoqqeYERDYVSDUokLHbFLnBwjm45RmoRRv366wV09MMeI5IViUXofTZ0qFWoURt1hKK0Gra163yO29yc2oDByT9AxKpXqeyyG0ojvbLutjDNnup2Hr1AY1SB4cuAVILFBlDAOQ2l2CM6l3rwLOkbEdyiMqkNhVAO1yAF+LeQkO9Axck+wJ1S9eUbMSSS+s912Ms6Y4XYevkJhVAO1yDU32+sbQ/INk6/dExRG9eYZcUsQ4jvKMXrnHbfz8BUKoxqokwMXOWIL38r18yiMGhr0hY8px4hrBvGV4cNlXLWKHbDLQWFUAy5yxDZ0jNxTKJjrZcRQGvGdvn31urNkidu5+AiFUQ2CoTRCbMAcIz8w1cuIoTTiO4WC3hR78WK3c/ERCqMaMJRGbBPHMUqzMFLCw1dhVG+OEV1mkgYGD5aRjlF3KIxqwEWO2CZOjlGaQ2nqdQYTnn3AtGPEUBrxGTpGlaEwqgFDacQ2eQulqdfpmzAynWPEiyniM3SMKuO1MFqwAFi0yO0cuMgR2+Qt+VoJD/W6fYGhNJIn6BhVxkth1NEBHH88MGyY7OOybJm7uTDHiNgmjmOUZmHkq2PEUBrJE3SMKuOlMJo5E7j3Xjletsxt23Je/RHbRDkhJ5G4rISRiQ1Vy+G7Y8RQGskDdIwq46Uweu21zt/PnetmHgBzjIh9ojhGSQoj246Rb8LIRI5RqURhRNIBHaPKeCmMpkzp/L1LYcRQGrFNHGFkMwwVFEb17jRfDt+r0upxytat038zhtKIz9AxqoyXwkg5RqNGyeiDY0RhRGwRJ/k6CWEE1B9WKoevjpGJUFpw02muGcRn6BhVxjth1NoKTJsmx8cfL6MPwoihNGKLODlGSQkj0+G09nYprgD8c4xMhNLUetHQ4J/wIyQIHaPKeCeMZs6Uq+L+/YEDDpDbGEojWca3UFpTk95Q1bQwCr5G34SDCceIFWkkLSjHaPVqe/mEacU7YfTxxzKOGcNQGskHviVfFwr2ErDTIIzqyTHiekHSQv/+4mwCDKd1xTthtGCBjJtuCowcKceffw6sWuVmPgylEdv4lmME2BNGQTfGt1CaSceIwoj4TqEA9Osnx67Or77itTDaaCNRtYB2kpKGoTRiG99yjIBkHCN1teoLJnKMuF6QNNG3r4wURp3xWhgBwOabyzhvnpv50Bontgk6RrXK47MijHr00HlMvmDCMUpiyxZCTKGE0cqVbufhG94Lo4EDZVy+3M18GEojtgnm2rS3V79vEjlGgP1Qmm/5RYC5PkYAhRFJB3SMyuO9MNpoIxlXrHAzH1rjxDZBkVArzyjtOUa+7pMGmHGMfG1eSUg5KIzK470wUjlGrh0jCiNii+BJtNZJOe2hNJ8dIxM5RnSMSJqgMCqPt8Jo2DAZXTtGDKUR20RxjNIujHzteg3QMSL5g1Vp5fFKGK1apd8gXxwjhtKIbYpF+QKyL4x8Fg7MMSJ5g45RebwSRsot6tNHv2G+OEYURsQmYXsZpT35OuuOEYURSRMURuXxUhgptwhw7xgxlEaSIMxJuaMjueTlPCZfm8gx8tkRI6QrLNcvj5fCaJNN9G0uHaOODr3Q0TEiNgnjGAV/llZh5HPyNR0jkjfoGJXHK2G0bJmMG2+sb3PpGAVPChRGxCZhhFGS22nk0TEykWNEx4ikCQqj8ngljJSdpzLlAbeOUfCkwFAasYlvwkg5HnSMokHHiKQJVqWVxythpN6coDBy6RipRa5YBBobk39+kh/CnJTV57Ghwf4+Y3lMvmYfI5I36BiVxythpBwj9WYBbh0jLnIkKaI4RkmEaRhKiwdDaSRNUBiVx0thVM4xWrWq9j5SpqEwIknhmzAyEVYqB0NphPgDhVF5vBdGyjEK/jwpuMiRpFAnZV+EkfrM1+OelMNnxyhsL6lq0DEiaYLl+uXxXhj16KFt/aTzjCiMSFKok3KYHKMkPo90jOLBNYOkCTpG5fFeGAHu8oy4yJGk8C2UZtsx8lEY0TEieUOda9euTT5VxWdSIYxcVaZRGJGk8FUYmXaMfA6l0TEieSNY6LR6tbt5+EYqhBEdI5J1wpyUXSRfm3aMfA6lmXCMuGaQNNGzp279wXCaxithpN6YoIoF6BiR7BPmpKw+j1kIpfnsGDGURvJCocA8o3J4JYzoGJG8EiWUxuRrO4RJgK8F1wySNiiMuuONMCqVyne+BoA+fWRcsybZOXGRI0nha45Rnhyj4HtQKsV7DDpGJG2wZL873gijNWtkN3uguzDq3VvfJ0mSDF2QfONrjlGeHKPg37WtLd5j8GKKpA21QfratW7n4RPeCCOlVgsF7RAplDBKOmueixxJirw5Rj4Ko+Cc4uYZ0TEiaUOdXymMNN4Jo759RRwFce0YURgR2/iafJ3Hcn0g/uvmmkHSBh2j7ngnjLqG0QDmGJHs42vydR7L9YH4jhHXDJI2lDBK+vzqM94Io0ql+gAdI5J9fMsxymPydaEANDbKMUNpJC/QMeqON8KommNEYUSyjm85RnlMvgbqL9nnmkHSBoVRdyiMqsBFjiSFzzlGcUvXy+GzYwTU1/26VKJjRNIHk6+7Q2FUBQojkhS+OkZAfZ2gu+JzVRpQn1PW1qZFJNcMkhboGHUnVcKI5fokq0TJMUri8xh8DpN5RmkJpcURg8G/E9cMkhaYfN0db4QRk69JnvHZMTKZZ+R7KK0exyj4O76+PkK6QseoO94II/WmqDcpCIURyTq+5Rg1NOhdt+kYhUP9nYpFXd1GiO9QGHUnFcKIfYxI1vHNMQLslOz77hjVI4yYeE3SCJOvu5MKYUTHiGQd33KMADsl+1lOvuZ6QdIIHaPupE4YmSwdrgUXOpIUeXGMfHdV6BiRvMHk6+6kShgF75cEFEYkKXzLMQo+Dx2jcHC9IGmEjlF3UiGMgrclqWq50JGkiOIYJSUqbDpGvgojE8nXXC9ImmCOUXdSIYwaGvRiQ2FEskjecox8DTeZKNf39bURUg46Rt1JhTAC3CRgUxiRpMhbjhEdI0L8gMKoO6kRRi5K9rnQkaSIIoyS+jyyXD8adIxIGmHydXdSI4zoGJEs46NjxOTraHC9IGmEjlF3UieMktwvjQsdSYooOUZpDaWVSrLRKuCvMKJjRPKGOre2tCTbDsdnUieM6BiRLJIHxyj42nwVD3SMSN4InnNbWtzNwycojCpQKiWf00Hyi4/CyLRjFBQbWXSMKIxIGnHVDsdnKIwqEFwYudAR2+ShwWMaHCP1PrBcn+SFxka96THzjAQvhFFrK9DeLse+CKPgVTKFEbFNHnKMgsLI193n1d+WjhHJE0zA7owXwij4ZlAYkTySp1BaUxNQKJh5TNMw+ZrkEXa/7ox3wqi5ufx9VB+jpKrS1MmgsREoevFXIlmm1gnZRc6brVCar/lFAJOvST6hY9QZL0756s1obq58JZl0EyouciRJ1Am5ra18yawqcw/e1zY2HSNfMeEYcc0gaYNNHjvjhTBSJYKVwmjBnyVVTkhhRJIkKBbKnZSDDkbak699DjWZcIx8fn2ElIOOUWe8EEa1KtIAHWKjMCJZxEdhRMcoGlwzSFphjlFnUiOMkla0XORIkkQRRklVdOXRMWK5PskjdIw6kxphpBwjCiOSRYLCqNxJOXjSTaqiy1a5vs+OEcv1SR6hMOpMaoQRc4xIlikUtBNU7qTsIn/FVijNZ0eF5fokjyjjwdT/etpJnTCiY0SySrWTsouTLsv1o8E1g6SVpHN4fSc1wojJ1yTrhBFGSX4emXwdDa4ZJK1QGHUmNcKIjhHJOtXciiw5Rj6Hmph8TfIIhVFnUiOMmHxNso5voTQmX0eDawZJKxRGnUmNMGLyNck6vgkj045RGhwVOkYkj1AYdcYrYVRpnzSAoTSSfXwTRnSMosE1g6QVCqPOeCWMmHxN8oxvOUYs149GGl4fIeWgMOpMaoRR0DEqt8mmaSiMSNL45hixXD8aXDNIWqEw6kxqhJF64zo64l3NRYWLHEmaasIoCw0e0yCMWK5P8giFUWe8EEbqzQjjGAXvbxMuciRpfOtjxOTraKTh9RFSDgqjznghjMKIkODPkkjApjAiSZP1HKM0OEZMviZ5hMKoM14II/VmVKtKKxSSffO4yJGkyXqOURocFTpGJI9QGHUmNcIISLZkn8KIJI1vwkh99tevN1PwkGXHqFTimkHSC4VRZ7wQRmEXlCS7X3ORI0njqzAKPn89pG2vtChisK1NH9MxImmDwqgzXgijqI4RQ2kki/iWYxR8LhPCKE17pZVKQHt7+N8L5mFxzSBpg8KoM6kSRnSMSJbxzTEKPpeJBOw0hdKAaOE0CiOSZiiMOuOFMAorQugYkSzjmzBqaJCv4PPXQxqSk4OiLcprVvctFvXfjJC0QGHUGS+EEZOvCQnX4DHpz6PJkv00OEbBucVxjLhekDRCYdSZVAkjF6E0n69uSbbwLcco+Hx5cYwaGsT1AeI5Rj6/NkIqoc6t7e2dCwnyihfCiKE0QvwLpQH5c4yAeCX7XC9ImgmaEnSNPBFGPjtGXOhIUlAY+UGc/dK4XpA0E/zcUhh5IIw6OvSiz3J9kmd8FEZ5C6UB8bpfp+W1EVKOYlF/dimMPBBGwcUnbCiNjhHJIj7mGOXRMWIojeQRJmBrnAuj4JsQNpRGx4hkETpGfkDHiOQRCiONN8KoUKh9JUnHiGQZH4URHaNwcL0gaYfCSONcGAUXlEKh+n2ZfE2yTDV3xlX7CJOOURq2BAHoGJF8QmGkcS6MwlakAcklX3d06F4OFEYkKcI4Rmlu8JiGTWQBVqWRfEJhpEmlMLLtGHHfI+IChtL8gKE0kkcojDTOhVGUBSWpN47CiLjAR2HE5OtwpOW1EVIJCiONc2Hku2PEhY4kBcv1/YCOEckjFEaaVAmjpJKvg4mutRLCCTEFHSM/oGNE8giFkca5MIpypZVU8jWv/ogLfBRGdIzCwTWDpB312aUw8kAY+RxK4yJHksRHYcRy/XDQMSJph46RJlXCKOnkawojkiRZzzFiuT4h/kJhpHEujOKE0ugYkSxS7YTs6jNpShiVSgylEeIzFEYa58LI5+RrLnIkSSoJo6CoSGsoTTVMDT6mrzCURvIIhZEmVcKIydcky1QSRsHv0xpKC74GOkaE+AeFkca5MIobSiuV/JgTIaao5M4Ev0+rY+RS3EWFjhHJIxRGGufCKE4oDTBTJVMJCiPigkqOkUthZMoxCr6Gxsb6Hss2TL4meYTCSJMqYaQcI8BunpGrDTtJvqkljAoFoKEh2TmZdowaG4Gi81WnOnFCaVwzSNqhMNI4X6KiXGk1NelO1DaFEa/+iAtqCSMXndhNO0ZpCDXFCaUFu+UTkkYojDTOhVEUx6hQSCYBm8KIuKBWjpGLk24ehRGTr0keoTDSpEoYBe9Hx4hkjVqOkYvPo6lQWpqEEZOvSR6hMNI4F0ZRRQgdI5JV1Am5o0O+FC7DNHSMwsE1g6QdCiONc2EU1TFKovs1FznigmB/n+BJ2aWooGMUjjS9PkLKQWGkSZ0wYiiNZJXgSTV4UmaOUbKwXJ/kEQojjXNhxFAaIQIdIz9gKI3kEQojjXNhRMeIECHYo8gXYZRnx4ihNJInKIw0qRNGdIxIVikUyodxKIyShY4RySMURhrnwihuKI2OEcki5UJXDKUlCx0jkkcojDTOhRFDaYRoqjlGLj6PdIzCwTWDpB11bm1vB9ra3M7FNakTRgylkSzjWygtKBJKpfiPkyZhFNUxKpXS9foIKUfwHJx318i5MIoqQugYkSxTThj50OARqC+clibhELVcP3g/rhkkrQQ/uxRGjqFjRIjG1xyj4DzikCZhFDWUFgwzcs0gaaWhQV8UUBg5pFRi52tCgvgWSgv+D9STZ5QmYRQ1lBa8XxpeHyGVYAK24FQYtbXpvIWooTQ6RiSL+CaMikWgsVGO8yKM4jpGDQ2de1ERkjYojASnwij4x6djRIh/obTg8+YllBbXMUrDayOkGhRGgjfCiMnXhPjnGAFmSvZdv4YoRE2+5npBsgKFkeBUGKkFpalJLPswMPmaZBnf+hgB+XOMor5e1+8PIaagMBK8cIzChtEAhtJItqFj5J64jlEaXhsh1aAwElInjJh8TbIMc4zcEzf5musFSTsURoIXobQoCwodI5JlfGvwCOTXMerokO0RapGm10ZINSiMhNQ6RhRGJIswlOae4BzDuEZcL0hWoDASUieMbCdft7XJlSLAhY4kj4/CKG+hNPUeAOFec5peGyHVoDASGErrAtv7E5f4mGOUN8coKIzoGJE8QWEkpM4xsv3GURgRl9Axck9DA1AoyHGY10xhRLIChZGQOmGUlGMU3AqBkKTwsY9R3hyjQiGaGEzTayOkGhRGQupCaeqNW7dO5wK5nhMhpqBj5AdRXjPXDJIVKIyE1DpGQH1XsJXgIkdcwhwjP1CvmY4RyRMURkLqhFHwvjbCaa57xpB846NjlEdhRMeI5BEKIyF1obSmJkmOBOy8eVzkiEvKORWuxTpDadVJ22sjpBJJ9AlMA6lzjAC7CdgURsQl6nMXFP2uT7x5dozCvGauGSQrJLFJexpIpTCyqWq5yBGXlLOyXYuKPDpGUXKMuGaQrJDElltpIHWhNMCuquUiR1wSrLpUuBYVeXaMGEojeYLCSKBj1AUKI+KSaqE0V5/JPDpGTL4meYTCSEilMKJjRLKKj6G0PDtGYV5z2l4bIZWgMBJSHUqjY0SyBkNpfsAcI5JH1Ll1zRq383BNKh0jhtJIVukaSuvo0D2N0pp8XSqlTxjFCaVFXccI8Q06RkIqhRFDaSSrdA2lBT/jwa7vSVKvY9TeLuIIyKYwUicRCiOSdiiMhFSG0ugYkazSVYQEP+OuTrz1OkbB38uiMIp7gUeIb1AYCXSMukBbnLikq2OkFqjGRvlyQb2OUZqFUZjXTGFEskJQGCmXN4+kWhjZULXqMV2FLUi+qRRKc/l5NOkYuRJ3UYmSfO3De0SICWxv0p4WGErrAq/+iEsqhdJcnnRNOUY9egCFgpk52YY5RiSPBNeZPIfTUu0Y2QilURgRl1QKpWVFGKUF5hiRPNLUBBQ3qAIKI0eoBcUnx8iHExHJL5WEkcuTrqlQWhqFEXOMSJ4oFIDeveWYwsgRcUUIHSOSVdRFQkcH0NbmR/5KHh0j5hiRvMLKtJQLI+YYkawR/Ny1tPjhYObZMWKOEckbFEYOhVGpFH/RL7eflCl49UdcEgwr+yKMTDlGTU1m5pMEYYVRqcSLKZItKIwcCqPgIuuTY8SrP+KShgZd0r5unR+fx3odIx/EXVTCvubWVt3vhWsGyQLcL82hMAqKmriOEUNpJIsEHVEfHMx6HaM0CqOwr9mHLVsIMQkdIw+EUbEY3WJPIvmaixxxRVAY+SAq1HxaW2Xfs6j44HpFJaxjFDx5pCmHipBKUBh5IIx69Yre9C2Jcv00LeIkWwTdCp+EERDPNUrjxUZYYRR0mNPSvJKQalAYeSKMosJyfZJlyjlGLj+PXSvlouKDuItKHGFESBagMHIojOq5imS5PskyvuUYNTZKUriaU1R8EHdRiZpjlCbRR0g1KIxS6hix8zXJMr6F0oD6WmSkUTxEzTFKk+gjpBoURikVRgylkSzjW/I1UJ8w8uU1RIGhNJJXKIxSKoxsOUalkrbOudARVyjHKBhKc/15NCGMXL+GKFAYkbzCvdJSKozU78QtH64Ee5IQH1An2ayE0nx5DVEIu1cahRHJGnSMUi6MALPhtOBjcaEjrshaKC3NOUa1kq99eX8IMQWFkQfCKI4ACf6OyTdPLeDFot6WgZCkyVrytS+vIQoMpZG8QmHkgTCKs1g2NOhu2SYdo3qaThJiinLl+q5PvMwxKo8v7w8hpuBeaSkVRoCdBGwucsQHGEpzD3OMSF6hY5RiYWSjZJ+LHPEBhtLcE8wxKpUq3y+Nr42QalAYZUAYmXzzuMgRH/DRMarnQiTNoTQAaGurfD9eTJGs0aePjKtXu52HS1IrjBhKI1klazlGaQylBYVRtXCaL+8PIabo21dGCiMHMJRGSHkYSnMPhRHJK8oxWrXK7TxcklphZMMxSuMCTrJH8LPty2cyb1VpjY26MjWMMHL9/hBiCjpGKRZGdIxIVlGfv+XL9W2uT7x5c4wKhXBNHtMo+gipRjDHqKPD7VxckXphxBwjkjX69ZPxs8/0ba4/k3nLMQLC9TLimkGyhnKMgPz2MkqtMLKZfJ22BZxki8GDZZw3T8ZiUTc0dUXeHCOAwojkk2CD47yG01IrjGyE0miLEx9Qwkg5Rr17u+/EHlcYtbfLZs/Bx0gLYZo88mKKZI1iUdYcIL8J2M6EUb0LCsv1SVYZNKjz90OHuplHkLjCKHj/tIkH5hiRvJL3BGw6RgEojIgPKMdIsemmbuYRJK4wCl64pO3/Ktg2oRIqByNtoo+QauS9ZD/1wojl+iRr9O3bOafIJ2EU9f9N3b+pSTZ/ThNh1hh14lAJ84RkATpGjvA5+TptV7YkWxQKnV2jTTZxNxdFvY5RGi82ogijYCUPIWmHjpEjfAylKXWsPhSEuCIojHxyjOLmGKVRGIW5+KIwIllEfZ4pjBKko0NXesR1Z2w4RupDQGFEXBNMwE6zMEpzcnItx6hUojAi2YShNAcE/9hxRYhNx4iLHHENQ2nuqSWM1q4VcQRwzSDZgqE0B6xcueHJi37lGPHqj/gCQ2nuqSWMgicN1feFkCxAx8gBShj16xe/cZ2NqjTmGBFfYCjNPWGFUZ8+cpFHSFagY+SAoDCKi41QGh0j4guNjfqYoTQ3hBVGXC9I1mDytQNMCCMmX5Ms09amj31wW+IKo+XLZdxoI7PzSQIKI5JX1DmQobQE8dUxYvI18QUfwmdBlDBqa+ss2mqxdKmMAwean5NtKIxIXsm7Y9RY+y7mMbGgmHaMWHpLfOKss4BXXgGOPNL1TISga7VuXedQXzUojAhJH3lPvnYijHx0jFpadOktQ2nENc3NwJ/+5HoWGrVvGCD/K2H/R5Ytk5HCiJD0wORrB5gURqYcI5beElKZxkbtEkX5n6NjREj6yLtjlFphZDqUpj4AvXqlb7NLQpJAXTCoHeXDoITRgAHGp2MdCiOSV+gYOcCkY9TeHi0ZtBJc5AipTpyrSDpGhKQP9ZlW5+q8kVphFEwGNeEacZEjpDpxKlUojAhJH+r/delSnXubJ1ItjFTXbBNxUHa9JqQ6cex1CiNC0ofqvN/ams9wmhNhZGJBKRZ10zjVRM71nAjJMlFDae3t+n+TwoiQ9NC7t65EXbLE7VxckFrHCAD695fRhDCiY0RIdaI6RitW6GMmXxOSHgoFvZH14sVu5+KCVAsjtdiqXin1wEWOkOpEdYxUGK1Xr859kNIChRHJMyqcRscoIXx0jLjIEVKdqMnXac4vAiiMSL6hY5QwpoWRCceIoTRCqhM1lJYVYVRpfzgKI5Jl6BgljOlQGh0jQuwTN5SWdmEElHeNuOk0yTLVhNHMmcB++wHnnw+sX5/otBIh8b3S2tt151yfQml0jAipTt5CaV17pXVdr9TrU9WxhGSJSqG0d98F9txTzrvPPQfMmQPcd1/Ss7NL4o5R8Gqz3istJl8Tkhx5C6UVizppvKtjtHatdr6HDk12XoQkQSXH6NprRRRtvz3Q1ATcfz/w9tvJz88miQsjtZg0NHS+IouDDceIwoiQ8kQNpS1cKKO68kwjlRKwP/tMxh499DpESJYo5xitXw/89a9yfMUVwBFHyPH//m+yc7NN4sJI9Tbp1093ro6LyeRrdRXMUBoh5YnqGM2bJ+Pmm9uZTxLUEkabbFL/OkaIj5RzjB56SL4fNgz44heBr35Vbv/rX7O1dUjiwmjBAhk32aT+xzKZfP355zKm1fYnxDZRHaOPP5Yx68KIkCxSThjdf7+MX/2qRH2OPlq6ZM+eDbzxRvJztIUzYTRsWP2PZTKUpuzCNNv+hNgkavK1coxGjLAznySgMCJ5pWsorVQCHn9cjlUIrU8f4NBD5fiBB5Kdn00SF0affiqjCWFkMvmawoiQ6kQJpbW3A/Pny3GahZHKg6QwInlDnQvXrpX/+Rkz5H+6uRnYZx99v6OPlpHCqA6UY7TppvU/linHqLVV5z5RGBFSniihtM8+E3HU0GDmf90VdIxIXunXT3++33pLu0X77tu5cOrIIyXP7vXXgU8+SX6eNsiEY7R8OdDREf9xVAy1WEznZpeEJEGUUJoKow0bJuIorVRyySiMSNYpFIBdd5XjqVMl8RqQpOsgQ4cCe+whxw8+mNz8bJJqYaQco1IpfN5DOVQYbeONRRwRQrqjREJLi7hB1chCfhGghY8SQgoKI5IHdtlFxieeAJ55Ro6PPbb7/VQ47R//iP4cpRJw1VXA6NFiTHzve8C6dXFma45EZMAf/gDsvz9w551mQ2nNzdJgCqgvz4j5RYTUJtjjq1Y4LSvCaLPNZFT5UgoKI5IHlGN0332yX+D22wNjx3a/3zHHyPjkk+GrVhWXXipiaM4cif5cdRXwi1/UM+v6SUQYvfce8OyzwOTJZh2jQsFMyT6FESG16dlTO6q1HNos9DACtDBS65aCwojkASWMFF/6Uvn7bbedOD7r1gH//Gf4x3/jDeAnP5HjX/0KuOEGOf7d79xuXpuIMFJ/3Bdf1P2CTAgjQLfjryfpi8KIkNoUCuETsGfNknGLLezOyTZqnQo6Ri0t2qGmMCJZZsQI7fr27w+ceWb5+xUKutnjb38b/vF/+lMZTzwR+NGPgG99C9hxR7nwcukaJSqMpk2TsUcPc40Ula337rvxH4PCiJBwhEnA7ugAXnhBjvfc0/6cbFLOMVL7Qg0cKHmJhGSVQkGaOt52mzRsrXahc955cm5/8UXg+edrP/a0aZKTVCwCP/uZ3FYsAr/+tRxfc408lgsSEUZbbdV5Z+pNNzXXRn/rrWU0IYxUp09CSHmUMFLtLcoxY4ZsINu7N7DzzsnMyxZBx0htefDqqzJOmMDtQEj22WUX4Otf73wOL8ewYcA3viHH3/xmbVdZOUtf/rI+jwPAIYcAp50m/2/HHSfrCSDfKyfaNokIo2JRZ7cDwJgx5h573DgZ6RgRYp/Ro2WcObPyfZ57Tsa99tLFEWlFCaN163T4bMoUGXff3cmUCPGWX/1KXNZZs4DTT6/cRmfhQr0Z7fnnd//5NdfIRdWiRXIB8r3vybjTTt3z/WyQWHG6EjCAts1MPm49wkgleVEYEVIddYFTbl+kX/9aQtvnnCPfT5qU3Lxs0dysw2Uqz4jCiJDyDB4sgqepCbjrLslJamnpfr/f/AZYv17EjuqBFKR/f2koud9+4jxddRXw2mvSE039/9kkMWF0+ulS1XLxxWYXTGXBzZ3bvTttWOgYERIOJYymTu18+yOPAP/1X8D778v3TU1ig2eBYDht1SrtllEYEdKdffcF7rhDwsy33SZ5hmpdAOT/6Npr5fjiiys/zqBBwFNPyWOdcw7w859LSb9qDWCTQqmkIuf2UVsEmKRUkiu6ZcuAN98Exo+P9vsLF0p4YM0aWezTnhNBiE1mz5ZQeI8eIhKamiTMtMsukgvwrW8BP/yhtNFQDVjTziGHyNXr7bfLVe7ZZwOjRgEffuh6ZoT4y6OPAl/7mhgP/foBN90EnHCCNIh88EFg770lSdvHPL3GJJ/MxtYAhQKwzTbAyy9LP4RDDon2+089JaJo990lfkkIqczo0SJ4li8HfvlLaZfx6KMiigYPBi6/PHvb6qjKtBtvlF5sAPD//p+7+RCSBg49VCrPTjpJBNCJJ8oF1NSpEj26/no/RRGQsGNki/vvl8z21tb4j/Hww8Bhh5mbEyFZ5cADgaef7nxbY6OE0w46yM2cbPLMM7LIr18v3w8dKm5R795Op0VIKmhrk5DZZZfJ94UCcPPNkl7jK5kQRgDw0kvA739fPtGrFjvvDFx4ob/qlRCfePVV6UyrLkQaGoAzzui+uWSWePtt4OqrJRH0zDOz/VoJscETT0hI+tRTZWsRn8mMMCKEEEIIqRfuJU8IIYQQsgEKI0IIIYSQDVAYEUIIIYRsgMKIEEIIIWQDFEaEEEIIIRugMCKEEEII2QCFESGEEELIBiiMCCGEEEI2QGFECCGEELIBCiNCCCGEkA1QGBFCCCGEbIDCiBBCCCFkAxRGhBBCCCEboDAihBBCCNkAhREhhBBCyAYojAghhBBCNkBhRAghhBCygf8PadNux35CzD4AAAAASUVORK5CYII=;" parent="1" vertex="1"> | |
<mxGeometry x="465.4500000000001" y="41.68" width="137.63" height="100.74" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-209" value="<font face="Times New Roman" style="font-size: 16px;">Energy</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="186.76000000000002" y="19.999999999999993" width="73.5" height="21.68" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-210" value="<font face="Times New Roman" style="font-size: 16px;">Breathiness</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="329.12" y="20" width="97.9" height="21.68" as="geometry" /> | |
</mxCell> | |
<mxCell id="1ULU1kVsAKOb1jrDNmAz-211" value="<font face="Times New Roman" style="font-size: 16px;">...</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" parent="1" vertex="1"> | |
<mxGeometry x="485.32" y="20" width="97.9" height="21.68" as="geometry" /> | |
</mxCell> | |
<mxCell id="wWb_J74rGhOO51zzYGRv-8" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=0.75;entryY=1;entryDx=0;entryDy=0;" parent="1" source="wWb_J74rGhOO51zzYGRv-3" target="1ULU1kVsAKOb1jrDNmAz-88" edge="1"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="wWb_J74rGhOO51zzYGRv-3" value="" style="shape=lineEllipse;line=vertical;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" parent="1" vertex="1"> | |
<mxGeometry x="446.21999999999997" y="291.15" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-15" value="" style="shape=orEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" vertex="1" parent="1"> | |
<mxGeometry x="365.78" y="423.67999999999995" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-21" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0;exitY=0.5;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" edge="1" parent="1" source="JIm_IPiQxvVLhq2Ij8lS-16" target="1ULU1kVsAKOb1jrDNmAz-150"> | |
<mxGeometry relative="1" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-16" value="" style="shape=lineEllipse;perimeter=ellipsePerimeter;whiteSpace=wrap;html=1;backgroundOutline=1;" vertex="1" parent="1"> | |
<mxGeometry x="547.65" y="545" width="25" height="25" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-53" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=1;entryY=0.5;entryDx=0;entryDy=0;" edge="1" parent="1" source="JIm_IPiQxvVLhq2Ij8lS-28" target="1ULU1kVsAKOb1jrDNmAz-136"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="519" y="635" /> | |
<mxPoint x="360" y="635" /> | |
<mxPoint x="360" y="603" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-28" value="<font face="Times New Roman" style="font-size: 15px;">Melody<br>Encoder<br></font>" style="rounded=1;whiteSpace=wrap;html=1;strokeWidth=1.5;fillColor=#ffe6cc;strokeColor=#d79b00;" vertex="1" parent="1"> | |
<mxGeometry x="471.08" y="645" width="95.85" height="40" as="geometry" /> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-32" style="edgeStyle=orthogonalEdgeStyle;rounded=0;orthogonalLoop=1;jettySize=auto;html=1;exitX=0.5;exitY=0;exitDx=0;exitDy=0;entryX=0.75;entryY=1;entryDx=0;entryDy=0;jumpStyle=arc;" edge="1" parent="1" source="JIm_IPiQxvVLhq2Ij8lS-30" target="JIm_IPiQxvVLhq2Ij8lS-28"> | |
<mxGeometry relative="1" as="geometry"> | |
<Array as="points"> | |
<mxPoint x="631" y="705" /> | |
<mxPoint x="543" y="705" /> | |
</Array> | |
</mxGeometry> | |
</mxCell> | |
<mxCell id="JIm_IPiQxvVLhq2Ij8lS-30" value="<font face="Times New Roman" style="font-size: 16px;">Ornaments</font>" style="text;html=1;strokeColor=none;fillColor=none;align=center;verticalAlign=middle;whiteSpace=wrap;rounded=0;" vertex="1" parent="1"> | |
<mxGeometry x="590.97" y="897.18" width="80" height="20" as="geometry" /> | |
</mxCell> | |
</root> | |
</mxGraphModel> | |
</diagram> | |
</mxfile> | |